##############ECHO OF PROBLEM################# ##############temp/mtest7postode.ode################# diff ( y2 , x , 5 ) = y1 ; diff ( y1 , x , 1 ) = m1 * y2 ; ! #BEGIN FIRST INPUT BLOCK # Digits:=32; ELIMINATED in preodein.rb max_terms=30 ! #END FIRST INPUT BLOCK #BEGIN SECOND INPUT BLOCK x_start=0.0 x_end=5.0 $array_y1_init[0 + 1] = exact_soln_y1(x_start) $array_y2_init[0 + 1] = exact_soln_y2(x_start) $array_y2_init[1 + 1] = exact_soln_y2p(x_start) $array_y2_init[2 + 1] = exact_soln_y2pp(x_start) $array_y2_init[4 + 1] = exact_soln_y2pppp(x_start) $glob_look_poles=true $glob_max_iter=20 #END SECOND INPUT BLOCK #BEGIN OVERRIDE BLOCK $glob_desired_digits_correct=10 $glob_display_interval=0.001 $glob_look_poles=true $glob_max_iter=10000000 $glob_max_minutes=3 $glob_subiter_method=3 #END OVERRIDE BLOCK ! #BEGIN USER DEF BLOCK def exact_soln_y1 (x) return( cos(x)) end def exact_soln_y2 (x) return( sin(x)) end def exact_soln_y2p (x) return( cos(x)) end def exact_soln_y2pp (x) return( -sin(x)) end def exact_soln_y2ppp (x) return( -cos(x)) end def exact_soln_y2pppp (x) return( sin(x)) end #END USER DEF BLOCK #######END OF ECHO OF PROBLEM################# START of Optimize min_size 0.0 min_size 1.0 opt_iter 1 $glob_desired_digits_correct 10 desired_abs_gbl_error 1.0e-10 range 5.0 estimated_steps 5000.0 step_error 2.0e-14 est_needed_step_err 2.0e-14 hn_div_ho 0.5 hn_div_ho_2 0.25 hn_div_ho_3 0.125 value3 2.4795962632247985e-105 max_value3 2.4795962632247985e-105 value3 2.4795962632247985e-105 best_h 0.001 START of Soultion TOP MAIN SOLVE Loop x[1] 0.0 y2[1] (analytic) 0.0 y2[1] (numeric) 0.0 absolute error 0.0 relative error -1.0% Correct digits -1 h 0.001 y1[1] (analytic) 1.0 y1[1] (numeric) 1.0 absolute error 0.0 relative error 0.0% Correct digits 16 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.001 y2[1] (analytic) 0.0009999998333333417 y2[1] (numeric) 0.0010000000000000083 absolute error 1.666666665789407e-10 relative error 1.6666669435672168e-05% Correct digits 6 h 0.001 y1[1] (analytic) 0.9999995000000417 y1[1] (numeric) 0.9999995 absolute error 4.163336342344337e-14 relative error 4.163338424013375e-12% Correct digits 13 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.002 y2[1] (analytic) 0.0019999986666669333 y2[1] (numeric) 0.0020000000000002668 absolute error 1.3333333334988873e-09 relative error 6.666671111940956e-05% Correct digits 6 h 0.001 y1[1] (analytic) 0.9999980000006666 y1[1] (numeric) 0.999998 absolute error 6.66577903984944e-13 relative error 6.66579237142974e-11% Correct digits 12 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.003 y2[1] (analytic) 0.002999995500002025 y2[1] (numeric) 0.0030000000000020254 absolute error 4.500000000233484e-09 relative error 0.00015000022500801904% Correct digits 5 h 0.001 y1[1] (analytic) 0.999995500003375 y1[1] (numeric) 0.9999955 absolute error 3.3749669725580134e-12 relative error 3.374982159966343e-10% Correct digits 11 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.004 y2[1] (analytic) 0.003999989333341867 y2[1] (numeric) 0.004000000000008534 absolute error 1.0666666667123736e-08 relative error 0.00026666737779053193% Correct digits 5 h 0.001 y1[1] (analytic) 0.9999920000106667 y1[1] (numeric) 0.999992 absolute error 1.0666689753691116e-11 relative error 1.066677508777804e-09% Correct digits 10 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.005 y2[1] (analytic) 0.004999979166692708 y2[1] (numeric) 0.005000000000026043 absolute error 2.083333333451065e-08 relative error 0.00041666840280638794% Correct digits 5 h 0.001 y1[1] (analytic) 0.9999875000260416 y1[1] (numeric) 0.9999875 absolute error 2.6041613310212597e-11 relative error 2.6041938833769845e-09% Correct digits 10 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.006 y2[1] (analytic) 0.0059999640000648 y2[1] (numeric) 0.006000000000064801 absolute error 3.600000000100051e-08 relative error 0.0006000036000317953% Correct digits 5 h 0.001 y1[1] (analytic) 0.999982000054 y1[1] (numeric) 0.999982 absolute error 5.3999915650138064e-11 relative error 5.400088766319995e-09% Correct digits 10 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.007 y2[1] (analytic) 0.006999942833473391 y2[1] (numeric) 0.007000000000140059 absolute error 5.716666666780168e-08 relative error 0.000816673336165453% Correct digits 5 h 0.001 y1[1] (analytic) 0.9999755001000415 y1[1] (numeric) 0.9999754999999999 absolute error 1.0004164163746054e-10 relative error 1.0004409270772332e-08% Correct digits 9 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.008 y2[1] (analytic) 0.007999914666939733 y2[1] (numeric) 0.008000000000273068 absolute error 8.533333333525517e-08 relative error 0.0010666780445534223% Correct digits 4 h 0.001 y1[1] (analytic) 0.9999680001706663 y1[1] (numeric) 0.9999679999999997 absolute error 1.7066659196984801e-10 relative error 1.706720534464303e-08% Correct digits 9 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.009000000000000001 y2[1] (analytic) 0.008999878500492076 y2[1] (numeric) 0.009000000000492076 absolute error 1.2150000000023253e-07 relative error 0.0013500182251748112% Correct digits 4 h 0.001 y1[1] (analytic) 0.9999595002733742 y1[1] (numeric) 0.9999594999999993 absolute error 2.733748782901557e-10 relative error 2.733859503464081e-08% Correct digits 9 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.010000000000000002 y2[1] (analytic) 0.009999833334166666 y2[1] (numeric) 0.010000000000833334 absolute error 1.666666666674116e-07 relative error 0.001666694444775971% Correct digits 4 h 0.001 y1[1] (analytic) 0.9999500004166653 y1[1] (numeric) 0.9999499999999987 absolute error 4.166665901195188e-10 relative error 4.166874243171155e-08% Correct digits 9 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.011000000000000003 y2[1] (analytic) 0.010999778168008758 y2[1] (numeric) 0.01100000000134209 absolute error 2.2183333333279653e-07 relative error 0.0020167073366803546% Correct digits 4 h 0.001 y1[1] (analytic) 0.9999395006100392 y1[1] (numeric) 0.9999394999999976 absolute error 6.100415728127473e-10 relative error 6.100784821887479e-08% Correct digits 9 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.012000000000000004 y2[1] (analytic) 0.011999712002073597 y2[1] (numeric) 0.012000000002073597 absolute error 2.8799999999933046e-07 relative error 0.002400057600962114% Correct digits 4 h 0.001 y1[1] (analytic) 0.9999280008639958 y1[1] (numeric) 0.9999279999999959 absolute error 8.639998716475361e-10 relative error 8.640620833709929e-08% Correct digits 9 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.013000000000000005 y2[1] (analytic) 0.012999633836427434 y2[1] (numeric) 0.0130000000030941 absolute error 3.66166666666487e-07 relative error 0.002816746004340666% Correct digits 4 h 0.001 y1[1] (analytic) 0.9999155011900349 y1[1] (numeric) 0.9999154999999934 absolute error 1.19004150977986e-09 relative error 1.190142075368918e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.014000000000000005 y2[1] (analytic) 0.013999542671148517 y2[1] (numeric) 0.014000000004481851 absolute error 4.573333333337398e-07 relative error 0.003266773380220858% Correct digits 4 h 0.001 y1[1] (analytic) 0.9999020016006562 y1[1] (numeric) 0.9999019999999896 absolute error 1.600666599266276e-09 relative error 1.6008234774046938e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.015000000000000006 y2[1] (analytic) 0.014999437506328097 y2[1] (numeric) 0.015000000006328097 absolute error 5.625000000005626e-07 relative error 0.003750140628695243% Correct digits 4 h 0.001 y1[1] (analytic) 0.9998875021093592 y1[1] (numeric) 0.9998874999999843 absolute error 2.109374896974714e-09 relative error 2.1096122238999728e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.016000000000000007 y2[1] (analytic) 0.015999317342071422 y2[1] (numeric) 0.016000000008738087 absolute error 6.826666666646941e-07 relative error 0.004266848716535987% Correct digits 4 h 0.001 y1[1] (analytic) 0.9998720027306434 y1[1] (numeric) 0.9998719999999768 absolute error 2.730666581740593e-09 relative error 2.7310161443496387e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.017000000000000008 y2[1] (analytic) 0.016999181178498735 y2[1] (numeric) 0.017000000011832068 absolute error 8.18833333332547e-07 relative error 0.004816898677262415% Correct digits 4 h 0.001 y1[1] (analytic) 0.9998555034800082 y1[1] (numeric) 0.9998554999999666 absolute error 3.480041588233007e-09 relative error 3.480544514803073e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.01800000000000001 y2[1] (analytic) 0.017999028015746286 y2[1] (numeric) 0.01800000001574629 absolute error 9.720000000018603e-07 relative error 0.00540029161103319% Correct digits 4 h 0.001 y1[1] (analytic) 0.9998380043739528 y1[1] (numeric) 0.9998379999999529 absolute error 4.373999828999331e-09 relative error 4.374708512643611e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.01900000000000001 y2[1] (analytic) 0.018998856853967325 y2[1] (numeric) 0.01900000002063399 absolute error 1.1431666666651685e-06 relative error 0.006017028684683486% Correct digits 4 h 0.001 y1[1] (analytic) 0.9998195054299763 y1[1] (numeric) 0.9998194999999348 absolute error 5.430041527532126e-09 relative error 5.431021797476251e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.02000000000000001 y2[1] (analytic) 0.01999866669333309 y2[1] (numeric) 0.020000000026666423 absolute error 1.3333333333323538e-06 relative error 0.006667111131847825% Correct digits 4 h 0.001 y1[1] (analytic) 0.9998000066665778 y1[1] (numeric) 0.9997999999999112 absolute error 6.666666552135325e-09 relative error 6.668000107704125e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.02100000000000001 y2[1] (analytic) 0.02099845653403383 y2[1] (numeric) 0.02100000003403383 absolute error 1.5434999999994203e-06 relative error 0.007350540252793104% Correct digits 4 h 0.001 y1[1] (analytic) 0.9997795081032559 y1[1] (numeric) 0.999779499999881 absolute error 8.103374860013446e-09 relative error 8.105161982552397e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.022000000000000013 y2[1] (analytic) 0.021998225376279785 y2[1] (numeric) 0.02200000004294645 absolute error 1.7746666666658417e-06 relative error 0.008067317414519385% Correct digits 4 h 0.001 y1[1] (analytic) 0.9997580097605092 y1[1] (numeric) 0.9997579999998427 absolute error 9.760666497271586e-09 relative error 9.763029055010765e-07% Correct digits 8 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.023000000000000013 y2[1] (analytic) 0.022997972220302195 y2[1] (numeric) 0.02300000005363553 absolute error 2.027833333334561e-06 relative error 0.008817444050760381% Correct digits 4 h 0.001 y1[1] (analytic) 0.9997355116598361 y1[1] (numeric) 0.9997354999997946 absolute error 1.1660041487893125e-08 relative error 1.1663126248795791e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.024000000000000014 y2[1] (analytic) 0.023997696066354303 y2[1] (numeric) 0.024000000066354304 absolute error 2.3040000000015826e-06 relative error 0.009600921661941871% Correct digits 4 h 0.001 y1[1] (analytic) 0.9997120138237345 y1[1] (numeric) 0.9997119999997348 absolute error 1.3823999722717417e-08 relative error 1.3827981990376293e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.025000000000000015 y2[1] (analytic) 0.024997395914712346 y2[1] (numeric) 0.025000000081379013 absolute error 2.60416666666638e-06 relative error 0.010417751815234818% Correct digits 3 h 0.001 y1[1] (analytic) 0.9996875162757026 y1[1] (numeric) 0.9996874999996611 absolute error 1.627604151455131e-08 relative error 1.6281129102408997e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.026000000000000016 y2[1] (analytic) 0.025997070765676557 y2[1] (numeric) 0.02600000009900989 absolute error 2.929333333331896e-06 relative error 0.01126793614455764% Correct digits 3 h 0.001 y1[1] (analytic) 0.9996620190402377 y1[1] (numeric) 0.9996619999995712 absolute error 1.9040666487946112e-08 relative error 1.9047104046452426e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.027000000000000017 y2[1] (analytic) 0.026996719619572167 y2[1] (numeric) 0.027000000119572168 absolute error 3.2805000000010742e-06 relative error 0.01215147635056656% Correct digits 3 h 0.001 y1[1] (analytic) 0.9996355221428369 y1[1] (numeric) 0.9996354999994621 absolute error 2.2143374800442928e-08 relative error 2.215144851292998e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.028000000000000018 y2[1] (analytic) 0.027996341476750407 y2[1] (numeric) 0.028000000143417074 absolute error 3.658666666666449e-06 relative error 0.013068374200624724% Correct digits 3 h 0.001 y1[1] (analytic) 0.9996080256099974 y1[1] (numeric) 0.9996079999993309 absolute error 2.5610666476438837e-08 relative error 2.562070913827475e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.02900000000000002 y2[1] (analytic) 0.028995935337589505 y2[1] (numeric) 0.029000000170922836 absolute error 4.064833333330964e-06 relative error 0.014018631528886842% Correct digits 3 h 0.001 y1[1] (analytic) 0.9995795294692156 y1[1] (numeric) 0.9995794999991741 absolute error 2.94700415182092e-08 relative error 2.9482438014570005e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.03000000000000002 y2[1] (analytic) 0.02999550020249568 y2[1] (numeric) 0.03000000020249568 absolute error 4.4999999999975615e-06 relative error 0.015002250236264282% Correct digits 3 h 0.001 y1[1] (analytic) 0.9995500337489875 y1[1] (numeric) 0.9995499999989877 absolute error 3.3749999794885355e-08 relative error 3.376519299219076e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.03100000000000002 y2[1] (analytic) 0.030995035071904153 y2[1] (numeric) 0.03100000023857082 absolute error 4.965166666665716e-06 relative error 0.01601923229042078% Correct digits 3 h 0.001 y1[1] (analytic) 0.999519538478809 y1[1] (numeric) 0.9995194999987677 absolute error 3.848004137552152e-08 relative error 3.849853844186493e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.03200000000000002 y2[1] (analytic) 0.03199453894628014 y2[1] (numeric) 0.03200000027961347 absolute error 5.461333333331431e-06 relative error 0.01706957972578128% Correct digits 3 h 0.001 y1[1] (analytic) 0.9994880436891754 y1[1] (numeric) 0.999487999998509 absolute error 4.369066641807251e-08 relative error 4.371304558762645e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.03300000000000002 y2[1] (analytic) 0.03299401082611984 y2[1] (numeric) 0.03300000032611984 absolute error 5.9894999999976495e-06 relative error 0.018153294643572213% Correct digits 3 h 0.001 y1[1] (analytic) 0.9994555494115813 y1[1] (numeric) 0.9994554999982066 absolute error 4.941337472530449e-08 relative error 4.94402925216595e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.03400000000000002 y2[1] (analytic) 0.03399344971195147 y2[1] (numeric) 0.03400000037861813 absolute error 6.550666666660376e-06 relative error 0.01927037921178468% Correct digits 3 h 0.001 y1[1] (analytic) 0.9994220556785212 y1[1] (numeric) 0.9994219999978547 absolute error 5.5680666410928836e-08 relative error 5.571286534508835e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.035000000000000024 y2[1] (analytic) 0.03499285460433622 y2[1] (numeric) 0.03500000043766955 absolute error 7.145833333332963e-06 relative error 0.02042083566525456% Correct digits 3 h 0.001 y1[1] (analytic) 0.9993875625234886 y1[1] (numeric) 0.9993874999974471 absolute error 6.252604145551288e-08 relative error 6.256435821317652e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.036000000000000025 y2[1] (analytic) 0.035992224503869276 y2[1] (numeric) 0.03600000050386928 absolute error 7.776000000001004e-06 relative error 0.02160466630553791% Correct digits 3 h 0.001 y1[1] (analytic) 0.9993520699809768 y1[1] (numeric) 0.999351999996977 absolute error 6.998399981750225e-08 relative error 7.0029373951098565e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.037000000000000026 y2[1] (analytic) 0.03699155841118083 y2[1] (numeric) 0.0370000005778475 absolute error 8.442166666663975e-06 relative error 0.022821873501042603% Correct digits 3 h 0.001 y1[1] (analytic) 0.9993155780864782 y1[1] (numeric) 0.9993154999964368 absolute error 7.809004143322085e-08 relative error 7.814352457383901e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.03800000000000003 y2[1] (analytic) 0.03799085532693706 y2[1] (numeric) 0.03800000066027039 absolute error 9.145333333335226e-06 relative error 0.02407245968703109% Correct digits 3 h 0.001 y1[1] (analytic) 0.9992780868764849 y1[1] (numeric) 0.9992779999958185 absolute error 8.688066643891545e-08 relative error 8.694343204351112e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.03900000000000003 y2[1] (analytic) 0.038990114251841124 y2[1] (numeric) 0.039000000751841124 absolute error 9.886500000000353e-06 relative error 0.025356427365517426% Correct digits 3 h 0.001 y1[1] (analytic) 0.999239596388488 y1[1] (numeric) 0.9992394999951132 absolute error 9.639337483768884e-08 relative error 9.646672848642066e-06% Correct digits 7 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.04000000000000003 y2[1] (analytic) 0.03998933418663419 y2[1] (numeric) 0.040000000853300854 absolute error 1.066666666666577e-05 relative error 0.026673779105406904% Correct digits 3 h 0.001 y1[1] (analytic) 0.9992001066609779 y1[1] (numeric) 0.9991999999943115 absolute error 1.0666666638847744e-07 relative error 1.067520566475167e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.04100000000000003 y2[1] (analytic) 0.0409885141320964 y2[1] (numeric) 0.04100000096542973 absolute error 1.1486833333330948e-05 relative error 0.02802451754243047% Correct digits 3 h 0.001 y1[1] (analytic) 0.9991596177334445 y1[1] (numeric) 0.999159499993403 absolute error 1.1774004149422979e-07 relative error 1.1783907136010818e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.04200000000000003 y2[1] (analytic) 0.04198765308904789 y2[1] (numeric) 0.04200000108904789 absolute error 1.2348000000002302e-05 relative error 0.029408645379189267% Correct digits 3 h 0.001 y1[1] (analytic) 0.9991181296463766 y1[1] (numeric) 0.9991179999923768 absolute error 1.2965399975861658e-07 relative error 1.2976843869753993e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.04300000000000003 y2[1] (analytic) 0.042986750058349794 y2[1] (numeric) 0.04300000122501646 absolute error 1.3251166666665426e-05 relative error 0.03082616538509755% Correct digits 3 h 0.001 y1[1] (analytic) 0.9990756424412622 y1[1] (numeric) 0.9990754999912208 absolute error 1.424500414293206e-07 relative error 1.4258183802904147e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.04400000000000003 y2[1] (analytic) 0.04398580404090522 y2[1] (numeric) 0.044000001374238554 absolute error 1.4197333333333673e-05 relative error 0.03227708039650852% Correct digits 3 h 0.001 y1[1] (analytic) 0.9990321561605888 y1[1] (numeric) 0.9990319999899223 absolute error 1.5617066650985834e-07 relative error 1.5632196175751e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.04500000000000003 y2[1] (analytic) 0.04498481403766027 y2[1] (numeric) 0.04500000153766027 absolute error 1.5187499999999576e-05 relative error 0.0337613933166089% Correct digits 3 h 0.001 y1[1] (analytic) 0.9989876708478425 y1[1] (numeric) 0.9989874999884676 absolute error 1.708593748706022e-07 relative error 1.7103251607258935e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.046000000000000034 y2[1] (analytic) 0.04598377904960503 y2[1] (numeric) 0.04600000171627169 absolute error 1.622266666666261e-05 relative error 0.03527910711549479% Correct digits 3 h 0.001 y1[1] (analytic) 0.9989421865475084 y1[1] (numeric) 0.998941999986842 absolute error 1.8656066647082525e-07 relative error 1.867582218302407e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.047000000000000035 y2[1] (analytic) 0.046982698077774575 y2[1] (numeric) 0.047000001911107904 absolute error 1.7303833333329188e-05 relative error 0.03683022483018033% Correct digits 3 h 0.001 y1[1] (analytic) 0.9988957033050712 y1[1] (numeric) 0.9988954999850297 absolute error 2.0332004146972338e-07 relative error 2.0354481533656945e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.048000000000000036 y2[1] (analytic) 0.04798157012324996 y2[1] (numeric) 0.04800000212324995 absolute error 1.8431999999991844e-05 relative error 0.038414749564563394% Correct digits 3 h 0.001 y1[1] (analytic) 0.9988482211670138 y1[1] (numeric) 0.998847999983014 absolute error 2.2118399978232617e-07 relative error 2.2143904859129022e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.04900000000000004 y2[1] (analytic) 0.048980394187159215 y2[1] (numeric) 0.04900000235382587 absolute error 1.960816666665699e-05 relative error 0.040032684489496206% Correct digits 3 h 0.001 y1[1] (analytic) 0.9987997401808185 y1[1] (numeric) 0.998799499980777 absolute error 2.402000415235861e-07 relative error 2.404886904356836e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.05000000000000004 y2[1] (analytic) 0.049979169270678366 y2[1] (numeric) 0.05000000260401169 absolute error 2.08333333333241e-05 relative error 0.04168403284275183% Correct digits 3 h 0.001 y1[1] (analytic) 0.9987502603949663 y1[1] (numeric) 0.9987499999782997 absolute error 2.604166665642893e-07 relative error 2.607425268267813e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.05100000000000004 y2[1] (analytic) 0.05097789437503241 y2[1] (numeric) 0.0510000028750324 absolute error 2.2108499999992648e-05 relative error 0.04336879792905058% Correct digits 3 h 0.001 y1[1] (analytic) 0.9986997818589368 y1[1] (numeric) 0.998699499975562 absolute error 2.818833748641225e-07 relative error 2.8225036190499302e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.05200000000000004 y2[1] (analytic) 0.05197656850149633 y2[1] (numeric) 0.052000003168162987 absolute error 2.343466666665517e-05 relative error 0.04508698312005826% Correct digits 3 h 0.001 y1[1] (analytic) 0.9986483046232089 y1[1] (numeric) 0.9986479999725423 absolute error 3.0465066658269535e-07 relative error 3.050630188549115e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.05300000000000004 y2[1] (analytic) 0.05297519065139608 y2[1] (numeric) 0.0530000034847294 absolute error 2.4812833333318074e-05 relative error 0.046838591854438505% Correct digits 3 h 0.001 y1[1] (analytic) 0.9985958287392593 y1[1] (numeric) 0.9985954999692178 absolute error 3.287700415244288e-07 relative error 3.29232340114524e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.05400000000000004 y2[1] (analytic) 0.053973759826109594 y2[1] (numeric) 0.054000003826109574 absolute error 2.6243999999980838e-05 relative error 0.048623627637823755% Correct digits 3 h 0.001 y1[1] (analytic) 0.9985423542595644 y1[1] (numeric) 0.9985419999655645 absolute error 3.542939999157113e-07 relative error 3.548111889339197e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.05500000000000004 y2[1] (analytic) 0.05497227502706777 y2[1] (numeric) 0.05500000419373442 absolute error 2.7729166666649874e-05 relative error 0.050442094042854005% Correct digits 3 h 0.001 y1[1] (analytic) 0.9984878812375984 y1[1] (numeric) 0.9984874999615568 absolute error 3.8127604151672045e-07 relative error 3.8185344928186736e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.05600000000000004 y2[1] (analytic) 0.055970735255755515 y2[1] (numeric) 0.056000004589088825 absolute error 2.9269333333310776e-05 relative error 0.052293994709138626% Correct digits 3 h 0.001 y1[1] (analytic) 0.9984324097278344 y1[1] (numeric) 0.9984319999571678 absolute error 4.0977066662062356e-07 relative error 4.1041402765794046e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.057000000000000044 y2[1] (analytic) 0.05696913951371266 y2[1] (numeric) 0.057000005013712635 absolute error 3.08654999999769e-05 relative error 0.05417933334335771% Correct digits 3 h 0.001 y1[1] (analytic) 0.9983759397857438 y1[1] (numeric) 0.998375499952369 absolute error 4.398333748323324e-07 relative error 4.405488526964329e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.058000000000000045 y2[1] (analytic) 0.05796748680253504 y2[1] (numeric) 0.05800000546920168 absolute error 3.251866666664077e-05 relative error 0.056098113719186916% Correct digits 3 h 0.001 y1[1] (analytic) 0.9983184714677966 y1[1] (numeric) 0.9983179999471301 absolute error 4.7152066651179325e-07 relative error 4.72314877454417e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.059000000000000045 y2[1] (analytic) 0.05896577612387545 y2[1] (numeric) 0.05900000595720875 absolute error 3.4229833333301873e-05 relative error 0.0580503396773609% Correct digits 3 h 0.001 y1[1] (analytic) 0.9982600048314613 y1[1] (numeric) 0.9982594999414197 absolute error 5.048900415527413e-07 relative error 5.05770079046674e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.060000000000000046 y2[1] (analytic) 0.059964006479444644 y2[1] (numeric) 0.06000000647944461 absolute error 3.5999999999966614e-05 relative error 0.06003601512568582% Correct digits 3 h 0.001 y1[1] (analytic) 0.9982005399352042 y1[1] (numeric) 0.9981999999352044 absolute error 5.399999998267901e-07 relative error 5.4097345996411e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06100000000000005 y2[1] (analytic) 0.06096217687101236 y2[1] (numeric) 0.06100000703767899 absolute error 3.783016666662753e-05 relative error 0.06205514403901782% Correct digits 3 h 0.001 y1[1] (analytic) 0.9981400768384904 y1[1] (numeric) 0.9981394999284489 absolute error 5.769100415164985e-07 relative error 5.7798504929669166e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06200000000000005 y2[1] (analytic) 0.061960286300408285 y2[1] (numeric) 0.062000007633741576 absolute error 3.972133333329103e-05 relative error 0.06410773045932373% Correct digits 3 h 0.001 y1[1] (analytic) 0.9980786156017829 y1[1] (numeric) 0.9980779999211163 absolute error 6.156806665602588e-07 relative error 6.16865903082233e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06300000000000004 y2[1] (analytic) 0.06295833376952306 y2[1] (numeric) 0.06300000826952303 absolute error 4.167449999996353e-05 relative error 0.06619377849567132% Correct digits 3 h 0.001 y1[1] (analytic) 0.9980161562865429 y1[1] (numeric) 0.9980154999131681 absolute error 6.563733748743417e-07 relative error 6.576781054493157e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06400000000000004 y2[1] (analytic) 0.06395631828030933 y2[1] (numeric) 0.06400000894697595 absolute error 4.369066666662369e-05 relative error 0.06831329232420033% Correct digits 3 h 0.001 y1[1] (analytic) 0.99795269895523 y1[1] (numeric) 0.9979519999045634 absolute error 6.990506665749407e-07 relative error 7.004847697759485e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06500000000000004 y2[1] (analytic) 0.06495423883478264 y2[1] (numeric) 0.06500000966811592 absolute error 4.5770833333277916e-05 relative error 0.07046627618822604% Correct digits 3 h 0.001 y1[1] (analytic) 0.9978882436713011 y1[1] (numeric) 0.9978874998952596 absolute error 7.437760415340833e-07 relative error 7.453500391964524e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06600000000000004 y2[1] (analytic) 0.06595209443502253 y2[1] (numeric) 0.06600001043502247 absolute error 4.791599999993956e-05 relative error 0.07265273439821911% Correct digits 3 h 0.001 y1[1] (analytic) 0.9978227904992117 y1[1] (numeric) 0.9978219998852119 absolute error 7.906139998237194e-07 relative error 7.923390880139893e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06700000000000005 y2[1] (analytic) 0.06694988408317348 y2[1] (numeric) 0.06700001124984008 absolute error 5.0127166666594225e-05 relative error 0.07487267133176813% Correct digits 3 h 0.001 y1[1] (analytic) 0.9977563395044151 y1[1] (numeric) 0.9977554998743736 absolute error 8.396300414936775e-07 relative error 8.415181224613628e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06800000000000005 y2[1] (analytic) 0.06794760678144594 y2[1] (numeric) 0.06800001211477918 absolute error 5.240533333324138e-05 relative error 0.07712609143365944% Correct digits 3 h 0.001 y1[1] (analytic) 0.9976888907533621 y1[1] (numeric) 0.9976879998626956 absolute error 8.90890666460642e-07 relative error 8.929543815887576e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.06900000000000005 y2[1] (analytic) 0.06894526153211727 y2[1] (numeric) 0.06900001303211717 absolute error 5.475149999989437e-05 relative error 0.07941299921589112% Correct digits 3 h 0.001 y1[1] (analytic) 0.9976204443135014 y1[1] (numeric) 0.9976194998501267 absolute error 9.444633747301978e-07 relative error 9.46716138501068e-05% Correct digits 6 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07000000000000005 y2[1] (analytic) 0.06994284733753281 y2[1] (numeric) 0.07000001400419936 absolute error 5.716666666655268e-05 relative error 0.08173339925764767% Correct digits 3 h 0.001 y1[1] (analytic) 0.9975510002532796 y1[1] (numeric) 0.9975499998366132 absolute error 1.0004166663968306e-06 relative error 0.00010028727013885239% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07100000000000005 y2[1] (analytic) 0.07094036320010684 y2[1] (numeric) 0.07100001503344004 absolute error 5.96518333332019e-05 relative error 0.0840872962053175% Correct digits 3 h 0.001 y1[1] (analytic) 0.9974805586421406 y1[1] (numeric) 0.9974794998220993 absolute error 1.0588200413108595e-06 relative error 0.00010614944142392305% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07200000000000005 y2[1] (analytic) 0.07193780812232359 y2[1] (numeric) 0.07200001612232344 absolute error 6.220799999985538e-05 relative error 0.0864746947725686% Correct digits 3 h 0.001 y1[1] (analytic) 0.9974091195505261 y1[1] (numeric) 0.9974079998065265 absolute error 1.119743999633549e-06 relative error 0.00011226526584578974% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07300000000000005 y2[1] (analytic) 0.07293518110673822 y2[1] (numeric) 0.0730000172734047 absolute error 6.483616666648484e-05 relative error 0.08889559974026699% Correct digits 3 h 0.001 y1[1] (analytic) 0.9973366830498752 y1[1] (numeric) 0.9973354997898339 absolute error 1.1832600412819971e-06 relative error 0.00011864198533874886% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07400000000000005 y2[1] (analytic) 0.0739324811559778 y2[1] (numeric) 0.07400001848931094 absolute error 6.753733333314527e-05 relative error 0.09135001595666663% Correct digits 3 h 0.001 y1[1] (analytic) 0.9972632492126244 y1[1] (numeric) 0.9972619997719581 absolute error 1.249440666373225e-06 relative error 0.00012528694578484707% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07500000000000005 y2[1] (analytic) 0.0749297072727424 y2[1] (numeric) 0.07500001977274218 absolute error 7.031249999978062e-05 relative error 0.0938379483371592% Correct digits 3 h 0.001 y1[1] (analytic) 0.9971888181122074 y1[1] (numeric) 0.9971874997528328 absolute error 1.3183593745580424e-06 relative error 0.00013220759705808252% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07600000000000005 y2[1] (analytic) 0.07592685845980596 y2[1] (numeric) 0.07600002112647239 absolute error 7.316266666643201e-05 relative error 0.09635940186457569% Correct digits 3 h 0.001 y1[1] (analytic) 0.9971133898230555 y1[1] (numeric) 0.9971119997323892 absolute error 1.3900906663533164e-06 relative error 0.00013941149327058953% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07700000000000005 y2[1] (analytic) 0.07692393372001739 y2[1] (numeric) 0.07700002255335046 absolute error 7.608883333307115e-05 relative error 0.0989143815889788% Correct digits 3 h 0.001 y1[1] (analytic) 0.9970369644205967 y1[1] (numeric) 0.9970354997105555 absolute error 1.464710041254591e-06 relative error 0.0001469062926975602% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07800000000000006 y2[1] (analytic) 0.07792093205630152 y2[1] (numeric) 0.07800002405630123 absolute error 7.909199999971139e-05 relative error 0.10150289262782909% Correct digits 2 h 0.001 y1[1] (analytic) 0.9969595419812568 y1[1] (numeric) 0.9969579996872572 absolute error 1.5422939996234675e-06 relative error 0.00015469975808230573% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.07900000000000006 y2[1] (analytic) 0.07891785247166008 y2[1] (numeric) 0.07900002563832642 absolute error 8.217316666633834e-05 relative error 0.10412494016591146% Correct digits 2 h 0.001 y1[1] (analytic) 0.9968811225824579 y1[1] (numeric) 0.9968794996624166 absolute error 1.6229200412443134e-06 relative error 0.0001627997566089002% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08000000000000006 y2[1] (analytic) 0.07991469396917275 y2[1] (numeric) 0.08000002730250572 absolute error 8.533333333296533e-05 relative error 0.1067805294554251% Correct digits 2 h 0.001 y1[1] (analytic) 0.9968017063026193 y1[1] (numeric) 0.9967999996359532 absolute error 1.7066666661014196e-06 relative error 0.00017121426009911867% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08100000000000006 y2[1] (analytic) 0.08091145555199811 y2[1] (numeric) 0.0810000290519977 absolute error 8.857349999959185e-05 relative error 0.10946966581594827% Correct digits 2 h 0.001 y1[1] (analytic) 0.9967212932211577 y1[1] (numeric) 0.9967194996077832 absolute error 1.7936133744900218e-06 relative error 0.00017995134514418824% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08200000000000006 y2[1] (analytic) 0.08190813622337464 y2[1] (numeric) 0.08200003089004086 absolute error 9.189466666621737e-05 relative error 0.11219235463447502% Correct digits 2 h 0.001 y1[1] (analytic) 0.9966398834184859 y1[1] (numeric) 0.9966379995778196 absolute error 1.883840666239145e-06 relative error 0.000189019193149039% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08300000000000006 y2[1] (analytic) 0.08290473498662179 y2[1] (numeric) 0.08300003281995462 absolute error 9.529783333282749e-05 relative error 0.11494860136541725% Correct digits 2 h 0.001 y1[1] (analytic) 0.9965574769760137 y1[1] (numeric) 0.9965554995459724 absolute error 1.9774300412667145e-06 relative error 0.00019842609051181798% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08400000000000006 y2[1] (analytic) 0.08390125084514087 y2[1] (numeric) 0.08400003484514029 absolute error 9.878399999942167e-05 relative error 0.11773841153065805% Correct digits 2 h 0.001 y1[1] (analytic) 0.9964740739761475 y1[1] (numeric) 0.9964719995121479 absolute error 2.0744639995795566e-06 relative error 0.00020818042874933972% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08500000000000006 y2[1] (analytic) 0.08489768280241608 y2[1] (numeric) 0.08500003696908211 absolute error 0.00010235416666602715 relative error 0.12056179071958638% Correct digits 2 h 0.001 y1[1] (analytic) 0.9963896745022904 y1[1] (numeric) 0.9963874994762492 absolute error 2.175026041273398e-06 relative error 0.0002182907046241574% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08600000000000006 y2[1] (analytic) 0.08589402986201558 y2[1] (numeric) 0.0860000391953482 absolute error 0.00010600933333261564 relative error 0.12341874458901775% Correct digits 2 h 0.001 y1[1] (analytic) 0.996304278638842 y1[1] (numeric) 0.9963019994381757 absolute error 2.279200666310821e-06 relative error 0.00022876552025097004% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08700000000000006 y2[1] (analytic) 0.08689029102759237 y2[1] (numeric) 0.08700004152759157 absolute error 0.0001097504999992005 relative error 0.12630927886332982% Correct digits 2 h 0.001 y1[1] (analytic) 0.9962178864711978 y1[1] (numeric) 0.9962154993978232 absolute error 2.387073374632287e-06 relative error 0.0002396135832380782% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08800000000000006 y2[1] (analytic) 0.08788646530288537 y2[1] (numeric) 0.08800004396955115 absolute error 0.0001135786666657812 relative error 0.12923339933441644% Correct digits 2 h 0.001 y1[1] (analytic) 0.9961304980857502 y1[1] (numeric) 0.9961279993550839 absolute error 2.498730666267157e-06 relative error 0.00025084370683047376% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.08900000000000007 y2[1] (analytic) 0.08888255169172038 y2[1] (numeric) 0.08900004652505274 absolute error 0.00011749483333235722 relative error 0.13219111186172453% Correct digits 2 h 0.001 y1[1] (analytic) 0.9960421135698875 y1[1] (numeric) 0.9960394993098463 absolute error 2.6142600412226713e-06 relative error 0.0002624648100322759% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09000000000000007 y2[1] (analytic) 0.08987854919801111 y2[1] (numeric) 0.09000004919801004 absolute error 0.00012149999999892802 relative error 0.13518242237227462% Correct digits 2 h 0.001 y1[1] (analytic) 0.9959527330119943 y1[1] (numeric) 0.9959499992619947 absolute error 2.73374999959497e-06 relative error 0.00027448591775309155% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09100000000000007 y2[1] (analytic) 0.09087445682576015 y2[1] (numeric) 0.09100005199242561 absolute error 0.00012559516666546533 relative error 0.13820733686065118% Correct digits 2 h 0.001 y1[1] (analytic) 0.9958623565014509 y1[1] (numeric) 0.9958594992114097 absolute error 2.857290041236027e-06 relative error 0.0002869161609114265% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09200000000000007 y2[1] (analytic) 0.09187027357905991 y2[1] (numeric) 0.09200005491239194 absolute error 0.00012978133333202413 relative error 0.14126586138914615% Correct digits 2 h 0.001 y1[1] (analytic) 0.9957709841286342 y1[1] (numeric) 0.9957679991579679 absolute error 2.9849706663087616e-06 relative error 0.0002997647766289163% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09300000000000007 y2[1] (analytic) 0.09286599846209377 y2[1] (numeric) 0.09300005796209232 absolute error 0.00013405949999854838 relative error 0.14435800208756605% Correct digits 2 h 0.001 y1[1] (analytic) 0.9956786159849162 y1[1] (numeric) 0.9956754991015416 absolute error 3.1168833746209046e-06 relative error 0.00031304110830357765% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09400000000000007 y2[1] (analytic) 0.0938616304791369 y2[1] (numeric) 0.09400006114580196 absolute error 0.00013843066666506532 relative error 0.14748376515346706% Correct digits 2 h 0.001 y1[1] (analytic) 0.9955852521626654 y1[1] (numeric) 0.9955819990419991 absolute error 3.2531206662911316e-06 relative error 0.00032675460581848946% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09500000000000007 y2[1] (analytic) 0.09485716863455737 y2[1] (numeric) 0.09500006446788894 absolute error 0.0001428958333315744 relative error 0.15064315685205482% Correct digits 2 h 0.001 y1[1] (analytic) 0.9954908927552453 y1[1] (numeric) 0.995487498979204 absolute error 3.3937760413049745e-06 relative error 0.00034091482564063794% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09600000000000007 y2[1] (analytic) 0.0958526119328171 y2[1] (numeric) 0.09600006793281518 absolute error 0.00014745599999807513 relative error 0.15383618351623712% Correct digits 2 h 0.001 y1[1] (analytic) 0.9953955378570153 y1[1] (numeric) 0.9953919989130157 absolute error 3.538943999625843e-06 relative error 0.00035553143097715985% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09700000000000007 y2[1] (analytic) 0.0968479593784729 y2[1] (numeric) 0.09700007154513746 absolute error 0.00015211216666455307 relative error 0.15706285154663172% Correct digits 2 h 0.001 y1[1] (analytic) 0.9952991875633305 y1[1] (numeric) 0.9952954988432892 absolute error 3.6887200413060484e-06 relative error 0.0003706141919332509% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09800000000000007 y2[1] (analytic) 0.09784320997617739 y2[1] (numeric) 0.09800007530950841 absolute error 0.0001568653333310216 relative error 0.1603231674116321% Correct digits 2 h 0.001 y1[1] (analytic) 0.995201841970541 y1[1] (numeric) 0.9951979987698747 absolute error 3.843200666264757e-06 relative error 0.00038617298563827613% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.09900000000000007 y2[1] (analytic) 0.09883836273068006 y2[1] (numeric) 0.09900007923067752 absolute error 0.0001617164999974663 relative error 0.16361713764737268% Correct digits 2 h 0.001 y1[1] (analytic) 0.9951035011759926 y1[1] (numeric) 0.9950994986926178 absolute error 4.00248337473208e-06 relative error 0.00040221779644047365% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10000000000000007 y2[1] (analytic) 0.09983341664682822 y2[1] (numeric) 0.10000008331349212 absolute error 0.0001666666666639005 relative error 0.1669447688578087% Correct digits 2 h 0.001 y1[1] (analytic) 0.9950041652780257 y1[1] (numeric) 0.9949999986113595 absolute error 4.166666666249874e-06 relative error 0.00041875871595830125% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10100000000000008 y2[1] (analytic) 0.10082837072956807 y2[1] (numeric) 0.10100008756289838 absolute error 0.00017171683333030985 relative error 0.17030606771468304% Correct digits 2 h 0.001 y1[1] (analytic) 0.9949038343759766 y1[1] (numeric) 0.9948994985259354 absolute error 4.3358500412260526e-06 relative error 0.0004358059433900547% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10200000000000008 y2[1] (analytic) 0.10182322398394558 y2[1] (numeric) 0.10200009198394229 absolute error 0.00017686799999670766 relative error 0.17370104095760547% Correct digits 2 h 0.001 y1[1] (analytic) 0.994802508570176 y1[1] (numeric) 0.9947979984361764 absolute error 4.510133999602317e-06 relative error 0.00045336978553509147% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10300000000000008 y2[1] (analytic) 0.10281797541510761 y2[1] (numeric) 0.10300009658177067 absolute error 0.00018212116666306566 relative error 0.17712969539400752% Correct digits 2 h 0.001 y1[1] (analytic) 0.9947001879619498 y1[1] (numeric) 0.9946954983419085 absolute error 4.689620041298248e-06 relative error 0.0004714606569952352% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10400000000000008 y2[1] (analytic) 0.10381262402830277 y2[1] (numeric) 0.10400010136163218 absolute error 0.00018747733332941108 relative error 0.18059203789926218% Correct digits 2 h 0.001 y1[1] (analytic) 0.9945968726536185 y1[1] (numeric) 0.9945919982429522 absolute error 4.874410666322326e-06 relative error 0.0004900890803444044% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10500000000000008 y2[1] (analytic) 0.10480716882888257 y2[1] (numeric) 0.10500010632887828 absolute error 0.00019293749999571563 relative error 0.18408807541659905% Correct digits 2 h 0.001 y1[1] (analytic) 0.9944925627484974 y1[1] (numeric) 0.9944874981391227 absolute error 5.064609374660911e-06 relative error 0.0005092656862776085% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10600000000000008 y2[1] (analytic) 0.10580160882230227 y2[1] (numeric) 0.10600011148896427 absolute error 0.00019850266666199268 relative error 0.18761781495722363% Correct digits 2 h 0.001 y1[1] (analytic) 0.9943872583508965 y1[1] (numeric) 0.9943819980302301 absolute error 5.260320666389262e-06 relative error 0.0005290012137839577% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10700000000000008 y2[1] (analytic) 0.10679594301412196 y2[1] (numeric) 0.10700011684745021 absolute error 0.00020417383332825556 relative error 0.19118126360030083% Correct digits 2 h 0.001 y1[1] (analytic) 0.9942809595661201 y1[1] (numeric) 0.9942754979160786 absolute error 5.461650041449495e-06 relative error 0.0005493065102878794% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10800000000000008 y2[1] (analytic) 0.10779017041000755 y2[1] (numeric) 0.10800012241000202 absolute error 0.000209951999994476 relative error 0.1947784284929412% Correct digits 2 h 0.001 y1[1] (analytic) 0.9941736665004669 y1[1] (numeric) 0.9941679977964671 absolute error 5.668703999761604e-06 relative error 0.000570192531825519% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.10900000000000008 y2[1] (analytic) 0.10878429001573169 y2[1] (numeric) 0.10900012818239237 absolute error 0.00021583816666068123 relative error 0.19840931685031735% Correct digits 2 h 0.001 y1[1] (analytic) 0.9940653792612301 y1[1] (numeric) 0.9940594976711886 absolute error 5.881590041445506e-06 relative error 0.0005916703432340223% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11000000000000008 y2[1] (analytic) 0.1097783008371749 y2[1] (numeric) 0.11000013417050172 absolute error 0.00022183333332682909 relative error 0.20207393595557302% Correct digits 2 h 0.001 y1[1] (analytic) 0.9939560979566968 y1[1] (numeric) 0.9939499975400304 absolute error 6.100416666376951e-06 relative error 0.0006137511182755202% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11100000000000008 y2[1] (analytic) 0.11077220188032641 y2[1] (numeric) 0.11100014038031936 absolute error 0.0002279384999929468 relative error 0.20577229315997697% Correct digits 2 h 0.001 y1[1] (analytic) 0.9938458226961485 y1[1] (numeric) 0.9938394974027738 absolute error 6.325293374742635e-06 relative error 0.0006364461398633344% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11200000000000009 y2[1] (analytic) 0.11176599215128527 y2[1] (numeric) 0.11200014681794429 absolute error 0.00023415466665901996 relative error 0.2095043958828466% Correct digits 2 h 0.001 y1[1] (analytic) 0.9937345535898603 y1[1] (numeric) 0.9937279972591939 absolute error 6.556330666374066e-06 relative error 0.0006597668001670425% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11300000000000009 y2[1] (analytic) 0.11275967065626129 y2[1] (numeric) 0.11300015348958635 absolute error 0.00024048283332506193 relative error 0.21327025161163723% Correct digits 2 h 0.001 y1[1] (analytic) 0.9936222907491012 y1[1] (numeric) 0.9936154971090599 absolute error 6.793640041302673e-06 relative error 0.0006837246008421252% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11400000000000009 y2[1] (analytic) 0.11375323640157606 y2[1] (numeric) 0.1140001604015671 absolute error 0.0002469239999910444 relative error 0.21706986790190638% Correct digits 2 h 0.001 y1[1] (analytic) 0.9935090342861342 y1[1] (numeric) 0.9935019969521347 absolute error 7.037333999537765e-06 relative error 0.0007083311531831514% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11500000000000009 y2[1] (analytic) 0.1147466883936639 y2[1] (numeric) 0.11500016756032087 absolute error 0.0002534791666569669 relative error 0.2209032523774024% Correct digits 2 h 0.001 y1[1] (analytic) 0.9933947843142158 y1[1] (numeric) 0.9933874967881746 absolute error 7.28752604117755e-06 relative error 0.0007335981783122055% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11600000000000009 y2[1] (analytic) 0.11574002563907292 y2[1] (numeric) 0.11600017497239577 absolute error 0.0002601493333228566 relative error 0.22477041273009038% Correct digits 2 h 0.001 y1[1] (analytic) 0.9932795409475959 y1[1] (numeric) 0.9932719966169297 absolute error 7.5443306661870935e-06 relative error 0.0007595375073355229% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11700000000000009 y2[1] (analytic) 0.11673324714446592 y2[1] (numeric) 0.11700018264445461 absolute error 0.00026693549998868527 relative error 0.22867135672010655% Correct digits 2 h 0.001 y1[1] (analytic) 0.9931633043015177 y1[1] (numeric) 0.9931554964381432 absolute error 7.807863374509338e-06 relative error 0.000786161081535381% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11800000000000009 y2[1] (analytic) 0.11772635191662154 y2[1] (numeric) 0.11800019058327597 absolute error 0.00027383866665443846 relative error 0.2326060921758468% Correct digits 2 h 0.001 y1[1] (analytic) 0.993046074492218 y1[1] (numeric) 0.9930379962515518 absolute error 8.078240666287151e-06 relative error 0.0008134809525749206% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.11900000000000009 y2[1] (analytic) 0.11871933896243503 y2[1] (numeric) 0.11900019879575517 absolute error 0.0002808598333201434 relative error 0.23657462699401705% Correct digits 2 h 0.001 y1[1] (analytic) 0.9929278516369265 y1[1] (numeric) 0.9929194960568853 absolute error 8.355580041197186e-06 relative error 0.0008415092826152774% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.12000000000000009 y2[1] (analytic) 0.11971220728891946 y2[1] (numeric) 0.12000020728890523 absolute error 0.00028799999998577186 relative error 0.24057696913957838% Correct digits 2 h 0.001 y1[1] (analytic) 0.9928086358538663 y1[1] (numeric) 0.9927999958538667 absolute error 8.63999999956011e-06 relative error 0.0008702583446133372% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1210000000000001 y2[1] (analytic) 0.12070495590320657 y2[1] (numeric) 0.1210002160698579 absolute error 0.00029526016665133714 relative error 0.24461312664585752% Correct digits 2 h 0.001 y1[1] (analytic) 0.9926884272622528 y1[1] (numeric) 0.9926794956422116 absolute error 8.931620041230381e-06 relative error 0.0008997405223976472% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1220000000000001 y2[1] (analytic) 0.12169758381254783 y2[1] (numeric) 0.12200022514586466 absolute error 0.00030264133331682486 relative error 0.2486831076145166% Correct digits 2 h 0.001 y1[1] (analytic) 0.9925672259822949 y1[1] (numeric) 0.9925579954216286 absolute error 9.230560666262377e-06 relative error 0.00092996831092497% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1230000000000001 y2[1] (analytic) 0.12269009002431543 y2[1] (numeric) 0.12300023452429766 absolute error 0.0003101444999822345 relative error 0.25278692021561666% Correct digits 2 h 0.001 y1[1] (analytic) 0.9924450321351935 y1[1] (numeric) 0.9924354951918191 absolute error 9.536943374466311e-06 relative error 0.0009609543164267825% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1240000000000001 y2[1] (analytic) 0.12368247354600323 y2[1] (numeric) 0.12400024421265078 absolute error 0.0003177706666475516 relative error 0.25692457268762336% Correct digits 2 h 0.001 y1[1] (analytic) 0.9923218458431429 y1[1] (numeric) 0.9923119949524767 absolute error 9.850890666185386e-06 relative error 0.0009927112566805794% Correct digits 5 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.12500000000000008 y2[1] (analytic) 0.12467473338522778 y2[1] (numeric) 0.12500025421854058 absolute error 0.00032552083331280346 relative error 0.2610960733374812% Correct digits 2 h 0.001 y1[1] (analytic) 0.992197667229329 y1[1] (numeric) 0.9921874947032878 absolute error 1.017252604118557e-05 relative error 0.001025251961092786% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.12600000000000008 y2[1] (analytic) 0.12566686854972933 y2[1] (numeric) 0.12600026454970728 absolute error 0.0003333959999779479 relative error 0.2653014305405527% Correct digits 2 h 0.001 y1[1] (analytic) 0.9920724964179307 y1[1] (numeric) 0.9920619944439312 absolute error 1.0501973999543779e-05 relative error 0.0010585893709848004% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.12700000000000009 y2[1] (analytic) 0.12665887804737283 y2[1] (numeric) 0.1270002752140158 absolute error 0.0003413971666429705 relative error 0.2695406527407273% Correct digits 2 h 0.001 y1[1] (analytic) 0.9919463335341185 y1[1] (numeric) 0.9919354941740774 absolute error 1.083936004109276e-05 relative error 0.0010927365397353863% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.12800000000000009 y2[1] (analytic) 0.12765076088614882 y2[1] (numeric) 0.12800028621945672 absolute error 0.0003495253333078985 relative error 0.2738137484504606% Correct digits 2 h 0.001 y1[1] (analytic) 0.9918191787040556 y1[1] (numeric) 0.9918079938933895 absolute error 1.118481066608723e-05 relative error 0.0011277066330479394% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1290000000000001 y2[1] (analytic) 0.12864251607417457 y2[1] (numeric) 0.1290002975741473 absolute error 0.00035778149997273134 relative error 0.2781207262507494% Correct digits 2 h 0.001 y1[1] (analytic) 0.9916910320548965 y1[1] (numeric) 0.9916794936015221 absolute error 1.1538453374426716e-05 relative error 0.0011635129290740614% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1300000000000001 y2[1] (analytic) 0.12963414261969494 y2[1] (numeric) 0.13000030928633238 absolute error 0.0003661666666374408 relative error 0.2824615947911628% Correct digits 2 h 0.001 y1[1] (analytic) 0.991561893714788 y1[1] (numeric) 0.991549993298122 absolute error 1.1900416665988622e-05 relative error 0.0012001688186508354% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1310000000000001 y2[1] (analytic) 0.13062563953108353 y2[1] (numeric) 0.13100032136438552 absolute error 0.00037468183330199856 relative error 0.2868363627898945% Correct digits 2 h 0.001 y1[1] (analytic) 0.9914317638128685 y1[1] (numeric) 0.9914194929828275 absolute error 1.22708300409613e-05 relative error 0.0012376878055399287% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1320000000000001 y2[1] (analytic) 0.13161700581684344 y2[1] (numeric) 0.1320003338168099 absolute error 0.0003833279999664596 relative error 0.29124503903385707% Correct digits 2 h 0.001 y1[1] (analytic) 0.9913006424792677 y1[1] (numeric) 0.9912879926552685 absolute error 1.2649823999288934e-05 relative error 0.0012760835065789332% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1330000000000001 y2[1] (analytic) 0.13260824048560851 y2[1] (numeric) 0.13300034665223928 absolute error 0.0003921061666307679 relative error 0.2956876323785638% Correct digits 2 h 0.001 y1[1] (analytic) 0.9911685298451072 y1[1] (numeric) 0.9911554923150662 absolute error 1.3037530041004608e-05 relative error 0.00131536965192408% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1340000000000001 y2[1] (analytic) 0.13359934254614417 y2[1] (numeric) 0.1340003598794391 absolute error 0.00040101733329492295 relative error 0.30016415174828776% Correct digits 2 h 0.001 y1[1] (analytic) 0.9910354260424993 y1[1] (numeric) 0.9910219919618334 absolute error 1.3434080665897241e-05 relative error 0.0013555600852275828% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1350000000000001 y2[1] (analytic) 0.1345903110073484 y2[1] (numeric) 0.13500037350730734 absolute error 0.00041006249995895194 relative error 0.30467460613607117% Correct digits 2 h 0.001 y1[1] (analytic) 0.9909013312045479 y1[1] (numeric) 0.9908874915951738 absolute error 1.383960937417772e-05 relative error 0.0013966687639176117% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1360000000000001 y2[1] (analytic) 0.13558114487825285 y2[1] (numeric) 0.13600038754487562 absolute error 0.0004192426666227711 relative error 0.3092190046036537% Correct digits 2 h 0.001 y1[1] (analytic) 0.990766245465348 y1[1] (numeric) 0.9907519912146822 absolute error 1.4254250665812762e-05 relative error 0.0014387097593456825% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1370000000000001 y2[1] (analytic) 0.1365718431680237 y2[1] (numeric) 0.13700040200131014 absolute error 0.0004285588332864354 relative error 0.31379735628169086% Correct digits 2 h 0.001 y1[1] (analytic) 0.9906301689599851 y1[1] (numeric) 0.9906154908199444 absolute error 1.4678140040746968e-05 relative error 0.001481697257025479% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1380000000000001 y2[1] (analytic) 0.13756240488596277 y2[1] (numeric) 0.13800041688591272 absolute error 0.00043801199994994433 relative error 0.3184096703696405% Correct digits 2 h 0.001 y1[1] (analytic) 0.9904931018245359 y1[1] (numeric) 0.9904779904105369 absolute error 1.5111413999013834e-05 relative error 0.0015256455568623227% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1390000000000001 y2[1] (analytic) 0.13855282904150842 y2[1] (numeric) 0.13900043220812167 absolute error 0.00044760316661324184 relative error 0.3230559561357974% Correct digits 2 h 0.001 y1[1] (analytic) 0.9903550441960673 y1[1] (numeric) 0.9903394899860267 absolute error 1.555421004062474e-05 relative error 0.0015705690733620746% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1400000000000001 y2[1] (analytic) 0.13954311464423658 y2[1] (numeric) 0.14000044797751293 absolute error 0.00045733333327635517 relative error 0.3277362229174265% Correct digits 2 h 0.001 y1[1] (analytic) 0.9902159962126371 y1[1] (numeric) 0.9901999895459715 absolute error 1.6006666665568936e-05 relative error 0.0016164823358530854% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1410000000000001 y2[1] (analytic) 0.1405332607038617 y2[1] (numeric) 0.14100046420380097 absolute error 0.00046720349993925603 relative error 0.33245048012069484% Correct digits 2 h 0.001 y1[1] (analytic) 0.9900759580132933 y1[1] (numeric) 0.9900594890899194 absolute error 1.6468923373924582e-05 relative error 0.001663399988721215% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1420000000000001 y2[1] (analytic) 0.14152326623023787 y2[1] (numeric) 0.14200048089683978 absolute error 0.00047721466660191614 relative error 0.3371987372207457% Correct digits 2 h 0.001 y1[1] (analytic) 0.9899349297380738 y1[1] (numeric) 0.9899179886174083 absolute error 1.6941120665525666e-05 relative error 0.0017113367916018586% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1430000000000001 y2[1] (analytic) 0.14251313023335957 y2[1] (numeric) 0.14300049806662393 absolute error 0.0004873678332643627 relative error 0.3419810037617708% Correct digits 2 h 0.001 y1[1] (analytic) 0.9897929115280072 y1[1] (numeric) 0.9897754881279668 absolute error 1.74234000404061e-05 relative error 0.0017603076196523245% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1440000000000001 y2[1] (analytic) 0.1435028517233629 y2[1] (numeric) 0.14400051572328948 absolute error 0.0004976639999265675 relative error 0.34679728935696513% Correct digits 2 h 0.001 y1[1] (analytic) 0.9896499035251115 y1[1] (numeric) 0.9896319876211128 absolute error 1.7915903998688698e-05 relative error 0.0018103274637700298% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1450000000000001 y2[1] (analytic) 0.1444924297105265 y2[1] (numeric) 0.145000533877115 absolute error 0.0005081041665885022 relative error 0.3516476036886007% Correct digits 2 h 0.001 y1[1] (analytic) 0.9895059058723947 y1[1] (numeric) 0.9894874870963545 absolute error 1.8418776040252105e-05 relative error 0.0018614114307901224% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1460000000000001 y2[1] (analytic) 0.14548186320527243 y2[1] (numeric) 0.14600055253852262 absolute error 0.0005186893332501941 relative error 0.35653195650809905% Correct digits 2 h 0.001 y1[1] (analytic) 0.9893609187138546 y1[1] (numeric) 0.9893419865531894 absolute error 1.893216066517489e-05 relative error 0.0019135747437635038% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1470000000000001 y2[1] (analytic) 0.14647115121816726 y2[1] (numeric) 0.14700057171807887 absolute error 0.0005294204999116148 relative error 0.3614503576359883% Correct digits 2 h 0.001 y1[1] (analytic) 0.9892149421944781 y1[1] (numeric) 0.9891954859911047 absolute error 1.945620337340248e-05 relative error 0.0019668327421582176% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1480000000000001 y2[1] (analytic) 0.1474602927599231 y2[1] (numeric) 0.1480005914264958 absolute error 0.0005402986665727083 relative error 0.3664028169619579% Correct digits 2 h 0.001 y1[1] (analytic) 0.989067976460242 y1[1] (numeric) 0.989047985409577 absolute error 1.9991050665080223e-05 relative error 0.0020212008821300477% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1490000000000001 y2[1] (analytic) 0.14844928684139844 y2[1] (numeric) 0.14900061167463194 absolute error 0.0005513248332335019 relative error 0.3713893444449694% Correct digits 2 h 0.001 y1[1] (analytic) 0.9889200216581118 y1[1] (numeric) 0.9888994848080718 absolute error 2.0536850039998278e-05 relative error 0.002076694736705235% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1500000000000001 y2[1] (analytic) 0.14943813247359933 y2[1] (numeric) 0.1500006324734933 absolute error 0.0005624999998939673 relative error 0.37640995011319617% Correct digits 2 h 0.001 y1[1] (analytic) 0.9887710779360422 y1[1] (numeric) 0.9887499841860441 absolute error 2.1093749998146727e-05 relative error 0.0021333299960773285% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1510000000000001 y2[1] (analytic) 0.15042682866768017 y2[1] (numeric) 0.1510006538342343 absolute error 0.0005738251665541316 relative error 0.3814646440641345% Correct digits 2 h 0.001 y1[1] (analytic) 0.9886211454429773 y1[1] (numeric) 0.9885994835429375 absolute error 2.1661900039826598e-05 relative error 0.0021911224678610756% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1520000000000001 y2[1] (analytic) 0.1514153744349449 y2[1] (numeric) 0.15200067576815882 absolute error 0.0005853013332139112 relative error 0.3865534364645275% Correct digits 2 h 0.001 y1[1] (analytic) 0.9884702243288492 y1[1] (numeric) 0.9884479828781845 absolute error 2.2241450664761686e-05 relative error 0.002250088077247159% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1530000000000001 y2[1] (analytic) 0.15240376878684783 y2[1] (numeric) 0.15300069828672114 absolute error 0.0005969294998733055 relative error 0.39167633755053133% Correct digits 2 h 0.001 y1[1] (analytic) 0.9883183147445792 y1[1] (numeric) 0.9882954821912062 absolute error 2.283255337298673e-05 relative error 0.0023102428673385023% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1540000000000001 y2[1] (analytic) 0.15339201073499464 y2[1] (numeric) 0.15400072140152699 absolute error 0.0006087106665323416 relative error 0.39683335762771327% Correct digits 2 h 0.001 y1[1] (analytic) 0.9881654168420767 y1[1] (numeric) 0.9881419814814123 absolute error 2.3435360664403326e-05 relative error 0.002371602999353765% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1550000000000001 y2[1] (analytic) 0.15438009929114352 y2[1] (numeric) 0.15500074512433448 absolute error 0.0006206458331909637 relative error 0.4020245070710153% Correct digits 2 h 0.001 y1[1] (analytic) 0.9880115307742399 y1[1] (numeric) 0.9879874807482005 absolute error 2.4050026039335037e-05 relative error 0.002434184752933866% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1560000000000001 y2[1] (analytic) 0.15536803346720598 y2[1] (numeric) 0.15600076946705513 absolute error 0.0006327359998491433 relative error 0.40724979632486424% Correct digits 2 h 0.001 y1[1] (analytic) 0.9878566566949545 y1[1] (numeric) 0.987831979990957 absolute error 2.4676703997528193e-05 relative error 0.0024980045262931547% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1570000000000001 y2[1] (analytic) 0.1563558122752479 y2[1] (numeric) 0.1570007944417548 absolute error 0.0006449821665069078 relative error 0.41250923590322613% Correct digits 2 h 0.001 y1[1] (analytic) 0.9877007947590948 y1[1] (numeric) 0.9876754792090557 absolute error 2.531555003904007e-05 relative error 0.0025630788365635223% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1580000000000001 y2[1] (analytic) 0.15734343472749057 y2[1] (numeric) 0.15800082006065475 absolute error 0.0006573853331641732 relative error 0.41780283638953564% Correct digits 2 h 0.001 y1[1] (analytic) 0.9875439451225226 y1[1] (numeric) 0.9875179784018587 absolute error 2.5966720663905818e-05 relative error 0.002629424320016886% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.1590000000000001 y2[1] (analytic) 0.15833089983631166 y2[1] (numeric) 0.1590008463361326 absolute error 0.0006699464998209392 relative error 0.42313060843685896% Correct digits 2 h 0.001 y1[1] (analytic) 0.9873861079420876 y1[1] (numeric) 0.9873594775687156 absolute error 2.663037337202745e-05 relative error 0.002697057732312088% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16000000000000011 y2[1] (analytic) 0.1593182066142461 y2[1] (numeric) 0.1600008732807233 absolute error 0.0006826666664772052 relative error 0.4284925627678775% Correct digits 2 h 0.001 y1[1] (analytic) 0.9872272833756269 y1[1] (numeric) 0.9871999767089634 absolute error 2.7306666663506896e-05 relative error 0.002765995948788732% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16100000000000012 y2[1] (analytic) 0.16030535407398716 y2[1] (numeric) 0.16100090090712013 absolute error 0.0006955468331329706 relative error 0.4338887101749257% Correct digits 2 h 0.001 y1[1] (analytic) 0.9870674715819652 y1[1] (numeric) 0.9870394758219269 absolute error 2.7995760038312945e-05 relative error 0.0028362559646955402% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16200000000000012 y2[1] (analytic) 0.16129234122838754 y2[1] (numeric) 0.1620009292281757 absolute error 0.0007085879997881517 relative error 0.4393190615199774% Correct digits 2 h 0.001 y1[1] (analytic) 0.986906672720914 y1[1] (numeric) 0.9868779749069176 absolute error 2.8697813996392263e-05 relative error 0.0029078548954656505% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16300000000000012 y2[1] (analytic) 0.1622791670904601 y2[1] (numeric) 0.1630009582569029 absolute error 0.0007217911664427756 relative error 0.44478362773480584% Correct digits 2 h 0.001 y1[1] (analytic) 0.9867448869532724 y1[1] (numeric) 0.9867154739632347 absolute error 2.9412990037780418e-05 relative error 0.0029808099769939094% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16400000000000012 y2[1] (analytic) 0.16326583067337913 y2[1] (numeric) 0.16400098800647592 absolute error 0.0007351573330967864 relative error 0.45028241982090106% Correct digits 2 h 0.001 y1[1] (analytic) 0.9865821144408262 y1[1] (numeric) 0.9865519729901636 absolute error 3.0141450662601876e-05 relative error 0.003055138565904918% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16500000000000012 y2[1] (analytic) 0.1642523309904811 y2[1] (numeric) 0.16500101849023124 absolute error 0.0007486874997501558 relative error 0.455815448849578% Correct digits 2 h 0.001 y1[1] (analytic) 0.9864183553463477 y1[1] (numeric) 0.986387471986977 absolute error 3.088335937073694e-05 relative error 0.003130858139789307% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16600000000000012 y2[1] (analytic) 0.16523866705526574 y2[1] (numeric) 0.1660010497216686 absolute error 0.0007623826664028555 relative error 0.46138272596199825% Correct digits 2 h 0.001 y1[1] (analytic) 0.986253609833596 y1[1] (numeric) 0.9862219709529338 absolute error 3.163888066215481e-05 relative error 0.0032079862975095247% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16700000000000012 y2[1] (analytic) 0.16622483788139708 y2[1] (numeric) 0.16700108171445197 absolute error 0.0007762438330548849 relative error 0.4669842623692266% Correct digits 2 h 0.001 y1[1] (analytic) 0.9860878780673167 y1[1] (numeric) 0.9860554698872798 absolute error 3.240818003691359e-05 relative error 0.0032865407594738936% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16800000000000012 y2[1] (analytic) 0.16721084248270443 y2[1] (numeric) 0.1680011144824106 absolute error 0.0007902719997061602 relative error 0.4726200693522028% Correct digits 2 h 0.001 y1[1] (analytic) 0.9859211602132415 y1[1] (numeric) 0.9858879687892466 absolute error 3.319142399493824e-05 relative error 0.003366539367890165% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.16900000000000012 y2[1] (analytic) 0.1681966798731832 y2[1] (numeric) 0.16900114803953992 absolute error 0.0008044681663567088 relative error 0.47829015826189974% Correct digits 2 h 0.001 y1[1] (analytic) 0.9857534564380882 y1[1] (numeric) 0.985719467658052 absolute error 3.3988780036242616e-05 relative error 0.003448000087066125% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17000000000000012 y2[1] (analytic) 0.16918234906699614 y2[1] (numeric) 0.17000118240000262 absolute error 0.0008188333330064745 relative error 0.48399454051924584% Correct digits 2 h 0.001 y1[1] (analytic) 0.9855847669095607 y1[1] (numeric) 0.9855499664928997 absolute error 3.480041666092948e-05 relative error 0.0035309410036897253% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17100000000000012 y2[1] (analytic) 0.1701678490784741 y2[1] (numeric) 0.17100121757812953 absolute error 0.0008333684996554291 relative error 0.48973322761523264% Correct digits 2 h 0.001 y1[1] (analytic) 0.9854150917963483 y1[1] (numeric) 0.9853794652929794 absolute error 3.562650336896844e-05 relative error 0.003615380327088721% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17200000000000013 y2[1] (analytic) 0.17115317892211715 y2[1] (numeric) 0.1720012535884207 absolute error 0.0008480746663035443 relative error 0.4955062311109388% Correct digits 2 h 0.001 y1[1] (analytic) 0.9852444312681263 y1[1] (numeric) 0.985207964057466 absolute error 3.6467210660307003e-05 relative error 0.0037013363895261383% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17300000000000013 y2[1] (analytic) 0.17213833761259556 y2[1] (numeric) 0.17300129044554632 absolute error 0.0008629528329507641 relative error 0.5013135626375543% Correct digits 2 h 0.001 y1[1] (analytic) 0.9850727854955552 y1[1] (numeric) 0.9850354627855202 absolute error 3.7322710034981554e-05 relative error 0.0037888276464977987% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17400000000000013 y2[1] (analytic) 0.17312332416475068 y2[1] (numeric) 0.17400132816434777 absolute error 0.0008780039995970879 relative error 0.5071552338964714% Correct digits 2 h 0.001 y1[1] (analytic) 0.9849001546502806 y1[1] (numeric) 0.9848619614762877 absolute error 3.8193173992895346e-05 relative error 0.0038778726769981087% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17500000000000013 y2[1] (analytic) 0.17410813759359609 y2[1] (numeric) 0.17500136675983852 absolute error 0.0008932291662424319 relative error 0.5130312566592441% Correct digits 2 h 0.001 y1[1] (analytic) 0.9847265389049334 y1[1] (numeric) 0.9846874601288993 absolute error 3.907877603415155e-05 relative error 0.003968490183844254% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17600000000000013 y2[1] (analytic) 0.17509277691431838 y2[1] (numeric) 0.17600140624720517 absolute error 0.0009086293328867956 relative error 0.5189416427677273% Correct digits 2 h 0.001 y1[1] (analytic) 0.9845519384331295 y1[1] (numeric) 0.9845119587424708 absolute error 3.99796906587202e-05 relative error 0.004060698993934855% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17700000000000013 y2[1] (analytic) 0.17607724114227838 y2[1] (numeric) 0.17700144664180847 absolute error 0.0009242054995300952 relative error 0.5248864041340217% Correct digits 2 h 0.001 y1[1] (analytic) 0.984376353409469 y1[1] (numeric) 0.9843354573161025 absolute error 4.08960933665492e-05 relative error 0.004154518058555774% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17800000000000013 y2[1] (analytic) 0.1770615292930119 y2[1] (numeric) 0.17800148795918422 absolute error 0.0009399586661723303 relative error 0.5308655527406132% Correct digits 2 h 0.001 y1[1] (analytic) 0.9841997840095373 y1[1] (numeric) 0.9841579558488796 absolute error 4.1828160657786384e-05 relative error 0.004249966453699308% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.17900000000000013 y2[1] (analytic) 0.17804564038223086 y2[1] (numeric) 0.1790015302150443 absolute error 0.0009558898328134446 relative error 0.5368791006403342% Correct digits 2 h 0.001 y1[1] (analytic) 0.9840222304099036 y1[1] (numeric) 0.9839794543398713 absolute error 4.277607003222439e-05 relative error 0.004347063380306522% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18000000000000013 y2[1] (analytic) 0.17902957342582432 y2[1] (numeric) 0.18000157342527767 absolute error 0.0009719999994533546 relative error 0.5429270599564235% Correct digits 2 h 0.001 y1[1] (analytic) 0.9838436927881213 y1[1] (numeric) 0.9837999527881314 absolute error 4.3739999989966805e-05 relative error 0.004445828164635759% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18100000000000013 y2[1] (analytic) 0.18001332743985923 y2[1] (numeric) 0.18100161760595132 absolute error 0.0009882901660920873 relative error 0.5490094428826475% Correct digits 2 h 0.001 y1[1] (analytic) 0.9836641713227284 y1[1] (numeric) 0.9836194511926973 absolute error 4.4720130031095096e-05 relative error 0.004546280258531746% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18200000000000013 y2[1] (analytic) 0.18099690144058173 y2[1] (numeric) 0.18200166277331126 absolute error 0.0010047613327295313 relative error 0.5551262616832022% Correct digits 2 h 0.001 y1[1] (analytic) 0.9834836661932461 y1[1] (numeric) 0.9834379495525906 absolute error 4.571664065555758e-05 relative error 0.004648439239719377% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18300000000000013 y2[1] (analytic) 0.18198029444441785 y2[1] (numeric) 0.18300170894378354 absolute error 0.001021414499365686 relative error 0.561277528692897% Correct digits 2 h 0.001 y1[1] (analytic) 0.9833021775801796 y1[1] (numeric) 0.9832554478668163 absolute error 4.672971336328047e-05 relative error 0.0047523248121221695% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18400000000000014 y2[1] (analytic) 0.1829635054679747 y2[1] (numeric) 0.18400175613397518 absolute error 0.0010382506660004676 relative error 0.5674632563170907% Correct digits 2 h 0.001 y1[1] (analytic) 0.9831197056650174 y1[1] (numeric) 0.9830719461343631 absolute error 4.775953065427885e-05 relative error 0.0048579568061828836% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18500000000000014 y2[1] (analytic) 0.18394653352804136 y2[1] (numeric) 0.18500180436067518 absolute error 0.00105527083263382 relative error 0.5736834570317964% Correct digits 2 h 0.001 y1[1] (analytic) 0.9829362506302315 y1[1] (numeric) 0.9828874443542028 absolute error 4.8806276028656725e-05 relative error 0.004965355179174996% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18600000000000014 y2[1] (analytic) 0.1849293776415898 y2[1] (numeric) 0.1860018536408555 absolute error 0.0010724759992657151 relative error 0.579938143383726% Correct digits 2 h 0.001 y1[1] (analytic) 0.9827518126592768 y1[1] (numeric) 0.9827019425252905 absolute error 4.9870133986273935e-05 relative error 0.005074540015482431% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18700000000000014 y2[1] (analytic) 0.18591203682577598 y2[1] (numeric) 0.18700190399167207 absolute error 0.0010898671658960968 relative error 0.5862273279903042% Correct digits 2 h 0.001 y1[1] (analytic) 0.9825663919365913 y1[1] (numeric) 0.9825154406465642 absolute error 5.095129002719023e-05 relative error 0.0051855315269605014% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18800000000000014 y2[1] (analytic) 0.18689451009794084 y2[1] (numeric) 0.18800195543046572 absolute error 0.0011074453325248812 relative error 0.5925510235397132% Correct digits 2 h 0.001 y1[1] (analytic) 0.9823799886475959 y1[1] (numeric) 0.9823279387169445 absolute error 5.2049930651443255e-05 relative error 0.005298350053231271% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.18900000000000014 y2[1] (analytic) 0.1878767964756112 y2[1] (numeric) 0.1890020079747632 absolute error 0.0011252114991519846 relative error 0.5989092427909539% Correct digits 2 h 0.001 y1[1] (analytic) 0.9821926029786937 y1[1] (numeric) 0.9821394367353347 absolute error 5.3166243359048515e-05 relative error 0.005413016062003659% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19000000000000014 y2[1] (analytic) 0.1888588949765007 y2[1] (numeric) 0.19000206164227812 absolute error 0.0011431666657774064 relative error 0.6053019985739343% Correct digits 2 h 0.001 y1[1] (analytic) 0.9820042351172703 y1[1] (numeric) 0.9819499347006205 absolute error 5.430041664977736e-05 relative error 0.0055295501493731174% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19100000000000014 y2[1] (analytic) 0.189840804618511 y2[1] (numeric) 0.19100211645091206 absolute error 0.001161311832401063 relative error 0.6117293037894266% Correct digits 2 h 0.001 y1[1] (analytic) 0.9818148852516936 y1[1] (numeric) 0.9817594326116698 absolute error 5.545264002382311e-05 relative error 0.005647973040213942% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19200000000000014 y2[1] (analytic) 0.1908225244197325 y2[1] (numeric) 0.19200217241875536 absolute error 0.0011796479990228703 relative error 0.6181911714091577% Correct digits 2 h 0.001 y1[1] (analytic) 0.9816245535713135 y1[1] (numeric) 0.9815679304673323 absolute error 5.6623103981245926e-05 relative error 0.005768305588449438% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19300000000000014 y2[1] (analytic) 0.19180405339844547 y2[1] (numeric) 0.19300222956408825 absolute error 0.0011981761656427725 relative error 0.6246876144758698% Correct digits 2 h 0.001 y1[1] (analytic) 0.9814332402664616 y1[1] (numeric) 0.9813754282664398 absolute error 5.781200002186182e-05 relative error 0.005890568777369484% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19400000000000014 y2[1] (analytic) 0.19278539057312102 y2[1] (numeric) 0.1940022879053817 absolute error 0.0012168973322606857 relative error 0.6312186461033374% Correct digits 2 h 0.001 y1[1] (analytic) 0.9812409455284513 y1[1] (numeric) 0.9811819260078054 absolute error 5.901952064590876e-05 relative error 0.006014783720029494% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19500000000000015 y2[1] (analytic) 0.19376653496242208 y2[1] (numeric) 0.19500234746129863 absolute error 0.001235812498876554 relative error 0.6377842794764431% Correct digits 2 h 0.001 y1[1] (analytic) 0.9810476695495772 y1[1] (numeric) 0.9809874236902241 absolute error 6.0245859353158515e-05 relative error 0.0061409716594932485% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19600000000000015 y2[1] (analytic) 0.1947474855852043 y2[1] (numeric) 0.1960024082506946 absolute error 0.0012549226654902934 relative error 0.6443845278511954% Correct digits 2 h 0.001 y1[1] (analytic) 0.9808534125231153 y1[1] (numeric) 0.9807919213124716 absolute error 6.149121064369378e-05 relative error 0.006269153969247637% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19700000000000015 y2[1] (analytic) 0.19572824146051718 y2[1] (numeric) 0.197002470292619 absolute error 0.0012742288321018203 relative error 0.6510194045547899% Correct digits 2 h 0.001 y1[1] (analytic) 0.9806581746433226 y1[1] (numeric) 0.9805954188733051 absolute error 6.275577001746413e-05 relative error 0.0063993521534951945% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19800000000000015 y2[1] (analytic) 0.1967088016076049 y2[1] (numeric) 0.19800253360631598 absolute error 0.0012937319987110785 relative error 0.6576889229856717% Correct digits 2 h 0.001 y1[1] (analytic) 0.9804619561054371 y1[1] (numeric) 0.9803979163714625 absolute error 6.403973397461904e-05 relative error 0.006531587847528102% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.19900000000000015 y2[1] (analytic) 0.19768916504590742 y2[1] (numeric) 0.19900259821122537 absolute error 0.0013134331653179565 relative error 0.6643930966135402% Correct digits 2 h 0.001 y1[1] (analytic) 0.9802647571056771 y1[1] (numeric) 0.9801994138056621 absolute error 6.534330001495281e-05 relative error 0.0066658828180138786% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20000000000000015 y2[1] (analytic) 0.19866933079506136 y2[1] (numeric) 0.20000266412698375 absolute error 0.0013333333319223983 relative error 0.6711319389794528% Correct digits 2 h 0.001 y1[1] (analytic) 0.9800665778412416 y1[1] (numeric) 0.9799999111746031 absolute error 6.666666663857068e-05 relative error 0.0068022589634078754% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20100000000000015 y2[1] (analytic) 0.19964929787490107 y2[1] (numeric) 0.20100273137342534 absolute error 0.0013534334985242646 relative error 0.6779054636958037% Correct digits 2 h 0.001 y1[1] (analytic) 0.97986741851031 y1[1] (numeric) 0.9797994084769646 absolute error 6.801003334544475e-05 relative error 0.0069407383142548245% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20200000000000015 y2[1] (analytic) 0.20062906530545951 y2[1] (numeric) 0.20200279997058307 absolute error 0.001373734665123555 relative error 0.6847136844464843% Correct digits 2 h 0.001 y1[1] (analytic) 0.9796672793120416 y1[1] (numeric) 0.9795979057114059 absolute error 6.937360063563602e-05 relative error 0.00708134303356061% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20300000000000015 y2[1] (analytic) 0.20160863210696942 y2[1] (numeric) 0.2030028699386895 absolute error 0.0013942378317200743 relative error 0.6915566149867632% Correct digits 2 h 0.001 y1[1] (analytic) 0.9794661604465754 y1[1] (numeric) 0.9793954028765663 absolute error 7.075757000907235e-05 relative error 0.007224095417121028% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20400000000000015 y2[1] (analytic) 0.202587997299864 y2[1] (numeric) 0.20400294129817778 absolute error 0.0014149439983137946 relative error 0.6984342691435178% Correct digits 2 h 0.001 y1[1] (analytic) 0.9792640621150305 y1[1] (numeric) 0.9791918999710647 absolute error 7.216214396577048e-05 relative error 0.0073690178938981485% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20500000000000015 y2[1] (analytic) 0.20356715990477814 y2[1] (numeric) 0.20500301406968274 absolute error 0.0014358541649046042 relative error 0.7053466608151572% Correct digits 2 h 0.001 y1[1] (analytic) 0.9790609845195051 y1[1] (numeric) 0.9789873969934993 absolute error 7.358752600572505e-05 relative error 0.007516133026365021% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20600000000000016 y2[1] (analytic) 0.20454611894254934 y2[1] (numeric) 0.20600308827404173 absolute error 0.0014569693314923915 relative error 0.712293803971714% Correct digits 2 h 0.001 y1[1] (analytic) 0.9788569278630767 y1[1] (numeric) 0.9787818939424477 absolute error 7.503392062890857e-05 relative error 0.007665463510864008% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20700000000000016 y2[1] (analytic) 0.20552487343421866 y2[1] (numeric) 0.2070031639322957 absolute error 0.001478290498077045 relative error 0.719275712654894% Correct digits 2 h 0.001 y1[1] (analytic) 0.978651892349802 y1[1] (numeric) 0.9785753908164666 absolute error 7.650153333538245e-05 relative error 0.007817032177978798% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20800000000000016 y2[1] (analytic) 0.20650342240103167 y2[1] (numeric) 0.20800324106569013 absolute error 0.0014998186646584533 relative error 0.7262924009781255% Correct digits 2 h 0.001 y1[1] (analytic) 0.9784458781847165 y1[1] (numeric) 0.9783678876140914 absolute error 7.799057062507497e-05 relative error 0.007970861992874733% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.20900000000000016 y2[1] (analytic) 0.20748176486443948 y2[1] (numeric) 0.20900331969567604 absolute error 0.00152155483123656 relative error 0.7333438831266376% Correct digits 2 h 0.001 y1[1] (analytic) 0.9782388855738344 y1[1] (numeric) 0.9781593843338364 absolute error 7.950123999800329e-05 relative error 0.008126976055686838% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21000000000000016 y2[1] (analytic) 0.20845989984609972 y2[1] (numeric) 0.21000339984391092 absolute error 0.0015434999978111985 relative error 0.7404301733574288% Correct digits 2 h 0.001 y1[1] (analytic) 0.9780309147241482 y1[1] (numeric) 0.9779498809741941 absolute error 8.103374995405144e-05 relative error 0.008285397601864851% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21100000000000016 y2[1] (analytic) 0.2094378263678775 y2[1] (numeric) 0.21100348153225973 absolute error 0.0015656551643822292 relative error 0.7475512859993859% Correct digits 2 h 0.001 y1[1] (analytic) 0.9778219658436288 y1[1] (numeric) 0.9777393775336353 absolute error 8.25883099935254e-05 relative error 0.008446150002600038% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21200000000000016 y2[1] (analytic) 0.21041554345184635 y2[1] (numeric) 0.21200356478279594 absolute error 0.001588021330949596 relative error 0.7547072354533615% Correct digits 2 h 0.001 y1[1] (analytic) 0.9776120391412251 y1[1] (numeric) 0.9775278740106088 absolute error 8.416513061626496e-05 relative error 0.008609256765106852% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21300000000000016 y2[1] (analytic) 0.21139305012028928 y2[1] (numeric) 0.2130036496178024 absolute error 0.0016105994975131321 relative error 0.7618980361921315% Correct digits 2 h 0.001 y1[1] (analytic) 0.9774011348268636 y1[1] (numeric) 0.9773153704035414 absolute error 8.57644233221988e-05 relative error 0.008774741533054499% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21400000000000016 y2[1] (analytic) 0.2123703453956997 y2[1] (numeric) 0.21400373605977244 absolute error 0.0016333906640727258 relative error 0.7691237027605269% Correct digits 2 h 0.001 y1[1] (analytic) 0.9771892531114488 y1[1] (numeric) 0.9771018667108375 absolute error 8.738640061123348e-05 relative error 0.008942628086932821% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21500000000000016 y2[1] (analytic) 0.21334742830078246 y2[1] (numeric) 0.2150038241314107 absolute error 0.0016563958306282378 relative error 0.7763842497754462% Correct digits 2 h 0.001 y1[1] (analytic) 0.9769763942068623 y1[1] (numeric) 0.9768873629308787 absolute error 8.903127598358651e-05 relative error 0.009112940344466016% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21600000000000016 y2[1] (analytic) 0.21432429785845467 y2[1] (numeric) 0.21600391385563422 absolute error 0.0016796159971795566 relative error 0.783679691925933% Correct digits 2 h 0.001 y1[1] (analytic) 0.976762558325963 y1[1] (numeric) 0.9766718590620239 absolute error 9.06992639391202e-05 relative error 0.009285702360926518% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21700000000000016 y2[1] (analytic) 0.21530095309184688 y2[1] (numeric) 0.2170040052555734 absolute error 0.001703052163726515 relative error 0.79101004397319% Correct digits 2 h 0.001 y1[1] (analytic) 0.9765477456825868 y1[1] (numeric) 0.976455355102609 absolute error 9.239057997789679e-05 relative error 0.009460938329576264% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21800000000000017 y2[1] (analytic) 0.21627739302430393 y2[1] (numeric) 0.2180040983545729 absolute error 0.0017267053302689739 relative error 0.7983753207506701% Correct digits 2 h 0.001 y1[1] (analytic) 0.9763319564915464 y1[1] (numeric) 0.9762378510509464 absolute error 9.41054405999564e-05 relative error 0.009638672582030886% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.21900000000000017 y2[1] (analytic) 0.217253616679386 y2[1] (numeric) 0.21900419317619277 absolute error 0.001750576496806766 relative error 0.805775537164104% Correct digits 2 h 0.001 y1[1] (analytic) 0.9761151909686308 y1[1] (numeric) 0.9760193469053255 absolute error 9.5844063305206e-05 relative error 0.009818929588637672% Correct digits 4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22000000000000017 y2[1] (analytic) 0.2182296230808695 y2[1] (numeric) 0.22000428974420927 absolute error 0.00177466666333978 relative error 0.8132107081915917% Correct digits 2 h 0.001 y1[1] (analytic) 0.9758974493306054 y1[1] (numeric) 0.9757998426640119 absolute error 9.760666659353046e-05 relative error 0.010001733958878725% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22100000000000017 y2[1] (analytic) 0.2192054112527481 y2[1] (numeric) 0.22100438808261594 absolute error 0.0017989768298678488 relative error 0.8206808488836043% Correct digits 2 h 0.001 y1[1] (analytic) 0.9756787317952121 y1[1] (numeric) 0.975579338325247 absolute error 9.939346996512555e-05 relative error 0.010187110441799352% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22200000000000017 y2[1] (analytic) 0.22018098021923369 y2[1] (numeric) 0.2220044882156245 absolute error 0.0018235079963908052 relative error 0.8281859743630637% Correct digits 2 h 0.001 y1[1] (analytic) 0.9754590385811684 y1[1] (numeric) 0.9753578338872485 absolute error 0.00010120469391994291 relative error 0.010375083926347936% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22300000000000017 y2[1] (analytic) 0.22115632900475743 y2[1] (numeric) 0.2230045901676659 absolute error 0.0018482611629084822 relative error 0.8357260998253969% Correct digits 2 h 0.001 y1[1] (analytic) 0.9752383699081674 y1[1] (numeric) 0.9751353293482095 absolute error 0.00010304055995791206 relative error 0.010565679441797886% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22400000000000017 y2[1] (analytic) 0.22213145663397058 y2[1] (numeric) 0.22400469396339132 absolute error 0.0018732373294207405 relative error 0.843301240538602% Correct digits 2 h 0.001 y1[1] (analytic) 0.9750167259968777 y1[1] (numeric) 0.9749118247062986 absolute error 0.00010490129057916242 relative error 0.01075892215817212% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22500000000000017 y2[1] (analytic) 0.22310636213174562 y2[1] (numeric) 0.22500479962767297 absolute error 0.0018984374959273576 relative error 0.850911411843253% Correct digits 2 h 0.001 y1[1] (analytic) 0.9747941070689432 y1[1] (numeric) 0.9746873199596597 absolute error 0.00010678710928346824 relative error 0.010954837386590359% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22600000000000017 y2[1] (analytic) 0.22408104452317712 y2[1] (numeric) 0.2260049071856053 absolute error 0.001923862662428194 relative error 0.8585566291526302% Correct digits 2 h 0.001 y1[1] (analytic) 0.974570513346983 y1[1] (numeric) 0.9744618151064119 absolute error 0.00010869824057102573 relative error 0.011153450579755551% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22700000000000017 y2[1] (analytic) 0.22505550283358275 y2[1] (numeric) 0.22700501666250583 absolute error 0.001949513828923083 relative error 0.8662369079527242% Correct digits 2 h 0.001 y1[1] (analytic) 0.9743459450545906 y1[1] (numeric) 0.9742353101446488 absolute error 0.00011063490994178693 relative error 0.011354787332294823% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22800000000000017 y2[1] (analytic) 0.22602973608850432 y2[1] (numeric) 0.2280051280839161 absolute error 0.001975391995411774 relative error 0.8739522638022673% Correct digits 2 h 0.001 y1[1] (analytic) 0.9741204024163344 y1[1] (numeric) 0.9740078050724387 absolute error 0.00011259734389568177 relative error 0.011558873381194023% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.22900000000000018 y2[1] (analytic) 0.22700374331370865 y2[1] (numeric) 0.22900524147560275 absolute error 0.0020014981618940997 relative error 0.8817027123328631% Correct digits 2 h 0.001 y1[1] (analytic) 0.9738938856577568 y1[1] (numeric) 0.9737792998878242 absolute error 0.00011458576993261804 relative error 0.011765734606212065% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23000000000000018 y2[1] (analytic) 0.22797752353518858 y2[1] (numeric) 0.23000535686355847 absolute error 0.0020278333283698935 relative error 0.8894882692490057% Correct digits 2 h 0.001 y1[1] (analytic) 0.9736663950053748 y1[1] (numeric) 0.9735497945888221 absolute error 0.00011660041655270348 relative error 0.01197539703032062% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23100000000000018 y2[1] (analytic) 0.22895107577916396 y2[1] (numeric) 0.2310054742740029 absolute error 0.0020543984948389327 relative error 0.8973089503281104% Correct digits 2 h 0.001 y1[1] (analytic) 0.9734379306866789 y1[1] (numeric) 0.9733192891734229 absolute error 0.00011864151325602368 relative error 0.012187886820100798% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23200000000000018 y2[1] (analytic) 0.22992439907208262 y2[1] (numeric) 0.23200559373338364 absolute error 0.0020811946613010224 relative error 0.9051647714206077% Correct digits 2 h 0.001 y1[1] (analytic) 0.9732084929301335 y1[1] (numeric) 0.973087783639591 absolute error 0.00012070929054242008 relative error 0.012403230286142375% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23300000000000018 y2[1] (analytic) 0.2308974924406214 y2[1] (numeric) 0.2330057152683773 absolute error 0.0021082228277558845 relative error 0.9130557484499509% Correct digits 2 h 0.001 y1[1] (analytic) 0.9729780819651762 y1[1] (numeric) 0.9728552779852643 absolute error 0.00012280397991193404 relative error 0.012621453883514029% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23400000000000018 y2[1] (analytic) 0.23187035491168698 y2[1] (numeric) 0.23400583890589036 absolute error 0.00213548399420338 relative error 0.9209818974127705% Correct digits 2 h 0.001 y1[1] (analytic) 0.972746698022218 y1[1] (numeric) 0.9726217722083534 absolute error 0.0001249258138645848 relative error 0.012842584212167782% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23500000000000018 y2[1] (analytic) 0.23284298551241697 y2[1] (numeric) 0.2350059646730602 absolute error 0.0021629791606432303 relative error 0.92894323437881% Correct digits 2 h 0.001 y1[1] (analytic) 0.9725143413326429 y1[1] (numeric) 0.9723872663067425 absolute error 0.00012707502590036945 relative error 0.013066648017368844% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23600000000000018 y2[1] (analytic) 0.23381538327018084 y2[1] (numeric) 0.23600609259725608 absolute error 0.002190709327075241 relative error 0.9369397754910801% Correct digits 2 h 0.001 y1[1] (analytic) 0.9722810121288076 y1[1] (numeric) 0.9721517602782883 absolute error 0.00012925185051926302 relative error 0.01329367219012807% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23700000000000018 y2[1] (analytic) 0.2347875472125809 y2[1] (numeric) 0.2370062227060801 absolute error 0.0022186754934991892 relative error 0.9449715369658682% Correct digits 2 h 0.001 y1[1] (analytic) 0.972046710644041 y1[1] (numeric) 0.9719152541208198 absolute error 0.00013145652322121837 relative error 0.013523683767637082% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23800000000000018 y2[1] (analytic) 0.23575947636745337 y2[1] (numeric) 0.23800635502736814 absolute error 0.0022468786599147694 relative error 0.9530385350927728% Correct digits 2 h 0.001 y1[1] (analytic) 0.971811437112645 y1[1] (numeric) 0.9716777478321387 absolute error 0.00013368928050627726 relative error 0.013756709933717422% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.23900000000000018 y2[1] (analytic) 0.2367311697628691 y2[1] (numeric) 0.23900648958919088 absolute error 0.0022753198263217866 relative error 0.9611407862348454% Correct digits 2 h 0.001 y1[1] (analytic) 0.9715751917698926 y1[1] (numeric) 0.9714392414100183 absolute error 0.00013595035987434834 relative error 0.01399277801923814% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.24000000000000019 y2[1] (analytic) 0.23770262642713477 y2[1] (numeric) 0.24000662641985473 absolute error 0.002303999992719963 relative error 0.9692783068285657% Correct digits 2 h 0.001 y1[1] (analytic) 0.9713379748520296 y1[1] (numeric) 0.971199734852204 absolute error 0.00013823999982554014 relative error 0.014231915502593128% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2410000000000002 y2[1] (analytic) 0.23867384538879383 y2[1] (numeric) 0.24100676554790287 absolute error 0.0023329201591090476 relative error 0.9774511133839479% Correct digits 2 h 0.001 y1[1] (analytic) 0.9710997865962726 y1[1] (numeric) 0.9709592281564128 absolute error 0.00014055843985982808 relative error 0.014474150010112626% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2420000000000002 y2[1] (analytic) 0.2396448256766274 y2[1] (numeric) 0.24200690700211613 absolute error 0.002362081325488735 relative error 0.9856592224845643% Correct digits 2 h 0.001 y1[1] (analytic) 0.9708606272408099 y1[1] (numeric) 0.9707177213203328 absolute error 0.00014290592047705442 relative error 0.014719509316511645% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2430000000000002 y2[1] (analytic) 0.24061556631965528 y2[1] (numeric) 0.24300705081151405 absolute error 0.002391484491858775 relative error 0.9939026507876523% Correct digits 2 h 0.001 y1[1] (analytic) 0.9706204970248009 y1[1] (numeric) 0.9704752143416235 absolute error 0.00014528268317737236 relative error 0.014968021345386873% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2440000000000002 y2[1] (analytic) 0.24158606634713686 y2[1] (numeric) 0.24400719700535578 absolute error 0.0024211306582189174 relative error 1.0021814150241497% Correct digits 2 h 0.001 y1[1] (analytic) 0.9703793961883758 y1[1] (numeric) 0.9702317072179151 absolute error 0.00014768897046069096 relative error 0.015219714169613378% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2450000000000002 y2[1] (analytic) 0.24255632478857223 y2[1] (numeric) 0.24500734561314108 absolute error 0.002451020824568856 relative error 1.0104955319987323% Correct digits 2 h 0.001 y1[1] (analytic) 0.9701373249726354 y1[1] (numeric) 0.9699871999468083 absolute error 0.00015012502582711917 relative error 0.015474616011846956% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2460000000000002 y2[1] (analytic) 0.24352634067370305 y2[1] (numeric) 0.24600749666461127 absolute error 0.0024811559909082292 relative error 1.0188450185898739% Correct digits 2 h 0.001 y1[1] (analytic) 0.9698942836196508 y1[1] (numeric) 0.9697416925258743 absolute error 0.0001525910937765218 relative error 0.015732755244937727% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2470000000000002 y2[1] (analytic) 0.24449611303251345 y2[1] (numeric) 0.24700765018975027 absolute error 0.002511537157236815 relative error 1.0272298917499876% Correct digits 2 h 0.001 y1[1] (analytic) 0.9696502723724634 y1[1] (numeric) 0.9694951849526545 absolute error 0.00015508741980885254 relative error 0.015994160392426533% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2480000000000002 y2[1] (analytic) 0.24546564089523124 y2[1] (numeric) 0.2480078062187855 absolute error 0.002542165323554252 relative error 1.0356501685053712% Correct digits 2 h 0.001 y1[1] (analytic) 0.9694052914750845 y1[1] (numeric) 0.9692476772246602 absolute error 0.00015761425042426502 relative error 0.01625886012902128% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2490000000000002 y2[1] (analytic) 0.24643492329232855 y2[1] (numeric) 0.2490079647821888 absolute error 0.0025730414898602616 relative error 1.0441058659563613% Correct digits 2 h 0.001 y1[1] (analytic) 0.9691593411724948 y1[1] (numeric) 0.9689991693393722 absolute error 0.00016017183312255767 relative error 0.016526883281007314% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.25000000000000017 y2[1] (analytic) 0.2474039592545231 y2[1] (numeric) 0.2500081259106776 absolute error 0.0026041666561545107 relative error 1.0525970012773354% Correct digits 2 h 0.001 y1[1] (analytic) 0.9689124217106447 y1[1] (numeric) 0.9687496612942409 absolute error 0.00016276041640383987 relative error 0.016798258826786566% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.25100000000000017 y2[1] (analytic) 0.24837274781277902 y2[1] (numeric) 0.25100828963521565 absolute error 0.002635541822436638 relative error 1.061123591716787% Correct digits 2 h 0.001 y1[1] (analytic) 0.9686645333364537 y1[1] (numeric) 0.9684991530866855 absolute error 0.00016538024976819887 relative error 0.01707301589731644% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.25200000000000017 y2[1] (analytic) 0.24934128799830785 y2[1] (numeric) 0.2520084559870141 absolute error 0.002667167988706254 relative error 1.0696856545973865% Correct digits 2 h 0.001 y1[1] (analytic) 0.9684156762978101 y1[1] (numeric) 0.9682476447140946 absolute error 0.00016803158371547777 relative error 0.017351183776562928% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.25300000000000017 y2[1] (analytic) 0.25030957884256944 y2[1] (numeric) 0.25300862499753257 absolute error 0.002699046154963136 relative error 1.0782832073161226% Correct digits 2 h 0.001 y1[1] (analytic) 0.9681658508435709 y1[1] (numeric) 0.9679951361738253 absolute error 0.00017071466974560856 relative error 0.01763279190201384% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.25400000000000017 y2[1] (analytic) 0.25127761937727305 y2[1] (numeric) 0.25400879669847987 absolute error 0.0027311773212068124 relative error 1.086916267344196% Correct digits 2 h 0.001 y1[1] (analytic) 0.9679150572235615 y1[1] (numeric) 0.9677416274632028 absolute error 0.00017342976035872315 relative error 0.01791786986517203% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.25500000000000017 y2[1] (analytic) 0.2522454086343782 y2[1] (numeric) 0.2550089711218152 absolute error 0.002763562487436977 relative error 1.0955848522272504% Correct digits 2 h 0.001 y1[1] (analytic) 0.9676632956885756 y1[1] (numeric) 0.9674871185795209 absolute error 0.0001761771090547093 relative error 0.018206447411994082% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.25600000000000017 y2[1] (analytic) 0.2532129456460958 y2[1] (numeric) 0.256009148299749 absolute error 0.0027962026536532125 relative error 1.104288979585324% Correct digits 2 h 0.001 y1[1] (analytic) 0.9674105664903745 y1[1] (numeric) 0.967231609520041 absolute error 0.00017895697033354363 relative error 0.01849855444341213% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2570000000000002 y2[1] (analytic) 0.2541802294448888 y2[1] (numeric) 0.257009328264744 absolute error 0.002829098819855158 relative error 1.113028667112979% Correct digits 2 h 0.001 y1[1] (analytic) 0.9671568698816877 y1[1] (numeric) 0.9669751002819923 absolute error 0.00018176959969540274 relative error 0.018794221015835683% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2580000000000002 y2[1] (analytic) 0.2551472590634736 y2[1] (numeric) 0.25800951104951597 absolute error 0.0028622519860423967 relative error 1.1218039325793219% Correct digits 2 h 0.001 y1[1] (analytic) 0.9669022061162115 y1[1] (numeric) 0.9667175908625715 absolute error 0.00018461525363999698 relative error 0.019093477341575966% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2590000000000002 y2[1] (analytic) 0.2561140335348205 y2[1] (numeric) 0.25900969668703505 absolute error 0.002895663152214567 relative error 1.13061479382811% Correct digits 2 h 0.001 y1[1] (analytic) 0.9666465754486098 y1[1] (numeric) 0.9664590812589423 absolute error 0.00018749418966745868 relative error 0.019396353789433822% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2600000000000002 y2[1] (analytic) 0.2570805518921553 y2[1] (numeric) 0.2600098852105264 absolute error 0.002929333318371141 relative error 1.1394612687777292% Correct digits 2 h 0.001 y1[1] (analytic) 0.9663899781345132 y1[1] (numeric) 0.9661995714682354 absolute error 0.00019040666627778702 relative error 0.019702880885141386% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2610000000000002 y2[1] (analytic) 0.25804681316895955 y2[1] (numeric) 0.2610100766534714 absolute error 0.002963263484511869 relative error 1.148343375421433% Correct digits 2 h 0.001 y1[1] (analytic) 0.966132414430519 y1[1] (numeric) 0.9659390614875482 absolute error 0.00019335294297084804 relative error 0.020013089311864025% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2620000000000002 y2[1] (analytic) 0.25901281639897217 y2[1] (numeric) 0.2620102710496084 absolute error 0.002997454650636222 relative error 1.1572611318271881% Correct digits 2 h 0.001 y1[1] (analytic) 0.9658738845941909 y1[1] (numeric) 0.9656775513139442 absolute error 0.0001963332802467077 relative error 0.0203270099107397% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2630000000000002 y2[1] (analytic) 0.25997856061619 y2[1] (numeric) 0.26301046843293374 absolute error 0.0030319078167437286 relative error 1.1662145561378718% Correct digits 2 h 0.001 y1[1] (analytic) 0.9656143888840586 y1[1] (numeric) 0.9654150409444533 absolute error 0.00019934793960529884 relative error 0.020644673681352376% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2640000000000002 y2[1] (analytic) 0.2609440448548689 y2[1] (numeric) 0.26401066883770286 absolute error 0.0030666239828339714 relative error 1.1752036665713363% Correct digits 2 h 0.001 y1[1] (analytic) 0.965353927559618 y1[1] (numeric) 0.9651515303760712 absolute error 0.0002023971835468652 relative error 0.020966111782288844% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2650000000000002 y2[1] (analytic) 0.2619092681495246 y2[1] (numeric) 0.2650108722984311 absolute error 0.003101604148906534 relative error 1.1842284814204518% Correct digits 2 h 0.001 y1[1] (analytic) 0.9650925008813303 y1[1] (numeric) 0.9648870196057592 absolute error 0.00020548127557107332 relative error 0.021291355531560568% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2660000000000002 y2[1] (analytic) 0.26287422953493406 y2[1] (numeric) 0.26601107884989483 absolute error 0.003136849314960777 relative error 1.1932890190530878% Correct digits 2 h 0.001 y1[1] (analytic) 0.9648301091106221 y1[1] (numeric) 0.964621508630444 absolute error 0.0002086004801780117 relative error 0.02162043640722397% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2670000000000002 y2[1] (analytic) 0.26383892804613585 y2[1] (numeric) 0.26701128852713224 absolute error 0.0031723604809963946 relative error 1.202385297912393% Correct digits 2 h 0.001 y1[1] (analytic) 0.9645667525098851 y1[1] (numeric) 0.9643549974470175 absolute error 0.00021175506286763568 relative error 0.02195338604784282% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2680000000000002 y2[1] (analytic) 0.2648033627184316 y2[1] (numeric) 0.2680115013654444 absolute error 0.0032081386470128037 relative error 1.2115173365166265% Correct digits 2 h 0.001 y1[1] (analytic) 0.9643024313424761 y1[1] (numeric) 0.9640874860523361 absolute error 0.00021494529013998953 relative error 0.022290236253034067% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2690000000000002 y2[1] (analytic) 0.26576753258738667 y2[1] (numeric) 0.2690117174003962 absolute error 0.003244184813009532 relative error 1.2206851534593737% Correct digits 2 h 0.001 y1[1] (analytic) 0.964037145872716 y1[1] (numeric) 0.9638189744432211 absolute error 0.00021817142949498436 relative error 0.022631018983970772% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2700000000000002 y2[1] (analytic) 0.2667314366888313 y2[1] (numeric) 0.2700119366678173 absolute error 0.0032804999789859957 relative error 1.229888767409529% Correct digits 2 h 0.001 y1[1] (analytic) 0.9637708963658904 y1[1] (numeric) 0.9635494626164578 absolute error 0.00022143374943262017 relative error 0.022975766363934075% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2710000000000002 y2[1] (analytic) 0.2676950740588615 y2[1] (numeric) 0.2710121592038032 absolute error 0.0033170851449417227 relative error 1.2391281971114467% Correct digits 2 h 0.001 y1[1] (analytic) 0.9635036830882489 y1[1] (numeric) 0.9632789505687959 absolute error 0.0002247325194529859 relative error 0.02332451067884525% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2720000000000002 y2[1] (analytic) 0.2686584437338399 y2[1] (numeric) 0.2720123850447161 absolute error 0.003353941310876185 relative error 1.248403461384946% Correct digits 2 h 0.001 y1[1] (analytic) 0.9632355063070044 y1[1] (numeric) 0.9630074382969486 absolute error 0.00022806801005581523 relative error 0.02367728437775475% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2730000000000002 y2[1] (analytic) 0.269621544750397 y2[1] (numeric) 0.27301261422718576 absolute error 0.003391069476788744 relative error 1.2577145791253577% Correct digits 2 h 0.001 y1[1] (analytic) 0.9629663662903339 y1[1] (numeric) 0.9627349257975926 absolute error 0.0002314404927413749 relative error 0.024034120073472606% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2740000000000002 y2[1] (analytic) 0.27058437614543185 y2[1] (numeric) 0.2740128467881107 absolute error 0.0034284706426788714 relative error 1.2670615693036764% Correct digits 2 h 0.001 y1[1] (analytic) 0.9626962633073775 y1[1] (numeric) 0.962461413067368 absolute error 0.00023485024000946542 relative error 0.024395050543006058% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2750000000000002 y2[1] (analytic) 0.27154693695611304 y2[1] (numeric) 0.2750130827646591 absolute error 0.0034661458085460395 relative error 1.2764444509665864% Correct digits 2 h 0.001 y1[1] (analytic) 0.9624251976282379 y1[1] (numeric) 0.9621869001028778 absolute error 0.0002382975253600872 relative error 0.02476010872817317% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2760000000000002 y2[1] (analytic) 0.27250922621987994 y2[1] (numeric) 0.2760133221942695 absolute error 0.003504095974389554 relative error 1.2858632432364687% Correct digits 2 h 0.001 y1[1] (analytic) 0.9621531695239809 y1[1] (numeric) 0.9619113869006877 absolute error 0.00024178262329321853 relative error 0.02512932773612739% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2770000000000002 y2[1] (analytic) 0.2734712429744433 y2[1] (numeric) 0.2770135651146522 absolute error 0.0035423221402088867 relative error 1.2953179653115947% Correct digits 2 h 0.001 y1[1] (analytic) 0.9618801792666345 y1[1] (numeric) 0.9616348734573257 absolute error 0.0002453058093088156 relative error 0.025502740839908347% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2780000000000002 y2[1] (analytic) 0.2744329862577865 y2[1] (numeric) 0.2780138115637899 absolute error 0.003580825306003399 relative error 1.304808636466091% Correct digits 2 h 0.001 y1[1] (analytic) 0.9616062271291891 y1[1] (numeric) 0.9613573597692822 absolute error 0.00024886735990692355 relative error 0.025880381479007303% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2790000000000002 y2[1] (analytic) 0.2753944551081663 y2[1] (numeric) 0.27901406157993874 absolute error 0.003619606471772452 relative error 1.3143352760500513% Correct digits 2 h 0.001 y1[1] (analytic) 0.9613313133855966 y1[1] (numeric) 0.9610788458330092 absolute error 0.00025246755258745424 relative error 0.026262283259901237% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2800000000000002 y2[1] (analytic) 0.27635564856411393 y2[1] (numeric) 0.28001431520162934 absolute error 0.0036586666375154064 relative error 1.3238979034896055% Correct digits 2 h 0.001 y1[1] (analytic) 0.9610554383107709 y1[1] (numeric) 0.9607993316449205 absolute error 0.00025610666585040853 relative error 0.02664847995663626% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2810000000000002 y2[1] (analytic) 0.277316565664436 y2[1] (numeric) 0.2810145724676676 absolute error 0.0036980068032315683 relative error 1.3334965382869708% Correct digits 2 h 0.001 y1[1] (analytic) 0.960778602180587 y1[1] (numeric) 0.9605188172013912 absolute error 0.00025978497919576515 relative error 0.027039005511379638% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2820000000000002 y2[1] (analytic) 0.2782772054482156 y2[1] (numeric) 0.28201483341713585 absolute error 0.003737627968920243 relative error 1.3431312000205404% Correct digits 2 h 0.001 y1[1] (analytic) 0.9605008052718809 y1[1] (numeric) 0.9602373024987574 absolute error 0.0002635027731234807 relative error 0.02743389403498659% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2830000000000002 y2[1] (analytic) 0.2792375669548129 y2[1] (numeric) 0.28301509808939374 absolute error 0.003777531134580847 relative error 1.352801908344997% Correct digits 2 h 0.001 y1[1] (analytic) 0.9602220478624496 y1[1] (numeric) 0.959954787533316 absolute error 0.00026726032913360065 relative error 0.027833179807581893% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2840000000000002 y2[1] (analytic) 0.2801976492238665 y2[1] (numeric) 0.28401536652407905 absolute error 0.0038177173002125753 relative error 1.3625086829912607% Correct digits 2 h 0.001 y1[1] (analytic) 0.9599423302310505 y1[1] (numeric) 0.9596712723013244 absolute error 0.00027105792972603737 relative error 0.02823689727911008% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2850000000000002 y2[1] (analytic) 0.28115745129529424 y2[1] (numeric) 0.2850156387611089 absolute error 0.0038581874658146775 relative error 1.3722515437666625% Correct digits 2 h 0.001 y1[1] (analytic) 0.959661652657401 y1[1] (numeric) 0.9593867567990003 absolute error 0.0002748958584006811 relative error 0.028645081069923594% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2860000000000002 y2[1] (analytic) 0.2821169722092941 y2[1] (numeric) 0.2860159148406806 absolute error 0.003898942631386515 relative error 1.3820305105550355% Correct digits 2 h 0.001 y1[1] (analytic) 0.959380015422179 y1[1] (numeric) 0.9591012410225214 absolute error 0.00027877439965762196 relative error 0.029057765971385822% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2870000000000002 y2[1] (analytic) 0.2830762110063452 y2[1] (numeric) 0.28701619480327256 absolute error 0.003939983796927338 relative error 1.3918456033167061% Correct digits 2 h 0.001 y1[1] (analytic) 0.9590974188070215 y1[1] (numeric) 0.9588147249680247 absolute error 0.000282693838996817 relative error 0.029474986946419608% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2880000000000002 y2[1] (analytic) 0.284035166727209 y2[1] (numeric) 0.2880164786896453 absolute error 0.003981311962436285 relative error 1.401696842088567% Correct digits 2 h 0.001 y1[1] (analytic) 0.958813863094525 y1[1] (numeric) 0.9585272086316069 absolute error 0.00028665446291809005 relative error 0.029896779130093795% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2890000000000002 y2[1] (analytic) 0.2849938384129297 y2[1] (numeric) 0.28901676654084235 absolute error 0.004022928127912662 relative error 1.4115842469842492% Correct digits 2 h 0.001 y1[1] (analytic) 0.9585293485682455 y1[1] (numeric) 0.9582386920093238 absolute error 0.00029065655892168696 relative error 0.03032317783027097% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2900000000000002 y2[1] (analytic) 0.2859522251048357 y2[1] (numeric) 0.29001705839819136 absolute error 0.004064833293355663 relative error 1.4215078381940953% Correct digits 2 h 0.001 y1[1] (analytic) 0.9582438755126971 y1[1] (numeric) 0.9579491750971898 absolute error 0.0002947004155072763 relative error 0.03075421852809655% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2910000000000002 y2[1] (analytic) 0.28691032584454046 y2[1] (numeric) 0.29101735430330483 absolute error 0.004107028458764372 relative error 1.431467635985233% Correct digits 2 h 0.001 y1[1] (analytic) 0.9579574442133532 y1[1] (numeric) 0.9576586578911781 absolute error 0.00029878632217505974 relative error 0.03118993687871118% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2920000000000002 y2[1] (analytic) 0.2878681396739433 y2[1] (numeric) 0.2920176542980813 absolute error 0.004149514624137984 relative error 1.4414636607017273% Correct digits 2 h 0.001 y1[1] (analytic) 0.9576700549566448 y1[1] (numeric) 0.9573671403872199 absolute error 0.0003029145694248836 relative error 0.031630368711758144% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2930000000000002 y2[1] (analytic) 0.28882566563523043 y2[1] (numeric) 0.2930179584247062 absolute error 0.004192292789475749 relative error 1.4514959327646333% Correct digits 2 h 0.001 y1[1] (analytic) 0.9573817080299613 y1[1] (numeric) 0.9570746225812046 absolute error 0.0003070854487566832 relative error 0.03207555003203309% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2940000000000002 y2[1] (analytic) 0.289782902770876 y2[1] (numeric) 0.29401826672565273 absolute error 0.00423536395477675 relative error 1.4615644726719936% Correct digits 2 h 0.001 y1[1] (analytic) 0.9570924037216496 y1[1] (numeric) 0.956781104468979 absolute error 0.0003112992526705938 relative error 0.032525517020102555% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2950000000000002 y2[1] (analytic) 0.29073985012364295 y2[1] (numeric) 0.29501857924368297 absolute error 0.004278729120040015 relative error 1.4716693009989512% Correct digits 2 h 0.001 y1[1] (analytic) 0.9568021423210138 y1[1] (numeric) 0.9564865860463475 absolute error 0.00031555627466628433 relative error 0.032980306032844665% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2960000000000002 y2[1] (analytic) 0.291696506736584 y2[1] (numeric) 0.2960188960218487 absolute error 0.004322389285264738 relative error 1.4818104383979012% Correct digits 2 h 0.001 y1[1] (analytic) 0.9565109241183155 y1[1] (numeric) 0.9561910673090716 absolute error 0.0003198568092439569 relative error 0.03343995360416733% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2970000000000002 y2[1] (analytic) 0.2926528716530426 y2[1] (numeric) 0.29701921710349255 absolute error 0.004366345450449949 relative error 1.4919879055984495% Correct digits 2 h 0.001 y1[1] (analytic) 0.9562187494047728 y1[1] (numeric) 0.9558945482528693 absolute error 0.0003242011519034582 relative error 0.03390449644553268% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2980000000000002 y2[1] (analytic) 0.293608943916654 y2[1] (numeric) 0.29801954253224866 absolute error 0.004410598615594674 relative error 1.5022017234075469% Correct digits 2 h 0.001 y1[1] (analytic) 0.9559256184725604 y1[1] (numeric) 0.9555970288734156 absolute error 0.0003285895991448351 relative error 0.03437397144663585% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.2990000000000002 y2[1] (analytic) 0.2945647225713459 y2[1] (numeric) 0.2990198723520439 absolute error 0.004455149780697998 relative error 1.512451912709583% Correct digits 2 h 0.001 y1[1] (analytic) 0.9556315316148092 y1[1] (numeric) 0.9552985091663412 absolute error 0.0003330224484680011 relative error 0.03484841567599446% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3000000000000002 y2[1] (analytic) 0.29552020666133977 y2[1] (numeric) 0.30002020660709877 absolute error 0.004499999945759003 relative error 1.5227384944664422% Correct digits 2 h 0.001 y1[1] (analytic) 0.955336489125606 y1[1] (numeric) 0.954998989127233 absolute error 0.00033749999837295874 relative error 0.035327866381599585% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3010000000000002 y2[1] (analytic) 0.29647539523115163 y2[1] (numeric) 0.3010205453419282 absolute error 0.004545150110776552 relative error 1.5330614897175046% Correct digits 2 h 0.001 y1[1] (analytic) 0.9550404912999932 y1[1] (numeric) 0.9546984687516337 absolute error 0.00034202254835957735 relative error 0.03581236099152394% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3020000000000002 y2[1] (analytic) 0.29743028732559296 y2[1] (numeric) 0.3020208886013427 absolute error 0.004590601275749728 relative error 1.543420919579874% Correct digits 2 h 0.001 y1[1] (analytic) 0.9547435384339688 y1[1] (numeric) 0.9543969480350409 absolute error 0.0003465903989278152 relative error 0.03630193711457999% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3030000000000002 y2[1] (analytic) 0.29838488198977176 y2[1] (numeric) 0.30302123643044915 absolute error 0.004636354440677393 relative error 1.5538168052483037% Correct digits 2 h 0.001 y1[1] (analytic) 0.9544456308244854 y1[1] (numeric) 0.9540944269729077 absolute error 0.0003512038515777194 relative error 0.03679663254095852% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3040000000000002 y2[1] (analytic) 0.2993391782690934 y2[1] (numeric) 0.30402158887465197 absolute error 0.0046824106055585735 relative error 1.5642491679954043% Correct digits 2 h 0.001 y1[1] (analytic) 0.9541467687694508 y1[1] (numeric) 0.9537909055606416 absolute error 0.00035586320880920397 relative error 0.03729648524284745% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3050000000000002 y2[1] (analytic) 0.30029317520926174 y2[1] (numeric) 0.3050219459796539 absolute error 0.004728770770392132 relative error 1.5747180291716087% Correct digits 2 h 0.001 y1[1] (analytic) 0.953846952567727 y1[1] (numeric) 0.9534863837936047 absolute error 0.00036056877412227184 relative error 0.037801533375100865% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3060000000000002 y2[1] (analytic) 0.3012468718562799 y2[1] (numeric) 0.3060223077914569 absolute error 0.004775435935176986 relative error 1.585223410205325% Correct digits 2 h 0.001 y1[1] (analytic) 0.95354618251913 y1[1] (numeric) 0.9531808616671134 absolute error 0.00036532085201668174 relative error 0.03831181527585348% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3070000000000002 y2[1] (analytic) 0.30220026725645127 y2[1] (numeric) 0.30702267435636327 absolute error 0.004822407099911996 relative error 1.5957653326029773% Correct digits 2 h 0.001 y1[1] (analytic) 0.9532444589244301 y1[1] (numeric) 0.9528743391764375 absolute error 0.0003701197479926144 relative error 0.03882736946724347% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3080000000000002 y2[1] (analytic) 0.3031533604563806 y2[1] (numeric) 0.3080230457209766 absolute error 0.004869685264596024 relative error 1.606343817949101% Correct digits 2 h 0.001 y1[1] (analytic) 0.9529417820853505 y1[1] (numeric) 0.9525668163168007 absolute error 0.00037496576854978425 relative error 0.03934823465597611% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3090000000000002 y2[1] (analytic) 0.30410615050297474 y2[1] (numeric) 0.30902342193220256 absolute error 0.004917271429227821 relative error 1.616958887906386% Correct digits 2 h 0.001 y1[1] (analytic) 0.9526381523045684 y1[1] (numeric) 0.95225829308338 absolute error 0.00037985922118843884 relative error 0.03987444973408895% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3100000000000002 y2[1] (analytic) 0.3050586364434437 y2[1] (numeric) 0.31002380303724997 absolute error 0.004965166593806247 relative error 1.6276105642158285% Correct digits 2 h 0.001 y1[1] (analytic) 0.9523335698857134 y1[1] (numeric) 0.951948769471305 absolute error 0.00038480041440835944 relative error 0.04040605377951112% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3110000000000002 y2[1] (analytic) 0.30601081732530167 y2[1] (numeric) 0.3110241890836318 absolute error 0.00501337175833011 relative error 1.6382988686967546% Correct digits 2 h 0.001 y1[1] (analytic) 0.9520280351333678 y1[1] (numeric) 0.9516382454756583 absolute error 0.0003897896577094162 relative error 0.040943086056789424% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3120000000000002 y2[1] (analytic) 0.3069626921963678 y2[1] (numeric) 0.31202458011916595 absolute error 0.005061887922798158 relative error 1.6490238232469001% Correct digits 2 h 0.001 y1[1] (analytic) 0.9517215483530663 y1[1] (numeric) 0.9513267210914748 absolute error 0.0003948272615915682 relative error 0.04148558601775995% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3130000000000002 y2[1] (analytic) 0.3079142601047673 y2[1] (numeric) 0.3130249761919764 absolute error 0.005110716087209088 relative error 1.6597854498424907% Correct digits 2 h 0.001 y1[1] (analytic) 0.9514141098512959 y1[1] (numeric) 0.951014196313741 absolute error 0.0003999135375549745 relative error 0.04203359330223515% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3140000000000002 y2[1] (analytic) 0.30886552009893237 y2[1] (numeric) 0.31402537735049396 absolute error 0.005159857251561595 relative error 1.6705837705383388% Correct digits 2 h 0.001 y1[1] (analytic) 0.9511057199354949 y1[1] (numeric) 0.9507006711373955 absolute error 0.0004050487980993278 relative error 0.04258714773861298% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3150000000000002 y2[1] (analytic) 0.3098164712276031 y2[1] (numeric) 0.31502578364345746 absolute error 0.0052093124158543724 relative error 1.6814188074679255% Correct digits 2 h 0.001 y1[1] (analytic) 0.9507963789140532 y1[1] (numeric) 0.9503861455573285 absolute error 0.0004102333567247429 relative error 0.043146289344653234% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3160000000000002 y2[1] (analytic) 0.31076711253982836 y2[1] (numeric) 0.3160261951199145 absolute error 0.005259082580086116 relative error 1.6922905828434804% Correct digits 2 h 0.001 y1[1] (analytic) 0.9504860870963118 y1[1] (numeric) 0.9500706195683808 absolute error 0.0004154675279309794 relative error 0.04371105832808266% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3170000000000002 y2[1] (analytic) 0.311717443084967 y2[1] (numeric) 0.3170266118292224 absolute error 0.00530916874425541 relative error 1.703199118956026% Correct digits 2 h 0.001 y1[1] (analytic) 0.9501748447925625 y1[1] (numeric) 0.9497540931653443 absolute error 0.0004207516272182188 relative error 0.04428149508736734% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3180000000000002 y2[1] (analytic) 0.31266746191268857 y2[1] (numeric) 0.31802703382104947 absolute error 0.005359571908360894 relative error 1.7141444381755138% Correct digits 2 h 0.001 y1[1] (analytic) 0.9498626523140477 y1[1] (numeric) 0.9494365663429615 absolute error 0.0004260859710861764 relative error 0.044857640212313775% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.31900000000000023 y2[1] (analytic) 0.31361716807297424 y2[1] (numeric) 0.3190274611453754 absolute error 0.005410293072401151 relative error 1.7251265629508692% Correct digits 2 h 0.001 y1[1] (analytic) 0.9495495099729596 y1[1] (numeric) 0.9491180390959247 absolute error 0.0004314708770348785 relative error 0.04543953448484909% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32000000000000023 y2[1] (analytic) 0.314566560616118 y2[1] (numeric) 0.3200278938524927 absolute error 0.00546133323637471 relative error 1.7361455158100738% Correct digits 2 h 0.001 y1[1] (analytic) 0.9492354180824408 y1[1] (numeric) 0.9487985114188765 absolute error 0.0004369066635643293 relative error 0.04602721887968829% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32100000000000023 y2[1] (analytic) 0.31551563859272735 y2[1] (numeric) 0.3210283319930074 absolute error 0.005512693400280044 relative error 1.747201319360248% Correct digits 2 h 0.001 y1[1] (analytic) 0.9489203769565829 y1[1] (numeric) 0.9484779833064086 absolute error 0.00044239365017428867 relative error 0.04662073456501715% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32200000000000023 y2[1] (analytic) 0.31646440105372436 y2[1] (numeric) 0.32202877561784016 absolute error 0.005564374564115793 relative error 1.7582939962878037% Correct digits 2 h 0.001 y1[1] (analytic) 0.9486043869104273 y1[1] (numeric) 0.9481564547530624 absolute error 0.0004479321573648276 relative error 0.047220122903260824% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32300000000000023 y2[1] (analytic) 0.3174128470503467 y2[1] (numeric) 0.323029224778227 absolute error 0.005616377727880262 relative error 1.7694235693583678% Correct digits 2 h 0.001 y1[1] (analytic) 0.9482874482599636 y1[1] (numeric) 0.9478339257533278 absolute error 0.00045352250663577287 relative error 0.04782542545173963% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32400000000000023 y2[1] (analytic) 0.3183609756341485 y2[1] (numeric) 0.3240296795257204 absolute error 0.0056687038915719246 relative error 1.780590061417025% Correct digits 2 h 0.001 y1[1] (analytic) 0.9479695613221308 y1[1] (numeric) 0.9475103963016436 absolute error 0.00045916502048726215 relative error 0.0484366839634456% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32500000000000023 y2[1] (analytic) 0.3193087858570012 y2[1] (numeric) 0.32503013991219043 absolute error 0.005721354055189254 relative error 1.7917934953883472% Correct digits 2 h 0.001 y1[1] (analytic) 0.9476507264148156 y1[1] (numeric) 0.9471858663923967 absolute error 0.00046486002241896696 relative error 0.04905394038768283% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32600000000000023 y2[1] (analytic) 0.3202562767710946 y2[1] (numeric) 0.3260306059898252 absolute error 0.005774329218730612 relative error 1.8030338942764434% Correct digits 2 h 0.001 y1[1] (analytic) 0.947330943856853 y1[1] (numeric) 0.9468603360199221 absolute error 0.0004706078369308697 relative error 0.049677236870875524% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32700000000000023 y2[1] (analytic) 0.3212034474289379 y2[1] (numeric) 0.3270310778111322 absolute error 0.005827630382194304 relative error 1.8143112811650604% Correct digits 2 h 0.001 y1[1] (analytic) 0.9470102139680255 y1[1] (numeric) 0.9465338051785025 absolute error 0.0004764087895230418 relative error 0.05030661575727493% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32800000000000024 y2[1] (analytic) 0.32215029688336055 y2[1] (numeric) 0.32803155542893925 absolute error 0.005881258545578694 relative error 1.8256256792177017% Correct digits 2 h 0.001 y1[1] (analytic) 0.946688537069063 y1[1] (numeric) 0.9462062738623677 absolute error 0.0004822632066953103 relative error 0.05094211958965847% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.32900000000000024 y2[1] (analytic) 0.32309682418751323 y2[1] (numeric) 0.3290320388963952 absolute error 0.005935214708881975 relative error 1.8369771116776437% Correct digits 2 h 0.001 y1[1] (analytic) 0.9463659134816422 y1[1] (numeric) 0.9458777420656946 absolute error 0.0004881714159475914 relative error 0.05158379111010331% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33000000000000024 y2[1] (analytic) 0.3240430283948686 y2[1] (numeric) 0.3300325282669711 absolute error 0.0059894998721025106 relative error 1.8483656018681245% Correct digits 2 h 0.001 y1[1] (analytic) 0.9460423435283869 y1[1] (numeric) 0.9455482097826071 absolute error 0.000494133745779779 relative error 0.05223167326071722% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33100000000000024 y2[1] (analytic) 0.3249889085592225 y2[1] (numeric) 0.3310330235944611 absolute error 0.006044115035238551 relative error 1.8597911731923416% Correct digits 2 h 0.001 y1[1] (analytic) 0.9457178275328668 y1[1] (numeric) 0.9452176770071751 absolute error 0.0005001505256917449 relative error 0.05288580918438518% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33200000000000024 y2[1] (analytic) 0.32593446373469503 y2[1] (numeric) 0.33203352493298316 absolute error 0.006099061198288125 relative error 1.8712538491335038% Correct digits 2 h 0.001 y1[1] (analytic) 0.9453923658195981 y1[1] (numeric) 0.9448861437334145 absolute error 0.0005062220861835609 relative error 0.05354624222554378% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33300000000000024 y2[1] (analytic) 0.326879692975731 y2[1] (numeric) 0.3330340323369805 absolute error 0.0061543393612494834 relative error 1.8827536532550553% Correct digits 2 h 0.001 y1[1] (analytic) 0.9450659587140423 y1[1] (numeric) 0.9445536099552873 absolute error 0.0005123487587550546 relative error 0.05421301593088921% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33400000000000024 y2[1] (analytic) 0.3278245953371012 y2[1] (numeric) 0.33403454586122194 absolute error 0.006209950524120766 relative error 1.8942906092006582% Correct digits 2 h 0.001 y1[1] (analytic) 0.9447386065426066 y1[1] (numeric) 0.9442200756667004 absolute error 0.0005185308759061424 relative error 0.054886174050171765% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33500000000000024 y2[1] (analytic) 0.3287691698739033 y2[1] (numeric) 0.3350350655608034 absolute error 0.006265895686900114 relative error 1.9058647406943132% Correct digits 2 h 0.001 y1[1] (analytic) 0.9444103096326429 y1[1] (numeric) 0.9438855408615063 absolute error 0.0005247687711366078 relative error 0.055565760536935745% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33600000000000024 y2[1] (analytic) 0.32971341564156303 y2[1] (numeric) 0.3360355914911485 absolute error 0.006322175849585443 relative error 1.9174760715403785% Correct digits 2 h 0.001 y1[1] (analytic) 0.9440810683124484 y1[1] (numeric) 0.9435500055335019 absolute error 0.000531062778946545 relative error 0.05625181954933419% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33700000000000024 y2[1] (analytic) 0.33065733169583456 y2[1] (numeric) 0.3370361237080094 absolute error 0.006378792012174839 relative error 1.9291246256237768% Correct digits 2 h 0.001 y1[1] (analytic) 0.9437508829112643 y1[1] (numeric) 0.9432134696764285 absolute error 0.0005374132348358041 relative error 0.05694439545084209% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33800000000000024 y2[1] (analytic) 0.33160091709280193 y2[1] (numeric) 0.33803666226746826 absolute error 0.00643574517466633 relative error 1.9408104269100137% Correct digits 2 h 0.001 y1[1] (analytic) 0.9434197537592759 y1[1] (numeric) 0.9428759332839717 absolute error 0.0005438204753042131 relative error 0.05764353281105612% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.33900000000000025 y2[1] (analytic) 0.3325441708888799 y2[1] (numeric) 0.33903720722593766 absolute error 0.006493036337057778 relative error 1.9525334994452317% Correct digits 2 h 0.001 y1[1] (analytic) 0.9430876811876123 y1[1] (numeric) 0.9425373963497606 absolute error 0.0005502848378516889 relative error 0.05834927640648701% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34000000000000025 y2[1] (analytic) 0.3334870921408146 y2[1] (numeric) 0.3400377586401618 absolute error 0.0065506664993471575 relative error 1.9642938673563846% Correct digits 2 h 0.001 y1[1] (analytic) 0.9427546655283462 y1[1] (numeric) 0.942197858867368 absolute error 0.0005568066609782374 relative error 0.05906167122134445% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34100000000000025 y2[1] (analytic) 0.334429679905685 y2[1] (numeric) 0.34103831656721734 absolute error 0.00660863666153233 relative error 1.976091554851256% Correct digits 2 h 0.001 y1[1] (analytic) 0.942420707114493 y1[1] (numeric) 0.9418573208303094 absolute error 0.0005633862841836201 relative error 0.059780762448291086% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34200000000000025 y2[1] (analytic) 0.3353719332409034 y2[1] (numeric) 0.34203888106451447 absolute error 0.006666947823611047 relative error 1.9879265862185502% Correct digits 2 h 0.001 y1[1] (analytic) 0.9420858062800114 y1[1] (numeric) 0.9415157822320435 absolute error 0.0005700240479679097 relative error 0.060506595489295% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34300000000000025 y2[1] (analytic) 0.3363138512042165 y2[1] (numeric) 0.3430394521897977 absolute error 0.006725600985581226 relative error 1.9997989858280643% Correct digits 2 h 0.001 y1[1] (analytic) 0.9417499633598019 y1[1] (numeric) 0.941173243065971 absolute error 0.0005767202938308236 relative error 0.06123921595635717% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34400000000000025 y2[1] (analytic) 0.33725543285370635 y2[1] (numeric) 0.34404003000114697 absolute error 0.006784597147440619 relative error 2.011708778130676% Correct digits 2 h 0.001 y1[1] (analytic) 0.9414131786897075 y1[1] (numeric) 0.9408297033254351 absolute error 0.00058347536427239 relative error 0.06197866967238464% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34500000000000025 y2[1] (analytic) 0.3381966772477915 y2[1] (numeric) 0.3450406145569784 absolute error 0.006843937309186865 relative error 2.0236559876584526% Correct digits 2 h 0.001 y1[1] (analytic) 0.9410754526065129 y1[1] (numeric) 0.9404851630037205 absolute error 0.0005902896027923932 relative error 0.06272500267193856% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34600000000000025 y2[1] (analytic) 0.3391375834452276 y2[1] (numeric) 0.34604120591604526 absolute error 0.006903622470817661 relative error 2.03564063902479% Correct digits 2 h 0.001 y1[1] (analytic) 0.9407367854479441 y1[1] (numeric) 0.9401396220940534 absolute error 0.0005971633538907062 relative error 0.06347826120208098% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34700000000000025 y2[1] (analytic) 0.3400781505051085 y2[1] (numeric) 0.3470418041374392 absolute error 0.006963653632330702 relative error 2.0476627569244843% Correct digits 2 h 0.001 y1[1] (analytic) 0.9403971775526683 y1[1] (numeric) 0.939793080589601 absolute error 0.000604096963067291 relative error 0.06423849172319084% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34800000000000025 y2[1] (analytic) 0.3410183774868672 y2[1] (numeric) 0.34804240928059077 absolute error 0.007024031793723573 relative error 2.059722366133794% Correct digits 2 h 0.001 y1[1] (analytic) 0.9400566292602933 y1[1] (numeric) 0.9394455384834712 absolute error 0.0006110907768220875 relative error 0.06500574090977256% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.34900000000000025 y2[1] (analytic) 0.34195826345027686 y2[1] (numeric) 0.3490430214052706 absolute error 0.007084757954993748 relative error 2.0718194915105252% Correct digits 2 h 0.001 y1[1] (analytic) 0.9397151409113673 y1[1] (numeric) 0.9390969957687126 absolute error 0.0006181451426546802 relative error 0.0657800556512458% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35000000000000026 y2[1] (analytic) 0.34289780745545156 y2[1] (numeric) 0.3500436405715904 absolute error 0.007145833116138811 relative error 2.083954157994195% Correct digits 2 h 0.001 y1[1] (analytic) 0.9393727128473789 y1[1] (numeric) 0.9387474524383135 absolute error 0.000625260409065409 relative error 0.06656148305289297% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35100000000000026 y2[1] (analytic) 0.34383700856284743 y2[1] (numeric) 0.3510442668400036 absolute error 0.007207258277156181 relative error 2.096126390606036% Correct digits 2 h 0.001 y1[1] (analytic) 0.9390293454107558 y1[1] (numeric) 0.9383969084852021 absolute error 0.0006324369255537032 relative error 0.06735007043651643% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35200000000000026 y2[1] (analytic) 0.34477586583326336 y2[1] (numeric) 0.3520449002713067 absolute error 0.007269034438043331 relative error 2.1083362144491575% Correct digits 2 h 0.001 y1[1] (analytic) 0.9386850389448654 y1[1] (numeric) 0.9380453639022459 absolute error 0.0006396750426195252 relative error 0.0681458653414308% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35300000000000026 y2[1] (analytic) 0.34571437832784213 y2[1] (numeric) 0.3530455409266398 absolute error 0.00733116259879768 relative error 2.1205836547086028% Correct digits 2 h 0.001 y1[1] (analytic) 0.9383397937940144 y1[1] (numeric) 0.9376928186822515 absolute error 0.0006469751117629263 relative error 0.0689489155252592% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35400000000000026 y2[1] (analytic) 0.3466525451080715 y2[1] (numeric) 0.3540461888674879 absolute error 0.007393643759416424 relative error 2.132868736651393% Correct digits 2 h 0.001 y1[1] (analytic) 0.9379936103034479 y1[1] (numeric) 0.9373392728179641 absolute error 0.0006543374854837136 relative error 0.069759268964746% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35500000000000026 y2[1] (analytic) 0.3475903652357845 y2[1] (numeric) 0.35504684415568155 absolute error 0.007456478919897036 relative error 2.145191485626768% Correct digits 2 h 0.001 y1[1] (analytic) 0.9376464888193492 y1[1] (numeric) 0.9369847263020674 absolute error 0.0006617625172817831 relative error 0.07057697385664513% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35600000000000026 y2[1] (analytic) 0.3485278377731613 y2[1] (numeric) 0.3560475068533979 absolute error 0.007519669080236602 relative error 2.1575519270660855% Correct digits 2 h 0.001 y1[1] (analytic) 0.9372984296888398 y1[1] (numeric) 0.9366291791271829 absolute error 0.0006692505616568978 relative error 0.07140207861855404% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35700000000000026 y2[1] (analytic) 0.3494649617827294 y2[1] (numeric) 0.3570481770231618 absolute error 0.007583215240432373 relative error 2.1699500864830723% Correct digits 2 h 0.001 y1[1] (analytic) 0.9369494332599788 y1[1] (numeric) 0.9362726312858699 absolute error 0.0006768019741089093 relative error 0.0722346318897996% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35800000000000026 y2[1] (analytic) 0.3504017363273648 y2[1] (numeric) 0.3580488547278463 absolute error 0.00764711840048149 relative error 2.1823859894738438% Correct digits 2 h 0.001 y1[1] (analytic) 0.9365994998817626 y1[1] (numeric) 0.935915082770625 absolute error 0.0006844171111376474 relative error 0.07307468253229357% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.35900000000000026 y2[1] (analytic) 0.35133816047029315 y2[1] (numeric) 0.3590495400306742 absolute error 0.0077113795603810376 relative error 2.194859661717009% Correct digits 2 h 0.001 y1[1] (analytic) 0.9362486299041246 y1[1] (numeric) 0.9355565335738816 absolute error 0.0006920963302430305 relative error 0.07392227963141626% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36000000000000026 y2[1] (analytic) 0.3522742332750902 y2[1] (numeric) 0.3600502329952184 absolute error 0.007775999720128157 relative error 2.2073711289738003% Correct digits 2 h 0.001 y1[1] (analytic) 0.9358968236779348 y1[1] (numeric) 0.9351969836880097 absolute error 0.0006998399899250662 relative error 0.07477747249689336% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36100000000000027 y2[1] (analytic) 0.35320995380568343 y2[1] (numeric) 0.3610509336854032 absolute error 0.007840979879719767 relative error 2.219920417088087% Correct digits 2 h 0.001 y1[1] (analytic) 0.9355440815549992 y1[1] (numeric) 0.934836433105316 absolute error 0.0007076484496832958 relative error 0.07564031066361827% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36200000000000027 y2[1] (analytic) 0.3541453211263522 y2[1] (numeric) 0.36205164216550506 absolute error 0.007906321039152842 relative error 2.2325075519865525% Correct digits 2 h 0.001 y1[1] (analytic) 0.9351904038880601 y1[1] (numeric) 0.9344748818180424 absolute error 0.0007155220700176823 relative error 0.07651084389263349% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36300000000000027 y2[1] (analytic) 0.3550803343017294 y2[1] (numeric) 0.3630523585001537 absolute error 0.007972024198424299 relative error 2.2451325596787552% Correct digits 2 h 0.001 y1[1] (analytic) 0.934835791030795 y1[1] (numeric) 0.9341123298183668 absolute error 0.000723461212428167 relative error 0.07738912217197459% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36400000000000027 y2[1] (analytic) 0.3560149923968019 y2[1] (numeric) 0.36405308275433285 absolute error 0.008038090357530947 relative error 2.257795466257211% Correct digits 2 h 0.001 y1[1] (analytic) 0.9344802433378167 y1[1] (numeric) 0.9337487770984022 absolute error 0.0007314662394144467 relative error 0.07827519571754285% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36500000000000027 y2[1] (analytic) 0.35694929447691165 y2[1] (numeric) 0.36505381499338124 absolute error 0.008104520516469593 relative error 2.270496297897519% Correct digits 2 h 0.001 y1[1] (analytic) 0.934123761164673 y1[1] (numeric) 0.9333842236501965 absolute error 0.0007395375144765293 relative error 0.07916911497406597% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36600000000000027 y2[1] (analytic) 0.35788323960775664 y2[1] (numeric) 0.3660545552829937 absolute error 0.008171315675237045 relative error 2.283235080858462% Correct digits 2 h 0.001 y1[1] (analytic) 0.9337663448678459 y1[1] (numeric) 0.9330186694657319 absolute error 0.0007476754021140675 relative error 0.0800709306159331% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36700000000000027 y2[1] (analytic) 0.3588168268553919 y2[1] (numeric) 0.3670553036892218 absolute error 0.008238476833829889 relative error 2.296011841482035% Correct digits 2 h 0.001 y1[1] (analytic) 0.9334079948047519 y1[1] (numeric) 0.9326521145369249 absolute error 0.0007558802678270249 relative error 0.08098069354817752% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36800000000000027 y2[1] (analytic) 0.35975005528623016 y2[1] (numeric) 0.368056060278475 absolute error 0.00830600499224482 relative error 2.308826606193642% Correct digits 2 h 0.001 y1[1] (analytic) 0.9330487113337408 y1[1] (numeric) 0.9322845588556257 absolute error 0.000764152478115121 relative error 0.0818984549073336% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.36900000000000027 y2[1] (analytic) 0.36068292396704316 y2[1] (numeric) 0.3690568251175215 absolute error 0.008373901150478369 relative error 2.321679401502113% Correct digits 2 h 0.001 y1[1] (analytic) 0.9326884948140961 y1[1] (numeric) 0.9319160024136179 absolute error 0.0007724924004781641 relative error 0.08282426606239393% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3700000000000003 y2[1] (analytic) 0.3616154319649622 y2[1] (numeric) 0.37005759827348933 absolute error 0.008442166308527121 relative error 2.3345702539998636% Correct digits 2 h 0.001 y1[1] (analytic) 0.9323273456060344 y1[1] (numeric) 0.9315464452026183 absolute error 0.0007809004034160516 relative error 0.0837581786157359% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3710000000000003 y2[1] (analytic) 0.36254757834747947 y2[1] (numeric) 0.37105837981386697 absolute error 0.008510801466387496 relative error 2.3474991903629316% Correct digits 2 h 0.001 y1[1] (analytic) 0.9319652640707047 y1[1] (numeric) 0.9311758872142761 absolute error 0.0007893768564285475 relative error 0.08470024440402968% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3720000000000003 y2[1] (analytic) 0.3634793621824486 y2[1] (numeric) 0.3720591698065045 absolute error 0.008579807624055913 relative error 2.360466237351125% Correct digits 2 h 0.001 y1[1] (analytic) 0.9316022505701885 y1[1] (numeric) 0.9308043284401731 absolute error 0.0007979221300153938 relative error 0.08565051549918695% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3730000000000003 y2[1] (analytic) 0.3644107825380858 y2[1] (numeric) 0.3730599683196145 absolute error 0.008649185781528734 relative error 2.3734714218081017% Correct digits 2 h 0.001 y1[1] (analytic) 0.9312383054674995 y1[1] (numeric) 0.930431768871823 absolute error 0.0008065365956765325 relative error 0.0866090442093268% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3740000000000003 y2[1] (analytic) 0.3653418384829708 y2[1] (numeric) 0.3740607754217731 absolute error 0.008718936938802269 relative error 2.3865147706614698% Correct digits 2 h 0.001 y1[1] (analytic) 0.9308734291265827 y1[1] (numeric) 0.9300582085006709 absolute error 0.0008152206259117722 relative error 0.08757588307968735% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3750000000000003 y2[1] (analytic) 0.3662725290860478 y2[1] (numeric) 0.3750615911819205 absolute error 0.008789062095872713 relative error 2.399596310922874% Correct digits 2 h 0.001 y1[1] (analytic) 0.9305076219123142 y1[1] (numeric) 0.9296836473180934 absolute error 0.0008239745942207888 relative error 0.08855108489357817% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3760000000000003 y2[1] (analytic) 0.3672028534166263 y2[1] (numeric) 0.37606241566936244 absolute error 0.008859562252736153 relative error 2.4127160696880923% Correct digits 2 h 0.001 y1[1] (analytic) 0.9301408841905013 y1[1] (numeric) 0.9293080853153979 absolute error 0.0008327988751034576 relative error 0.08953470267337403% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3770000000000003 y2[1] (analytic) 0.3681328105443819 y2[1] (numeric) 0.37706324895377075 absolute error 0.008930438409388841 relative error 2.4258740741372176% Correct digits 2 h 0.001 y1[1] (analytic) 0.9297732163278819 y1[1] (numeric) 0.9289315224838223 absolute error 0.0008416938440596322 relative error 0.09052678968145403% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3780000000000003 y2[1] (analytic) 0.36906239953935766 y2[1] (numeric) 0.3780640911051844 absolute error 0.009001691565826753 relative error 2.4390703515346304% Correct digits 2 h 0.001 y1[1] (analytic) 0.9294046186921235 y1[1] (numeric) 0.9285539588145346 absolute error 0.0008506598775889218 relative error 0.09152739942114632% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3790000000000003 y2[1] (analytic) 0.36999161947196463 y2[1] (numeric) 0.3790649421940105 absolute error 0.009073322722045862 relative error 2.452304929229181% Correct digits 2 h 0.001 y1[1] (analytic) 0.929035091651824 y1[1] (numeric) 0.9281753942986327 absolute error 0.0008596973531912466 relative error 0.09253658563776156% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3800000000000003 y2[1] (analytic) 0.37092046941298296 y2[1] (numeric) 0.3800658022910251 absolute error 0.009145332878042145 relative error 2.4655778346542876% Correct digits 2 h 0.001 y1[1] (analytic) 0.9286646355765101 y1[1] (numeric) 0.9277958289271439 absolute error 0.0008688066493662827 relative error 0.09355440231951248% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3810000000000003 y2[1] (analytic) 0.37184894843356275 y2[1] (numeric) 0.38106667146737416 absolute error 0.009217723033811409 relative error 2.478889095327996% Correct digits 2 h 0.001 y1[1] (analytic) 0.9282932508366382 y1[1] (numeric) 0.9274152626910243 absolute error 0.000877988145613906 relative error 0.09458090369854635% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3820000000000003 y2[1] (analytic) 0.3727770556052251 y2[1] (numeric) 0.3820675497945746 absolute error 0.009290494189349463 relative error 2.4922387388531217% Correct digits 2 h 0.001 y1[1] (analytic) 0.9279209378035926 y1[1] (numeric) 0.9270336955811589 absolute error 0.0008872422224337484 relative error 0.09561614425188728% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3830000000000003 y2[1] (analytic) 0.373704789999863 y2[1] (numeric) 0.3830684373445149 absolute error 0.009363647344651893 relative error 2.5056267929172984% Correct digits 2 h 0.001 y1[1] (analytic) 0.9275476968496867 y1[1] (numeric) 0.9266511275883609 absolute error 0.0008965692613258636 relative error 0.0966601787025036% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3840000000000003 y2[1] (analytic) 0.374632150689742 y2[1] (numeric) 0.3840693341894565 absolute error 0.009437183499714508 relative error 2.5190532852931975% Correct digits 2 h 0.001 y1[1] (analytic) 0.9271735283481612 y1[1] (numeric) 0.9262675587033715 absolute error 0.0009059696447897281 relative error 0.09771306202020136% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3850000000000003 y2[1] (analytic) 0.37555913674750147 y2[1] (numeric) 0.38507024040203436 absolute error 0.009511103654532893 relative error 2.5325182438385103% Correct digits 2 h 0.001 y1[1] (analytic) 0.9267984326731846 y1[1] (numeric) 0.9258829889168595 absolute error 0.0009154437563251294 relative error 0.09877484942272673% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3860000000000003 y2[1] (analytic) 0.3764857472461555 y2[1] (numeric) 0.386071156055258 absolute error 0.00958540880910247 relative error 2.5460216964960685% Correct digits 2 h 0.001 y1[1] (analytic) 0.9264224101998526 y1[1] (numeric) 0.9254974182194207 absolute error 0.000924991980431944 relative error 0.0998455963767543% Correct digits 3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3870000000000003 y2[1] (analytic) 0.37741198125909375 y2[1] (numeric) 0.3870720812225124 absolute error 0.009660099963418656 relative error 2.5595636712939926% Correct digits 2 h 0.001 y1[1] (analytic) 0.9260454613041875 y1[1] (numeric) 0.9251108466015777 absolute error 0.000934614702609804 relative error 0.10092535859886922% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3880000000000003 y2[1] (analytic) 0.3783378378600821 y2[1] (numeric) 0.38807301597755905 absolute error 0.009735178117476928 relative error 2.5731441963458113% Correct digits 2 h 0.001 y1[1] (analytic) 0.9256675863631384 y1[1] (numeric) 0.9247232740537797 absolute error 0.0009443123093586525 relative error 0.10201419205665044% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3890000000000003 y2[1] (analytic) 0.37926331612326414 y2[1] (numeric) 0.38907396039453673 absolute error 0.009810644271272595 relative error 2.586763299850504% Correct digits 2 h 0.001 y1[1] (analytic) 0.92528878575458 y1[1] (numeric) 0.924334700566402 absolute error 0.0009540851881779666 relative error 0.10311215296961618% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3900000000000003 y2[1] (analytic) 0.3801884151231617 y2[1] (numeric) 0.39007491454796245 absolute error 0.009886499424800743 relative error 2.6004210100925933% Correct digits 2 h 0.001 y1[1] (analytic) 0.924909059857313 y1[1] (numeric) 0.9239451261297452 absolute error 0.0009639337275677562 relative error 0.10421929781036673% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3910000000000003 y2[1] (analytic) 0.3811131339346758 y2[1] (numeric) 0.3910758785127324 absolute error 0.009962744578056626 relative error 2.614117355442355% Correct digits 2 h 0.001 y1[1] (analytic) 0.9245284090510631 y1[1] (numeric) 0.9235545507340356 absolute error 0.000973858317027565 relative error 0.10533568330551725% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3920000000000003 y2[1] (analytic) 0.3820374716330877 y2[1] (numeric) 0.392076852364123 absolute error 0.010039380731035275 relative error 2.6278523643558156% Correct digits 2 h 0.001 y1[1] (analytic) 0.9241468337164813 y1[1] (numeric) 0.9231629743694242 absolute error 0.0009838593470571366 relative error 0.10646136643681609% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3930000000000003 y2[1] (analytic) 0.3829614272940598 y2[1] (numeric) 0.3930778361777916 absolute error 0.010116408883731776 relative error 2.641626065374938% Correct digits 2 h 0.001 y1[1] (analytic) 0.9237643342351427 y1[1] (numeric) 0.9227703970259866 absolute error 0.0009939372091560816 relative error 0.10759640444216118% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3940000000000003 y2[1] (analytic) 0.38388499999363657 y2[1] (numeric) 0.39407883002977745 absolute error 0.010193830036140883 relative error 2.655438487127619% Correct digits 2 h 0.001 y1[1] (analytic) 0.923380910989547 y1[1] (numeric) 0.9223768186937226 absolute error 0.0010040922958244325 relative error 0.10874085481671812% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3950000000000003 y2[1] (analytic) 0.3848081888082453 y2[1] (numeric) 0.39507983399650287 absolute error 0.010271645188257572 relative error 2.669289658327947% Correct digits 2 h 0.001 y1[1] (analytic) 0.9229965643631172 y1[1] (numeric) 0.9219822393625555 absolute error 0.0010143250005616444 relative error 0.10989477531387622% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3960000000000003 y2[1] (analytic) 0.3857309928146973 y2[1] (numeric) 0.3960808481547739 absolute error 0.010349855340076597 relative error 2.6831796077761894% Correct digits 2 h 0.001 y1[1] (analytic) 0.9226112947401999 y1[1] (numeric) 0.9215866590223324 absolute error 0.0010246357178674836 relative error 0.11105822394641429% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3970000000000003 y2[1] (analytic) 0.38665341109018864 y2[1] (numeric) 0.39708187258178124 absolute error 0.0104284614915926 relative error 2.697108364358931% Correct digits 2 h 0.001 y1[1] (analytic) 0.9222251025060647 y1[1] (numeric) 0.921190077662823 absolute error 0.0010350248432416942 relative error 0.1122312589875407% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3980000000000003 y2[1] (analytic) 0.38757544271230104 y2[1] (numeric) 0.3980829073551013 absolute error 0.01050746464280028 relative error 2.711075957049223% Correct digits 2 h 0.001 y1[1] (analytic) 0.921837988046904 y1[1] (numeric) 0.92079249527372 absolute error 0.001045492773183998 relative error 0.11341393897197502% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.3990000000000003 y2[1] (analytic) 0.38849708675900313 y2[1] (numeric) 0.3990839525526971 absolute error 0.010586865793693945 relative error 2.7250824149065775% Correct digits 2 h 0.001 y1[1] (analytic) 0.9214499517498319 y1[1] (numeric) 0.920393911844638 absolute error 0.001056039905193873 relative error 0.11460632269701192% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4000000000000003 y2[1] (analytic) 0.38941834230865074 y2[1] (numeric) 0.40008500825291904 absolute error 0.010666665944268294 relative error 2.7391277670772776% Correct digits 2 h 0.001 y1[1] (analytic) 0.921060994002885 y1[1] (numeric) 0.9199943273651138 absolute error 0.0010666666377712186 relative error 0.11580846922368722% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4010000000000003 y2[1] (analytic) 0.3903392084399886 y2[1] (numeric) 0.40108607453450607 absolute error 0.010746866094517471 relative error 2.753212042794239% Correct digits 2 h 0.001 y1[1] (analytic) 0.9206711151950208 y1[1] (numeric) 0.9195937418246052 absolute error 0.0010773733704155797 relative error 0.11702043787779369% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4020000000000003 y2[1] (analytic) 0.39125968423215046 y2[1] (numeric) 0.40208715147658636 absolute error 0.010827467244435895 relative error 2.7673352713773376% Correct digits 2 h 0.001 y1[1] (analytic) 0.920280315716118 y1[1] (numeric) 0.9191921552124913 absolute error 0.0010881605036267006 relative error 0.11824228825104732% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4030000000000003 y2[1] (analytic) 0.3921797687646607 y2[1] (numeric) 0.40308823915867836 absolute error 0.010908470394017655 relative error 2.781497482233361% Correct digits 2 h 0.001 y1[1] (analytic) 0.9198885959569764 y1[1] (numeric) 0.9187895675180721 absolute error 0.0010990284389043037 relative error 0.11947408020217545% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4040000000000003 y2[1] (analytic) 0.3930994611174349 y2[1] (numeric) 0.40408933766069177 absolute error 0.010989876543256893 relative error 2.7956987048562167% Correct digits 2 h 0.001 y1[1] (analytic) 0.9194959563093154 y1[1] (numeric) 0.9183859787305674 absolute error 0.0011099775787479782 relative error 0.1207158738580233% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4050000000000003 y2[1] (analytic) 0.3940187603707807 y2[1] (numeric) 0.40509044706292824 absolute error 0.011071686692147531 relative error 2.8099389688269714% Correct digits 2 h 0.001 y1[1] (analytic) 0.9191023971657746 y1[1] (numeric) 0.9179813888391173 absolute error 0.0011210083266572912 relative error 0.12196772961469056% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4060000000000003 y2[1] (analytic) 0.394937665605399 y2[1] (numeric) 0.4060915674460826 absolute error 0.0111539018406836 relative error 2.8242183038140487% Correct digits 2 h 0.001 y1[1] (analytic) 0.9187079189199133 y1[1] (numeric) 0.9175757978327812 absolute error 0.0011321210871321208 relative error 0.12322970813869857% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4070000000000003 y2[1] (analytic) 0.3958561759023846 y2[1] (numeric) 0.40709269889124344 absolute error 0.011236522988858855 relative error 2.8385367395732395% Correct digits 2 h 0.001 y1[1] (analytic) 0.9183125219662097 y1[1] (numeric) 0.9171692057005377 absolute error 0.0011433162656719897 relative error 0.1245018703680553% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4080000000000003 y2[1] (analytic) 0.39677429034322725 y2[1] (numeric) 0.4080938414798943 absolute error 0.01131955113666705 relative error 2.8528943059478826% Correct digits 2 h 0.001 y1[1] (analytic) 0.9179162067000606 y1[1] (numeric) 0.9167616124312842 absolute error 0.0011545942687763988 relative error 0.12578427751343488% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4090000000000003 y2[1] (analytic) 0.39769200800981264 y2[1] (numeric) 0.40909499529391447 absolute error 0.011402987284101829 relative error 2.8672910328689514% Correct digits 2 h 0.001 y1[1] (analytic) 0.9175189735177813 y1[1] (numeric) 0.9163530180138362 absolute error 0.0011659555039451597 relative error 0.12707699105936404% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4100000000000003 y2[1] (analytic) 0.39860932798442317 y2[1] (numeric) 0.4100961604155799 absolute error 0.011486832431156724 relative error 2.881726950355162% Correct digits 2 h 0.001 y1[1] (analytic) 0.917120822816605 y1[1] (numeric) 0.9159434224369272 absolute error 0.0011774003796778398 relative error 0.1283800727653179% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4110000000000003 y2[1] (analytic) 0.39952624934973896 y2[1] (numeric) 0.4110973369275641 absolute error 0.011571087577825157 relative error 2.8962020885130904% Correct digits 2 h 0.001 y1[1] (analytic) 0.9167217549946822 y1[1] (numeric) 0.9155328256892082 absolute error 0.0011889293054739847 relative error 0.12969358466690709% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4120000000000003 y2[1] (analytic) 0.40044277118883864 y2[1] (numeric) 0.41209852491293925 absolute error 0.011655753724100604 relative error 2.9107164775373224% Correct digits 2 h 0.001 y1[1] (analytic) 0.9163217704510809 y1[1] (numeric) 0.9151212277592475 absolute error 0.0012005426918333395 relative error 0.13101758907707106% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4130000000000003 y2[1] (analytic) 0.4013588925852005 y2[1] (numeric) 0.41309972445517673 absolute error 0.01174083186997621 relative error 2.9252701477104717% Correct digits 2 h 0.001 y1[1] (analytic) 0.9159208695857854 y1[1] (numeric) 0.91470862863553 absolute error 0.0012122409502554055 relative error 0.13235214858720573% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4140000000000003 y2[1] (analytic) 0.40227461262270325 y2[1] (numeric) 0.4141009356381484 absolute error 0.011826323015445173 relative error 2.939863129403391% Correct digits 2 h 0.001 y1[1] (analytic) 0.9155190527996968 y1[1] (numeric) 0.9142950283064569 absolute error 0.0012240244932398836 relative error 0.13369732606839407% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4150000000000003 y2[1] (analytic) 0.4031899303856269 y2[1] (numeric) 0.4151021585461274 absolute error 0.011912228160500526 relative error 2.9544954530752285% Correct digits 2 h 0.001 y1[1] (analytic) 0.9151163204946317 y1[1] (numeric) 0.9138804267603454 absolute error 0.0012358937342862308 relative error 0.13505318467254687% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4160000000000003 y2[1] (analytic) 0.4041048449586538 y2[1] (numeric) 0.416103393263789 absolute error 0.011998548305135193 relative error 2.969167149273558% Correct digits 2 h 0.001 y1[1] (analytic) 0.9147126730733222 y1[1] (numeric) 0.9134648239854282 absolute error 0.001247849087893993 relative error 0.1364197878336345% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4170000000000003 y2[1] (analytic) 0.40501935542686934 y2[1] (numeric) 0.41710463987621144 absolute error 0.012085284449342093 relative error 2.983878248634521% Correct digits 2 h 0.001 y1[1] (analytic) 0.9143081109394159 y1[1] (numeric) 0.913048219969853 absolute error 0.0012598909695629157 relative error 0.13779719926890147% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4180000000000003 y2[1] (analytic) 0.40593346087576326 y2[1] (numeric) 0.4181058984688772 absolute error 0.012172437593113927 relative error 2.9986287818828825% Correct digits 2 h 0.001 y1[1] (analytic) 0.9139026344974749 y1[1] (numeric) 0.9126306147016824 absolute error 0.0012720197957925006 relative error 0.13918548298002692% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4190000000000003 y2[1] (analytic) 0.4068471603912301 y2[1] (numeric) 0.4191071691276735 absolute error 0.012260008736443395 relative error 3.0134187798322087% Correct digits 2 h 0.001 y1[1] (analytic) 0.9134962441529755 y1[1] (numeric) 0.9122120081688933 absolute error 0.001284235984082227 relative error 0.14058470325436467% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4200000000000003 y2[1] (analytic) 0.4077604530595705 y2[1] (numeric) 0.42010845193889346 absolute error 0.012347998879322974 relative error 3.028248273384921% Correct digits 2 h 0.001 y1[1] (analytic) 0.9130889403123081 y1[1] (numeric) 0.9117924003593763 absolute error 0.0012965399529318855 relative error 0.14199492466620214% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4210000000000003 y2[1] (analytic) 0.4086733379674918 y2[1] (numeric) 0.4211097469892369 absolute error 0.012436409021745143 relative error 3.043117293532471% Correct digits 2 h 0.001 y1[1] (analytic) 0.9126807233827765 y1[1] (numeric) 0.9113717912609357 absolute error 0.0013089321218408 relative error 0.14341621207790498% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4220000000000003 y2[1] (analytic) 0.40958581420210916 y2[1] (numeric) 0.42211105436581137 absolute error 0.012525240163702211 relative error 3.058025871355413% Correct digits 2 h 0.001 y1[1] (analytic) 0.9122715937725976 y1[1] (numeric) 0.910950180861289 absolute error 0.001321412911308606 relative error 0.1448486306412381% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4230000000000003 y2[1] (analytic) 0.41049788085094646 y2[1] (numeric) 0.42311237415613284 absolute error 0.01261449330518638 relative error 3.072974038023538% Correct digits 2 h 0.001 y1[1] (analytic) 0.9118615518909009 y1[1] (numeric) 0.9105275691480661 absolute error 0.001333982742834805 relative error 0.14629224579856048% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4240000000000003 y2[1] (analytic) 0.4114095370019371 y2[1] (numeric) 0.4241137064481269 absolute error 0.012704169446189795 relative error 3.087961824796001% Correct digits 2 h 0.001 y1[1] (analytic) 0.9114505981477283 y1[1] (numeric) 0.9101039561088095 absolute error 0.0013466420389188771 relative error 0.1477471232840875% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4250000000000003 y2[1] (analytic) 0.41232078174342507 y2[1] (numeric) 0.4251150513301294 absolute error 0.012794269586704321 relative error 3.1029892630213856% Correct digits 2 h 0.001 y1[1] (analytic) 0.9110387329540336 y1[1] (numeric) 0.9096793417309732 absolute error 0.001359391223060391 relative error 0.14921332912516017% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4260000000000003 y2[1] (analytic) 0.4132316141641656 y2[1] (numeric) 0.4261164088908876 absolute error 0.012884794726721993 relative error 3.1180563841379323% Correct digits 2 h 0.001 y1[1] (analytic) 0.9106259567216817 y1[1] (numeric) 0.909253726001923 absolute error 0.0013722307197586714 relative error 0.15069092964347292% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4270000000000003 y2[1] (analytic) 0.41414203335332644 y2[1] (numeric) 0.42711777921956084 absolute error 0.0129757458662344 relative error 3.1331632196735044% Correct digits 2 h 0.001 y1[1] (analytic) 0.910212269863449 y1[1] (numeric) 0.9088271089089355 absolute error 0.0013851609545135757 relative error 0.15217999145643016% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4280000000000003 y2[1] (analytic) 0.41505203840048843 y2[1] (numeric) 0.42811916240572173 absolute error 0.0130671240052333 relative error 3.148309801245858% Correct digits 2 h 0.001 y1[1] (analytic) 0.9097976727930224 y1[1] (numeric) 0.908399490439198 absolute error 0.0013981823538243843 relative error 0.15368058147830288% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4290000000000003 y2[1] (analytic) 0.4159616283956466 y2[1] (numeric) 0.4291205585393568 absolute error 0.013158930143710224 relative error 3.1634961605626657% Correct digits 2 h 0.001 y1[1] (analytic) 0.9093821659249988 y1[1] (numeric) 0.9079708705798082 absolute error 0.0014112953451905774 relative error 0.15519276692159958% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4300000000000003 y2[1] (analytic) 0.41687080242921104 y2[1] (numeric) 0.4301219677108675 absolute error 0.013251165281656485 relative error 3.1787223294216367% Correct digits 2 h 0.001 y1[1] (analytic) 0.908965749674885 y1[1] (numeric) 0.9075412493177734 absolute error 0.0014245003571116133 relative error 0.15671661529833467% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4310000000000003 y2[1] (analytic) 0.4177795595920078 y2[1] (numeric) 0.43112339001107125 absolute error 0.013343830419063452 relative error 3.193988339710702% Correct digits 2 h 0.001 y1[1] (analytic) 0.9085484244590972 y1[1] (numeric) 0.9071106266400102 absolute error 0.0014377978190870389 relative error 0.15825219442134075% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.43200000000000033 y2[1] (analytic) 0.4186878989752798 y2[1] (numeric) 0.432124825531202 absolute error 0.013436926555922213 relative error 3.2092942234080564% Correct digits 2 h 0.001 y1[1] (analytic) 0.9081301906949608 y1[1] (numeric) 0.9066790025333445 absolute error 0.001451188161616268 relative error 0.15979957240555165% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.43300000000000033 y2[1] (analytic) 0.4195958196706877 y2[1] (numeric) 0.43312627436291157 absolute error 0.013530454692223859 relative error 3.2246400125823453% Correct digits 2 h 0.001 y1[1] (analytic) 0.9077110488007093 y1[1] (numeric) 0.9062463769845106 absolute error 0.0014646718161986927 relative error 0.16135881766932925% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.43400000000000033 y2[1] (analytic) 0.4205033207703109 y2[1] (numeric) 0.43412773659827014 absolute error 0.013624415827959258 relative error 3.240025739392732% Correct digits 2 h 0.001 y1[1] (analytic) 0.9072909991954847 y1[1] (numeric) 0.9058127499801508 absolute error 0.0014782492153339044 relative error 0.16292999893581014% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.43500000000000033 y2[1] (analytic) 0.42141040136664837 y2[1] (numeric) 0.43512921232976753 absolute error 0.013718810963119166 relative error 3.2554514360890456% Correct digits 2 h 0.001 y1[1] (analytic) 0.9068700422993364 y1[1] (numeric) 0.9053781215068153 absolute error 0.0014919207925211397 relative error 0.16451318523417402% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.43600000000000033 y2[1] (analytic) 0.4223170605526196 y2[1] (numeric) 0.4361307016503139 absolute error 0.01381364109769434 relative error 3.2709171350119295% Correct digits 2 h 0.001 y1[1] (analytic) 0.9064481785332216 y1[1] (numeric) 0.9049424915509615 absolute error 0.0015056869822600571 relative error 0.1661084459010663% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.43700000000000033 y2[1] (analytic) 0.4232232974215654 y2[1] (numeric) 0.43713220465324065 absolute error 0.01390890723167526 relative error 3.2864228685928976% Correct digits 2 h 0.001 y1[1] (analytic) 0.9060254083190036 y1[1] (numeric) 0.9045058600989538 absolute error 0.0015195482200497379 relative error 0.1677158505818325% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.43800000000000033 y2[1] (analytic) 0.4241291110672491 y2[1] (numeric) 0.4381337214323014 absolute error 0.014004610365052295 relative error 3.3019686693544954% Correct digits 2 h 0.001 y1[1] (analytic) 0.9056017320794528 y1[1] (numeric) 0.904068227137063 absolute error 0.0015335049423897962 relative error 0.16933546923199286% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.43900000000000033 y2[1] (analytic) 0.4250345005838571 y2[1] (numeric) 0.43913525208167276 absolute error 0.014100751497815645 relative error 3.317554569910411% Correct digits 2 h 0.001 y1[1] (analytic) 0.9051771502382454 y1[1] (numeric) 0.9036295926514658 absolute error 0.001547557586779602 relative error 0.17096737211851626% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44000000000000034 y2[1] (analytic) 0.4259394650659999 y2[1] (numeric) 0.44013679669595546 absolute error 0.014197331629955567 relative error 3.333180602965652% Correct digits 2 h 0.001 y1[1] (analytic) 0.9047516632199633 y1[1] (numeric) 0.9031899566282446 absolute error 0.0015617065917186146 relative error 0.1726116298212245% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44100000000000034 y2[1] (analytic) 0.42684400360871316 y2[1] (numeric) 0.4411383553701751 absolute error 0.014294351761461932 relative error 3.3488468013165598% Correct digits 2 h 0.001 y1[1] (analytic) 0.9043252714500932 y1[1] (numeric) 0.9027493190533872 absolute error 0.0015759523967060485 relative error 0.1742683132341304% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44200000000000034 y2[1] (analytic) 0.4277481153074584 y2[1] (numeric) 0.4421399281997831 absolute error 0.014391812892324718 relative error 3.364553197851057% Correct digits 2 h 0.001 y1[1] (analytic) 0.9038979753550271 y1[1] (numeric) 0.9023076799127858 absolute error 0.0015902954422413185 relative error 0.17593749356686994% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44300000000000034 y2[1] (analytic) 0.4286517992581239 y2[1] (numeric) 0.4431415152806575 absolute error 0.014489716022533572 relative error 3.380299825548664% Correct digits 2 h 0.001 y1[1] (analytic) 0.9034697753620611 y1[1] (numeric) 0.9018650391922373 absolute error 0.0016047361698238172 relative error 0.17761924234606818% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44400000000000034 y2[1] (analytic) 0.4295550545570259 y2[1] (numeric) 0.44414311670910395 absolute error 0.01458806215207803 relative error 3.396086717480676% Correct digits 2 h 0.001 y1[1] (analytic) 0.9030406718993949 y1[1] (numeric) 0.901421396877442 absolute error 0.001619275021952804 relative error 0.17931363141672568% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44500000000000034 y2[1] (analytic) 0.43045788030090915 y2[1] (numeric) 0.4451447325818567 absolute error 0.014686852280947571 relative error 3.411913906810304% Correct digits 2 h 0.001 y1[1] (analytic) 0.902610665396132 y1[1] (numeric) 0.9009767529540043 absolute error 0.0016339124421277385 relative error 0.18102073294366153% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44600000000000034 y2[1] (analytic) 0.43136027558694795 y2[1] (numeric) 0.44614636299607946 absolute error 0.01478608740913151 relative error 3.42778142679277% Correct digits 2 h 0.001 y1[1] (analytic) 0.902179756282279 y1[1] (numeric) 0.9005311074074311 absolute error 0.0016486488748478356 relative error 0.18274061941287864% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44700000000000034 y2[1] (analytic) 0.4322622395127471 y2[1] (numeric) 0.44714800804936605 absolute error 0.014885768536618937 relative error 3.443689310775425% Correct digits 2 h 0.001 y1[1] (analytic) 0.9017479449887449 y1[1] (numeric) 0.9000844602231324 absolute error 0.0016634847656125107 relative error 0.18447336363303532% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44800000000000034 y2[1] (analytic) 0.4331637711763428 y2[1] (numeric) 0.44814966783974164 absolute error 0.014985896663398834 relative error 3.459637592197897% Correct digits 2 h 0.001 y1[1] (analytic) 0.9013152319473409 y1[1] (numeric) 0.89963681138642 absolute error 0.0016784205609208236 relative error 0.186219038736814% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.44900000000000034 y2[1] (analytic) 0.43406486967620345 y2[1] (numeric) 0.44915134246566346 absolute error 0.015086472789460015 relative error 3.4756263045922084% Correct digits 2 h 0.001 y1[1] (analytic) 0.9008816175907801 y1[1] (numeric) 0.8991881608825077 absolute error 0.0016934567082723673 relative error 0.18797771818245818% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45000000000000034 y2[1] (analytic) 0.4349655341112305 y2[1] (numeric) 0.45015303202602186 absolute error 0.015187497914791348 relative error 3.491655481582953% Correct digits 2 h 0.001 y1[1] (analytic) 0.9004471023526768 y1[1] (numeric) 0.8987385086965106 absolute error 0.0017085936561661574 relative error 0.18974947575509607% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45100000000000035 y2[1] (analytic) 0.43586576358075974 y2[1] (numeric) 0.45115473662014094 absolute error 0.015288973039381204 relative error 3.5077251568872936% Correct digits 2 h 0.001 y1[1] (analytic) 0.9000116866675462 y1[1] (numeric) 0.8982878548134445 absolute error 0.0017238318541016318 relative error 0.191534385568306% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45200000000000035 y2[1] (analytic) 0.4367655571845617 y2[1] (numeric) 0.45215645634777973 absolute error 0.015390899163218008 relative error 3.5238353643152216% Correct digits 2 h 0.001 y1[1] (analytic) 0.8995753709708039 y1[1] (numeric) 0.8978361992182259 absolute error 0.0017391717525779837 relative error 0.19333252206550566% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45300000000000035 y2[1] (analytic) 0.4376649140228429 y2[1] (numeric) 0.45315819130913293 absolute error 0.01549327728629002 relative error 3.5399861377696324% Correct digits 2 h 0.001 y1[1] (analytic) 0.8991381556987655 y1[1] (numeric) 0.897383541895671 absolute error 0.0017546138030944958 relative error 0.19514396002146045% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45400000000000035 y2[1] (analytic) 0.4385638331962466 y2[1] (numeric) 0.45415994160483186 absolute error 0.015596108408585274 relative error 3.5561775112464407% Correct digits 2 h 0.001 y1[1] (analytic) 0.8987000412886464 y1[1] (numeric) 0.8969298828304961 absolute error 0.0017701584581503171 relative error 0.19696877454373832% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45500000000000035 y2[1] (analytic) 0.43946231380585354 y2[1] (numeric) 0.45516170733594535 absolute error 0.01569939353009181 relative error 3.572409518834763% Correct digits 2 h 0.001 y1[1] (analytic) 0.898261028178561 y1[1] (numeric) 0.8964752220073162 absolute error 0.001785806171244797 relative error 0.19880704107423494% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45600000000000035 y2[1] (analytic) 0.4403603549531834 y2[1] (numeric) 0.45616348860398065 absolute error 0.015803133650797274 relative error 3.588682194716955% Correct digits 2 h 0.001 y1[1] (analytic) 0.8978211168075222 y1[1] (numeric) 0.8960195594106453 absolute error 0.0018015573968769294 relative error 0.20065883539060855% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45700000000000035 y2[1] (analytic) 0.4412579557401949 y2[1] (numeric) 0.4571652855108842 absolute error 0.015907329770689316 relative error 3.6049955731688335% Correct digits 2 h 0.001 y1[1] (analytic) 0.8973803076154414 y1[1] (numeric) 0.8955628950248953 absolute error 0.0018174125905461302 relative error 0.20252423360787125% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45800000000000035 y2[1] (analytic) 0.44215511526928747 y2[1] (numeric) 0.4581670981590428 absolute error 0.016011982889755305 relative error 3.6213496885597407% Correct digits 2 h 0.001 y1[1] (analytic) 0.8969386010431277 y1[1] (numeric) 0.8951052288343764 absolute error 0.0018333722087513493 relative error 0.20440331217980381% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.45900000000000035 y2[1] (analytic) 0.44305183264330167 y2[1] (numeric) 0.45916892665128417 absolute error 0.016117094007982502 relative error 3.6377445753527162% Correct digits 2 h 0.001 y1[1] (analytic) 0.8964959975322878 y1[1] (numeric) 0.8946465608232959 absolute error 0.0018494367089919583 relative error 0.20629614790057663% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46000000000000035 y2[1] (analytic) 0.44394810696552006 y2[1] (numeric) 0.4601707710908782 absolute error 0.01622266412535811 relative error 3.654180268104639% Correct digits 2 h 0.001 y1[1] (analytic) 0.8960524975255251 y1[1] (numeric) 0.894186890975758 absolute error 0.0018656065497670848 relative error 0.20820281790620654% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46100000000000035 y2[1] (analytic) 0.44484393733966854 y2[1] (numeric) 0.4611726315815375 absolute error 0.016328694241868946 relative error 3.6706568014662815% Correct digits 2 h 0.001 y1[1] (analytic) 0.8956081014663395 y1[1] (numeric) 0.8937262192757637 absolute error 0.0018818821905758343 relative error 0.21012339967612081% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46200000000000035 y2[1] (analytic) 0.44573932286991674 y2[1] (numeric) 0.46217450822741857 absolute error 0.016435185357501825 relative error 3.6871742101825333% Correct digits 2 h 0.001 y1[1] (analytic) 0.8951628097991271 y1[1] (numeric) 0.8932645457072098 absolute error 0.00189826409191729 relative error 0.2120579710347056% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46300000000000036 y2[1] (analytic) 0.4466342626608792 y2[1] (numeric) 0.46317640113312253 absolute error 0.01654213847224334 relative error 3.703732529092482% Correct digits 2 h 0.001 y1[1] (analytic) 0.8947166229691794 y1[1] (numeric) 0.8928018702538889 absolute error 0.001914752715290513 relative error 0.214006610152863% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46400000000000036 y2[1] (analytic) 0.44752875581761625 y2[1] (numeric) 0.46417831040369606 absolute error 0.016649554586079807 relative error 3.7203317931295317% Correct digits 2 h 0.001 y1[1] (analytic) 0.8942695414226833 y1[1] (numeric) 0.8923381928994887 absolute error 0.0019313485231946537 relative error 0.21596939554958933% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46500000000000036 y2[1] (analytic) 0.44842280144563473 y2[1] (numeric) 0.4651802361446323 absolute error 0.016757434698997542 relative error 3.736972037321603% Correct digits 2 h 0.001 y1[1] (analytic) 0.8938215656067204 y1[1] (numeric) 0.8918735136275915 absolute error 0.0019480519791289508 relative error 0.21794640609355015% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46600000000000036 y2[1] (analytic) 0.4493163986508892 y2[1] (numeric) 0.4661821784618717 absolute error 0.01686577981098253 relative error 3.7536532967911858% Correct digits 2 h 0.001 y1[1] (analytic) 0.8933726959692664 y1[1] (numeric) 0.891407832421674 absolute error 0.0019648635475923992 relative error 0.21993772100462694% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46700000000000036 y2[1] (analytic) 0.4502095465397824 y2[1] (numeric) 0.4671841374618031 absolute error 0.016974590922020694 relative error 3.770375606755542% Correct digits 2 h 0.001 y1[1] (analytic) 0.8929229329591908 y1[1] (numeric) 0.8909411492651068 absolute error 0.0019817836940839717 relative error 0.22194341985553473% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46800000000000036 y2[1] (analytic) 0.4511022442191666 y2[1] (numeric) 0.4681861132512643 absolute error 0.017083869032097687 relative error 3.787139002526785% Correct digits 2 h 0.001 y1[1] (analytic) 0.8924722770262566 y1[1] (numeric) 0.8904734641411539 absolute error 0.00199881288510273 relative error 0.22396358257343657% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.46900000000000036 y2[1] (analytic) 0.4519944907963442 y2[1] (numeric) 0.46918810593754323 absolute error 0.017193615141199048 relative error 3.8039435195120554% Correct digits 2 h 0.001 y1[1] (analytic) 0.8920207286211198 y1[1] (numeric) 0.8900047770329721 absolute error 0.002015951588147713 relative error 0.22599828944154232% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47000000000000036 y2[1] (analytic) 0.4528862853790686 y2[1] (numeric) 0.4701901156283787 absolute error 0.017303830249310093 relative error 3.82078919321363% Correct digits 2 h 0.001 y1[1] (analytic) 0.8915682881953287 y1[1] (numeric) 0.8895350879236107 absolute error 0.0020332002717180497 relative error 0.22804762110074145% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47100000000000036 y2[1] (analytic) 0.4537776270755454 y2[1] (numeric) 0.4711921424319613 absolute error 0.01741451535641586 relative error 3.8376760592290444% Correct digits 2 h 0.001 y1[1] (analytic) 0.8911149562013237 y1[1] (numeric) 0.8890643967960111 absolute error 0.002050559405312624 relative error 0.23011165855119536% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47200000000000036 y2[1] (analytic) 0.45466851499443295 y2[1] (numeric) 0.47219418645693434 absolute error 0.01752567146250139 relative error 3.854604153251293% Correct digits 2 h 0.001 y1[1] (analytic) 0.8906607330924369 y1[1] (numeric) 0.8885927036330064 absolute error 0.0020680294594305204 relative error 0.23219048315402616% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47300000000000036 y2[1] (analytic) 0.4555589482448434 y2[1] (numeric) 0.4731962478123947 absolute error 0.017637299567551334 relative error 3.8715735110688776% Correct digits 2 h 0.001 y1[1] (analytic) 0.8902056193228911 y1[1] (numeric) 0.8881200084173204 absolute error 0.0020856109055706895 relative error 0.23428417663292764% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47400000000000037 y2[1] (analytic) 0.45644892593634356 y2[1] (numeric) 0.47419832660789385 absolute error 0.017749400671550286 relative error 3.8885841685660183% Correct digits 2 h 0.001 y1[1] (analytic) 0.8897496153478002 y1[1] (numeric) 0.8876463111315682 absolute error 0.0021033042162319493 relative error 0.23639282107582307% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47500000000000037 y2[1] (analytic) 0.45733844717895583 y2[1] (numeric) 0.4752004229534384 absolute error 0.017861975774482564 relative error 3.9056361617227426% Correct digits 2 h 0.001 y1[1] (analytic) 0.8892927216231681 y1[1] (numeric) 0.8871716117582547 absolute error 0.0021211098649134286 relative error 0.23851649893658242% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47600000000000037 y2[1] (analytic) 0.458227511083159 y2[1] (numeric) 0.4762025369594914 absolute error 0.017975025876332373 relative error 3.9227295266150595% Correct digits 2 h 0.001 y1[1] (analytic) 0.8888349386058884 y1[1] (numeric) 0.8866959102797745 absolute error 0.002139028326113901 relative error 0.24065529303662436% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47700000000000037 y2[1] (analytic) 0.4591161167598893 y2[1] (numeric) 0.4772046687369729 absolute error 0.018088551977083644 relative error 3.9398642994150608% Correct digits 2 h 0.001 y1[1] (analytic) 0.8883762667537443 y1[1] (numeric) 0.8862192066784118 absolute error 0.002157060075332451 relative error 0.24280928656667758% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47800000000000037 y2[1] (analytic) 0.46000426332054106 y2[1] (numeric) 0.47820681839726115 absolute error 0.018202555076720084 relative error 3.957040516391072% Correct digits 2 h 0.001 y1[1] (analytic) 0.8879167065254073 y1[1] (numeric) 0.8857415009363396 absolute error 0.002175205589067697 relative error 0.2449785630883897% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.47900000000000037 y2[1] (analytic) 0.4608919498769679 y2[1] (numeric) 0.4792089860521931 absolute error 0.018317036175225176 relative error 3.974258213907791% Correct digits 2 h 0.001 y1[1] (analytic) 0.8874562583804378 y1[1] (numeric) 0.8852627930356192 absolute error 0.002193465344818679 relative error 0.24716320653613294% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.48000000000000037 y2[1] (analytic) 0.46177917554148323 y2[1] (numeric) 0.4802111718140656 absolute error 0.01843199627258235 relative error 3.9915174284264667% Correct digits 2 h 0.001 y1[1] (analytic) 0.886994922779284 y1[1] (numeric) 0.8847830829581996 absolute error 0.002211839821084416 relative error 0.24936330121867006% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.48100000000000037 y2[1] (analytic) 0.4626659394268615 y2[1] (numeric) 0.48121337579563617 absolute error 0.01854743636877465 relative error 4.008818196504962% Correct digits 2 h 0.001 y1[1] (analytic) 0.8865327001832813 y1[1] (numeric) 0.8843023706859178 absolute error 0.00223032949736357 relative error 0.25157893182084234% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4820000000000004 y2[1] (analytic) 0.4635522406463389 y2[1] (numeric) 0.482215598110124 absolute error 0.018663357463785113 relative error 4.026160554797982% Correct digits 2 h 0.001 y1[1] (analytic) 0.8860695910546522 y1[1] (numeric) 0.8838206562004973 absolute error 0.0022489348541548937 relative error 0.2538101834053552% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4830000000000004 y2[1] (analytic) 0.4644380783136143 y2[1] (numeric) 0.48321783887121056 absolute error 0.01877976055759628 relative error 4.043544540057103% Correct digits 2 h 0.001 y1[1] (analytic) 0.885605595856506 y1[1] (numeric) 0.8833379394835487 absolute error 0.0022676563729573385 relative error 0.25605714141453606% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4840000000000004 y2[1] (analytic) 0.46532345154285004 y2[1] (numeric) 0.48422009819304074 absolute error 0.018896646650190696 relative error 4.060970189131026% Correct digits 2 h 0.001 y1[1] (analytic) 0.8851407150528378 y1[1] (numeric) 0.882854220516568 absolute error 0.002286494536269723 relative error 0.2583198916720527% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4850000000000004 y2[1] (analytic) 0.46620835944867306 y2[1] (numeric) 0.4852223761902236 absolute error 0.019014016741550566 relative error 4.078437538965644% Correct digits 2 h 0.001 y1[1] (analytic) 0.8846749491085282 y1[1] (numeric) 0.8823694992809374 absolute error 0.002305449827590733 relative error 0.2605985203846786% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4860000000000004 y2[1] (analytic) 0.46709280114617546 y2[1] (numeric) 0.48622467297783345 absolute error 0.019131871831657987 relative error 4.095946626604232% Correct digits 2 h 0.001 y1[1] (analytic) 0.8842082984893431 y1[1] (numeric) 0.8818837757579241 absolute error 0.002324522731419032 relative error 0.2628931141440818% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4870000000000004 y2[1] (analytic) 0.4679767757509157 y2[1] (numeric) 0.4872269886714104 absolute error 0.019250212920494725 relative error 4.113497489187541% Correct digits 2 h 0.001 y1[1] (analytic) 0.8837407636619333 y1[1] (numeric) 0.8813970499286798 absolute error 0.002343713733253483 relative error 0.26520375992863543% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4880000000000004 y2[1] (analytic) 0.46886028237891914 y2[1] (numeric) 0.4882293233869615 absolute error 0.019369041008042376 relative error 4.131090163953978% Correct digits 2 h 0.001 y1[1] (analytic) 0.8832723450938336 y1[1] (numeric) 0.8809093217742406 absolute error 0.0023630233195929273 relative error 0.2675305451051899% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4890000000000004 y2[1] (analytic) 0.46974332014667924 y2[1] (numeric) 0.4892316772409616 absolute error 0.01948835709428237 relative error 4.14872468823975% Correct digits 2 h 0.001 y1[1] (analytic) 0.8828030432534623 y1[1] (numeric) 0.8804205912755264 absolute error 0.002382451977935851 relative error 0.26987355743084174% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4900000000000004 y2[1] (analytic) 0.47062588817115836 y2[1] (numeric) 0.4902340503503541 absolute error 0.019608162179195754 relative error 4.166401099478958% Correct digits 2 h 0.001 y1[1] (analytic) 0.8823328586101213 y1[1] (numeric) 0.8799308584133403 absolute error 0.002402000196781051 relative error 0.2722328850548259% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4910000000000004 y2[1] (analytic) 0.47150798556978857 y2[1] (numeric) 0.49123644283255197 absolute error 0.0197284572627634 relative error 4.1841194352037885% Correct digits 2 h 0.001 y1[1] (analytic) 0.8818617916339953 y1[1] (numeric) 0.8794401231683682 absolute error 0.0024216684656270804 relative error 0.27460861652028135% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4920000000000004 y2[1] (analytic) 0.4723896114604724 y2[1] (numeric) 0.4922388548054385 absolute error 0.019849243344966072 relative error 4.201879733044674% Correct digits 2 h 0.001 y1[1] (analytic) 0.8813898427961511 y1[1] (numeric) 0.8789483855211784 absolute error 0.0024414572749726915 relative error 0.27700084076613923% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4930000000000004 y2[1] (analytic) 0.47327076496158427 y2[1] (numeric) 0.4932412863873683 absolute error 0.019970521425784038 relative error 4.2196820307303495% Correct digits 2 h 0.001 y1[1] (analytic) 0.8809170125685375 y1[1] (numeric) 0.878455645452221 absolute error 0.002461367116316504 relative error 0.27940964712893473% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4940000000000004 y2[1] (analytic) 0.47415144519197056 y2[1] (numeric) 0.4942437376971682 absolute error 0.020092292505197618 relative error 4.237526366088121% Correct digits 2 h 0.001 y1[1] (analytic) 0.8804433014239849 y1[1] (numeric) 0.8779619029418276 absolute error 0.0024813984821572266 relative error 0.28183512534469135% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4950000000000004 y2[1] (analytic) 0.47503165127095115 y2[1] (numeric) 0.49524620885413784 absolute error 0.020214557583186687 relative error 4.255412777043902% Correct digits 2 h 0.001 y1[1] (analytic) 0.879968709836204 y1[1] (numeric) 0.8774671579702109 absolute error 0.0025015518659931013 relative error 0.2842773655507292% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4960000000000004 y2[1] (analytic) 0.47591138231832003 y2[1] (numeric) 0.496248699978051 absolute error 0.020337317659730958 relative error 4.273341301622422% Correct digits 2 h 0.001 y1[1] (analytic) 0.8794932382797868 y1[1] (numeric) 0.8769714105174637 absolute error 0.0025218277623230145 relative error 0.2867364582876718% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4970000000000004 y2[1] (analytic) 0.4767906374543463 y2[1] (numeric) 0.4972512111891561 absolute error 0.020460573734809806 relative error 4.291311977947333% Correct digits 2 h 0.001 y1[1] (analytic) 0.8790168872302045 y1[1] (numeric) 0.876474660563559 absolute error 0.0025422266666454973 relative error 0.2892124945012253% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4980000000000004 y2[1] (analytic) 0.47766941579977484 y2[1] (numeric) 0.49825374260817734 absolute error 0.020584326808402498 relative error 4.309324844241409% Correct digits 2 h 0.001 y1[1] (analytic) 0.8785396571638083 y1[1] (numeric) 0.8759769080883494 absolute error 0.0025627490754589477 relative error 0.2917055655441072% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.4990000000000004 y2[1] (analytic) 0.4785477164758274 y2[1] (numeric) 0.49925629435631536 absolute error 0.020708577880487966 relative error 4.327379938826645% Correct digits 2 h 0.001 y1[1] (analytic) 0.8780615485578281 y1[1] (numeric) 0.8754781530715663 absolute error 0.0025833954862618524 relative error 0.2942157631779856% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5000000000000003 y2[1] (analytic) 0.4794255386042033 y2[1] (numeric) 0.5002588665552482 absolute error 0.020833327951044922 relative error 4.345477300124426% Correct digits 2 h 0.001 y1[1] (analytic) 0.8775825618903725 y1[1] (numeric) 0.8749783954928199 absolute error 0.0026041663975526763 relative error 0.29674317957539226% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5010000000000003 y2[1] (analytic) 0.4803028813070806 y2[1] (numeric) 0.5012614593271323 absolute error 0.020958578020051688 relative error 4.363616966655643% Correct digits 2 h 0.001 y1[1] (analytic) 0.8771026976404283 y1[1] (numeric) 0.8744776353315982 absolute error 0.002625062308830084 relative error 0.29928790732168503% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5020000000000003 y2[1] (analytic) 0.4811797437071166 y2[1] (numeric) 0.5022640727946032 absolute error 0.021084329087486586 relative error 4.381798977040926% Correct digits 2 h 0.001 y1[1] (analytic) 0.8766219562878593 y1[1] (numeric) 0.873975872567267 absolute error 0.002646083720592274 relative error 0.30185003941691946% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5030000000000003 y2[1] (analytic) 0.482056124927449 y2[1] (numeric) 0.5032667070807764 absolute error 0.021210582153327384 relative error 4.400023370000671% Correct digits 2 h 0.001 y1[1] (analytic) 0.8761403383134072 y1[1] (numeric) 0.8734731071790695 absolute error 0.0026672311343377553 relative error 0.3044296692778972% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5040000000000003 y2[1] (analytic) 0.48293202409169667 y2[1] (numeric) 0.5042693623092483 absolute error 0.021337338217551682 relative error 4.418290184355274% Correct digits 2 h 0.001 y1[1] (analytic) 0.8756578441986899 y1[1] (numeric) 0.8729693391461248 absolute error 0.0026885050525650156 relative error 0.30702689074009876% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5050000000000003 y2[1] (analytic) 0.48380744032396045 y2[1] (numeric) 0.5052720386040975 absolute error 0.02146459828013708 relative error 4.436599459025321% Correct digits 2 h 0.001 y1[1] (analytic) 0.8751744744262012 y1[1] (numeric) 0.8724645684474289 absolute error 0.002709905978772298 relative error 0.3096417980596405% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5060000000000003 y2[1] (analytic) 0.48468237274882425 y2[1] (numeric) 0.5062747360898847 absolute error 0.02159236334106046 relative error 4.454951233031578% Correct digits 2 h 0.001 y1[1] (analytic) 0.8746902294793111 y1[1] (numeric) 0.871958795061853 absolute error 0.002731434417458045 relative error 0.31227448591531926% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5070000000000003 y2[1] (analytic) 0.4855568204913557 y2[1] (numeric) 0.5072774548916544 absolute error 0.021720634400298755 relative error 4.4733455454953175% Correct digits 2 h 0.001 y1[1] (analytic) 0.8742051098422643 y1[1] (numeric) 0.8714520189681438 absolute error 0.0027530908741204563 relative error 0.3149250494105674% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5080000000000003 y2[1] (analytic) 0.4864307826771071 y2[1] (numeric) 0.5082801951349356 absolute error 0.02184941245782851 relative error 4.491782435638362% Correct digits 2 h 0.001 y1[1] (analytic) 0.8737191160001806 y1[1] (numeric) 0.8709442401449226 absolute error 0.002774875855258041 relative error 0.31759358407553345% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5090000000000003 y2[1] (analytic) 0.48730425843211633 y2[1] (numeric) 0.5092829569457423 absolute error 0.021978698513625994 relative error 4.5102619427832735% Correct digits 2 h 0.001 y1[1] (analytic) 0.8732322484390537 y1[1] (numeric) 0.8704354585706848 absolute error 0.002796789868368843 relative error 0.32028018586902224% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5100000000000003 y2[1] (analytic) 0.4881772468829078 y2[1] (numeric) 0.5102857404505748 absolute error 0.02210849356766703 relative error 4.528784106353462% Correct digits 2 h 0.001 y1[1] (analytic) 0.8727445076457511 y1[1] (numeric) 0.8699256742237997 absolute error 0.002818833421951328 relative error 0.3229849511806379% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5110000000000003 y2[1] (analytic) 0.489049747156493 y2[1] (numeric) 0.5112885457764206 absolute error 0.022238798619927558 relative error 4.54734896587346% Correct digits 2 h 0.001 y1[1] (analytic) 0.8722558941080136 y1[1] (numeric) 0.8694148870825099 absolute error 0.0028410070255037168 relative error 0.3257079768327605% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5120000000000003 y2[1] (analytic) 0.4899217583803719 y2[1] (numeric) 0.5122913730507548 absolute error 0.022369614670382898 relative error 4.565956560968922% Correct digits 2 h 0.001 y1[1] (analytic) 0.8717664083144547 y1[1] (numeric) 0.8689030971249307 absolute error 0.002863311189523987 relative error 0.3284493600826109% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5130000000000003 y2[1] (analytic) 0.49079327968253317 y2[1] (numeric) 0.5132942224015413 absolute error 0.022500942719008155 relative error 4.58460693136686% Correct digits 2 h 0.001 y1[1] (analytic) 0.87127605075456 y1[1] (numeric) 0.8683903043290496 absolute error 0.002885746425510427 relative error 0.33120919862439174% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5140000000000003 y2[1] (analytic) 0.4916643101914557 y2[1] (numeric) 0.5142970939572339 absolute error 0.02263278376577821 relative error 4.6033001168958005% Correct digits 2 h 0.001 y1[1] (analytic) 0.8707848219186873 y1[1] (numeric) 0.867876508672726 absolute error 0.0029083132459613026 relative error 0.33398759059133865% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5150000000000003 y2[1] (analytic) 0.49253484903610895 y2[1] (numeric) 0.5152999878467766 absolute error 0.022765138810667607 relative error 4.622036157485911% Correct digits 2 h 0.001 y1[1] (analytic) 0.8702927222980653 y1[1] (numeric) 0.8673617101336906 absolute error 0.0029310121643747467 relative error 0.336784634557809% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5160000000000003 y2[1] (analytic) 0.4934048953459542 y2[1] (numeric) 0.5163029041996048 absolute error 0.022898008853650564 relative error 4.640815093169165% Correct digits 2 h 0.001 y1[1] (analytic) 0.8697997523847935 y1[1] (numeric) 0.8668459086895447 absolute error 0.002953843695248759 relative error 0.3396004295413962% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5170000000000003 y2[1] (analytic) 0.4942744482509453 y2[1] (numeric) 0.5173058431456462 absolute error 0.023031394894700907 relative error 4.659636964079472% Correct digits 2 h 0.001 y1[1] (analytic) 0.8693059126718417 y1[1] (numeric) 0.8663291043177602 absolute error 0.0029768083540814283 relative error 0.3424350750050814% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5180000000000003 y2[1] (analytic) 0.4951435068815293 y2[1] (numeric) 0.5183088048153217 absolute error 0.023165297933792406 relative error 4.678501810452916% Correct digits 2 h 0.001 y1[1] (analytic) 0.8688112036530496 y1[1] (numeric) 0.8658112969956788 absolute error 0.002999906657370821 relative error 0.3452886708593598% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5190000000000003 y2[1] (analytic) 0.4960120703686477 y2[1] (numeric) 0.519311789339546 absolute error 0.02329971897089833 relative error 4.697409672627813% Correct digits 2 h 0.001 y1[1] (analytic) 0.8683156258231264 y1[1] (numeric) 0.8652924867005114 absolute error 0.0030231391226149817 relative error 0.34816131746439255% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5200000000000004 y2[1] (analytic) 0.496880137843737 y2[1] (numeric) 0.5203147968497288 absolute error 0.023434659005991787 relative error 4.716360591044939% Correct digits 2 h 0.001 y1[1] (analytic) 0.8678191796776498 y1[1] (numeric) 0.8647726734093377 absolute error 0.0030465062683120436 relative error 0.3510531156321832% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5210000000000004 y2[1] (analytic) 0.49774770843872995 y2[1] (numeric) 0.5213178274777752 absolute error 0.023570119039045268 relative error 4.735354606247599% Correct digits 2 h 0.001 y1[1] (analytic) 0.8673218657130657 y1[1] (numeric) 0.864251857099106 absolute error 0.003070008613959674 relative error 0.35396416662869173% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5220000000000004 y2[1] (analytic) 0.49861478128605585 y2[1] (numeric) 0.5223208813560872 absolute error 0.023706100070031377 relative error 4.754391758881925% Correct digits 2 h 0.001 y1[1] (analytic) 0.8668236844266881 y1[1] (numeric) 0.8637300377466322 absolute error 0.0030936466800559614 relative error 0.356894572176126% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5230000000000004 y2[1] (analytic) 0.4994813555186421 y2[1] (numeric) 0.5233239586175641 absolute error 0.023842603098922 relative error 4.773472089696875% Correct digits 2 h 0.001 y1[1] (analytic) 0.8663246363166984 y1[1] (numeric) 0.8632072153285995 absolute error 0.0031174209880989734 relative error 0.359844434455094% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5240000000000004 y2[1] (analytic) 0.5003474302699145 y2[1] (numeric) 0.5243270593956034 absolute error 0.02397962912568896 relative error 4.792595639544516% Correct digits 2 h 0.001 y1[1] (analytic) 0.8658247218821447 y1[1] (numeric) 0.8626833898215581 absolute error 0.0031413320605865325 relative error 0.36281385610679384% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5250000000000004 y2[1] (analytic) 0.5012130046737981 y2[1] (numeric) 0.5253301838241019 absolute error 0.024117179150303758 relative error 4.811762449380143% Correct digits 2 h 0.001 y1[1] (analytic) 0.8653239416229411 y1[1] (numeric) 0.8621585612019247 absolute error 0.0031653804210164393 relative error 0.36580294023526877% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5260000000000004 y2[1] (analytic) 0.502078077864719 y2[1] (numeric) 0.5263333320374564 absolute error 0.02425525417273733 relative error 4.830972560262373% Correct digits 2 h 0.001 y1[1] (analytic) 0.864822296039868 y1[1] (numeric) 0.8616327294459816 absolute error 0.0031895665938864726 relative error 0.368811790409649% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5270000000000004 y2[1] (analytic) 0.5029426489776038 y2[1] (numeric) 0.5273365041705643 absolute error 0.024393855192960556 relative error 4.850226013353428% Correct digits 2 h 0.001 y1[1] (analytic) 0.864319785634571 y1[1] (numeric) 0.8611058945298765 absolute error 0.0032138911046944996 relative error 0.3718405106664205% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5280000000000004 y2[1] (analytic) 0.5038067171478816 y2[1] (numeric) 0.5283397003588253 absolute error 0.02453298321094366 relative error 4.8695228499191545% Correct digits 2 h 0.001 y1[1] (analytic) 0.8638164109095604 y1[1] (numeric) 0.860578056429622 absolute error 0.0032383544799383657 relative error 0.37488920551168065% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5290000000000004 y2[1] (analytic) 0.5046702815114842 y2[1] (numeric) 0.529342920738141 absolute error 0.024672639226656856 relative error 4.888863111329334% Correct digits 2 h 0.001 y1[1] (analytic) 0.8633121723682108 y1[1] (numeric) 0.8600492151210951 absolute error 0.003262957247115672 relative error 0.3779579799233955% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5300000000000004 y2[1] (analytic) 0.5055333412048473 y2[1] (numeric) 0.5303461654449172 absolute error 0.02481282424006992 relative error 4.908246839057744% Correct digits 2 h 0.001 y1[1] (analytic) 0.8628070705147608 y1[1] (numeric) 0.8595193705800366 absolute error 0.0032876999347242197 relative error 0.3810469393537468% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5310000000000004 y2[1] (analytic) 0.5063958953649114 y2[1] (numeric) 0.5313494346160634 absolute error 0.024953539251152068 relative error 4.9276740746823045% Correct digits 2 h 0.001 y1[1] (analytic) 0.8623011058543122 y1[1] (numeric) 0.8589885227820505 absolute error 0.0033125830722616767 relative error 0.38415618973140286% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5320000000000004 y2[1] (analytic) 0.5072579431291222 y2[1] (numeric) 0.5323527283889947 absolute error 0.02509478525987252 relative error 4.94714485988535% Correct digits 2 h 0.001 y1[1] (analytic) 0.8617942788928297 y1[1] (numeric) 0.8584566717026039 absolute error 0.0033376071902257998 relative error 0.38728583746386824% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5330000000000004 y2[1] (analytic) 0.5081194836354322 y2[1] (numeric) 0.5333560469016322 absolute error 0.02523656326619994 relative error 4.96665923645368% Correct digits 2 h 0.001 y1[1] (analytic) 0.8612865901371399 y1[1] (numeric) 0.8579238173170259 absolute error 0.0033627728201139906 relative error 0.39043598943976904% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5340000000000004 y2[1] (analytic) 0.508980516022301 y2[1] (numeric) 0.5343593902924035 absolute error 0.025378874270102547 relative error 4.98621724627875% Correct digits 2 h 0.001 y1[1] (analytic) 0.8607780400949319 y1[1] (numeric) 0.8573899596005079 absolute error 0.0033880804944239618 relative error 0.3936067530312813% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5350000000000004 y2[1] (analytic) 0.5098410394286961 y2[1] (numeric) 0.5353627587002445 absolute error 0.02552171927154845 relative error 5.005818931356897% Correct digits 2 h 0.001 y1[1] (analytic) 0.8602686292747556 y1[1] (numeric) 0.8568550985281022 absolute error 0.0034135307466534037 relative error 0.39679823609645754% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5360000000000004 y2[1] (analytic) 0.5107010529940943 y2[1] (numeric) 0.5363661522645994 absolute error 0.025665099270505087 relative error 5.025464333789396% Correct digits 2 h 0.001 y1[1] (analytic) 0.8597583581860215 y1[1] (numeric) 0.8563192340747219 absolute error 0.003439124111299652 relative error 0.4000105469815678% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5370000000000004 y2[1] (analytic) 0.511560555858482 y2[1] (numeric) 0.5373695711254219 absolute error 0.025809015266939905 relative error 5.045153495782756% Correct digits 2 h 0.001 y1[1] (analytic) 0.859247227339001 y1[1] (numeric) 0.8557823662151407 absolute error 0.003464861123860352 relative error 0.4032437945235698% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5380000000000004 y2[1] (analytic) 0.5124195471623566 y2[1] (numeric) 0.5383730154231763 absolute error 0.02595346826081968 relative error 5.064886459648758% Correct digits 2 h 0.001 y1[1] (analytic) 0.8587352372448247 y1[1] (numeric) 0.855244494923992 absolute error 0.003490742320832685 relative error 0.40649808805242693% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5390000000000004 y2[1] (analytic) 0.5132780260467267 y2[1] (numeric) 0.5393764852988376 absolute error 0.02609845925211096 relative error 5.084663267804702% Correct digits 2 h 0.001 y1[1] (analytic) 0.8582223884154828 y1[1] (numeric) 0.8547056201757683 absolute error 0.003516768239714474 relative error 0.40977353739365924% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5400000000000004 y2[1] (analytic) 0.5141359916531134 y2[1] (numeric) 0.5403799808938934 absolute error 0.026243989240779975 relative error 5.104483962773559% Correct digits 2 h 0.001 y1[1] (analytic) 0.8577086813638239 y1[1] (numeric) 0.8541657419448212 absolute error 0.003542939419002744 relative error 0.41307025287061255% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5410000000000004 y2[1] (analytic) 0.5149934431235514 y2[1] (numeric) 0.5413835023503436 absolute error 0.026390059226792162 relative error 5.124348587184042% Correct digits 2 h 0.001 y1[1] (analytic) 0.8571941166035553 y1[1] (numeric) 0.8536248602053601 absolute error 0.003569256398195164 relative error 0.41638834530707747% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5420000000000004 y2[1] (analytic) 0.5158503796005892 y2[1] (numeric) 0.5423870498107024 absolute error 0.02653667021011319 relative error 5.144257183770982% Correct digits 2 h 0.001 y1[1] (analytic) 0.8566786946492413 y1[1] (numeric) 0.8530829749314526 absolute error 0.0035957197177887146 relative error 0.4197279260296005% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5430000000000004 y2[1] (analytic) 0.5167068002272903 y2[1] (numeric) 0.5433906234179983 absolute error 0.026683823190707945 relative error 5.164209795375288% Correct digits 2 h 0.001 y1[1] (analytic) 0.8561624160163042 y1[1] (numeric) 0.8525400860970231 absolute error 0.00362232991928102 relative error 0.4230891068701197% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5440000000000004 y2[1] (analytic) 0.5175627041472344 y2[1] (numeric) 0.5443942233157754 absolute error 0.026831519168540985 relative error 5.184206464944207% Correct digits 2 h 0.001 y1[1] (analytic) 0.8556452812210223 y1[1] (numeric) 0.8519961936758531 absolute error 0.0036490875451692384 relative error 0.4264720001683314% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5450000000000004 y2[1] (analytic) 0.5184180905045173 y2[1] (numeric) 0.5453978496480939 absolute error 0.026979759143576643 relative error 5.204247235531522% Correct digits 2 h 0.001 y1[1] (analytic) 0.8551272907805306 y1[1] (numeric) 0.8514512976415801 absolute error 0.0036759931389505063 relative error 0.42987671877425254% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5460000000000004 y2[1] (analytic) 0.519272958443753 y2[1] (numeric) 0.5464015025595315 absolute error 0.027128544115778475 relative error 5.224332150297598% Correct digits 2 h 0.001 y1[1] (analytic) 0.8546084452128193 y1[1] (numeric) 0.8509053979676973 absolute error 0.0037030472451220486 relative error 0.4333033760507592% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5470000000000004 y2[1] (analytic) 0.5201273071100735 y2[1] (numeric) 0.5474051821951836 absolute error 0.027277875085110148 relative error 5.244461252509741% Correct digits 2 h 0.001 y1[1] (analytic) 0.854088745036734 y1[1] (numeric) 0.850358494627553 absolute error 0.0037302504091810684 relative error 0.43675208587611486% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5480000000000004 y2[1] (analytic) 0.5209811356491302 y2[1] (numeric) 0.5484088887006647 absolute error 0.027427753051534554 relative error 5.264634585542185% Correct digits 2 h 0.001 y1[1] (analytic) 0.8535681907719749 y1[1] (numeric) 0.8498105875943502 absolute error 0.0037576031776246355 relative error 0.4402229626465139% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5490000000000004 y2[1] (analytic) 0.5218344432070947 y2[1] (numeric) 0.549412622222109 absolute error 0.027578179015014248 relative error 5.284852192876352% Correct digits 2 h 0.001 y1[1] (analytic) 0.8530467829390962 y1[1] (numeric) 0.8492616768411463 absolute error 0.0037851060979499085 relative error 0.4437161212786789% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5500000000000004 y2[1] (analytic) 0.5226872289306594 y2[1] (numeric) 0.5504163829061709 absolute error 0.027729153975511456 relative error 5.305114118101028% Correct digits 2 h 0.001 y1[1] (analytic) 0.8525245220595056 y1[1] (numeric) 0.8487117623408518 absolute error 0.003812759718653802 relative error 0.4472316772124092% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5510000000000004 y2[1] (analytic) 0.5235394919670389 y2[1] (numeric) 0.5514201709000267 absolute error 0.027880678932987846 relative error 5.325420404912484% Correct digits 2 h 0.001 y1[1] (analytic) 0.8520014086554639 y1[1] (numeric) 0.8481608440662306 absolute error 0.0038405645892333196 relative error 0.45076974641322265% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5520000000000004 y2[1] (analytic) 0.5243912314639699 y2[1] (numeric) 0.5524239863513748 absolute error 0.028032754887404865 relative error 5.345771097114722% Correct digits 2 h 0.001 y1[1] (analytic) 0.8514774432500847 y1[1] (numeric) 0.8476089219898992 absolute error 0.0038685212601854424 relative error 0.4543304453749612% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5530000000000004 y2[1] (analytic) 0.5252424465697133 y2[1] (numeric) 0.5534278294084367 absolute error 0.028185382838723405 relative error 5.366166238619573% Correct digits 2 h 0.001 y1[1] (analytic) 0.850952626367333 y1[1] (numeric) 0.847055996084326 absolute error 0.0038966302830070187 relative error 0.4579138911224125% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5540000000000004 y2[1] (analytic) 0.5260931364330538 y2[1] (numeric) 0.5544317002199578 absolute error 0.028338563786904025 relative error 5.386605873446926% Correct digits 2 h 0.001 y1[1] (analytic) 0.850426958532026 y1[1] (numeric) 0.8465020663218309 absolute error 0.003924892210195097 relative error 0.46152020121399884% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5550000000000004 y2[1] (analytic) 0.5269433002033017 y2[1] (numeric) 0.5554355989352083 absolute error 0.028492298731906618 relative error 5.407090045724827% Correct digits 2 h 0.001 y1[1] (analytic) 0.8499004402698312 y1[1] (numeric) 0.8459471326745849 absolute error 0.003953307595246369 relative error 0.4651494937443791% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5560000000000004 y2[1] (analytic) 0.5277929370302933 y2[1] (numeric) 0.5564395257039844 absolute error 0.028646588673691076 relative error 5.427618799689786% Correct digits 2 h 0.001 y1[1] (analytic) 0.8493730721072672 y1[1] (numeric) 0.8453911951146094 absolute error 0.00398187699265784 relative error 0.4688018873472091% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5570000000000004 y2[1] (analytic) 0.5286420460643919 y2[1] (numeric) 0.5574434806766082 absolute error 0.028801434612216292 relative error 5.448192179686762% Correct digits 2 h 0.001 y1[1] (analytic) 0.8488448545717017 y1[1] (numeric) 0.8448342536137756 absolute error 0.004010600957926047 relative error 0.47247750119774956% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5580000000000004 y2[1] (analytic) 0.5294906264564885 y2[1] (numeric) 0.5584474640039296 absolute error 0.02895683754744116 relative error 5.468810230169527% Correct digits 2 h 0.001 y1[1] (analytic) 0.8483157881913523 y1[1] (numeric) 0.8442763081438045 absolute error 0.004039480047547839 relative error 0.4761764550156721% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5590000000000004 y2[1] (analytic) 0.5303386773580027 y2[1] (numeric) 0.5594514758373267 absolute error 0.02911279847932402 relative error 5.489472995700738% Correct digits 2 h 0.001 y1[1] (analytic) 0.8477858734952856 y1[1] (numeric) 0.8437173586762657 absolute error 0.0040685148190198195 relative error 0.4798988690677262% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5600000000000004 y2[1] (analytic) 0.5311861979208837 y2[1] (numeric) 0.5604555163287064 absolute error 0.029269318407822653 relative error 5.510180520952109% Correct digits 2 h 0.001 y1[1] (analytic) 0.8472551110134159 y1[1] (numeric) 0.8431574051825772 absolute error 0.004097705830838683 relative error 0.48364486417052693% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5610000000000004 y2[1] (analytic) 0.5320331872976112 y2[1] (numeric) 0.5614595856305057 absolute error 0.02942639833289451 relative error 5.530932850704637% Correct digits 2 h 0.001 y1[1] (analytic) 0.8467235012765059 y1[1] (numeric) 0.8425964476340049 absolute error 0.0041270536425009885 relative error 0.4874145616932934% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5620000000000004 y2[1] (analytic) 0.5328796446411956 y2[1] (numeric) 0.5624636838956921 absolute error 0.029584039254496486 relative error 5.551730029848735% Correct digits 2 h 0.001 y1[1] (analytic) 0.8461910448161651 y1[1] (numeric) 0.8420344860016618 absolute error 0.004156558814503386 relative error 0.49120808356065715% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5630000000000004 y2[1] (analytic) 0.5337255691051798 y2[1] (numeric) 0.5634678112777649 absolute error 0.029742242172585143 relative error 5.57257210338445% Correct digits 2 h 0.001 y1[1] (analytic) 0.84565774216485 y1[1] (numeric) 0.8414715202565078 absolute error 0.004186221908342169 relative error 0.49502555225540873% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5640000000000004 y2[1] (analytic) 0.5345709598436394 y2[1] (numeric) 0.5644719679307556 absolute error 0.029901008087116154 relative error 5.593459116421535% Correct digits 2 h 0.001 y1[1] (analytic) 0.8451235938558632 y1[1] (numeric) 0.8409075503693493 absolute error 0.004216043486513943 relative error 0.4988670908213922% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5650000000000004 y2[1] (analytic) 0.5354158160111837 y2[1] (numeric) 0.5654761540092291 absolute error 0.030060337998045417 relative error 5.614391114179847% Correct digits 2 h 0.001 y1[1] (analytic) 0.844588600423353 y1[1] (numeric) 0.8403425763108379 absolute error 0.004246024112515179 relative error 0.502732822866286% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5660000000000004 y2[1] (analytic) 0.5362601367629566 y2[1] (numeric) 0.5664803696682845 absolute error 0.030220232905327937 relative error 5.635368141989306% Correct digits 2 h 0.001 y1[1] (analytic) 0.8440527624023128 y1[1] (numeric) 0.8397765980514706 absolute error 0.004276164350842104 relative error 0.5066228725644399% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5670000000000004 y2[1] (analytic) 0.5371039212546374 y2[1] (numeric) 0.5674846150635556 absolute error 0.03038069380891828 relative error 5.656390245290166% Correct digits 2 h 0.001 y1[1] (analytic) 0.8435160803285805 y1[1] (numeric) 0.8392096155615892 absolute error 0.004306464766991258 relative error 0.5105373646598097% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5680000000000004 y2[1] (analytic) 0.5379471686424417 y2[1] (numeric) 0.5684888903512121 absolute error 0.030541721708770342 relative error 5.677457469633149% Correct digits 2 h 0.001 y1[1] (analytic) 0.8429785547388382 y1[1] (numeric) 0.8386416288113794 absolute error 0.0043369259274588234 relative error 0.5144764244687624% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5690000000000004 y2[1] (analytic) 0.5387898780831223 y2[1] (numeric) 0.5694931956879602 absolute error 0.03070331760483791 relative error 5.698569860679737% Correct digits 2 h 0.001 y1[1] (analytic) 0.8424401861706113 y1[1] (numeric) 0.8380726377708704 absolute error 0.004367548399740961 relative error 0.5184401778830199% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5700000000000004 y2[1] (analytic) 0.5396320487339695 y2[1] (numeric) 0.5704975312310436 absolute error 0.030865482497074104 relative error 5.719727464202246% Correct digits 2 h 0.001 y1[1] (analytic) 0.8419009751622685 y1[1] (numeric) 0.8375026424099347 absolute error 0.004398332752333811 relative error 0.5224287513725796% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5710000000000004 y2[1] (analytic) 0.5404736797528131 y2[1] (numeric) 0.5715018971382445 absolute error 0.031028217385431378 relative error 5.740930326084002% Correct digits 2 h 0.001 y1[1] (analytic) 0.8413609222530207 y1[1] (numeric) 0.8369316426982869 absolute error 0.004429279554733823 relative error 0.526442271988693% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5720000000000004 y2[1] (analytic) 0.541314770298022 y2[1] (numeric) 0.572506293567884 absolute error 0.031191523269861965 relative error 5.7621784923196175% Correct digits 2 h 0.001 y1[1] (analytic) 0.8408200279829208 y1[1] (numeric) 0.836359638605484 absolute error 0.0044603893774367576 relative error 0.5304808673667035% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5730000000000004 y2[1] (analytic) 0.5421553195285057 y2[1] (numeric) 0.5735107206788231 absolute error 0.03135540115031743 relative error 5.783472009015086% Correct digits 2 h 0.001 y1[1] (analytic) 0.8402782928928629 y1[1] (numeric) 0.835786630100924 absolute error 0.004491662791938911 relative error 0.5345446657291677% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5740000000000004 y2[1] (analytic) 0.542995326603715 y2[1] (numeric) 0.574515178630464 absolute error 0.03151985202674901 relative error 5.804810922388031% Correct digits 2 h 0.001 y1[1] (analytic) 0.8397357175245822 y1[1] (numeric) 0.8352126171538461 absolute error 0.004523100370736111 relative error 0.5386337958887288% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5750000000000004 y2[1] (analytic) 0.5438347906836429 y2[1] (numeric) 0.5755196675827501 absolute error 0.03168487689910715 relative error 5.826195278767799% Correct digits 2 h 0.001 y1[1] (analytic) 0.8391923024206539 y1[1] (numeric) 0.8346375997333295 absolute error 0.004554702687324386 relative error 0.5427483872512088% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5760000000000004 y2[1] (analytic) 0.5446737109288255 y2[1] (numeric) 0.5765241876961675 absolute error 0.031850476767341984 relative error 5.847625124595742% Correct digits 2 h 0.001 y1[1] (analytic) 0.8386480481244931 y1[1] (numeric) 0.8340615778082935 absolute error 0.004586470316199631 relative error 0.5468885698185983% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5770000000000004 y2[1] (analytic) 0.5455120865003426 y2[1] (numeric) 0.5775287391317456 absolute error 0.032016652631403075 relative error 5.869100506425346% Correct digits 2 h 0.001 y1[1] (analytic) 0.8381029551803542 y1[1] (numeric) 0.8334845513474964 absolute error 0.00461840383285772 relative error 0.5510544741921201% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5780000000000004 y2[1] (analytic) 0.5463499165598186 y2[1] (numeric) 0.5785333220510579 absolute error 0.032183405491239325 relative error 5.890621470922406% Correct digits 2 h 0.001 y1[1] (analytic) 0.8375570241333299 y1[1] (numeric) 0.8329065203195354 absolute error 0.004650503813794504 relative error 0.5552462315752957% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5790000000000004 y2[1] (analytic) 0.5471872002694236 y2[1] (numeric) 0.5795379366162228 absolute error 0.03235073634679919 relative error 5.912188064865253% Correct digits 2 h 0.001 y1[1] (analytic) 0.8370102555293512 y1[1] (numeric) 0.8323274846928457 absolute error 0.004682770836505479 relative error 0.5594639737769939% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5800000000000004 y2[1] (analytic) 0.5480239367918739 y2[1] (numeric) 0.5805425829899047 absolute error 0.0325186461980308 relative error 5.933800335144957% Correct digits 2 h 0.001 y1[1] (analytic) 0.8364626499151867 y1[1] (numeric) 0.8317474444357001 absolute error 0.004715205479486562 relative error 0.5637078332146284% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5810000000000004 y2[1] (analytic) 0.548860125290433 y2[1] (numeric) 0.5815472613353145 absolute error 0.03268713604488149 relative error 5.955458328765435% Correct digits 2 h 0.001 y1[1] (analytic) 0.8359142078384421 y1[1] (numeric) 0.8311663995162086 absolute error 0.004747808322233427 relative error 0.5679779429172043% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5820000000000004 y2[1] (analytic) 0.5496957649289127 y2[1] (numeric) 0.5825519718162107 absolute error 0.032856206887297956 relative error 5.977162092843659% Correct digits 2 h 0.001 y1[1] (analytic) 0.8353649298475592 y1[1] (numeric) 0.8305843499023177 absolute error 0.004780579945241503 relative error 0.5722744365284622% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5830000000000004 y2[1] (analytic) 0.5505308548716732 y2[1] (numeric) 0.5835567145968998 absolute error 0.03302585972522665 relative error 5.9989116746099285% Correct digits 2 h 0.001 y1[1] (analytic) 0.8348148164918161 y1[1] (numeric) 0.8300012955618096 absolute error 0.004813520930006532 relative error 0.5765974483101092% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5840000000000004 y2[1] (analytic) 0.5513653942836247 y2[1] (numeric) 0.584561489842238 absolute error 0.03319609555861325 relative error 6.0207071214079555% Correct digits 2 h 0.001 y1[1] (analytic) 0.8342638683213262 y1[1] (numeric) 0.8294172364623023 absolute error 0.004846631859023898 relative error 0.580947113144922% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5850000000000004 y2[1] (analytic) 0.5521993823302279 y2[1] (numeric) 0.5855662977176309 absolute error 0.033366915387402996 relative error 6.042548480695115% Correct digits 2 h 0.001 y1[1] (analytic) 0.8337120858870374 y1[1] (numeric) 0.8288321725712484 absolute error 0.004879913315788964 relative error 0.5853235665399915% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5860000000000004 y2[1] (analytic) 0.5530328181774948 y2[1] (numeric) 0.5865711383890352 absolute error 0.03353832021154035 relative error 6.064435800042574% Correct digits 2 h 0.001 y1[1] (analytic) 0.8331594697407322 y1[1] (numeric) 0.828246103855935 absolute error 0.004913365884797183 relative error 0.5897269446299584% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5870000000000004 y2[1] (analytic) 0.5538657009919896 y2[1] (numeric) 0.5875760120229592 absolute error 0.03371031103096955 relative error 6.086369127135586% Correct digits 2 h 0.001 y1[1] (analytic) 0.8326060204350266 y1[1] (numeric) 0.8276590302834829 absolute error 0.004946990151543762 relative error 0.5941573841802176% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5880000000000004 y2[1] (analytic) 0.5546980299408295 y2[1] (numeric) 0.5885809187864636 absolute error 0.03388288884563406 relative error 6.108348509773579% Correct digits 2 h 0.001 y1[1] (analytic) 0.83205173852337 y1[1] (numeric) 0.8270709518208459 absolute error 0.004980786702524109 relative error 0.5986150225902344% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5890000000000004 y2[1] (analytic) 0.5555298041916857 y2[1] (numeric) 0.5895858588471624 absolute error 0.034056054655476675 relative error 6.130373995870368% Correct digits 2 h 0.001 y1[1] (analytic) 0.8314966245600443 y1[1] (numeric) 0.8264818684348109 absolute error 0.005014756125233388 relative error 0.6030999978967757% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5900000000000004 y2[1] (analytic) 0.5563610229127841 y2[1] (numeric) 0.5905908323732237 absolute error 0.03422980946043963 relative error 6.1524456334543665% Correct digits 2 h 0.001 y1[1] (analytic) 0.8309406791001632 y1[1] (numeric) 0.8258917800919965 absolute error 0.005048899008166741 relative error 0.6076124487772413% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5910000000000004 y2[1] (analytic) 0.5571916852729059 y2[1] (numeric) 0.5915958395333707 absolute error 0.034404154260464836 relative error 6.174563470668822% Correct digits 2 h 0.001 y1[1] (analytic) 0.8303839026996724 y1[1] (numeric) 0.825300686758853 absolute error 0.005083215940819397 relative error 0.6121525145530018% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5920000000000004 y2[1] (analytic) 0.5580217904413889 y2[1] (numeric) 0.5926008804968821 absolute error 0.0345790900554932 relative error 6.196727555771887% Correct digits 2 h 0.001 y1[1] (analytic) 0.829826295915348 y1[1] (numeric) 0.824708588401662 absolute error 0.0051177075136860095 relative error 0.6167203351926649% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5930000000000004 y2[1] (analytic) 0.5588513375881279 y2[1] (numeric) 0.5936059554335933 absolute error 0.03475461784546541 relative error 6.218937937136956% Correct digits 2 h 0.001 y1[1] (analytic) 0.8292678593047969 y1[1] (numeric) 0.8241154849865349 absolute error 0.0051523743182619874 relative error 0.6213160513156022% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5940000000000004 y2[1] (analytic) 0.5596803258835759 y2[1] (numeric) 0.5946110645138972 absolute error 0.03493073863032137 relative error 6.241194663252756% Correct digits 2 h 0.001 y1[1] (analytic) 0.8287085934264555 y1[1] (numeric) 0.8235213764794135 absolute error 0.00518721694704205 relative error 0.6259398041951636% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5950000000000004 y2[1] (analytic) 0.5605087544987446 y2[1] (numeric) 0.5956162079087449 absolute error 0.03510745341000032 relative error 6.2634977827235625% Correct digits 2 h 0.001 y1[1] (analytic) 0.8281484988395899 y1[1] (numeric) 0.8229262628460688 absolute error 0.005222235993521007 relative error 0.6305917357621801% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5960000000000004 y2[1] (analytic) 0.5613366226052056 y2[1] (numeric) 0.5966213857896465 absolute error 0.03528476318444096 relative error 6.285847344269418% Correct digits 2 h 0.001 y1[1] (analytic) 0.8275875761042942 y1[1] (numeric) 0.8223301440521007 absolute error 0.005257432052193534 relative error 0.6352719886083671% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5970000000000004 y2[1] (analytic) 0.5621639293750906 y2[1] (numeric) 0.5976265983286719 absolute error 0.0354626689535813 relative error 6.308243396726308% Correct digits 2 h 0.001 y1[1] (analytic) 0.8270258257814916 y1[1] (numeric) 0.8217330200629369 absolute error 0.005292805718554727 relative error 0.639980705989844% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5980000000000004 y2[1] (analytic) 0.5629906739810933 y2[1] (numeric) 0.5986318456984521 absolute error 0.03564117171735881 relative error 6.330685989046372% Correct digits 2 h 0.001 y1[1] (analytic) 0.8264632484329321 y1[1] (numeric) 0.8211348908438332 absolute error 0.005328357589098887 relative error 0.6447180318304603% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.5990000000000004 y2[1] (analytic) 0.5638168555964688 y2[1] (numeric) 0.5996371280721791 absolute error 0.03582027247571029 relative error 6.35317517029809% Correct digits 2 h 0.001 y1[1] (analytic) 0.8258998446211929 y1[1] (numeric) 0.8205357563598721 absolute error 0.005364088261320843 relative error 0.6494841107254518% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6000000000000004 y2[1] (analytic) 0.5646424733950357 y2[1] (numeric) 0.6006424456236076 absolute error 0.035999972228571875 relative error 6.375710989666472% Correct digits 2 h 0.001 y1[1] (analytic) 0.8253356149096781 y1[1] (numeric) 0.8199356165759629 absolute error 0.0053999983337151836 relative error 0.6542790879448648% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6010000000000004 y2[1] (analytic) 0.5654675265511763 y2[1] (numeric) 0.6016477985270554 absolute error 0.03618027197587914 relative error 6.398293496453281% Correct digits 2 h 0.001 y1[1] (analytic) 0.824770559862617 y1[1] (numeric) 0.8193344714568409 absolute error 0.0054360884057761405 relative error 0.6591031094370822% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6020000000000004 y2[1] (analytic) 0.5662920142398374 y2[1] (numeric) 0.6026531869574043 absolute error 0.03636117271756689 relative error 6.4209227400771915% Correct digits 2 h 0.001 y1[1] (analytic) 0.8242046800450649 y1[1] (numeric) 0.8187323209670666 absolute error 0.005472359077998257 relative error 0.6639563218324659% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6030000000000004 y2[1] (analytic) 0.5671159356365315 y2[1] (numeric) 0.603658611090101 absolute error 0.036542675453569484 relative error 6.44359877007405% Correct digits 2 h 0.001 y1[1] (analytic) 0.8236379760229013 y1[1] (numeric) 0.8181291650710254 absolute error 0.005508810951875942 relative error 0.6688388724468879% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6040000000000004 y2[1] (analytic) 0.5679392899173372 y2[1] (numeric) 0.6046640711011576 absolute error 0.03672478118382039 relative error 6.46632163609699% Correct digits 2 h 0.001 y1[1] (analytic) 0.8230704483628305 y1[1] (numeric) 0.817525003732927 absolute error 0.005545444629903473 relative error 0.6737509092853373% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6050000000000004 y2[1] (analytic) 0.5687620762589004 y2[1] (numeric) 0.6056695671671528 absolute error 0.036907490908252405 relative error 6.489091387916679% Correct digits 2 h 0.001 y1[1] (analytic) 0.8225020976323798 y1[1] (numeric) 0.8169198369168048 absolute error 0.005582260715574994 relative error 0.6786925810455506% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6060000000000004 y2[1] (analytic) 0.5695842938384347 y2[1] (numeric) 0.6066750994652327 absolute error 0.03709080562679801 relative error 6.51190807542158% Correct digits 2 h 0.001 y1[1] (analytic) 0.8219329243999 y1[1] (numeric) 0.8163136645865153 absolute error 0.005619259813384625 relative error 0.6836640371216779% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6070000000000004 y2[1] (analytic) 0.5704059418337226 y2[1] (numeric) 0.6076806681731112 absolute error 0.03727472633938855 relative error 6.534771748618004% Correct digits 2 h 0.001 y1[1] (analytic) 0.8213629292345643 y1[1] (numeric) 0.8157064867057378 absolute error 0.005656442528826577 relative error 0.688665427607972% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6080000000000004 y2[1] (analytic) 0.5712270194231162 y2[1] (numeric) 0.6086862734690712 absolute error 0.03745925404595507 relative error 6.5576824576304675% Correct digits 2 h 0.001 y1[1] (analytic) 0.8207921127063679 y1[1] (numeric) 0.8150983032379732 absolute error 0.005693809468394706 relative error 0.693696903302435% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6090000000000004 y2[1] (analytic) 0.572047525785538 y2[1] (numeric) 0.6096919155319654 absolute error 0.037644389746427476 relative error 6.580640252701739% Correct digits 2 h 0.001 y1[1] (analytic) 0.8202204753861271 y1[1] (numeric) 0.814489114146544 absolute error 0.005731361239583066 relative error 0.6987586157106075% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6100000000000004 y2[1] (analytic) 0.5728674601004816 y2[1] (numeric) 0.6106975945412171 absolute error 0.03783013444073546 relative error 6.603645184193219% Correct digits 2 h 0.001 y1[1] (analytic) 0.8196480178454792 y1[1] (numeric) 0.8138789193945938 absolute error 0.005769098450885468 relative error 0.7038507170492619% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6110000000000004 y2[1] (analytic) 0.5736868215480129 y2[1] (numeric) 0.6117033106768207 absolute error 0.03801648912880784 relative error 6.626697302585009% Correct digits 2 h 0.001 y1[1] (analytic) 0.8190747406568819 y1[1] (numeric) 0.8132677189450861 absolute error 0.005807021711795812 relative error 0.7089733602502128% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6120000000000004 y2[1] (analytic) 0.5745056093087705 y2[1] (numeric) 0.6127090641193431 absolute error 0.038203454810572635 relative error 6.649796658476145% Correct digits 2 h 0.001 y1[1] (analytic) 0.8185006443936121 y1[1] (numeric) 0.8126555127608045 absolute error 0.005845131632807643 relative error 0.7141266989640577% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6130000000000004 y2[1] (analytic) 0.5753238225639666 y2[1] (numeric) 0.6137148550499238 absolute error 0.03839103248595721 relative error 6.672943302584825% Correct digits 2 h 0.001 y1[1] (analytic) 0.8179257296297663 y1[1] (numeric) 0.8120423008043515 absolute error 0.005883428825414816 relative error 0.7193108875640759% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6140000000000004 y2[1] (analytic) 0.5761414604953882 y2[1] (numeric) 0.6147206836502764 absolute error 0.038579223154888265 relative error 6.696137285748606% Correct digits 2 h 0.001 y1[1] (analytic) 0.8173499969402589 y1[1] (numeric) 0.8114280830381481 absolute error 0.005921913902110831 relative error 0.7245260811499913% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6150000000000004 y2[1] (analytic) 0.5769585222853971 y2[1] (numeric) 0.615726550102689 absolute error 0.03876802781729183 relative error 6.719378658924621% Correct digits 2 h 0.001 y1[1] (analytic) 0.8167734469008227 y1[1] (numeric) 0.8108128594244335 absolute error 0.0059605874763891675 relative error 0.7297724355518791% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6160000000000004 y2[1] (analytic) 0.577775007116932 y2[1] (numeric) 0.6167324545900249 absolute error 0.03895744747309293 relative error 6.742667473189715% Correct digits 2 h 0.001 y1[1] (analytic) 0.8161960800880076 y1[1] (numeric) 0.8101966299252643 absolute error 0.005999450162743281 relative error 0.7350501073340588% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6170000000000004 y2[1] (analytic) 0.5785909141735078 y2[1] (numeric) 0.617738397295724 absolute error 0.039147483122216165 relative error 6.766003779740761% Correct digits 2 h 0.001 y1[1] (analytic) 0.8156178970791804 y1[1] (numeric) 0.8095793945025139 absolute error 0.0060385025766664935 relative error 0.7403592537989973% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6180000000000004 y2[1] (analytic) 0.5794062426392177 y2[1] (numeric) 0.618744378403803 absolute error 0.039338135764585336 relative error 6.789387629894807% Correct digits 2 h 0.001 y1[1] (analytic) 0.8150388984525242 y1[1] (numeric) 0.8089611531178721 absolute error 0.006077745334652107 relative error 0.745700032991264% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6190000000000004 y2[1] (analytic) 0.5802209916987332 y2[1] (numeric) 0.6197503980988566 absolute error 0.03952940640012337 relative error 6.81281907508926% Correct digits 2 h 0.001 y1[1] (analytic) 0.8144590847870373 y1[1] (numeric) 0.808341905732844 absolute error 0.006117179054193289 relative error 0.7510726037014853% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6200000000000004 y2[1] (analytic) 0.5810351605373054 y2[1] (numeric) 0.6207564565660578 absolute error 0.039721296028752406 relative error 6.8362981668821226% Correct digits 2 h 0.001 y1[1] (analytic) 0.8138784566625337 y1[1] (numeric) 0.8077216523087504 absolute error 0.006156804353783296 relative error 0.7564771254703639% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6210000000000004 y2[1] (analytic) 0.5818487483407655 y2[1] (numeric) 0.6217625539911596 absolute error 0.03991380565039415 relative error 6.859824956952255% Correct digits 2 h 0.001 y1[1] (analytic) 0.8132970146596411 y1[1] (numeric) 0.807100392806726 absolute error 0.006196621852915141 relative error 0.7619137585926565% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6220000000000004 y2[1] (analytic) 0.5826617542955257 y2[1] (numeric) 0.6227686905604949 absolute error 0.040106936264969195 relative error 6.883399497099476% Correct digits 2 h 0.001 y1[1] (analytic) 0.8127147593598018 y1[1] (numeric) 0.8064781271877199 absolute error 0.006236632172081813 relative error 0.7673826641212451% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6230000000000004 y2[1] (analytic) 0.5834741775885802 y2[1] (numeric) 0.6237748664609777 absolute error 0.04030068887239746 relative error 6.907021839244841% Correct digits 2 h 0.001 y1[1] (analytic) 0.8121316913452706 y1[1] (numeric) 0.8058548554124946 absolute error 0.006276835932776059 relative error 0.7728840038711797% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6240000000000004 y2[1] (analytic) 0.5842860174075057 y2[1] (numeric) 0.6247810818801041 absolute error 0.04049506447259832 relative error 6.930692035430885% Correct digits 2 h 0.001 y1[1] (analytic) 0.8115478111991159 y1[1] (numeric) 0.8052305774416251 absolute error 0.0063172337574908255 relative error 0.7784179404238294% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6250000000000004 y2[1] (analytic) 0.5850972729404625 y2[1] (numeric) 0.6257873370059526 absolute error 0.04069006406549003 relative error 6.954410137821733% Correct digits 2 h 0.001 y1[1] (analytic) 0.8109631195052176 y1[1] (numeric) 0.8046052932354988 absolute error 0.006357826269718814 relative error 0.7839846371309501% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6260000000000004 y2[1] (analytic) 0.5859079433761951 y2[1] (numeric) 0.6267936320271854 absolute error 0.04088568865099029 relative error 6.978176198703409% Correct digits 2 h 0.001 y1[1] (analytic) 0.8103776168482675 y1[1] (numeric) 0.8039790027543147 absolute error 0.006398614093952815 relative error 0.7895842581188753% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6270000000000004 y2[1] (analytic) 0.5867180279040332 y2[1] (numeric) 0.627799967133049 absolute error 0.04108193922901582 relative error 7.001990270483969% Correct digits 2 h 0.001 y1[1] (analytic) 0.8097913038137678 y1[1] (numeric) 0.8033517059580828 absolute error 0.006439597855685042 relative error 0.7952169682926098% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6280000000000004 y2[1] (analytic) 0.5875275257138922 y2[1] (numeric) 0.6288063425133749 absolute error 0.04127881679948264 relative error 7.02585240569378% Correct digits 2 h 0.001 y1[1] (analytic) 0.809204180988032 y1[1] (numeric) 0.8027234028066237 absolute error 0.006480778181408353 relative error 0.8008829333401828% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6290000000000004 y2[1] (analytic) 0.5883364359962745 y2[1] (numeric) 0.6298127583585805 absolute error 0.04147632236230603 relative error 7.049762656985716% Correct digits 2 h 0.001 y1[1] (analytic) 0.8086162489581826 y1[1] (numeric) 0.8020940932595677 absolute error 0.006522155698614918 relative error 0.8065823197367147% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6300000000000004 y2[1] (analytic) 0.5891447579422698 y2[1] (numeric) 0.6308192148596701 absolute error 0.04167445691740024 relative error 7.0737210771353265% Correct digits 2 h 0.001 y1[1] (analytic) 0.8080275083121516 y1[1] (numeric) 0.8014637772763545 absolute error 0.006563731035797105 relative error 0.8123152947487834% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6310000000000004 y2[1] (analytic) 0.5899524907435564 y2[1] (numeric) 0.6318257122082352 absolute error 0.04187322146467887 relative error 7.0977277190411145% Correct digits 2 h 0.001 y1[1] (analytic) 0.8074379596386796 y1[1] (numeric) 0.8008324548162326 absolute error 0.006605504822447039 relative error 0.818082026438655% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6320000000000005 y2[1] (analytic) 0.5907596335924012 y2[1] (numeric) 0.6328322505964561 absolute error 0.042072617004054846 relative error 7.12178263572476% Correct digits 2 h 0.001 y1[1] (analytic) 0.8068476035273153 y1[1] (numeric) 0.8002001258382582 absolute error 0.006647477689057157 relative error 0.8238826836686652% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6330000000000005 y2[1] (analytic) 0.5915661856816617 y2[1] (numeric) 0.6338388302171017 absolute error 0.042272644535439996 relative error 7.145885880331248% Correct digits 2 h 0.001 y1[1] (analytic) 0.8062564405684147 y1[1] (numeric) 0.7995667903012955 absolute error 0.006689650267119207 relative error 0.829717436105437% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6340000000000005 y2[1] (analytic) 0.592372146204786 y2[1] (numeric) 0.6348454512635312 absolute error 0.04247330505874525 relative error 7.17003750612913% Correct digits 2 h 0.001 y1[1] (analytic) 0.8056644713531407 y1[1] (numeric) 0.7989324481640154 absolute error 0.006732023189125247 relative error 0.8355864542243729% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6350000000000005 y2[1] (analytic) 0.5931775143558132 y2[1] (numeric) 0.6358521139296943 absolute error 0.04267459957388109 relative error 7.1942375665108305% Correct digits 2 h 0.001 y1[1] (analytic) 0.8050716964734626 y1[1] (numeric) 0.7982970993848952 absolute error 0.0067745970885673135 relative error 0.8414899093140115% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6360000000000005 y2[1] (analytic) 0.5939822893293757 y2[1] (numeric) 0.6368588184101324 absolute error 0.042876529080756676 relative error 7.218486114992688% Correct digits 2 h 0.001 y1[1] (analytic) 0.804478116522155 y1[1] (numeric) 0.797660743922218 absolute error 0.006817372599936977 relative error 0.8474279734803986% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6370000000000005 y2[1] (analytic) 0.5947864703206982 y2[1] (numeric) 0.6378655648999789 absolute error 0.04307909457928072 relative error 7.242783205215352% Correct digits 2 h 0.001 y1[1] (analytic) 0.8038837320927978 y1[1] (numeric) 0.7970233817340718 absolute error 0.006860350358726008 relative error 0.8534008196516248% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6380000000000005 y2[1] (analytic) 0.5955900565256 y2[1] (numeric) 0.6388723535949606 absolute error 0.0432822970693606 relative error 7.267128890943836% Correct digits 2 h 0.001 y1[1] (analytic) 0.8032885437797757 y1[1] (numeric) 0.7963850127783496 absolute error 0.006903531001426044 relative error 0.8594086215822682% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6390000000000005 y2[1] (analytic) 0.5963930471404949 y2[1] (numeric) 0.6398791846913983 absolute error 0.04348613755090336 relative error 7.291523226067915% Correct digits 2 h 0.001 y1[1] (analytic) 0.8026925521782766 y1[1] (numeric) 0.795745637012748 absolute error 0.006946915165528589 relative error 0.8654515538579074% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6400000000000005 y2[1] (analytic) 0.5971954413623924 y2[1] (numeric) 0.640886058386207 absolute error 0.043690617023814604 relative error 7.315966264602159% Correct digits 2 h 0.001 y1[1] (analytic) 0.8020957578842923 y1[1] (numeric) 0.7951052543947673 absolute error 0.006990503489525013 relative error 0.8715297918996648% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6410000000000005 y2[1] (analytic) 0.5979972383888983 y2[1] (numeric) 0.6418929748768979 absolute error 0.043895736487999604 relative error 7.340458060686341% Correct digits 2 h 0.001 y1[1] (analytic) 0.801498161494617 y1[1] (numeric) 0.7944638648817103 absolute error 0.007034296612906665 relative error 0.8776435119687931% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6420000000000005 y2[1] (analytic) 0.5987984374182156 y2[1] (numeric) 0.642899934361578 absolute error 0.044101496943362406 relative error 7.364998668585509% Correct digits 2 h 0.001 y1[1] (analytic) 0.8008997636068469 y1[1] (numeric) 0.7938214684306821 absolute error 0.007078295176164762 relative error 0.8837928911712628% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6430000000000005 y2[1] (analytic) 0.5995990376491455 y2[1] (numeric) 0.6439069370389515 absolute error 0.04430789938980606 relative error 7.3895881426902434% Correct digits 2 h 0.001 y1[1] (analytic) 0.8003005648193801 y1[1] (numeric) 0.7931780649985896 absolute error 0.0071224998207904955 relative error 0.8899781074624099% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6440000000000005 y2[1] (analytic) 0.6003990382810875 y2[1] (numeric) 0.6449139831083206 absolute error 0.04451494482723306 relative error 7.41422653751697% Correct digits 2 h 0.001 y1[1] (analytic) 0.799700565731415 y1[1] (numeric) 0.7925336545421402 absolute error 0.007166911189274816 relative error 0.8961993396515706% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6450000000000005 y2[1] (analytic) 0.6011984385140414 y2[1] (numeric) 0.645921072769586 absolute error 0.04472263425554457 relative error 7.438913907708036% Correct digits 2 h 0.001 y1[1] (analytic) 0.7990997669429508 y1[1] (numeric) 0.7918882370178423 absolute error 0.00721152992510854 relative error 0.9024567674067892% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6460000000000005 y2[1] (analytic) 0.6019972375486069 y2[1] (numeric) 0.6469282062232481 absolute error 0.04493096867464119 relative error 7.4636503080320775% Correct digits 2 h 0.001 y1[1] (analytic) 0.7984981690547863 y1[1] (numeric) 0.7912418123820036 absolute error 0.007256356672782682 relative error 0.9087505712595831% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6470000000000005 y2[1] (analytic) 0.602795434585985 y2[1] (numeric) 0.6479353836704075 absolute error 0.04513994908442254 relative error 7.488435793384166% Correct digits 2 h 0.001 y1[1] (analytic) 0.7978957726685194 y1[1] (numeric) 0.7905943805907313 absolute error 0.007301392077788127 relative error 0.9150809326096584% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6480000000000005 y2[1] (analytic) 0.6035930288279786 y2[1] (numeric) 0.6489426053127657 absolute error 0.0453495764847871 relative error 7.513270418786022% Correct digits 2 h 0.001 y1[1] (analytic) 0.7972925783865462 y1[1] (numeric) 0.789945941599931 absolute error 0.007346636786615179 relative error 0.9214480337296401% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6490000000000005 y2[1] (analytic) 0.6043900194769939 y2[1] (numeric) 0.6499498713526263 absolute error 0.045559851875632384 relative error 7.538154239386248% Correct digits 2 h 0.001 y1[1] (analytic) 0.7966885868120611 y1[1] (numeric) 0.7892964953653065 absolute error 0.007392091446754567 relative error 0.9278520577700158% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6500000000000005 y2[1] (analytic) 0.6051864057360399 y2[1] (numeric) 0.6509571819928952 absolute error 0.04577077625685533 relative error 7.563087310460649% Correct digits 2 h 0.001 y1[1] (analytic) 0.7960837985490555 y1[1] (numeric) 0.788646041842359 absolute error 0.007437756706696552 relative error 0.9342931887638748% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6510000000000005 y2[1] (analytic) 0.6059821868087307 y2[1] (numeric) 0.6519645374370822 absolute error 0.04598235062835143 relative error 7.588069687412293% Correct digits 2 h 0.001 y1[1] (analytic) 0.7954782142023178 y1[1] (numeric) 0.7879945809863862 absolute error 0.0074836332159315955 relative error 0.940771611631874% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6520000000000005 y2[1] (analytic) 0.6067773618992852 y2[1] (numeric) 0.6529719378893009 absolute error 0.04619457599001564 relative error 7.613101425771905% Correct digits 2 h 0.001 y1[1] (analytic) 0.7948718343774321 y1[1] (numeric) 0.7873421127524822 absolute error 0.007529721624949914 relative error 0.9472875121870964% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6530000000000005 y2[1] (analytic) 0.6075719302125283 y2[1] (numeric) 0.65397938355427 absolute error 0.04640745334174168 relative error 7.63818258119798% Correct digits 2 h 0.001 y1[1] (analytic) 0.7942646596807783 y1[1] (numeric) 0.7866886370955367 absolute error 0.007576022585241593 relative error 0.9538410771400129% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6540000000000005 y2[1] (analytic) 0.6083658909538918 y2[1] (numeric) 0.6549868746373142 absolute error 0.04662098368342238 relative error 7.663313209477057% Correct digits 2 h 0.001 y1[1] (analytic) 0.793656690719531 y1[1] (numeric) 0.7860341539702344 absolute error 0.007622536749296693 relative error 0.9604324941034749% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6550000000000005 y2[1] (analytic) 0.6091592433294152 y2[1] (numeric) 0.6559944113443646 absolute error 0.04683516801494947 relative error 7.688493366523933% Correct digits 2 h 0.001 y1[1] (analytic) 0.7930479281016591 y1[1] (numeric) 0.7853786633310541 absolute error 0.007669264770605033 relative error 0.9670619515977005% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6560000000000005 y2[1] (analytic) 0.6099519865457459 y2[1] (numeric) 0.6570019938819598 absolute error 0.047050007336213895 relative error 7.713723108381939% Correct digits 2 h 0.001 y1[1] (analytic) 0.7924383724359253 y1[1] (numeric) 0.7847221651322688 absolute error 0.007716207303656519 relative error 0.9737296390553618% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6570000000000005 y2[1] (analytic) 0.6107441198101409 y2[1] (numeric) 0.6580096224572464 absolute error 0.047265502647105495 relative error 7.739002491223117% Correct digits 2 h 0.001 y1[1] (analytic) 0.791828024331885 y1[1] (numeric) 0.7840646593279443 absolute error 0.007763365003940703 relative error 0.9804357468266094% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6580000000000005 y2[1] (analytic) 0.611535642330467 y2[1] (numeric) 0.65901729727798 absolute error 0.047481654947513 relative error 7.764331571348452% Correct digits 2 h 0.001 y1[1] (analytic) 0.7912168843998864 y1[1] (numeric) 0.7834061458719391 absolute error 0.007810738527947225 relative error 0.9871804661842409% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6590000000000005 y2[1] (analytic) 0.6123265533152017 y2[1] (numeric) 0.6600250185525258 absolute error 0.04769846523732413 relative error 7.789710405188134% Correct digits 2 h 0.001 y1[1] (analytic) 0.7906049532510693 y1[1] (numeric) 0.7827466247179037 absolute error 0.007858328533165593 relative error 0.9939639893288216% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6600000000000005 y2[1] (analytic) 0.6131168519734341 y2[1] (numeric) 0.6610327864898599 absolute error 0.04791593451642573 relative error 7.815139049301794% Correct digits 2 h 0.001 y1[1] (analytic) 0.7899922314973647 y1[1] (numeric) 0.7820860958192798 absolute error 0.007906135678084958 relative error 1.000786509393837% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6610000000000005 y2[1] (analytic) 0.6139065375148657 y2[1] (numeric) 0.6620406012995692 absolute error 0.04813406378470353 relative error 7.8406175603787185% Correct digits 2 h 0.001 y1[1] (analytic) 0.7893787197514947 y1[1] (numeric) 0.7814245591292999 absolute error 0.007954160622194784 relative error 1.0076482204509951% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6620000000000005 y2[1] (analytic) 0.6146956091498109 y2[1] (numeric) 0.6630484631918531 absolute error 0.04835285404204215 relative error 7.866145995238076% Correct digits 2 h 0.001 y1[1] (analytic) 0.7887644186269706 y1[1] (numeric) 0.7807620146009865 absolute error 0.008002404025984067 relative error 1.0145493175153777% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6630000000000005 y2[1] (analytic) 0.6154840660891983 y2[1] (numeric) 0.6640563723775235 absolute error 0.04857230628832521 relative error 7.891724410829171% Correct digits 2 h 0.001 y1[1] (analytic) 0.7881493287380936 y1[1] (numeric) 0.7800984621871517 absolute error 0.008050866550941893 relative error 1.0214899965507984% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6640000000000005 y2[1] (analytic) 0.6162719075445707 y2[1] (numeric) 0.6650643290680062 absolute error 0.048792421523435436 relative error 7.917352864231705% Correct digits 2 h 0.001 y1[1] (analytic) 0.7875334506999535 y1[1] (numeric) 0.7794339018403965 absolute error 0.008099548859556993 relative error 1.0284704544750674% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6650000000000005 y2[1] (analytic) 0.617059132728087 y2[1] (numeric) 0.6660723334753412 absolute error 0.04901320074725424 relative error 7.943031412655937% Correct digits 2 h 0.001 y1[1] (analytic) 0.7869167851284284 y1[1] (numeric) 0.7787683335131101 absolute error 0.008148451615318297 relative error 1.0354908891654195% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6660000000000005 y2[1] (analytic) 0.617845740852522 y2[1] (numeric) 0.667080385812184 absolute error 0.04923464495966201 relative error 7.968760113442973% Correct digits 2 h 0.001 y1[1] (analytic) 0.7862993326401837 y1[1] (numeric) 0.7781017571574694 absolute error 0.00819757548271427 relative error 1.0425514994638232% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6670000000000005 y2[1] (analytic) 0.6186317311312676 y2[1] (numeric) 0.6680884862918057 absolute error 0.04945675516053816 relative error 7.994539024065017% Correct digits 2 h 0.001 y1[1] (analytic) 0.7856810938526719 y1[1] (numeric) 0.7774341727254382 absolute error 0.008246921127233686 relative error 1.0496524851825082% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6680000000000005 y2[1] (analytic) 0.6194171027783336 y2[1] (numeric) 0.6690966351280944 absolute error 0.04967953234976075 relative error 8.02036820212554% Correct digits 2 h 0.001 y1[1] (analytic) 0.7850620693841317 y1[1] (numeric) 0.776765580168767 absolute error 0.008296489215364744 relative error 1.05679404710932% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6690000000000005 y2[1] (analytic) 0.6202018550083485 y2[1] (numeric) 0.6701048325355556 absolute error 0.04990297752720718 relative error 8.046247705359644% Correct digits 2 h 0.001 y1[1] (analytic) 0.7844422598535876 y1[1] (numeric) 0.7760959794389917 absolute error 0.008346280414595952 relative error 1.0639763870133343% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6700000000000005 y2[1] (analytic) 0.62098598703656 y2[1] (numeric) 0.6711130787293134 absolute error 0.05012709169275331 relative error 8.072177591634144% Correct digits 2 h 0.001 y1[1] (analytic) 0.783821665880849 y1[1] (numeric) 0.7754253704874338 absolute error 0.008396295393415243 relative error 1.0711997076502844% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6710000000000005 y2[1] (analytic) 0.6217694980788363 y2[1] (numeric) 0.6721213739251104 absolute error 0.0503518758462741 relative error 8.098157918947933% Correct digits 2 h 0.001 y1[1] (analytic) 0.7832002880865098 y1[1] (numeric) 0.774753753265199 absolute error 0.008446534821310747 relative error 1.0784642127682378% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6720000000000005 y2[1] (analytic) 0.6225523873516663 y2[1] (numeric) 0.6731297183393097 absolute error 0.05057733098764339 relative error 8.124188745432175% Correct digits 2 h 0.001 y1[1] (analytic) 0.7825781270919479 y1[1] (numeric) 0.7740811277231774 absolute error 0.008496999368770464 relative error 1.0857701071131678% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6730000000000005 y2[1] (analytic) 0.6233346540721608 y2[1] (numeric) 0.6741381121888946 absolute error 0.05080345811673381 relative error 8.150270129350535% Correct digits 2 h 0.001 y1[1] (analytic) 0.7819551835193239 y1[1] (numeric) 0.773407493812042 absolute error 0.008547689707281925 relative error 1.093117596434565% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6740000000000005 y2[1] (analytic) 0.6241162974580533 y2[1] (numeric) 0.6751465556914702 absolute error 0.05103025823341689 relative error 8.176402129099444% Correct digits 2 h 0.001 y1[1] (analytic) 0.7813314579915817 y1[1] (numeric) 0.7727328514822487 absolute error 0.008598606509332973 relative error 1.1005068874912263% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6750000000000005 y2[1] (analytic) 0.6248973167277002 y2[1] (numeric) 0.6761550490652634 absolute error 0.051257732337563144 relative error 8.202584803208358% Correct digits 2 h 0.001 y1[1] (analytic) 0.7807069511324466 y1[1] (numeric) 0.7720572006840354 absolute error 0.008649750448411209 relative error 1.1079381880569144% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6760000000000005 y2[1] (analytic) 0.6256777111000825 y2[1] (numeric) 0.6771635925291241 absolute error 0.051485881429041536 relative error 8.228818210339911% Correct digits 2 h 0.001 y1[1] (analytic) 0.7800816635664254 y1[1] (numeric) 0.7713805413674215 absolute error 0.008701122199003875 relative error 1.1154117069261118% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6770000000000005 y2[1] (analytic) 0.6264574797948058 y2[1] (numeric) 0.6781721863025262 absolute error 0.051714706507720365 relative error 8.25510240929031% Correct digits 2 h 0.001 y1[1] (analytic) 0.7794555959188056 y1[1] (numeric) 0.7707028734822073 absolute error 0.008752722436598304 relative error 1.1229276539198851% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6780000000000005 y2[1] (analytic) 0.6272366220321016 y2[1] (numeric) 0.6791808306055679 absolute error 0.051944208573466266 relative error 8.281437458989407% Correct digits 2 h 0.001 y1[1] (analytic) 0.7788287488156549 y1[1] (numeric) 0.7700241969779733 absolute error 0.008804551837681585 relative error 1.130486239891689% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6790000000000005 y2[1] (analytic) 0.6280151370328276 y2[1] (numeric) 0.6801895256589726 absolute error 0.052174388626144985 relative error 8.307823418501092% Correct digits 2 h 0.001 y1[1] (analytic) 0.7782011228838203 y1[1] (numeric) 0.7693445118040795 absolute error 0.008856611079740784 relative error 1.1380876767332821% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6800000000000005 y2[1] (analytic) 0.6287930240184689 y2[1] (numeric) 0.68119827168409 absolute error 0.052405247665621046 relative error 8.334260347023475% Correct digits 2 h 0.001 y1[1] (analytic) 0.7775727187509276 y1[1] (numeric) 0.7686638179096649 absolute error 0.008908900841262724 relative error 1.1457321773806246% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6810000000000005 y2[1] (analytic) 0.6295702822111385 y2[1] (numeric) 0.6822070689028964 absolute error 0.052636786691757864 relative error 8.360748303889144% Correct digits 2 h 0.001 y1[1] (analytic) 0.776943537045381 y1[1] (numeric) 0.7679821152436468 absolute error 0.008961421801734204 relative error 1.1534199558198746% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6820000000000005 y2[1] (analytic) 0.6303469108335785 y2[1] (numeric) 0.6832159175379958 absolute error 0.0528690067044173 relative error 8.38728734856536% Correct digits 2 h 0.001 y1[1] (analytic) 0.7763135783963621 y1[1] (numeric) 0.7672994037547203 absolute error 0.009014174641641781 relative error 1.1611512270933664% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6830000000000005 y2[1] (analytic) 0.6311229091091601 y2[1] (numeric) 0.6842248178126205 absolute error 0.05310190870346032 relative error 8.413877540654402% Correct digits 2 h 0.001 y1[1] (analytic) 0.7756828434338294 y1[1] (numeric) 0.7666156833913575 absolute error 0.009067160042471878 relative error 1.1689262073056748% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6840000000000005 y2[1] (analytic) 0.6318982762618852 y2[1] (numeric) 0.6852337699506318 absolute error 0.05333549368874657 relative error 8.440518939893751% Correct digits 2 h 0.001 y1[1] (analytic) 0.7750513327885181 y1[1] (numeric) 0.7659309541018072 absolute error 0.009120378686710895 relative error 1.1767451136297185% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6850000000000005 y2[1] (analytic) 0.6326730115163868 y2[1] (numeric) 0.6862427741765211 absolute error 0.05356976266013436 relative error 8.467211606156344% Correct digits 2 h 0.001 y1[1] (analytic) 0.7744190470919384 y1[1] (numeric) 0.7652452158340937 absolute error 0.009173831257844767 relative error 1.1846081643128357% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6860000000000005 y2[1] (analytic) 0.6334471140979294 y2[1] (numeric) 0.6872518307154104 absolute error 0.053804716617480985 relative error 8.493955599450864% Correct digits 2 h 0.001 y1[1] (analytic) 0.7737859869763762 y1[1] (numeric) 0.7645584685360165 absolute error 0.009227518440359739 relative error 1.1925155786830572% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6870000000000005 y2[1] (analytic) 0.6342205832324108 y2[1] (numeric) 0.6882609397930529 absolute error 0.0540403565606421 relative error 8.52075097992191% Correct digits 2 h 0.001 y1[1] (analytic) 0.7731521530748916 y1[1] (numeric) 0.7638707121551499 absolute error 0.009281440919741701 relative error 1.200467577155237% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6880000000000005 y2[1] (analytic) 0.6349934181463618 y2[1] (numeric) 0.6892701016358342 absolute error 0.054276683489472455 relative error 8.547597807850353% Correct digits 2 h 0.001 y1[1] (analytic) 0.7725175460213183 y1[1] (numeric) 0.763181946638842 absolute error 0.0093355993824763 relative error 1.2084643812373261% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6890000000000005 y2[1] (analytic) 0.6357656180669476 y2[1] (numeric) 0.6902793164707729 absolute error 0.05451369840382525 relative error 8.574496143653498% Correct digits 2 h 0.001 y1[1] (analytic) 0.7718821664502634 y1[1] (numeric) 0.7624921719342141 absolute error 0.009389994516049271 relative error 1.216506213536716% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6900000000000005 y2[1] (analytic) 0.6365371822219683 y2[1] (numeric) 0.6912885845255211 absolute error 0.0547514023035528 relative error 8.601446047885434% Correct digits 2 h 0.001 y1[1] (analytic) 0.7712460149971063 y1[1] (numeric) 0.7618013879881604 absolute error 0.009444627008945883 relative error 1.2245932977665135% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6910000000000005 y2[1] (analytic) 0.6373081098398599 y2[1] (numeric) 0.6922979060283656 absolute error 0.054989796188505746 relative error 8.628447581237175% Correct digits 2 h 0.001 y1[1] (analytic) 0.7706090922979985 y1[1] (numeric) 0.7611095947473471 absolute error 0.009499497550651381 relative error 1.2327258587519854% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6920000000000005 y2[1] (analytic) 0.6380784001496946 y2[1] (numeric) 0.6933072812082282 absolute error 0.05522888105853352 relative error 8.655500804536981% Correct digits 2 h 0.001 y1[1] (analytic) 0.7699713989898626 y1[1] (numeric) 0.7604167921582115 absolute error 0.009554606831651102 relative error 1.2409041224370074% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6930000000000005 y2[1] (analytic) 0.6388480523811825 y2[1] (numeric) 0.6943167102946667 absolute error 0.05546865791348421 relative error 8.6826057787506% Correct digits 2 h 0.001 y1[1] (analytic) 0.7693329357103919 y1[1] (numeric) 0.7597229801669618 absolute error 0.009609955543430027 relative error 1.2491283158904825% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6940000000000005 y2[1] (analytic) 0.6396170657646711 y2[1] (numeric) 0.695326193517876 absolute error 0.0557091277532048 relative error 8.709762564981558% Correct digits 2 h 0.001 y1[1] (analytic) 0.7686937030980495 y1[1] (numeric) 0.7590281587195765 absolute error 0.009665544378473001 relative error 1.257398667312893% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6950000000000005 y2[1] (analytic) 0.6403854395311473 y2[1] (numeric) 0.6963357311086881 absolute error 0.05595029157754072 relative error 8.73697122447135% Correct digits 2 h 0.001 y1[1] (analytic) 0.7680537017920682 y1[1] (numeric) 0.7583323277618035 absolute error 0.00972137403026474 relative error 1.2657154060428661% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6960000000000005 y2[1] (analytic) 0.6411531729122374 y2[1] (numeric) 0.6973453232985735 absolute error 0.05619215038633607 relative error 8.764231818599733% Correct digits 2 h 0.001 y1[1] (analytic) 0.767412932432449 y1[1] (numeric) 0.7576354872391594 absolute error 0.009777445193289602 relative error 1.274078762563759% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6970000000000005 y2[1] (analytic) 0.641920265140208 y2[1] (numeric) 0.6983549703196416 absolute error 0.05643470517943361 relative error 8.791544408884983% Correct digits 2 h 0.001 y1[1] (analytic) 0.7667713956599614 y1[1] (numeric) 0.7569376370969293 absolute error 0.009833758563032147 relative error 1.2824889685103882% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6980000000000005 y2[1] (analytic) 0.6426867154479668 y2[1] (numeric) 0.6993646724046417 absolute error 0.05667795695667488 relative error 8.818909056984177% Correct digits 2 h 0.001 y1[1] (analytic) 0.7661290921161421 y1[1] (numeric) 0.7562387772801655 absolute error 0.009890314835976577 relative error 1.2909462566756629% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.6990000000000005 y2[1] (analytic) 0.6434525230690639 y2[1] (numeric) 0.7003744297869637 absolute error 0.05692190671789987 relative error 8.846325824693404% Correct digits 2 h 0.001 y1[1] (analytic) 0.7654860224432944 y1[1] (numeric) 0.7555389077336876 absolute error 0.009947114709606852 relative error 1.2994508610173496% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7000000000000005 y2[1] (analytic) 0.6442176872376915 y2[1] (numeric) 0.7013842427006388 absolute error 0.057166555462947355 relative error 8.873794773948065% Correct digits 2 h 0.001 y1[1] (analytic) 0.764842187284488 y1[1] (numeric) 0.7548380284020811 absolute error 0.01000415888240691 relative error 1.3080030166649004% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7010000000000005 y2[1] (analytic) 0.6449822071886855 y2[1] (numeric) 0.70239411138034 absolute error 0.05741190419165454 relative error 8.901315966823105% Correct digits 2 h 0.001 y1[1] (analytic) 0.7641975872835582 y1[1] (numeric) 0.7541361392296976 absolute error 0.010061448053860667 relative error 1.3166029599262958% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7020000000000005 y2[1] (analytic) 0.645746082157526 y2[1] (numeric) 0.7034040360613835 absolute error 0.05765795390385742 relative error 8.928889465533311% Correct digits 2 h 0.001 y1[1] (analytic) 0.7635522230851047 y1[1] (numeric) 0.7534332401606533 absolute error 0.010118982924451458 relative error 1.3252509282948688% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7030000000000005 y2[1] (analytic) 0.6465093113803383 y2[1] (numeric) 0.7044140169797287 absolute error 0.05790470559939043 relative error 8.95651533243353% Correct digits 2 h 0.001 y1[1] (analytic) 0.7629060953344918 y1[1] (numeric) 0.752729331138829 absolute error 0.010176764195662824 relative error 1.3339471604563442% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7040000000000005 y2[1] (analytic) 0.647271894093893 y2[1] (numeric) 0.7054240543719796 absolute error 0.05815216027808667 relative error 8.98419363001897% Correct digits 2 h 0.001 y1[1] (analytic) 0.7622592046778472 y1[1] (numeric) 0.7520244121078692 absolute error 0.010234792569978057 relative error 1.3426918962957721% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7050000000000005 y2[1] (analytic) 0.6480338295356076 y2[1] (numeric) 0.7064341484753852 absolute error 0.058400318939777596 relative error 9.011924420925414% Correct digits 2 h 0.001 y1[1] (analytic) 0.7616115517620614 y1[1] (numeric) 0.7513184830111813 absolute error 0.010293068750880097 relative error 1.3514853769045512% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7060000000000005 y2[1] (analytic) 0.6487951169435466 y2[1] (numeric) 0.7074442995278403 absolute error 0.058649182584293635 relative error 9.039707767929587% Correct digits 2 h 0.001 y1[1] (analytic) 0.7609631372347873 y1[1] (numeric) 0.7506115437919354 absolute error 0.010351593442851859 relative error 1.3603278445875602% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7070000000000005 y2[1] (analytic) 0.6495557555564228 y2[1] (numeric) 0.7084545077678862 absolute error 0.058898752211463457 relative error 9.067543733949302% Correct digits 2 h 0.001 y1[1] (analytic) 0.7603139617444393 y1[1] (numeric) 0.7499035943930631 absolute error 0.010410367351376237 relative error 1.3692195428702945% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7080000000000005 y2[1] (analytic) 0.6503157446135975 y2[1] (numeric) 0.7094647734347118 absolute error 0.05914902882111428 relative error 9.09543238204378% Correct digits 2 h 0.001 y1[1] (analytic) 0.759664025940193 y1[1] (numeric) 0.7491946347572573 absolute error 0.010469391182935661 relative error 1.3781607165059964% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7090000000000005 y2[1] (analytic) 0.6510750833550819 y2[1] (numeric) 0.7104750967681538 absolute error 0.059400013413071884 relative error 9.123373775413922% Correct digits 2 h 0.001 y1[1] (analytic) 0.759013330471984 y1[1] (numeric) 0.7484846648269715 absolute error 0.010528665645012536 relative error 1.38715161148295% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7100000000000005 y2[1] (analytic) 0.6518337710215371 y2[1] (numeric) 0.7114854780086979 absolute error 0.059651706987160824 relative error 9.151367977402614% Correct digits 2 h 0.001 y1[1] (analytic) 0.7583618759905079 y1[1] (numeric) 0.7477736845444187 absolute error 0.010588191446089135 relative error 1.396192475031757% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7110000000000005 y2[1] (analytic) 0.6525918068542756 y2[1] (numeric) 0.7124959173974793 absolute error 0.05990411054320366 relative error 9.179415051494862% Correct digits 2 h 0.001 y1[1] (analytic) 0.7577096631472189 y1[1] (numeric) 0.7470616938515714 absolute error 0.010647969295647486 relative error 1.4052835556326597% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7120000000000005 y2[1] (analytic) 0.6533491900952616 y2[1] (numeric) 0.7135064151762835 absolute error 0.06015722508102195 relative error 9.20751506131824% Correct digits 2 h 0.001 y1[1] (analytic) 0.7570566925943298 y1[1] (numeric) 0.7463486926901605 absolute error 0.010707999904169374 relative error 1.414425103022935% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7130000000000005 y2[1] (analytic) 0.654105919987112 y2[1] (numeric) 0.7145169715875472 absolute error 0.06041105160043525 relative error 9.235668070642985% Correct digits 2 h 0.001 y1[1] (analytic) 0.7564029649848114 y1[1] (numeric) 0.7456346810016747 absolute error 0.010768283983136673 relative error 1.4236173682043805% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7140000000000005 y2[1] (analytic) 0.654861995773097 y2[1] (numeric) 0.7155275868743589 absolute error 0.060665591101261906 relative error 9.263874143382404% Correct digits 2 h 0.001 y1[1] (analytic) 0.7557484809723909 y1[1] (numeric) 0.7449196587273602 absolute error 0.010828822245030678 relative error 1.4328606034507236% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7150000000000005 y2[1] (analytic) 0.6556174166971407 y2[1] (numeric) 0.7165382612804596 absolute error 0.06092084458331892 relative error 9.29213334359313% Correct digits 2 h 0.001 y1[1] (analytic) 0.7550932412115525 y1[1] (numeric) 0.7442036258082196 absolute error 0.010889615403332886 relative error 1.442155062315274% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7160000000000005 y2[1] (analytic) 0.6563721820038223 y2[1] (numeric) 0.7175489950502436 absolute error 0.06117681304642131 relative error 9.320445735475282% Correct digits 2 h 0.001 y1[1] (analytic) 0.7544372463575357 y1[1] (numeric) 0.7434865821850115 absolute error 0.010950664172524216 relative error 1.451500999638422% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7170000000000005 y2[1] (analytic) 0.6571262909383767 y2[1] (numeric) 0.7185597884287593 absolute error 0.06143349749038263 relative error 9.348811383372832% Correct digits 2 h 0.001 y1[1] (analytic) 0.7537804970663355 y1[1] (numeric) 0.7427685277982496 absolute error 0.011011969268085897 relative error 1.4608986715554146% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7180000000000005 y2[1] (analytic) 0.6578797427466948 y2[1] (numeric) 0.71957064166171 absolute error 0.061690898915015224 relative error 9.377230351773918% Correct digits 2 h 0.001 y1[1] (analytic) 0.7531229939947011 y1[1] (numeric) 0.7420494625882025 absolute error 0.011073531406498582 relative error 1.4703483355039475% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7190000000000005 y2[1] (analytic) 0.6586325366753251 y2[1] (numeric) 0.7205815549954544 absolute error 0.061949018320129334 relative error 9.405702705310972% Correct digits 2 h 0.001 y1[1] (analytic) 0.7524647378001355 y1[1] (numeric) 0.7413293864948926 absolute error 0.011135351305242902 relative error 1.4798502502320046% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7200000000000005 y2[1] (analytic) 0.6593846719714735 y2[1] (numeric) 0.7215925286770075 absolute error 0.06220785670553397 relative error 9.434228508761153% Correct digits 2 h 0.001 y1[1] (analytic) 0.7518057291408946 y1[1] (numeric) 0.7406082994580956 absolute error 0.01119742968279902 relative error 1.4894046758056203% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7210000000000005 y2[1] (analytic) 0.660136147883005 y2[1] (numeric) 0.7226035629540415 absolute error 0.06246741507103648 relative error 9.462807827046534% Correct digits 2 h 0.001 y1[1] (analytic) 0.7511459686759874 y1[1] (numeric) 0.7398862014173401 absolute error 0.011259767258647302 relative error 1.499011873616843% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7220000000000005 y2[1] (analytic) 0.6608869636584436 y2[1] (numeric) 0.7236146580748862 absolute error 0.06272769441644266 relative error 9.491440725234412% Correct digits 2 h 0.001 y1[1] (analytic) 0.750485457065174 y1[1] (numeric) 0.7391630923119062 absolute error 0.011322364753267755 relative error 1.5086721063915958% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7230000000000005 y2[1] (analytic) 0.6616371185469735 y2[1] (numeric) 0.72462581428853 absolute error 0.06298869574155652 relative error 9.520127268537548% Correct digits 2 h 0.001 y1[1] (analytic) 0.7498241949689661 y1[1] (numeric) 0.738438972080826 absolute error 0.011385222888140145 relative error 1.518385638197679% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7240000000000005 y2[1] (analytic) 0.66238661179844 y2[1] (numeric) 0.7256370318446204 absolute error 0.06325042004618031 relative error 9.548867522314445% Correct digits 2 h 0.001 y1[1] (analytic) 0.7491621830486257 y1[1] (numeric) 0.7377138406628817 absolute error 0.011448342385743993 relative error 1.5281527344528172% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7250000000000005 y2[1] (analytic) 0.6631354426633501 y2[1] (numeric) 0.726648310993465 absolute error 0.06351286833011494 relative error 9.577661552069706% Correct digits 2 h 0.001 y1[1] (analytic) 0.7484994219661647 y1[1] (numeric) 0.7369876979966058 absolute error 0.011511723969558907 relative error 1.5379736619328057% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7260000000000005 y2[1] (analytic) 0.6638836103928726 y2[1] (numeric) 0.7276596519860323 absolute error 0.06377604159315975 relative error 9.606509423454273% Correct digits 2 h 0.001 y1[1] (analytic) 0.7478359123843442 y1[1] (numeric) 0.7362605440202802 absolute error 0.011575368364064031 relative error 1.5478486887796001% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7270000000000005 y2[1] (analytic) 0.6646311142388401 y2[1] (numeric) 0.728671055073952 absolute error 0.06403994083511189 relative error 9.635411202265601% Correct digits 2 h 0.001 y1[1] (analytic) 0.7471716549666735 y1[1] (numeric) 0.7355323786719353 absolute error 0.011639276294738155 relative error 1.5577780845095506% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7280000000000005 y2[1] (analytic) 0.6653779534537487 y2[1] (numeric) 0.7296825205095161 absolute error 0.06430456705576737 relative error 9.664366954448132% Correct digits 2 h 0.001 y1[1] (analytic) 0.7465066503774102 y1[1] (numeric) 0.7348032018893498 absolute error 0.011703448488060375 relative error 1.5677621200217682% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7290000000000005 y2[1] (analytic) 0.6661241272907594 y2[1] (numeric) 0.7306940485456795 absolute error 0.06456992125492012 relative error 9.693376746093406% Correct digits 2 h 0.001 y1[1] (analytic) 0.7458408992815587 y1[1] (numeric) 0.7340730136100495 absolute error 0.011767885671509215 relative error 1.5778010676063472% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7300000000000005 y2[1] (analytic) 0.6668696350036982 y2[1] (numeric) 0.7317056394360609 absolute error 0.0648360044323627 relative error 9.722440643440475% Correct digits 2 h 0.001 y1[1] (analytic) 0.74517440234487 y1[1] (numeric) 0.733341813771307 absolute error 0.011832588573562952 relative error 1.5878952009528071% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7310000000000005 y2[1] (analytic) 0.6676144758470577 y2[1] (numeric) 0.7327172934349433 absolute error 0.06510281758788561 relative error 9.751558712876061% Correct digits 2 h 0.001 y1[1] (analytic) 0.7445071602338411 y1[1] (numeric) 0.7326096023101412 absolute error 0.011897557923699953 relative error 1.598044795158594% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7320000000000005 y2[1] (analytic) 0.668358649075997 y2[1] (numeric) 0.7337290107972748 absolute error 0.06537036172127786 relative error 9.78073102093496% Correct digits 2 h 0.001 y1[1] (analytic) 0.743839173615714 y1[1] (numeric) 0.7318763791633159 absolute error 0.011962794452398118 relative error 1.60825012673753% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7330000000000005 y2[1] (analytic) 0.6691021539463428 y2[1] (numeric) 0.7347407917786696 absolute error 0.06563863783232682 relative error 9.809957634300273% Correct digits 2 h 0.001 y1[1] (analytic) 0.7431704431584754 y1[1] (numeric) 0.7311421442673403 absolute error 0.012028298891135103 relative error 1.6185114736284205% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7340000000000005 y2[1] (analytic) 0.6698449897145904 y2[1] (numeric) 0.7357526366354081 absolute error 0.06590764692081774 relative error 9.839238619803647% Correct digits 2 h 0.001 y1[1] (analytic) 0.7425009695308554 y1[1] (numeric) 0.7304068975584669 absolute error 0.012094071972388543 relative error 1.628829115203729% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7350000000000005 y2[1] (analytic) 0.6705871556379042 y2[1] (numeric) 0.7367645456244385 absolute error 0.06617738998653433 relative error 9.868574044425632% Correct digits 2 h 0.001 y1[1] (analytic) 0.7418307534023278 y1[1] (numeric) 0.729670638972692 absolute error 0.012160114429635827 relative error 1.6392033322782529% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7360000000000005 y2[1] (analytic) 0.6713286509741182 y2[1] (numeric) 0.7377765190033767 absolute error 0.0664478680292585 relative error 9.89796397529595% Correct digits 2 h 0.001 y1[1] (analytic) 0.7411597954431086 y1[1] (numeric) 0.7289333684457547 absolute error 0.012226426997353879 relative error 1.6496344071178612% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7370000000000005 y2[1] (analytic) 0.6720694749817371 y2[1] (numeric) 0.7387885570305077 absolute error 0.06671908204877064 relative error 9.92740847969381% Correct digits 2 h 0.001 y1[1] (analytic) 0.7404880963241558 y1[1] (numeric) 0.728195085913136 absolute error 0.012293010411019822 relative error 1.6601226234484179% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7380000000000005 y2[1] (analytic) 0.6728096269199371 y2[1] (numeric) 0.7398006599647858 absolute error 0.06699103304484877 relative error 9.956907625048084% Correct digits 2 h 0.001 y1[1] (analytic) 0.7398156567171683 y1[1] (numeric) 0.7274557913100581 absolute error 0.012359865407110204 relative error 1.670668266464572% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7390000000000005 y2[1] (analytic) 0.6735491060485662 y2[1] (numeric) 0.7408128280658357 absolute error 0.06726372201726949 relative error 9.986461478937729% Correct digits 2 h 0.001 y1[1] (analytic) 0.7391424772945858 y1[1] (numeric) 0.7267154845714842 absolute error 0.01242699272310166 relative error 1.6812716228388092% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7400000000000005 y2[1] (analytic) 0.6742879116281455 y2[1] (numeric) 0.741825061593953 absolute error 0.06753714996580751 relative error 10.016070109092022% Correct digits 1 h 0.001 y1[1] (analytic) 0.7384685587295875 y1[1] (numeric) 0.7259741656321174 absolute error 0.012494393097470136 relative error 1.6919329807303731% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7410000000000005 y2[1] (analytic) 0.6750260429198692 y2[1] (numeric) 0.742837360810105 absolute error 0.06781131789023576 relative error 10.045733583390868% Correct digits 1 h 0.001 y1[1] (analytic) 0.7377939016960922 y1[1] (numeric) 0.7252318344264003 absolute error 0.01256206726969189 relative error 1.7026526297944904% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7420000000000005 y2[1] (analytic) 0.6757634991856064 y2[1] (numeric) 0.7438497259759315 absolute error 0.06808622679032506 relative error 10.075451969865032% Correct digits 1 h 0.001 y1[1] (analytic) 0.7371185068687565 y1[1] (numeric) 0.724488490888514 absolute error 0.012630015980242493 relative error 1.713430861191396% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7430000000000005 y2[1] (analytic) 0.6765002796879006 y2[1] (numeric) 0.7448621573537454 absolute error 0.06836187766584478 relative error 10.105225336696554% Correct digits 1 h 0.001 y1[1] (analytic) 0.7364423749229754 y1[1] (numeric) 0.7237441349523778 absolute error 0.012698239970597602 relative error 1.7242679675956607% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7440000000000005 y2[1] (analytic) 0.6772363836899715 y2[1] (numeric) 0.7458746552065336 absolute error 0.0686382715165621 relative error 10.135053752218909% Correct digits 1 h 0.001 y1[1] (analytic) 0.7357655065348807 y1[1] (numeric) 0.7229987665516482 absolute error 0.012766739983232522 relative error 1.7351642432054246% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7450000000000006 y2[1] (analytic) 0.6779718104557152 y2[1] (numeric) 0.7468872197979576 absolute error 0.06891540934224238 relative error 10.16493728491738% Correct digits 1 h 0.001 y1[1] (analytic) 0.7350879023813409 y1[1] (numeric) 0.7222523856197185 absolute error 0.012835516761622423 relative error 1.7461199837517871% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7460000000000006 y2[1] (analytic) 0.6787065592497049 y2[1] (numeric) 0.747899851392354 absolute error 0.06919329214264913 relative error 10.194876003429345% Correct digits 1 h 0.001 y1[1] (analytic) 0.7344095631399599 y1[1] (numeric) 0.721504992089718 absolute error 0.012904571050241898 relative error 1.7571354865081752% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7470000000000006 y2[1] (analytic) 0.679440629337192 y2[1] (numeric) 0.7489125502547358 absolute error 0.06947192091754384 relative error 10.224869976544543% Correct digits 1 h 0.001 y1[1] (analytic) 0.733730489489077 y1[1] (numeric) 0.7207565858945112 absolute error 0.01297390359456585 relative error 1.7682110502999604% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7480000000000006 y2[1] (analytic) 0.6801740199841063 y2[1] (numeric) 0.7499253166507925 absolute error 0.06975129666668622 relative error 10.254919273205424% Correct digits 1 h 0.001 y1[1] (analytic) 0.7330506821077657 y1[1] (numeric) 0.7200071669666973 absolute error 0.013043515141068385 relative error 1.7793469755138784% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7490000000000006 y2[1] (analytic) 0.6809067304570573 y2[1] (numeric) 0.7509381508468914 absolute error 0.07003142038983412 relative error 10.285023962507417% Correct digits 1 h 0.001 y1[1] (analytic) 0.7323701416758335 y1[1] (numeric) 0.7192567352386096 absolute error 0.013113406437223918 relative error 1.7905435641078142% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7500000000000006 y2[1] (analytic) 0.6816387600233346 y2[1] (numeric) 0.7519510531100777 absolute error 0.07031229308674314 relative error 10.315184113699189% Correct digits 1 h 0.001 y1[1] (analytic) 0.7316888688738205 y1[1] (numeric) 0.7185052906423145 absolute error 0.013183578231505955 relative error 1.8018011196203476% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7510000000000006 y2[1] (analytic) 0.6823701079509087 y2[1] (numeric) 0.7529640237080757 absolute error 0.070593915757167 relative error 10.345399796182997% Correct digits 1 h 0.001 y1[1] (analytic) 0.7310068643829997 y1[1] (numeric) 0.7177528331096111 absolute error 0.013254031273388533 relative error 1.813119947180727% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7520000000000006 y2[1] (analytic) 0.6831007735084317 y2[1] (numeric) 0.7539770629092893 absolute error 0.07087628940085766 relative error 10.375671079515008% Correct digits 1 h 0.001 y1[1] (analytic) 0.7303241288853753 y1[1] (numeric) 0.7169993625720306 absolute error 0.013324766313344782 relative error 1.8245003535185278% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7530000000000006 y2[1] (analytic) 0.683830755965238 y2[1] (numeric) 0.7549901709828031 absolute error 0.07115941501756506 relative error 10.405998033405563% Correct digits 1 h 0.001 y1[1] (analytic) 0.729640663063683 y1[1] (numeric) 0.7162448789608351 absolute error 0.013395784102847919 relative error 1.835942646973711% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7540000000000006 y2[1] (analytic) 0.6845600545913455 y2[1] (numeric) 0.7560033481983822 absolute error 0.07144329360703672 relative error 10.43638072771942% Correct digits 1 h 0.001 y1[1] (analytic) 0.7289564676013884 y1[1] (numeric) 0.7154893822070176 absolute error 0.013467085394370804 relative error 1.8474471375065624% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7550000000000006 y2[1] (analytic) 0.6852886686574553 y2[1] (numeric) 0.757016594826474 absolute error 0.07172792616901869 relative error 10.466819232476208% Correct digits 1 h 0.001 y1[1] (analytic) 0.728271543182687 y1[1] (numeric) 0.7147328722413009 absolute error 0.013538670941386166 relative error 1.859014136707795% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7560000000000006 y2[1] (analytic) 0.6860165974349537 y2[1] (numeric) 0.7580299111382082 absolute error 0.07201331370325448 relative error 10.497313617850565% Correct digits 1 h 0.001 y1[1] (analytic) 0.7275858904925031 y1[1] (numeric) 0.7139753489941368 absolute error 0.013610541498366269 relative error 1.8706439578086498% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7570000000000006 y2[1] (analytic) 0.6867438401959117 y2[1] (numeric) 0.7590432974053978 absolute error 0.07229945720948605 relative error 10.527863954172597% Correct digits 1 h 0.001 y1[1] (analytic) 0.7268995102164894 y1[1] (numeric) 0.713216812395706 absolute error 0.013682697820783352 relative error 1.882336915691179% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7580000000000006 y2[1] (analytic) 0.6874703962130868 y2[1] (numeric) 0.7600567539005398 absolute error 0.07258635768745303 relative error 10.558470311928067% Correct digits 1 h 0.001 y1[1] (analytic) 0.7262124030410259 y1[1] (numeric) 0.7124572623759168 absolute error 0.013755140665109078 relative error 1.894093326898468% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7590000000000006 y2[1] (analytic) 0.688196264759923 y2[1] (numeric) 0.7610702808968159 absolute error 0.07287401613689293 relative error 10.589132761758739% Correct digits 1 h 0.001 y1[1] (analytic) 0.72552456965322 y1[1] (numeric) 0.7116966988644046 absolute error 0.013827870788815422 relative error 1.9059135096451314% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7600000000000006 y2[1] (analytic) 0.6889214451105518 y2[1] (numeric) 0.7620838786680931 absolute error 0.07316243355754137 relative error 10.619851374462721% Correct digits 1 h 0.001 y1[1] (analytic) 0.7248360107409048 y1[1] (numeric) 0.7109351217905314 absolute error 0.013900888950373336 relative error 1.9177977838275835% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7610000000000006 y2[1] (analytic) 0.6896459365397928 y2[1] (numeric) 0.7630975474889246 absolute error 0.07345161094913177 relative error 10.650626220994718% Correct digits 1 h 0.001 y1[1] (analytic) 0.7241467269926393 y1[1] (numeric) 0.7101725310833852 absolute error 0.013974195909254084 relative error 1.9297464710347474% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7620000000000006 y2[1] (analytic) 0.6903697383231548 y2[1] (numeric) 0.76411128763455 absolute error 0.0737415493113952 relative error 10.68145737246634% Correct digits 1 h 0.001 y1[1] (analytic) 0.7234567190977071 y1[1] (numeric) 0.7094089266717787 absolute error 0.014047792425928463 relative error 1.941759894558561% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7630000000000006 y2[1] (analytic) 0.691092849736836 y2[1] (numeric) 0.7651250993808971 absolute error 0.07403224964406108 relative error 10.712344900146501% Correct digits 1 h 0.001 y1[1] (analytic) 0.7227659877461162 y1[1] (numeric) 0.7086443084842492 absolute error 0.014121679261867026 relative error 1.9538383794046912% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7640000000000006 y2[1] (analytic) 0.691815270057725 y2[1] (numeric) 0.7661389830045815 absolute error 0.07432371294685647 relative error 10.743288875461639% Correct digits 1 h 0.001 y1[1] (analytic) 0.7220745336285977 y1[1] (numeric) 0.7078786764490578 absolute error 0.014195857179539972 relative error 1.9659822523032886% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7650000000000006 y2[1] (analytic) 0.6925369985634017 y2[1] (numeric) 0.7671529387829077 absolute error 0.07461594021950602 relative error 10.77428936999601% Correct digits 1 h 0.001 y1[1] (analytic) 0.7213823574366058 y1[1] (numeric) 0.7071120304941885 absolute error 0.014270326942417366 relative error 1.978191841719864% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7660000000000006 y2[1] (analytic) 0.6932580345321375 y2[1] (numeric) 0.7681669669938701 absolute error 0.07490893246173258 relative error 10.805346455492108% Correct digits 1 h 0.001 y1[1] (analytic) 0.7206894598623166 y1[1] (numeric) 0.7063443705473478 absolute error 0.014345089314968806 relative error 1.9904674778661742% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7670000000000006 y2[1] (analytic) 0.6939783772428966 y2[1] (numeric) 0.7691810679161533 absolute error 0.07520269067325669 relative error 10.83646020385089% Correct digits 1 h 0.001 y1[1] (analytic) 0.7199958415986276 y1[1] (numeric) 0.7055756965359636 absolute error 0.01442014506266398 relative error 2.0028094927113074% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7680000000000006 y2[1] (analytic) 0.6946980259753361 y2[1] (numeric) 0.7701952418291329 absolute error 0.07549721585379676 relative error 10.867630687132129% Correct digits 1 h 0.001 y1[1] (analytic) 0.7193015033391569 y1[1] (numeric) 0.7048060083871852 absolute error 0.014495494951971666 relative error 2.0152182199926414% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7690000000000006 y2[1] (analytic) 0.6954169800098077 y2[1] (numeric) 0.7712094890128764 absolute error 0.07579250900306878 relative error 10.898857977554684% Correct digits 1 h 0.001 y1[1] (analytic) 0.7186064457782428 y1[1] (numeric) 0.7040353060278818 absolute error 0.014571139750361062 relative error 2.027693995227204% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7700000000000006 y2[1] (analytic) 0.6961352386273572 y2[1] (numeric) 0.7722238097481438 absolute error 0.0760885711207866 relative error 10.93014214749686% Correct digits 1 h 0.001 y1[1] (analytic) 0.717910669610943 y1[1] (numeric) 0.7032635893846423 absolute error 0.01464708022630068 relative error 2.0402371557227816% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7710000000000006 y2[1] (analytic) 0.696852801109726 y2[1] (numeric) 0.7732382043163879 absolute error 0.07638540320666187 relative error 10.961483269496721% Correct digits 1 h 0.001 y1[1] (analytic) 0.7172141755330332 y1[1] (numeric) 0.7024908583837746 absolute error 0.014723317149258675 relative error 2.0528480405893137% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7720000000000006 y2[1] (analytic) 0.6975696667393518 y2[1] (numeric) 0.774252672999756 absolute error 0.07668300626040414 relative error 10.99288141625242% Correct digits 1 h 0.001 y1[1] (analytic) 0.7165169642410077 y1[1] (numeric) 0.7017171129513046 absolute error 0.014799851289703181 relative error 2.0655269907503686% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7730000000000006 y2[1] (analytic) 0.698285834799369 y2[1] (numeric) 0.7752672160810894 absolute error 0.07698138128172038 relative error 11.024336660622454% Correct digits 1 h 0.001 y1[1] (analytic) 0.7158190364320778 y1[1] (numeric) 0.7009423530129758 absolute error 0.014876683419101977 relative error 2.078274348954617% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7740000000000006 y2[1] (analytic) 0.6990013045736096 y2[1] (numeric) 0.7762818338439251 absolute error 0.07728052927031548 relative error 11.055849075626055% Correct digits 1 h 0.001 y1[1] (analytic) 0.715120392804171 y1[1] (numeric) 0.7001665784942486 absolute error 0.014953814309922375 relative error 2.0910904597874245% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7750000000000006 y2[1] (analytic) 0.699716075346604 y2[1] (numeric) 0.7772965265724959 absolute error 0.07758045122589197 relative error 11.087418734443471% Correct digits 1 h 0.001 y1[1] (analytic) 0.7144210340559309 y1[1] (numeric) 0.6993897893202994 absolute error 0.015031244735631555 relative error 2.1039756696825895% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7760000000000006 y2[1] (analytic) 0.7004301464035813 y2[1] (numeric) 0.7783112945517313 absolute error 0.07788114814815006 relative error 11.119045710416307% Correct digits 1 h 0.001 y1[1] (analytic) 0.7137209608867164 y1[1] (numeric) 0.6986119854160201 absolute error 0.01510897547069634 relative error 2.116930326934096% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7770000000000006 y2[1] (analytic) 0.7011435170304704 y2[1] (numeric) 0.7793261380672581 absolute error 0.07818262103678775 relative error 11.150730077047847% Correct digits 1 h 0.001 y1[1] (analytic) 0.7130201739966004 y1[1] (numeric) 0.6978331667060172 absolute error 0.015187007290583199 relative error 2.129954781707987% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7780000000000006 y2[1] (analytic) 0.701856186513901 y2[1] (numeric) 0.7803410574054015 absolute error 0.07848487089150047 relative error 11.182471908003334% Correct digits 1 h 0.001 y1[1] (analytic) 0.71231867408637 y1[1] (numeric) 0.6970533331146114 absolute error 0.015265340971758579 relative error 2.14304938605437% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7790000000000006 y2[1] (analytic) 0.7025681541412037 y2[1] (numeric) 0.7813560528531851 absolute error 0.07878789871198144 relative error 11.21427127711036% Correct digits 1 h 0.001 y1[1] (analytic) 0.7116164618575247 y1[1] (numeric) 0.6962724845658366 absolute error 0.015343977291688127 relative error 2.156214493919366% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7800000000000006 y2[1] (analytic) 0.7032794192004106 y2[1] (numeric) 0.7823711246983321 absolute error 0.07909170549792155 relative error 11.246128258359159% Correct digits 1 h 0.001 y1[1] (analytic) 0.710913538012277 y1[1] (numeric) 0.6954906209834393 absolute error 0.01542291702883769 relative error 2.1694504611573944% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7810000000000006 y2[1] (analytic) 0.703989980980257 y2[1] (numeric) 0.783386273229266 absolute error 0.07939629224900902 relative error 11.278042925902895% Correct digits 1 h 0.001 y1[1] (analytic) 0.7102099032535504 y1[1] (numeric) 0.694707742290878 absolute error 0.015502160962672429 relative error 2.1827576455432838% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7820000000000006 y2[1] (analytic) 0.704699838770181 y2[1] (numeric) 0.7844014987351111 absolute error 0.07970165996493006 relative error 11.310015354058088% Correct digits 1 h 0.001 y1[1] (analytic) 0.7095055582849797 y1[1] (numeric) 0.6939238484113224 absolute error 0.015581709873657368 relative error 2.1961364067846842% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7830000000000006 y2[1] (analytic) 0.7054089918603251 y2[1] (numeric) 0.7854168015056933 absolute error 0.08000780964536813 relative error 11.342045617304823% Correct digits 1 h 0.001 y1[1] (analytic) 0.70880050381091 y1[1] (numeric) 0.6931389392676528 absolute error 0.015661564543257178 relative error 2.2095871065344626% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7840000000000006 y2[1] (analytic) 0.706117439541536 y2[1] (numeric) 0.7864321818315406 absolute error 0.08031474229000457 relative error 11.374133790287189% Correct digits 1 h 0.001 y1[1] (analytic) 0.7080947405363954 y1[1] (numeric) 0.6923530147824593 absolute error 0.015741725753936175 relative error 2.223110108403222% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7850000000000006 y2[1] (analytic) 0.7068251811053663 y2[1] (numeric) 0.7874476400038842 absolute error 0.08062245889851793 relative error 11.40627994781351% Correct digits 1 h 0.001 y1[1] (analytic) 0.7073882691671993 y1[1] (numeric) 0.6915660748780409 absolute error 0.01582219428915843 relative error 2.2367057779719377% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7860000000000006 y2[1] (analytic) 0.7075322158440744 y2[1] (numeric) 0.7884631763146588 absolute error 0.08093096047058435 relative error 11.438484164856723% Correct digits 1 h 0.001 y1[1] (analytic) 0.7066810904097931 y1[1] (numeric) 0.6907781194764053 absolute error 0.015902970933387772 relative error 2.2503744828046686% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7870000000000006 y2[1] (analytic) 0.7082385430506256 y2[1] (numeric) 0.7894787910565034 absolute error 0.08124024800587781 relative error 11.470746516554758% Correct digits 1 h 0.001 y1[1] (analytic) 0.7059732049713553 y1[1] (numeric) 0.6899891484992678 absolute error 0.01598405647208745 relative error 2.264116592461324% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7880000000000006 y2[1] (analytic) 0.7089441620186927 y2[1] (numeric) 0.7904944845227623 absolute error 0.08155032250406957 relative error 11.503067078210787% Correct digits 1 h 0.001 y1[1] (analytic) 0.7052646135597713 y1[1] (numeric) 0.6891991618680509 absolute error 0.016065451691720467 relative error 2.277932478510623% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7890000000000006 y2[1] (analytic) 0.7096490720426569 y2[1] (numeric) 0.7915102570074851 absolute error 0.0818611849648282 relative error 11.535445925293555% Correct digits 1 h 0.001 y1[1] (analytic) 0.7045553168836326 y1[1] (numeric) 0.6884081595038829 absolute error 0.0161471573797497 relative error 2.2918225145431177% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7900000000000006 y2[1] (analytic) 0.7103532724176083 y2[1] (numeric) 0.7925261088054282 absolute error 0.08217283638781991 relative error 11.56788313343779% Correct digits 1 h 0.001 y1[1] (analytic) 0.7038453156522356 y1[1] (numeric) 0.6876161413275982 absolute error 0.01622917432463744 relative error 2.305787076184243% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7910000000000006 y2[1] (analytic) 0.7110567624393463 y2[1] (numeric) 0.7935420402120548 absolute error 0.08248527777270842 relative error 11.600378778444496% Correct digits 1 h 0.001 y1[1] (analytic) 0.7031346105755818 y1[1] (numeric) 0.6868231072597358 absolute error 0.016311503315845965 relative error 2.3198265411076076% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7920000000000006 y2[1] (analytic) 0.7117595414043812 y2[1] (numeric) 0.7945580515235361 absolute error 0.08279851011915484 relative error 11.632932936281279% Correct digits 1 h 0.001 y1[1] (analytic) 0.7024232023643759 y1[1] (numeric) 0.6860290572205391 absolute error 0.016394145143836858 relative error 2.3339412890482136% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7930000000000006 y2[1] (analytic) 0.712461608609934 y2[1] (numeric) 0.7955741430367518 absolute error 0.08311253442681776 relative error 11.665545683082707% Correct digits 1 h 0.001 y1[1] (analytic) 0.7017110917300262 y1[1] (numeric) 0.6852339911299548 absolute error 0.01647710060007146 relative error 2.3481317018159378% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7940000000000006 y2[1] (analytic) 0.7131629633539376 y2[1] (numeric) 0.7965903150492906 absolute error 0.08342735169535298 relative error 11.698217095150607% Correct digits 1 h 0.001 y1[1] (analytic) 0.7009982793846432 y1[1] (numeric) 0.6844379089076325 absolute error 0.016560370477010755 relative error 2.362398163309036% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7950000000000006 y2[1] (analytic) 0.7138636049350372 y2[1] (numeric) 0.797606567859451 absolute error 0.08374296292441386 relative error 11.730947248954458% Correct digits 1 h 0.001 y1[1] (analytic) 0.7002847660410393 y1[1] (numeric) 0.6836408104729237 absolute error 0.016643955568115598 relative error 2.3767410595278036% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7960000000000006 y2[1] (analytic) 0.7145635326525914 y2[1] (numeric) 0.7986229017662423 absolute error 0.08405936911365086 relative error 11.76373622113166% Correct digits 1 h 0.001 y1[1] (analytic) 0.6995705524127277 y1[1] (numeric) 0.6828426957448813 absolute error 0.016727856667846375 relative error 2.3911607785882607% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7970000000000006 y2[1] (analytic) 0.7152627458066725 y2[1] (numeric) 0.7996393170693847 absolute error 0.08437657126271225 relative error 11.796584088487995% Correct digits 1 h 0.001 y1[1] (analytic) 0.6988556392139219 y1[1] (numeric) 0.682043564642259 absolute error 0.016812074571662894 relative error 2.4056577107359742% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7980000000000006 y2[1] (analytic) 0.7159612436980674 y2[1] (numeric) 0.8006558140693107 absolute error 0.0846945703712434 relative error 11.829490927997842% Correct digits 1 h 0.001 y1[1] (analytic) 0.6981400271595353 y1[1] (numeric) 0.6812434170835102 absolute error 0.016896610076025054 relative error 2.420232248360103% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.7990000000000006 y2[1] (analytic) 0.7166590256282782 y2[1] (numeric) 0.8016723930671651 absolute error 0.08501336743888688 relative error 11.862456816804567% Correct digits 1 h 0.001 y1[1] (analytic) 0.6974237169651796 y1[1] (numeric) 0.6804422529867877 absolute error 0.016981463978391842 relative error 2.43488478600731% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8000000000000006 y2[1] (analytic) 0.7173560908995231 y2[1] (numeric) 0.8026890543648059 absolute error 0.08533296346528274 relative error 11.89548183222089% Correct digits 1 h 0.001 y1[1] (analytic) 0.6967067093471649 y1[1] (numeric) 0.6796400722699426 absolute error 0.017066637077222335 relative error 2.449615720396074% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8010000000000006 y2[1] (analytic) 0.718052438814737 y2[1] (numeric) 0.8037057982648051 absolute error 0.08565335945006813 relative error 11.928566051729176% Correct digits 1 h 0.001 y1[1] (analytic) 0.6959890050224992 y1[1] (numeric) 0.6788368748505239 absolute error 0.017152130171975255 relative error 2.4644254504308987% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8020000000000006 y2[1] (analytic) 0.7187480686775719 y2[1] (numeric) 0.8047226250704496 absolute error 0.08597455639287765 relative error 11.96170955298185% Correct digits 1 h 0.001 y1[1] (analytic) 0.6952706047088864 y1[1] (numeric) 0.6780326606457777 absolute error 0.017237944063108634 relative error 2.4793143772166606% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8030000000000006 y2[1] (analytic) 0.7194429797923979 y2[1] (numeric) 0.8057395350857411 absolute error 0.08629655529334324 relative error 11.994912413801705% Correct digits 1 h 0.001 y1[1] (analytic) 0.6945515091247267 y1[1] (numeric) 0.6772274295726465 absolute error 0.017324079552080263 relative error 2.49428290407317% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8040000000000006 y2[1] (analytic) 0.7201371714643041 y2[1] (numeric) 0.8067565286153979 absolute error 0.08661935715109381 relative error 12.02817471218223% Correct digits 1 h 0.001 y1[1] (analytic) 0.6938317189891159 y1[1] (numeric) 0.6764211815477682 absolute error 0.017410537441347684 relative error 2.50933143654979% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8050000000000006 y2[1] (analytic) 0.7208306429990989 y2[1] (numeric) 0.8077736059648545 absolute error 0.08694296296575554 relative error 12.06149652628797% Correct digits 1 h 0.001 y1[1] (analytic) 0.6931112350218438 y1[1] (numeric) 0.6756139164874758 absolute error 0.017497318534367978 relative error 2.5244603824401346% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8060000000000006 y2[1] (analytic) 0.7215233937033108 y2[1] (numeric) 0.8087907674402628 absolute error 0.08726737373695204 relative error 12.094877934454923% Correct digits 1 h 0.001 y1[1] (analytic) 0.6923900579433945 y1[1] (numeric) 0.6748056343077965 absolute error 0.01758442363559798 relative error 2.5396701517969476% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8070000000000006 y2[1] (analytic) 0.722215422884189 y2[1] (numeric) 0.8098080133484928 absolute error 0.08759259046430379 relative error 12.128319015190806% Correct digits 1 h 0.001 y1[1] (analytic) 0.6916681884749449 y1[1] (numeric) 0.673996334924451 absolute error 0.017671853550493943 relative error 2.5549611569470194% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8080000000000006 y2[1] (analytic) 0.7229067298497046 y2[1] (numeric) 0.8108253439971332 absolute error 0.08791861414742863 relative error 12.161819847175483% Correct digits 1 h 0.001 y1[1] (analytic) 0.6909456273383646 y1[1] (numeric) 0.6731860182528527 absolute error 0.017759609085511885 relative error 2.570333812506318% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8090000000000006 y2[1] (analytic) 0.7235973139085505 y2[1] (numeric) 0.8118427596944922 absolute error 0.08824544578594162 relative error 12.195380509261293% Correct digits 1 h 0.001 y1[1] (analytic) 0.6902223752562144 y1[1] (numeric) 0.6723746842081072 absolute error 0.01784769104810724 relative error 2.5857885353951438% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8100000000000006 y2[1] (analytic) 0.7242871743701429 y2[1] (numeric) 0.8128602607495975 absolute error 0.0885730863794546 relative error 12.22900108047334% Correct digits 1 h 0.001 y1[1] (analytic) 0.6894984329517466 y1[1] (numeric) 0.6715623327050112 absolute error 0.01793610024673542 relative error 2.601325744853527% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8110000000000006 y2[1] (analytic) 0.7249763105446213 y2[1] (numeric) 0.8138778474721982 absolute error 0.08890153692757685 relative error 12.262681640009959% Correct digits 1 h 0.001 y1[1] (analytic) 0.6887738011489032 y1[1] (numeric) 0.6707489636580521 absolute error 0.018024837490851042 relative error 2.616945862456567% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8120000000000006 y2[1] (analytic) 0.7256647217428495 y2[1] (numeric) 0.8148955201727643 absolute error 0.08923079842991488 relative error 12.296422267243026% Correct digits 1 h 0.001 y1[1] (analytic) 0.688048480572316 y1[1] (numeric) 0.6699345769814075 absolute error 0.018113903590908587 relative error 2.632649312130086% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8130000000000006 y2[1] (analytic) 0.7263524072764164 y2[1] (numeric) 0.8159132791624881 absolute error 0.08956087188607176 relative error 12.330223041718234% Correct digits 1 h 0.001 y1[1] (analytic) 0.6873224719473058 y1[1] (numeric) 0.6691191725889436 absolute error 0.01820329935836218 relative error 2.6484365201662943% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8140000000000006 y2[1] (analytic) 0.7270393664576367 y2[1] (numeric) 0.8169311247532846 absolute error 0.08989175829564788 relative error 12.364084043155552% Correct digits 1 h 0.001 y1[1] (analytic) 0.6865957759998808 y1[1] (numeric) 0.6683027503942155 absolute error 0.01829302560566526 relative error 2.6643079152395535% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8150000000000006 y2[1] (analytic) 0.727725598599551 y2[1] (numeric) 0.8179490572577919 absolute error 0.09022345865824088 relative error 12.39800535144959% Correct digits 1 h 0.001 y1[1] (analytic) 0.6858683934567369 y1[1] (numeric) 0.6674853103104658 absolute error 0.01838308314627113 relative error 2.6802639284223986% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8160000000000006 y2[1] (analytic) 0.7284111030159273 y2[1] (numeric) 0.8189670769893725 absolute error 0.09055597397344528 relative error 12.43198704666988% Correct digits 1 h 0.001 y1[1] (analytic) 0.6851403250452568 y1[1] (numeric) 0.6666668522506242 absolute error 0.018473472794632628 relative error 2.6963049932015557% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8170000000000006 y2[1] (analytic) 0.7290958790212614 y2[1] (numeric) 0.8199851842621136 absolute error 0.09088930524085226 relative error 12.466029209061242% Correct digits 1 h 0.001 y1[1] (analytic) 0.6844115714935087 y1[1] (numeric) 0.6658473761273066 absolute error 0.01856419536620213 relative error 2.712431545494143% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8180000000000006 y2[1] (analytic) 0.7297799259307771 y2[1] (numeric) 0.8210033793908278 absolute error 0.09122345346005067 relative error 12.500131919044266% Correct digits 1 h 0.001 y1[1] (analytic) 0.6836821335302462 y1[1] (numeric) 0.6650268818528146 absolute error 0.01865525167743165 relative error 2.7286440236640086% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8190000000000006 y2[1] (analytic) 0.7304632430604279 y2[1] (numeric) 0.8220216626910535 absolute error 0.09155841963062561 relative error 12.534295257215481% Correct digits 1 h 0.001 y1[1] (analytic) 0.6829520118849072 y1[1] (numeric) 0.6642053693391344 absolute error 0.01874664254577274 relative error 2.744942868538174% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8200000000000006 y2[1] (analytic) 0.7311458297268963 y2[1] (numeric) 0.823040034479056 absolute error 0.0918942047521597 relative error 12.568519304347914% Correct digits 1 h 0.001 y1[1] (analytic) 0.6822212072876132 y1[1] (numeric) 0.6633828384979366 absolute error 0.018838368789676596 relative error 2.7613285234234373% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8210000000000006 y2[1] (analytic) 0.731827685247596 y2[1] (numeric) 0.8240584950718282 absolute error 0.09223080982423215 relative error 12.602804141391307% Correct digits 1 h 0.001 y1[1] (analytic) 0.6814897204691687 y1[1] (numeric) 0.6625592892405747 absolute error 0.018930431228593947 relative error 2.7778014341230817% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8220000000000006 y2[1] (analytic) 0.7325088089406714 y2[1] (numeric) 0.8250770447870905 absolute error 0.09256823584641916 relative error 12.637149849472541% Correct digits 1 h 0.001 y1[1] (analytic) 0.6807575521610605 y1[1] (numeric) 0.6617347214780854 absolute error 0.019022830682975056 relative error 2.794362048953728% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8230000000000006 y2[1] (analytic) 0.7331892001249989 y2[1] (numeric) 0.8260956839432927 absolute error 0.0929064838182938 relative error 12.671556509896014% Correct digits 1 h 0.001 y1[1] (analytic) 0.6800247030954568 y1[1] (numeric) 0.660909135121187 absolute error 0.01911556797426983 relative error 2.8110108187623486% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8240000000000006 y2[1] (analytic) 0.7338688581201874 y2[1] (numeric) 0.8271144128596135 absolute error 0.09324555473942608 relative error 12.706024204143983% Correct digits 1 h 0.001 y1[1] (analytic) 0.6792911740052069 y1[1] (numeric) 0.6600825300802788 absolute error 0.01920864392492805 relative error 2.827748196943423% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8250000000000006 y2[1] (analytic) 0.734547782246579 y2[1] (numeric) 0.8281332318559619 absolute error 0.09358544960938286 relative error 12.740553013876955% Correct digits 1 h 0.001 y1[1] (analytic) 0.6785569656238394 y1[1] (numeric) 0.659254906265441 absolute error 0.01930205935839835 relative error 2.8445746394560656% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8260000000000006 y2[1] (analytic) 0.7352259718252495 y2[1] (numeric) 0.8291521412529773 absolute error 0.0939261694277278 relative error 12.775143020934035% Correct digits 1 h 0.001 y1[1] (analytic) 0.677822078685563 y1[1] (numeric) 0.6584262635864333 absolute error 0.019395815099129687 relative error 2.8614906048416393% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8270000000000006 y2[1] (analytic) 0.7359034261780094 y2[1] (numeric) 0.8301711413720309 absolute error 0.09426771519402144 relative error 12.809794307333311% Correct digits 1 h 0.001 y1[1] (analytic) 0.6770865139252642 y1[1] (numeric) 0.6575966019526944 absolute error 0.019489911972569773 relative error 2.878496554241079% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8280000000000006 y2[1] (analytic) 0.7365801446274045 y2[1] (numeric) 0.8311902325352255 absolute error 0.094610087907821 relative error 12.844506955272198% Correct digits 1 h 0.001 y1[1] (analytic) 0.6763502720785081 y1[1] (numeric) 0.6567659212733412 absolute error 0.01958435080516685 relative error 2.8955929514128407% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8290000000000006 y2[1] (analytic) 0.7372561264967163 y2[1] (numeric) 0.8322094150653969 absolute error 0.09495328856868057 relative error 12.879281047127856% Correct digits 1 h 0.001 y1[1] (analytic) 0.6756133538815361 y1[1] (numeric) 0.6559342214571683 absolute error 0.019679132424367807 relative error 2.9127802627504606% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8300000000000006 y2[1] (analytic) 0.7379313711099631 y2[1] (numeric) 0.8332286892861142 absolute error 0.09529731817615106 relative error 12.91411666545754% Correct digits 1 h 0.001 y1[1] (analytic) 0.6748757600712666 y1[1] (numeric) 0.6551015024126469 absolute error 0.01977425765861973 relative error 2.93005895730076% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8310000000000006 y2[1] (analytic) 0.7386058777919003 y2[1] (numeric) 0.8342480555216801 absolute error 0.09564217772977979 relative error 12.94901389299892% Correct digits 1 h 0.001 y1[1] (analytic) 0.6741374913852933 y1[1] (numeric) 0.6542677640479244 absolute error 0.019869727337368914 relative error 2.947429506781824% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8320000000000006 y2[1] (analytic) 0.7392796458680212 y2[1] (numeric) 0.8352675140971325 absolute error 0.09598786822911132 relative error 12.983972812670594% Correct digits 1 h 0.001 y1[1] (analytic) 0.6733985485618847 y1[1] (numeric) 0.6534330062708236 absolute error 0.019965542291061178 relative error 2.9648923856013276% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8330000000000006 y2[1] (analytic) 0.7399526746645579 y2[1] (numeric) 0.8362870653382442 absolute error 0.09633439067368621 relative error 13.018993507572276% Correct digits 1 h 0.001 y1[1] (analytic) 0.6726589323399839 y1[1] (numeric) 0.6525972289888416 absolute error 0.020061703351142213 relative error 2.982448070874999% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8340000000000006 y2[1] (analytic) 0.7406249635084816 y2[1] (numeric) 0.8373067095715241 absolute error 0.09668174606304247 relative error 13.054076060985391% Correct digits 1 h 0.001 y1[1] (analytic) 0.6719186434592066 y1[1] (numeric) 0.6517604321091497 absolute error 0.02015821135005691 relative error 3.0000970424451023% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8350000000000006 y2[1] (analytic) 0.7412965117275034 y2[1] (numeric) 0.8383264471242178 absolute error 0.09702993539671434 relative error 13.089220556373267% Correct digits 1 h 0.001 y1[1] (analytic) 0.6711776826598418 y1[1] (numeric) 0.6509226155385921 absolute error 0.020255067121249692 relative error 3.0178397828992063% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8360000000000006 y2[1] (analytic) 0.7419673186500754 y2[1] (numeric) 0.8393462783243081 absolute error 0.09737895967423271 relative error 13.124427077381599% Correct digits 1 h 0.001 y1[1] (analytic) 0.6704360506828504 y1[1] (numeric) 0.6500837791836854 absolute error 0.020352271499164964 relative error 3.035676777589128% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8370000000000006 y2[1] (analytic) 0.7426373836053904 y2[1] (numeric) 0.8403662035005156 absolute error 0.09772881989512516 relative error 13.159695707838832% Correct digits 1 h 0.001 y1[1] (analytic) 0.669693748269864 y1[1] (numeric) 0.6492439229506181 absolute error 0.020449825319245996 relative error 3.053608514649804% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8380000000000006 y2[1] (analytic) 0.7433067059233839 y2[1] (numeric) 0.8413862229822996 absolute error 0.09807951705891571 relative error 13.195026531756493% Correct digits 1 h 0.001 y1[1] (analytic) 0.6689507761631853 y1[1] (numeric) 0.6484030467452492 absolute error 0.020547729417936145 relative error 3.0716354850186596% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8390000000000006 y2[1] (analytic) 0.7439752849347333 y2[1] (numeric) 0.8424063370998586 absolute error 0.09843105216512527 relative error 13.230419633329664% Correct digits 1 h 0.001 y1[1] (analytic) 0.6682071351057862 y1[1] (numeric) 0.6475611504731081 absolute error 0.020645984632678083 relative error 3.0897581824548377% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8400000000000006 y2[1] (analytic) 0.7446431199708597 y2[1] (numeric) 0.8434265461841308 absolute error 0.09878342621327107 relative error 13.265875096937279% Correct digits 1 h 0.001 y1[1] (analytic) 0.6674628258413077 y1[1] (numeric) 0.6467182340393939 absolute error 0.020744591801913792 relative error 3.10797710355871% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8410000000000006 y2[1] (analytic) 0.7453102103639283 y2[1] (numeric) 0.8444468505667952 absolute error 0.09913664020286694 relative error 13.301393007142543% Correct digits 1 h 0.001 y1[1] (analytic) 0.6667178491140588 y1[1] (numeric) 0.6458742973489738 absolute error 0.02084355176508501 relative error 3.126292747791607% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8420000000000006 y2[1] (analytic) 0.7459765554468486 y2[1] (numeric) 0.8454672505802717 absolute error 0.09949069513342312 relative error 13.33697344869331% Correct digits 1 h 0.001 y1[1] (analytic) 0.6659722056690165 y1[1] (numeric) 0.6450293403063834 absolute error 0.020942865362633123 relative error 3.1447056174956316% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8430000000000006 y2[1] (analytic) 0.7466421545532756 y2[1] (numeric) 0.8464877465577222 absolute error 0.09984559200444654 relative error 13.372616506522496% Correct digits 1 h 0.001 y1[1] (analytic) 0.665225896251824 y1[1] (numeric) 0.6441833628158252 absolute error 0.021042533435998823 relative error 3.163216217913604% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8440000000000006 y2[1] (analytic) 0.7473070070176103 y2[1] (numeric) 0.8475083388330509 absolute error 0.10020133181544055 relative error 13.408322265748447% Correct digits 1 h 0.001 y1[1] (analytic) 0.6644789216087906 y1[1] (numeric) 0.6433363647811686 absolute error 0.021142556827622005 relative error 3.1818250572092044% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8450000000000006 y2[1] (analytic) 0.7479711121750002 y2[1] (numeric) 0.8485290277409051 absolute error 0.10055791556590488 relative error 13.444090811675316% Correct digits 1 h 0.001 y1[1] (analytic) 0.6637312824868911 y1[1] (numeric) 0.6424883461059483 absolute error 0.021242936380942767 relative error 3.200532646487447% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8460000000000006 y2[1] (analytic) 0.7486344693613404 y2[1] (numeric) 0.8495498136166759 absolute error 0.10091534425533555 relative error 13.479922229793448% Correct digits 1 h 0.001 y1[1] (analytic) 0.6629829796337644 y1[1] (numeric) 0.6416393066933641 absolute error 0.021343672940400293 relative error 3.2193394998150118% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8470000000000006 y2[1] (analytic) 0.7492970779132735 y2[1] (numeric) 0.8505706967964989 absolute error 0.10127361888322539 relative error 13.51581660577985% Correct digits 1 h 0.001 y1[1] (analytic) 0.6622340137977132 y1[1] (numeric) 0.6407892464462802 absolute error 0.02144476735143297 relative error 3.238246134240926% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8480000000000006 y2[1] (analytic) 0.7499589371681911 y2[1] (numeric) 0.8515916776172544 absolute error 0.10163274044906334 relative error 13.551774025498474% Correct digits 1 h 0.001 y1[1] (analytic) 0.6614843857277035 y1[1] (numeric) 0.6399381652672241 absolute error 0.02154622046047938 relative error 3.2572530698175495% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8490000000000006 y2[1] (analytic) 0.7506200464642341 y2[1] (numeric) 0.8526127564165686 absolute error 0.10199270995233456 relative error 13.587794575000649% Correct digits 1 h 0.001 y1[1] (analytic) 0.6607340961733631 y1[1] (numeric) 0.6390860630583862 absolute error 0.021648033114976872 relative error 3.276360829621372% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8500000000000006 y2[1] (analytic) 0.7512804051402932 y2[1] (numeric) 0.8536339335328141 absolute error 0.10235352839252099 relative error 13.623878340525547% Correct digits 1 h 0.001 y1[1] (analytic) 0.6599831458849816 y1[1] (numeric) 0.6382329397216188 absolute error 0.021750206163362873 relative error 3.295569939774399% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8510000000000006 y2[1] (analytic) 0.7519400125360096 y2[1] (numeric) 0.8546552093051102 absolute error 0.10271519676910057 relative error 13.660025408500474% Correct digits 1 h 0.001 y1[1] (analytic) 0.6592315356135093 y1[1] (numeric) 0.6373787951584353 absolute error 0.021852740455074016 relative error 3.314880929465383% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8520000000000006 y2[1] (analytic) 0.7525988679917763 y2[1] (numeric) 0.8556765840733239 absolute error 0.10307771608154759 relative error 13.696235865541313% Correct digits 1 h 0.001 y1[1] (analytic) 0.6584792661105563 y1[1] (numeric) 0.6365236292700099 absolute error 0.021955636840546355 relative error 3.3342943309713995% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8530000000000006 y2[1] (analytic) 0.7532569708487377 y2[1] (numeric) 0.8566980581780704 absolute error 0.10344108732933277 relative error 13.732509798452949% Correct digits 1 h 0.001 y1[1] (analytic) 0.6577263381283921 y1[1] (numeric) 0.6356674419571765 absolute error 0.022058896171215592 relative error 3.353810679679603% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8540000000000006 y2[1] (analytic) 0.753914320448791 y2[1] (numeric) 0.8577196319607138 absolute error 0.10380531151192274 relative error 13.768847294229587% Correct digits 1 h 0.001 y1[1] (analytic) 0.6569727524199445 y1[1] (numeric) 0.6348102331204278 absolute error 0.022162519299516625 relative error 3.3734305141090677% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8550000000000006 y2[1] (analytic) 0.7545709161345867 y2[1] (numeric) 0.8587413057633676 absolute error 0.10417038962878089 relative error 13.805248440055282% Correct digits 1 h 0.001 y1[1] (analytic) 0.6562185097387992 y1[1] (numeric) 0.633952002659915 absolute error 0.022266507078884223 relative error 3.393154375932975% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8560000000000006 y2[1] (analytic) 0.7552267572495291 y2[1] (numeric) 0.8597630799288956 absolute error 0.10453632267936641 relative error 13.841713323304209% Correct digits 1 h 0.001 y1[1] (analytic) 0.6554636108391989 y1[1] (numeric) 0.6330927504754468 absolute error 0.022370860363752132 relative error 3.4129828100007593% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8570000000000007 y2[1] (analytic) 0.7558818431377772 y2[1] (numeric) 0.860784954800912 absolute error 0.10490311166313482 relative error 13.878242031541134% Correct digits 1 h 0.001 y1[1] (analytic) 0.6547080564760425 y1[1] (numeric) 0.6322324764664884 absolute error 0.022475580009554075 relative error 3.432916364360718% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8580000000000007 y2[1] (analytic) 0.7565361731442451 y2[1] (numeric) 0.8618069307237829 absolute error 0.10527075757953774 relative error 13.9148346525218% Correct digits 1 h 0.001 y1[1] (analytic) 0.653951847404884 y1[1] (numeric) 0.6313711805321613 absolute error 0.022580666872722643 relative error 3.4529555902825027% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8590000000000007 y2[1] (analytic) 0.757189746614603 y2[1] (numeric) 0.8628290080426261 absolute error 0.10563926142802305 relative error 13.951491274193346% Correct digits 1 h 0.001 y1[1] (analytic) 0.6531949843819327 y1[1] (numeric) 0.6305088625712422 absolute error 0.022686121810690518 relative error 3.4731010422801427% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8600000000000007 y2[1] (analytic) 0.7578425628952774 y2[1] (numeric) 0.8638511871033121 absolute error 0.1060086242080347 relative error 13.988211984694704% Correct digits 1 h 0.001 y1[1] (analytic) 0.6524374681640513 y1[1] (numeric) 0.6296455224821621 absolute error 0.022791945681889247 relative error 3.493353278134902% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8610000000000007 y2[1] (analytic) 0.758494621333452 y2[1] (numeric) 0.8648734682524648 absolute error 0.10637884691901278 relative error 14.024996872357008% Correct digits 1 h 0.001 y1[1] (analytic) 0.6516792995087562 y1[1] (numeric) 0.628781160163006 absolute error 0.022898139345750246 relative error 3.5137128589186646% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8620000000000007 y2[1] (analytic) 0.7591459212770685 y2[1] (numeric) 0.8658958518374619 absolute error 0.10674993056039339 relative error 14.06184602570399% Correct digits 1 h 0.001 y1[1] (analytic) 0.650920479174216 y1[1] (numeric) 0.6279157755115119 absolute error 0.02300470366270413 relative error 3.53418034901726% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8630000000000007 y2[1] (analytic) 0.759796462074827 y2[1] (numeric) 0.8669183382064357 absolute error 0.10712187613160873 relative error 14.098759533452402% Correct digits 1 h 0.001 y1[1] (analytic) 0.6501610079192508 y1[1] (numeric) 0.6270493684250698 absolute error 0.023111639494181047 relative error 3.5547563161541493% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8640000000000007 y2[1] (analytic) 0.7604462430761867 y2[1] (numeric) 0.8679409277082737 absolute error 0.107494684632087 relative error 14.135737484512426% Correct digits 1 h 0.001 y1[1] (analytic) 0.6494008865033318 y1[1] (numeric) 0.6261819388007214 absolute error 0.02321894770261046 relative error 3.5754413314142175% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8650000000000007 y2[1] (analytic) 0.7610952636313667 y2[1] (numeric) 0.8689636206926191 absolute error 0.10786835706125242 relative error 14.172779967988081% Correct digits 1 h 0.001 y1[1] (analytic) 0.6486401156865804 y1[1] (numeric) 0.6253134865351591 absolute error 0.023326629151421363 relative error 3.5962359692678443% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8660000000000007 y2[1] (analytic) 0.7617435230913465 y2[1] (numeric) 0.8699864175098718 absolute error 0.1082428944185253 relative error 14.209887073177656% Correct digits 1 h 0.001 y1[1] (analytic) 0.6478786962297675 y1[1] (numeric) 0.6244440115247252 absolute error 0.023434684705042286 relative error 3.617140807595142% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8670000000000007 y2[1] (analytic) 0.7623910208078667 y2[1] (numeric) 0.8710093185111885 absolute error 0.10861829770332176 relative error 14.247058889574083% Correct digits 1 h 0.001 y1[1] (analytic) 0.6471166288943122 y1[1] (numeric) 0.6235735136654112 absolute error 0.023543115228900957 relative error 3.6381564277103506% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8680000000000007 y2[1] (analytic) 0.7630377561334296 y2[1] (numeric) 0.8720323240484836 absolute error 0.10899456791505402 relative error 14.284295506865396% Correct digits 1 h 0.001 y1[1] (analytic) 0.6463539144422821 y1[1] (numeric) 0.6227019928528574 absolute error 0.02365192158942464 relative error 3.659283414386547% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8690000000000007 y2[1] (analytic) 0.7636837284213 y2[1] (numeric) 0.87305543447443 absolute error 0.10937170605313007 relative error 14.321597014935113% Correct digits 1 h 0.001 y1[1] (analytic) 0.6455905536363913 y1[1] (numeric) 0.6218294489823514 absolute error 0.02376110465403991 relative error 3.680522355880475% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8700000000000007 y2[1] (analytic) 0.7643289370255055 y2[1] (numeric) 0.8740786501424593 absolute error 0.1097497131169538 relative error 14.358963503862666% Correct digits 1 h 0.001 y1[1] (analytic) 0.6448265472400007 y1[1] (numeric) 0.6209558819488279 absolute error 0.023870665291172766 relative error 3.701873843957644% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8710000000000007 y2[1] (analytic) 0.7649733813008378 y2[1] (numeric) 0.8751019714067628 absolute error 0.11012859010592502 relative error 14.396395063923828% Correct digits 1 h 0.001 y1[1] (analytic) 0.6440618960171166 y1[1] (numeric) 0.6200812916468678 absolute error 0.023980604370248848 relative error 3.723338473917659% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8720000000000007 y2[1] (analytic) 0.7656170606028525 y2[1] (numeric) 0.876125398622292 absolute error 0.11050833801943949 relative error 14.433891785591141% Correct digits 1 h 0.001 y1[1] (analytic) 0.6432966007323901 y1[1] (numeric) 0.6192056779706974 absolute error 0.02409092276169278 relative error 3.7449168446196324% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8730000000000007 y2[1] (analytic) 0.7662599742878703 y2[1] (numeric) 0.8771489321447591 absolute error 0.11088895785688879 relative error 14.47145375953433% Correct digits 1 h 0.001 y1[1] (analytic) 0.6425306621511165 y1[1] (numeric) 0.6183290408141876 absolute error 0.024201621336928936 relative error 3.7666095585080366% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8740000000000007 y2[1] (analytic) 0.7669021217129778 y2[1] (numeric) 0.8781725723306376 absolute error 0.11127045061765983 relative error 14.509081076620639% Correct digits 1 h 0.001 y1[1] (analytic) 0.6417640810392343 y1[1] (numeric) 0.6174513800708534 absolute error 0.024312700968380896 relative error 3.7884172216385754% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8750000000000007 y2[1] (analytic) 0.7675435022360275 y2[1] (numeric) 0.8791963195371634 absolute error 0.11165281730113585 relative error 14.54677382791542% Correct digits 1 h 0.001 y1[1] (analytic) 0.6409968581633246 y1[1] (numeric) 0.6165726956338529 absolute error 0.02442416252947177 relative error 3.8103404437044133% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8760000000000007 y2[1] (analytic) 0.7681841152156389 y2[1] (numeric) 0.8802201741223347 absolute error 0.11203605890669577 relative error 14.584532104682461% Correct digits 1 h 0.001 y1[1] (analytic) 0.6402289942906101 y1[1] (numeric) 0.6156929873959863 absolute error 0.024536006894623763 relative error 3.8323798380625167% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8770000000000007 y2[1] (analytic) 0.768823960011199 y2[1] (numeric) 0.8812441364449132 absolute error 0.11242017643371416 relative error 14.622355998384414% Correct digits 1 h 0.001 y1[1] (analytic) 0.6394604901889547 y1[1] (numeric) 0.6148122552496957 absolute error 0.02464823493925894 relative error 3.854536021760408% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8780000000000007 y2[1] (analytic) 0.7694630359828633 y2[1] (numeric) 0.8822682068644243 absolute error 0.11280517088156106 relative error 14.660245600683195% Correct digits 1 h 0.001 y1[1] (analytic) 0.6386913466268623 y1[1] (numeric) 0.6139304990870641 absolute error 0.024760847539798236 relative error 3.876809615562879% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8790000000000007 y2[1] (analytic) 0.7701013424915557 y2[1] (numeric) 0.8832923857411581 absolute error 0.11319104324960239 relative error 14.698201003440474% Correct digits 1 h 0.001 y1[1] (analytic) 0.6379215643734767 y1[1] (numeric) 0.6130477187998145 absolute error 0.024873845573662234 relative error 3.899201243979209% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8800000000000007 y2[1] (analytic) 0.7707388788989697 y2[1] (numeric) 0.8843166734361696 absolute error 0.11357779453719985 relative error 14.736222298718097% Correct digits 1 h 0.001 y1[1] (analytic) 0.6371511441985797 y1[1] (numeric) 0.612163914279309 absolute error 0.024987229919270604 relative error 3.921711535290421% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8810000000000007 y2[1] (analytic) 0.7713756445675691 y2[1] (numeric) 0.8853410703112796 absolute error 0.11396542574371049 relative error 14.774309578778464% Correct digits 1 h 0.001 y1[1] (analytic) 0.6363800868725916 y1[1] (numeric) 0.6112790854165487 absolute error 0.025101001456042882 relative error 3.944341121576971% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8820000000000007 y2[1] (analytic) 0.7720116388605882 y2[1] (numeric) 0.8863655767290753 absolute error 0.11435393786848713 relative error 14.812462936085016% Correct digits 1 h 0.001 y1[1] (analytic) 0.6356083931665698 y1[1] (numeric) 0.6103932321021722 absolute error 0.025215161064397584 relative error 3.9670906387464284% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8830000000000007 y2[1] (analytic) 0.7726468611420328 y2[1] (numeric) 0.887390193052911 absolute error 0.11474333191087815 relative error 14.850682463302638% Correct digits 1 h 0.001 y1[1] (analytic) 0.6348360638522077 y1[1] (numeric) 0.6095063542264553 absolute error 0.025329709625752428 relative error 3.9899607265615713% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8840000000000007 y2[1] (analytic) 0.7732813107766806 y2[1] (numeric) 0.8884149196469082 absolute error 0.11513360887022761 relative error 14.888968253298128% Correct digits 1 h 0.001 y1[1] (analytic) 0.6340630997018346 y1[1] (numeric) 0.6086184516793097 absolute error 0.025444648022524885 relative error 4.012952028668774% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8850000000000007 y2[1] (analytic) 0.7739149871300821 y2[1] (numeric) 0.8894397568759568 absolute error 0.11552476974587467 relative error 14.927320399140545% Correct digits 1 h 0.001 y1[1] (analytic) 0.6332895014884147 y1[1] (numeric) 0.6077295243502832 absolute error 0.025559977138131518 relative error 4.036065192626458% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8860000000000007 y2[1] (analytic) 0.7745478895685609 y2[1] (numeric) 0.8904647051057154 absolute error 0.1159168155371545 relative error 14.965738994101779% Correct digits 1 h 0.001 y1[1] (analytic) 0.6325152699855461 y1[1] (numeric) 0.6068395721285577 absolute error 0.025675697856988422 relative error 4.0593008699339626% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8870000000000007 y2[1] (analytic) 0.7751800174592148 y2[1] (numeric) 0.8914897647026122 absolute error 0.11630974724339738 relative error 15.004224131656859% Correct digits 1 h 0.001 y1[1] (analytic) 0.6317404059674602 y1[1] (numeric) 0.6059485949029494 absolute error 0.025791811064510783 relative error 4.082659716060536% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8880000000000007 y2[1] (analytic) 0.7758113701699157 y2[1] (numeric) 0.8925149360338451 absolute error 0.11670356586392938 relative error 15.042775905484516% Correct digits 1 h 0.001 y1[1] (analytic) 0.630964910209021 y1[1] (numeric) 0.6050565925619077 absolute error 0.02590831764711332 relative error 4.106142390474713% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8890000000000007 y2[1] (analytic) 0.7764419470693112 y2[1] (numeric) 0.8935402194673828 absolute error 0.11709827239807158 relative error 15.081394409467483% Correct digits 1 h 0.001 y1[1] (analytic) 0.6301887834857242 y1[1] (numeric) 0.6041635649935143 absolute error 0.026025218492209845 relative error 4.129749556673822% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8900000000000007 y2[1] (analytic) 0.7770717475268243 y2[1] (numeric) 0.8945656153719651 absolute error 0.11749386784514082 relative error 15.120079737693072% Correct digits 1 h 0.001 y1[1] (analytic) 0.6294120265736963 y1[1] (numeric) 0.6032695120854826 absolute error 0.026142514488213697 relative error 4.153481882213882% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8910000000000007 y2[1] (analytic) 0.7777007709126547 y2[1] (numeric) 0.8955911241171037 absolute error 0.11789035320444907 relative error 15.158831984453517% Correct digits 1 h 0.001 y1[1] (analytic) 0.6286346402496944 y1[1] (numeric) 0.6023744337251569 absolute error 0.026260206524537533 relative error 4.177340038739664% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8920000000000007 y2[1] (analytic) 0.7783290165977789 y2[1] (numeric) 0.8966167460730827 absolute error 0.11828772947530386 relative error 15.197651244246495% Correct digits 1 h 0.001 y1[1] (analytic) 0.6278566252911046 y1[1] (numeric) 0.6014783297995114 absolute error 0.026378295491593207 relative error 4.201324702015043% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8930000000000007 y2[1] (analytic) 0.7789564839539513 y2[1] (numeric) 0.8976424816109592 absolute error 0.11868599765700782 relative error 15.236537611775505% Correct digits 1 h 0.001 y1[1] (analytic) 0.6270779824759418 y1[1] (numeric) 0.60058120019515 absolute error 0.026496782280791775 relative error 4.2254365519536226% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8940000000000007 y2[1] (analytic) 0.7795831723537047 y2[1] (numeric) 0.8986683311025638 absolute error 0.11908515874885917 relative error 15.275491181950377% Correct digits 1 h 0.001 y1[1] (analytic) 0.6262987125828489 y1[1] (numeric) 0.5996830447983049 absolute error 0.02661566778454394 relative error 4.249676272649711% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8950000000000007 y2[1] (analytic) 0.7802090811703507 y2[1] (numeric) 0.8996942949205017 absolute error 0.11948521375015098 relative error 15.314512049887638% Correct digits 1 h 0.001 y1[1] (analytic) 0.6255188163910955 y1[1] (numeric) 0.5987838634948361 absolute error 0.02673495289625938 relative error 4.274044552409401% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8960000000000007 y2[1] (analytic) 0.7808342097779807 y2[1] (numeric) 0.9007203734381525 absolute error 0.1198861636601718 relative error 15.35360031091104% Correct digits 1 h 0.001 y1[1] (analytic) 0.6247382946805778 y1[1] (numeric) 0.5978836561702308 absolute error 0.026854638510347084 relative error 4.2985420837820705% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8970000000000007 y2[1] (analytic) 0.7814585575514659 y2[1] (numeric) 0.9017465670296714 absolute error 0.1202880094782055 relative error 15.392756060552% Correct digits 1 h 0.001 y1[1] (analytic) 0.6239571482318176 y1[1] (numeric) 0.596982422709602 absolute error 0.02697472552221558 relative error 4.323169563592164% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8980000000000007 y2[1] (analytic) 0.7820821238664586 y2[1] (numeric) 0.9027728760699896 absolute error 0.12069075220353098 relative error 15.431979394550012% Correct digits 1 h 0.001 y1[1] (analytic) 0.6231753778259611 y1[1] (numeric) 0.5960801629976885 absolute error 0.027095214828272596 relative error 4.347927692971156% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.8990000000000007 y2[1] (analytic) 0.7827049080993926 y2[1] (numeric) 0.903799300934815 absolute error 0.12109439283542234 relative error 15.471270408853119% Correct digits 1 h 0.001 y1[1] (analytic) 0.6223929842447787 y1[1] (numeric) 0.5951768769188538 absolute error 0.027216107325924943 relative error 4.372817177389843% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9000000000000007 y2[1] (analytic) 0.7833269096274839 y2[1] (numeric) 0.9048258420006327 absolute error 0.1214989323731488 relative error 15.51062919961838% Correct digits 1 h 0.001 y1[1] (analytic) 0.621609968270664 y1[1] (numeric) 0.5942725643570852 absolute error 0.02733740391357875 relative error 4.397838726690977% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9010000000000007 y2[1] (analytic) 0.7839481278287307 y2[1] (numeric) 0.9058524996447054 absolute error 0.12190437181597469 relative error 15.550055863212313% Correct digits 1 h 0.001 y1[1] (analytic) 0.6208263306866326 y1[1] (numeric) 0.5933672251959932 absolute error 0.027459105490639457 relative error 4.422993055122154% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9020000000000007 y2[1] (analytic) 0.7845685620819149 y2[1] (numeric) 0.9068792742450745 absolute error 0.12231071216315959 relative error 15.589550496211372% Correct digits 1 h 0.001 y1[1] (analytic) 0.6200420722763225 y1[1] (numeric) 0.5924608593188104 absolute error 0.027581212957512036 relative error 4.448280881369037% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9030000000000007 y2[1] (analytic) 0.7851882117666026 y2[1] (numeric) 0.9079061661805603 absolute error 0.12271795441395772 relative error 15.629113195402336% Correct digits 1 h 0.001 y1[1] (analytic) 0.6192571938239917 y1[1] (numeric) 0.5915534666083914 absolute error 0.027703727215600327 relative error 4.473702928588733% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9040000000000007 y2[1] (analytic) 0.7858070762631439 y2[1] (numeric) 0.9089331758307626 absolute error 0.12312609956761866 relative error 15.668744057782868% Correct digits 1 h 0.001 y1[1] (analytic) 0.6184716961145187 y1[1] (numeric) 0.5906450469472111 absolute error 0.027826649167307593 relative error 4.499259924443672% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9050000000000007 y2[1] (analytic) 0.7864251549526744 y2[1] (numeric) 0.9099603035760614 absolute error 0.12353514862338699 relative error 15.708443180561932% Correct digits 1 h 0.001 y1[1] (analytic) 0.6176855799334011 y1[1] (numeric) 0.5897356002173648 absolute error 0.0279499797160363 relative error 4.524952601135657% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9060000000000007 y2[1] (analytic) 0.7870424472171156 y2[1] (numeric) 0.9109875497976176 absolute error 0.12394510258050206 relative error 15.748210661160217% Correct digits 1 h 0.001 y1[1] (analytic) 0.616898846066755 y1[1] (numeric) 0.5888251263005669 absolute error 0.02807371976618811 relative error 4.550781695440266% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9070000000000007 y2[1] (analytic) 0.787658952439175 y2[1] (numeric) 0.9120149148773734 absolute error 0.12435596243819835 relative error 15.788046597210666% Correct digits 1 h 0.001 y1[1] (analytic) 0.6161114953013143 y1[1] (numeric) 0.5879136250781503 absolute error 0.028197870223164 relative error 4.576747948741584% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9080000000000007 y2[1] (analytic) 0.7882746700023476 y2[1] (numeric) 0.9130423991980529 absolute error 0.12476772919570522 relative error 15.827951086558906% Correct digits 1 h 0.001 y1[1] (analytic) 0.6153235284244296 y1[1] (numeric) 0.5870010964310652 absolute error 0.028322431993364372 relative error 4.602852107067244% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9090000000000007 y2[1] (analytic) 0.7888895992909161 y2[1] (numeric) 0.9140700031431628 absolute error 0.1251804038522467 relative error 15.86792422726369% Correct digits 1 h 0.001 y1[1] (analytic) 0.6145349462240678 y1[1] (numeric) 0.5860875402398793 absolute error 0.02844740598418849 relative error 4.629094921123685% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9100000000000007 y2[1] (analytic) 0.7895037396899508 y2[1] (numeric) 0.9150977270969929 absolute error 0.12559398740704208 relative error 15.907966117597443% Correct digits 1 h 0.001 y1[1] (analytic) 0.613745749488811 y1[1] (numeric) 0.585172956384776 absolute error 0.028572793104035044 relative error 4.6554771463319025% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9110000000000007 y2[1] (analytic) 0.7901170905853118 y2[1] (numeric) 0.9161255714446168 absolute error 0.12600848085930505 relative error 15.948076856046624% Correct digits 1 h 0.001 y1[1] (analytic) 0.6129559390078558 y1[1] (numeric) 0.584257344745554 absolute error 0.028698594262301813 relative error 4.681999542863391% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9120000000000007 y2[1] (analytic) 0.7907296513636479 y2[1] (numeric) 0.9171535365718924 absolute error 0.12642388520824444 relative error 15.988256541312307% Correct digits 1 h 0.001 y1[1] (analytic) 0.6121655155710127 y1[1] (numeric) 0.5833407052016268 absolute error 0.02882481036938589 relative error 4.708662875676495% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9130000000000007 y2[1] (analytic) 0.7913414214123986 y2[1] (numeric) 0.9181816228654622 absolute error 0.12684020145306363 relative error 16.028505272310557% Correct digits 1 h 0.001 y1[1] (analytic) 0.6113744799687051 y1[1] (numeric) 0.5824230376320215 absolute error 0.028951442336683564 relative error 4.735467914553046% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9140000000000007 y2[1] (analytic) 0.7919524001197938 y2[1] (numeric) 0.9192098307127546 absolute error 0.1272574305929608 relative error 16.06882314817296% Correct digits 1 h 0.001 y1[1] (analytic) 0.6105828329919684 y1[1] (numeric) 0.581504341915378 absolute error 0.02907849107659033 relative error 4.7624154341353435% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9150000000000007 y2[1] (analytic) 0.7925625868748549 y2[1] (numeric) 0.9202381605019838 absolute error 0.1276755736271289 relative error 16.10921026824709% Correct digits 1 h 0.001 y1[1] (analytic) 0.6097905754324496 y1[1] (numeric) 0.5805846179299486 absolute error 0.02920595750250099 relative error 4.789506213963505% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9160000000000007 y2[1] (analytic) 0.7931719810673953 y2[1] (numeric) 0.9212666126221507 absolute error 0.12809463155475542 relative error 16.149666732096946% Correct digits 1 h 0.001 y1[1] (analytic) 0.6089977080824062 y1[1] (numeric) 0.5796638655535971 absolute error 0.029333842528809106 relative error 4.81674103851304% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9170000000000007 y2[1] (analytic) 0.7937805820880205 y2[1] (numeric) 0.9222951874630434 absolute error 0.1285146053750229 relative error 16.190192639503522% Correct digits 1 h 0.001 y1[1] (analytic) 0.6082042317347055 y1[1] (numeric) 0.5787420846637974 absolute error 0.029462147070908107 relative error 4.844120697233046% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9180000000000007 y2[1] (analytic) 0.7943883893281299 y2[1] (numeric) 0.9233238854152378 absolute error 0.12893549608710786 relative error 16.230788090465126% Correct digits 1 h 0.001 y1[1] (analytic) 0.6074101471828237 y1[1] (numeric) 0.5778192751376339 absolute error 0.029590872045189842 relative error 4.871645984584337% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9190000000000007 y2[1] (analytic) 0.7949954021799162 y2[1] (numeric) 0.9243527068700982 absolute error 0.12935730469018203 relative error 16.27145318519805% Correct digits 1 h 0.001 y1[1] (analytic) 0.6066154552208453 y1[1] (numeric) 0.5768954368517994 absolute error 0.02972001836904581 relative error 4.899317700078363% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9200000000000007 y2[1] (analytic) 0.7956016200363665 y2[1] (numeric) 0.9253816522197779 absolute error 0.1297800321834114 relative error 16.312188024136905% Correct digits 1 h 0.001 y1[1] (analytic) 0.6058201566434622 y1[1] (numeric) 0.5759705696825954 absolute error 0.029849586960866814 relative error 4.927136648316229% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9210000000000007 y2[1] (analytic) 0.796207042291263 y2[1] (numeric) 0.9264107218572195 absolute error 0.13020367956595646 relative error 16.352992707935158% Correct digits 1 h 0.001 y1[1] (analytic) 0.6050242522459731 y1[1] (numeric) 0.5750446735059306 absolute error 0.029979578740042534 relative error 4.955103639028062% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9220000000000007 y2[1] (analytic) 0.7968116683391837 y2[1] (numeric) 0.9274399161761561 absolute error 0.13062824783697236 relative error 16.393867337465625% Correct digits 1 h 0.001 y1[1] (analytic) 0.604227742824282 y1[1] (numeric) 0.5741177481973204 absolute error 0.030109994626961623 relative error 4.983219487112831% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9230000000000007 y2[1] (analytic) 0.7974154975755023 y2[1] (numeric) 0.928469235571111 absolute error 0.1310537379956087 relative error 16.43481201382094% Correct digits 1 h 0.001 y1[1] (analytic) 0.6034306291748986 y1[1] (numeric) 0.5731897936318863 absolute error 0.03024083554301238 relative error 5.011485012678626% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9240000000000007 y2[1] (analytic) 0.79801852939639 y2[1] (numeric) 0.9294986804373994 absolute error 0.1314801510410094 relative error 16.475826838314035% Correct digits 1 h 0.001 y1[1] (analytic) 0.6026329120949362 y1[1] (numeric) 0.5722608096843544 absolute error 0.030372102410581747 relative error 5.039901041083043% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9250000000000007 y2[1] (analytic) 0.7986207631988146 y2[1] (numeric) 0.9305282511711276 absolute error 0.131907487972313 relative error 16.516911912478662% Correct digits 1 h 0.001 y1[1] (analytic) 0.601834592382112 y1[1] (numeric) 0.5713307962290557 absolute error 0.030503796153056317 relative error 5.068468402974267% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9260000000000007 y2[1] (analytic) 0.7992221983805426 y2[1] (numeric) 0.9315579481691948 absolute error 0.13233574978865215 relative error 16.55806733806981% Correct digits 1 h 0.001 y1[1] (analytic) 0.6010356708347455 y1[1] (numeric) 0.5703997531399241 absolute error 0.030635917694821435 relative error 5.097187934332231% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9270000000000007 y2[1] (analytic) 0.7998228343401389 y2[1] (numeric) 0.9325877718292931 absolute error 0.1327649374891542 relative error 16.59929321706431% Correct digits 1 h 0.001 y1[1] (analytic) 0.6002361482517583 y1[1] (numeric) 0.5694676802904965 absolute error 0.03076846796126176 relative error 5.126060476510401% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9280000000000007 y2[1] (analytic) 0.8004226704769675 y2[1] (numeric) 0.933617722549908 absolute error 0.13319505207294058 relative error 16.640589651661212% Correct digits 1 h 0.001 y1[1] (analytic) 0.5994360254326728 y1[1] (numeric) 0.5685345775539119 absolute error 0.030901447878760924 relative error 5.1550868762777915% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9290000000000007 y2[1] (analytic) 0.8010217061911923 y2[1] (numeric) 0.9346478007303194 absolute error 0.1336260945391271 relative error 16.681956744282346% Correct digits 1 h 0.001 y1[1] (analytic) 0.5986353031776119 y1[1] (numeric) 0.56760044480291 absolute error 0.03103485837470188 relative error 5.184267985861502% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9300000000000007 y2[1] (analytic) 0.8016199408837775 y2[1] (numeric) 0.9356780067706014 absolute error 0.1340580658868239 relative error 16.723394597572796% Correct digits 1 h 0.001 y1[1] (analytic) 0.5978339822872977 y1[1] (numeric) 0.5666652819098312 absolute error 0.03116870037746644 relative error 5.213604662989511% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9310000000000007 y2[1] (analytic) 0.8022173739564888 y2[1] (numeric) 0.9367083410716239 absolute error 0.13449096711513508 relative error 16.764903314401376% Correct digits 1 h 0.001 y1[1] (analytic) 0.5970320635630509 y1[1] (numeric) 0.5657290887466152 absolute error 0.031302974816435736 relative error 5.243097770934025% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9320000000000007 y2[1] (analytic) 0.802814004811893 y2[1] (numeric) 0.9377388040350523 absolute error 0.13492479922315925 relative error 16.806482997861185% Correct digits 1 h 0.001 y1[1] (analytic) 0.5962295478067905 y1[1] (numeric) 0.5647918651848005 absolute error 0.03143768262198998 relative error 5.272748178555121% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9330000000000007 y2[1] (analytic) 0.8034098328533592 y2[1] (numeric) 0.9387693960633483 absolute error 0.1353595632099891 relative error 16.848133751270048% Correct digits 1 h 0.001 y1[1] (analytic) 0.5954264358210318 y1[1] (numeric) 0.5638536110955235 absolute error 0.031572824725508375 relative error 5.302556760344827% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9340000000000007 y2[1] (analytic) 0.8040048574850596 y2[1] (numeric) 0.9398001175597709 absolute error 0.13579526007471132 relative error 16.889855678171042% Correct digits 1 h 0.001 y1[1] (analytic) 0.594622728408887 y1[1] (numeric) 0.5629143263495178 absolute error 0.0317084020593692 relative error 5.332524396471641% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9350000000000007 y2[1] (analytic) 0.8045990781119695 y2[1] (numeric) 0.9408309689283764 absolute error 0.13623189081640685 relative error 16.931648882332993% Correct digits 1 h 0.001 y1[1] (analytic) 0.5938184263740633 y1[1] (numeric) 0.5619740108171132 absolute error 0.03184441555695017 relative error 5.36265197282552% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9360000000000007 y2[1] (analytic) 0.8051924941398683 y2[1] (numeric) 0.9418619505740192 absolute error 0.13666945643415096 relative error 16.97351346775103% Correct digits 1 h 0.001 y1[1] (analytic) 0.5930135305208627 y1[1] (numeric) 0.5610326643682353 absolute error 0.03198086615262741 relative error 5.392940381063075% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9370000000000007 y2[1] (analytic) 0.8057851049753401 y2[1] (numeric) 0.9428930629023524 absolute error 0.13710795792701236 relative error 17.01544953864695% Correct digits 1 h 0.001 y1[1] (analytic) 0.5922080416541811 y1[1] (numeric) 0.5600902868724043 absolute error 0.03211775478177681 relative error 5.423390518653565% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9380000000000007 y2[1] (analytic) 0.8063769100257739 y2[1] (numeric) 0.9439243063198283 absolute error 0.13754739629405432 relative error 17.0574571994699% Correct digits 1 h 0.001 y1[1] (analytic) 0.5914019605795071 y1[1] (numeric) 0.5591468781987342 absolute error 0.032255082380772904 relative error 5.454003288924941% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9390000000000007 y2[1] (analytic) 0.8069679086993651 y2[1] (numeric) 0.9449556812336988 absolute error 0.1379877725343337 relative error 17.09953655489674% Correct digits 1 h 0.001 y1[1] (analytic) 0.5905952881029218 y1[1] (numeric) 0.5582024382159325 absolute error 0.03239284988698932 relative error 5.48477960111058% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9400000000000007 y2[1] (analytic) 0.8075581004051147 y2[1] (numeric) 0.9459871880520163 absolute error 0.13842908764690165 relative error 17.141687709832663% Correct digits 1 h 0.001 y1[1] (analytic) 0.5897880250310976 y1[1] (numeric) 0.5572569667922987 absolute error 0.03253105823879887 relative error 5.515720370396401% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9410000000000007 y2[1] (analytic) 0.8081474845528313 y2[1] (numeric) 0.9470188271836341 absolute error 0.1388713426308028 relative error 17.183910769411586% Correct digits 1 h 0.001 y1[1] (analytic) 0.5889801721712976 y1[1] (numeric) 0.5563104637957241 absolute error 0.03266970837557348 relative error 5.546826517968401% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9420000000000007 y2[1] (analytic) 0.8087360605531306 y2[1] (numeric) 0.9480505990382068 absolute error 0.13931453848507613 relative error 17.22620583899681% Correct digits 1 h 0.001 y1[1] (analytic) 0.5881717303313745 y1[1] (numeric) 0.5553629290936906 absolute error 0.03280880123768393 relative error 5.578098971060634% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9430000000000007 y2[1] (analytic) 0.8093238278174367 y2[1] (numeric) 0.9490825040261911 absolute error 0.13975867620875437 relative error 17.26857302418142% Correct digits 1 h 0.001 y1[1] (analytic) 0.58736270031977 y1[1] (numeric) 0.5544143625532699 absolute error 0.03294833776650008 relative error 5.609538663003704% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9440000000000007 y2[1] (analytic) 0.8099107857579826 y2[1] (numeric) 0.9501145425588463 absolute error 0.14020375680086372 relative error 17.311012430788814% Correct digits 1 h 0.001 y1[1] (analytic) 0.5865530829455142 y1[1] (numeric) 0.5534647640411233 absolute error 0.0330883189043909 relative error 5.6411465332737025% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9450000000000007 y2[1] (analytic) 0.8104969337878101 y2[1] (numeric) 0.9511467150482348 absolute error 0.1406497812604247 relative error 17.353524164873292% Correct digits 1 h 0.001 y1[1] (analytic) 0.5857428790182243 y1[1] (numeric) 0.5525141334235001 absolute error 0.03322874559472422 relative error 5.672923527541573% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9460000000000007 y2[1] (analytic) 0.8110822713207714 y2[1] (numeric) 0.9521790219072225 absolute error 0.1410967505864511 relative error 17.396108332720463% Correct digits 1 h 0.001 y1[1] (analytic) 0.5849320893481041 y1[1] (numeric) 0.5515624705662371 absolute error 0.03336961878186706 relative error 5.704870597723041% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9470000000000007 y2[1] (analytic) 0.811666797771529 y2[1] (numeric) 0.9532114635494796 absolute error 0.14154466577795066 relative error 17.43876504084786% Correct digits 1 h 0.001 y1[1] (analytic) 0.5841207147459435 y1[1] (numeric) 0.550609775334758 absolute error 0.03351093941118555 relative error 5.7369887020289525% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9480000000000007 y2[1] (analytic) 0.8122505125555564 y2[1] (numeric) 0.9542440403894812 absolute error 0.14199352783392483 relative error 17.481494396005413% Correct digits 1 h 0.001 y1[1] (analytic) 0.5833087560231167 y1[1] (numeric) 0.5496560475940723 absolute error 0.03365270842904444 relative error 5.7692788050160475% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9490000000000007 y2[1] (analytic) 0.812833415089139 y2[1] (numeric) 0.9552767528425076 absolute error 0.1424433377533686 relative error 17.524296505175986% Correct digits 1 h 0.001 y1[1] (analytic) 0.5824962139915826 y1[1] (numeric) 0.5487012872087746 absolute error 0.03379492678280793 relative error 5.801741877638417% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9500000000000007 y2[1] (analytic) 0.8134155047893742 y2[1] (numeric) 0.9563096013246448 absolute error 0.14289409653527063 relative error 17.567171475575897% Correct digits 1 h 0.001 y1[1] (analytic) 0.5816830894638829 y1[1] (numeric) 0.5477454940430442 absolute error 0.03393759542083874 relative error 5.834378897299188% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9510000000000007 y2[1] (analytic) 0.8139967810741724 y2[1] (numeric) 0.9573425862527857 absolute error 0.14334580517861328 relative error 17.610119414655454% Correct digits 1 h 0.001 y1[1] (analytic) 0.5808693832531423 y1[1] (numeric) 0.5467886679606434 absolute error 0.0340807152924989 relative error 5.867190847902988% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9520000000000007 y2[1] (analytic) 0.8145772433622573 y2[1] (numeric) 0.9583757080446297 absolute error 0.14379846468237234 relative error 17.653140430099462% Correct digits 1 h 0.001 y1[1] (analytic) 0.5800550961730668 y1[1] (numeric) 0.5458308088249174 absolute error 0.03422428734814942 relative error 5.900178719908732% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9530000000000007 y2[1] (analytic) 0.8151568910731668 y2[1] (numeric) 0.9594089671186838 absolute error 0.14425207604551704 relative error 17.696234629827753% Correct digits 1 h 0.001 y1[1] (analytic) 0.5792402290379435 y1[1] (numeric) 0.5448719164987934 absolute error 0.03436831253915007 relative error 5.933343510382935% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9540000000000007 y2[1] (analytic) 0.8157357236272532 y2[1] (numeric) 0.9604423638942634 absolute error 0.1447066402670102 relative error 17.73940212199573% Correct digits 1 h 0.001 y1[1] (analytic) 0.5784247826626394 y1[1] (numeric) 0.5439119908447796 absolute error 0.03451279181785982 relative error 5.966686223053667% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9550000000000007 y2[1] (analytic) 0.8163137404456838 y2[1] (numeric) 0.9614758987914921 absolute error 0.14516215834580826 relative error 17.78264301499493% Correct digits 1 h 0.001 y1[1] (analytic) 0.5776087578626009 y1[1] (numeric) 0.5429510317249644 absolute error 0.03465772613763651 relative error 6.000207868364895% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9560000000000007 y2[1] (analytic) 0.8168909409504421 y2[1] (numeric) 0.9625095722313027 absolute error 0.1456186312808606 relative error 17.82595741745345% Correct digits 1 h 0.001 y1[1] (analytic) 0.5767921554538527 y1[1] (numeric) 0.5419890390010158 absolute error 0.034803116452836846 relative error 6.033909463531415% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9570000000000007 y2[1] (analytic) 0.8174673245643275 y2[1] (numeric) 0.963543384635438 absolute error 0.14607606007111051 relative error 17.86934543823661% Correct digits 1 h 0.001 y1[1] (analytic) 0.575974976252997 y1[1] (numeric) 0.5410260125341804 absolute error 0.03494896371881662 relative error 6.067792032594362% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9580000000000007 y2[1] (analytic) 0.8180428907109565 y2[1] (numeric) 0.9645773364264507 absolute error 0.14653444571549423 relative error 17.912807186447395% Correct digits 1 h 0.001 y1[1] (analytic) 0.575157221077213 y1[1] (numeric) 0.5400619521852826 absolute error 0.035095268891930376 relative error 6.1018566064771615% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9590000000000007 y2[1] (analytic) 0.8186176388147629 y2[1] (numeric) 0.9656114280277045 absolute error 0.1469937892129416 relative error 17.956342771427064% Correct digits 1 h 0.001 y1[1] (analytic) 0.574338890744256 y1[1] (numeric) 0.539096857814724 absolute error 0.035242032929531986 relative error 6.136104223042194% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9600000000000007 y2[1] (analytic) 0.8191915683009987 y2[1] (numeric) 0.9666456598633743 absolute error 0.14745409156237554 relative error 17.999952302755627% Correct digits 1 h 0.001 y1[1] (analytic) 0.573519986072456 y1[1] (numeric) 0.5381307292824824 absolute error 0.03538925678997362 relative error 6.170535927147742% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9610000000000007 y2[1] (analytic) 0.8197646785957344 y2[1] (numeric) 0.9676800323584468 absolute error 0.14791535376271236 relative error 18.043635890252425% Correct digits 1 h 0.001 y1[1] (analytic) 0.5727005078807178 y1[1] (numeric) 0.5371635664481108 absolute error 0.035536941432606994 relative error 6.205152770705878% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9620000000000007 y2[1] (analytic) 0.82033696912586 y2[1] (numeric) 0.9687145459387213 absolute error 0.14837757681286134 relative error 18.087393643976633% Correct digits 1 h 0.001 y1[1] (analytic) 0.5718804569885194 y1[1] (numeric) 0.5361953691707371 absolute error 0.035685087817782346 relative error 6.239955812740551% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9630000000000007 y2[1] (analytic) 0.8209084393190847 y2[1] (numeric) 0.9697492010308099 absolute error 0.1488407617117251 relative error 18.13122567422786% Correct digits 1 h 0.001 y1[1] (analytic) 0.5710598342159118 y1[1] (numeric) 0.5352261373090628 absolute error 0.03583369690684901 relative error 6.274946119446507% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9640000000000007 y2[1] (analytic) 0.8214790886039385 y2[1] (numeric) 0.9707839980621381 absolute error 0.14930490945819963 relative error 18.175132091546683% Correct digits 1 h 0.001 y1[1] (analytic) 0.5702386403835175 y1[1] (numeric) 0.5342558707213624 absolute error 0.03598276966215508 relative error 6.3101247642486396% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9650000000000007 y2[1] (analytic) 0.8220489164097722 y2[1] (numeric) 0.9718189374609456 absolute error 0.14977002105117343 relative error 18.219113006715112% Correct digits 1 h 0.001 y1[1] (analytic) 0.5694168763125302 y1[1] (numeric) 0.5332845692654826 absolute error 0.03613230704704762 relative error 6.345492827862031% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9660000000000007 y2[1] (analytic) 0.822617922166758 y2[1] (numeric) 0.9728540196562865 absolute error 0.1502360974895285 relative error 18.263168530757248% Correct digits 1 h 0.001 y1[1] (analytic) 0.5685945428247142 y1[1] (numeric) 0.5323122327988417 absolute error 0.036282310025872566 relative error 6.381051398352524% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9670000000000007 y2[1] (analytic) 0.8231861053058901 y2[1] (numeric) 0.97388924507803 absolute error 0.1507031397721399 relative error 18.307298774939802% Correct digits 1 h 0.001 y1[1] (analytic) 0.5677716407424027 y1[1] (numeric) 0.531338861178428 absolute error 0.036432779563974726 relative error 6.416801571197923% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9680000000000007 y2[1] (analytic) 0.8237534652589856 y2[1] (numeric) 0.9749246141568609 absolute error 0.1511711488978753 relative error 18.351503850772577% Correct digits 1 h 0.001 y1[1] (analytic) 0.5669481708884977 y1[1] (numeric) 0.5303644542607999 absolute error 0.03658371662769777 relative error 6.452744449349803% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9690000000000007 y2[1] (analytic) 0.8243200014586844 y2[1] (numeric) 0.9759601273242803 absolute error 0.15164012586559583 relative error 18.395783870009147% Correct digits 1 h 0.001 y1[1] (analytic) 0.5661241340864692 y1[1] (numeric) 0.5293890119020848 absolute error 0.03673512218438446 relative error 6.4888811432959645% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9700000000000008 y2[1] (analytic) 0.8248857133384505 y2[1] (numeric) 0.9769957850126056 absolute error 0.15211007167415513 relative error 18.44013894464728% Correct digits 1 h 0.001 y1[1] (analytic) 0.5652995311603537 y1[1] (numeric) 0.5284125339579777 absolute error 0.03688699720237598 relative error 6.525212771123378% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9710000000000008 y2[1] (analytic) 0.825450600332572 y2[1] (numeric) 0.9780315876549718 absolute error 0.15258098732239977 relative error 18.484569186929573% Correct digits 1 h 0.001 y1[1] (analytic) 0.5644743629347542 y1[1] (numeric) 0.5274350202837415 absolute error 0.03703934265101272 relative error 6.561740458581992% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9720000000000008 y2[1] (analytic) 0.8260146618761619 y2[1] (numeric) 0.9790675356853313 absolute error 0.15305287380916943 relative error 18.52907470934402% Correct digits 1 h 0.001 y1[1] (analytic) 0.5636486302348387 y1[1] (numeric) 0.5264564707342051 absolute error 0.03719215950063359 relative error 6.598465339148938% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9730000000000008 y2[1] (analytic) 0.8265778974051587 y2[1] (numeric) 0.9801036295384552 absolute error 0.15352573213329646 relative error 18.573655624624532% Correct digits 1 h 0.001 y1[1] (analytic) 0.5628223338863401 y1[1] (numeric) 0.5254768851637632 absolute error 0.037345448722576835 relative error 6.635388554093629% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9740000000000008 y2[1] (analytic) 0.8271403063563271 y2[1] (numeric) 0.9811398696499329 absolute error 0.15399956329360587 relative error 18.618312045751495% Correct digits 1 h 0.001 y1[1] (analytic) 0.5619954747155543 y1[1] (numeric) 0.5244962634263755 absolute error 0.03749921128917888 relative error 6.67251125254319% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9750000000000008 y2[1] (analytic) 0.8277018881672581 y2[1] (numeric) 0.9821762564561733 absolute error 0.15447436828891525 relative error 18.663044085952333% Correct digits 1 h 0.001 y1[1] (analytic) 0.5611680535493409 y1[1] (numeric) 0.5235146053755652 absolute error 0.037653448173775694 relative error 6.709834591548965% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9760000000000008 y2[1] (analytic) 0.8282626422763698 y2[1] (numeric) 0.9832127903944053 absolute error 0.15495014811803554 relative error 18.707851858702167% Correct digits 1 h 0.001 y1[1] (analytic) 0.5603400712151204 y1[1] (numeric) 0.5225319108644191 absolute error 0.037808160350701336 relative error 6.747359736153224% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9770000000000008 y2[1] (analytic) 0.8288225681229083 y2[1] (numeric) 0.9842494719026779 absolute error 0.15542690377976953 relative error 18.752735477724208% Correct digits 1 h 0.001 y1[1] (analytic) 0.5595115285408756 y1[1] (numeric) 0.5215481797455863 absolute error 0.03796334879528929 relative error 6.7850878594570085% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9780000000000008 y2[1] (analytic) 0.8293816651469477 y2[1] (numeric) 0.9852863014198611 absolute error 0.1559046362729134 relative error 18.797695056990516% Correct digits 1 h 0.001 y1[1] (analytic) 0.5586824263551489 y1[1] (numeric) 0.5205634118712774 absolute error 0.03811901448387145 relative error 6.823020142688285% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9790000000000008 y2[1] (analytic) 0.8299399327893912 y2[1] (numeric) 0.9863232793856462 absolute error 0.15638334659625508 relative error 18.842730710722357% Correct digits 1 h 0.001 y1[1] (analytic) 0.5578527654870422 y1[1] (numeric) 0.5195776070932637 absolute error 0.038275158393778486 relative error 6.861157775270998% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9800000000000008 y2[1] (analytic) 0.8304973704919709 y2[1] (numeric) 0.9873604062405467 absolute error 0.15686303574857574 relative error 18.887842553390993% Correct digits 1 h 0.001 y1[1] (analytic) 0.5570225467662167 y1[1] (numeric) 0.5185907652628764 absolute error 0.03843178150334026 relative error 6.899501954894861% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9810000000000008 y2[1] (analytic) 0.8310539776972494 y2[1] (numeric) 0.9883976824258982 absolute error 0.15734370472864878 relative error 18.933030699718117% Correct digits 1 h 0.001 y1[1] (analytic) 0.5561917710228907 y1[1] (numeric) 0.5176028862310058 absolute error 0.038588884791884936 relative error 6.938053887585612% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9820000000000008 y2[1] (analytic) 0.8316097538486195 y2[1] (numeric) 0.9894351083838596 absolute error 0.15782535453524016 relative error 18.978295264676465% Correct digits 1 h 0.001 y1[1] (analytic) 0.5553604390878402 y1[1] (numeric) 0.5166139698481004 absolute error 0.03874646923973979 relative error 6.976814787776294% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9830000000000008 y2[1] (analytic) 0.8321646983903049 y2[1] (numeric) 0.990472684557413 absolute error 0.15830798616710806 relative error 19.023636363490375% Correct digits 1 h 0.001 y1[1] (analytic) 0.5545285517923968 y1[1] (numeric) 0.5156240159641662 absolute error 0.03890453582823061 relative error 7.015785878379011% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9840000000000008 y2[1] (analytic) 0.8327188107673614 y2[1] (numeric) 0.9915104113903647 absolute error 0.15879160062300324 relative error 19.069054111636397% Correct digits 1 h 0.001 y1[1] (analytic) 0.5536961099684478 y1[1] (numeric) 0.5146330244287658 absolute error 0.03906308553968196 relative error 7.054968390857571% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9850000000000008 y2[1] (analytic) 0.8332720904256765 y2[1] (numeric) 0.9925482893273453 absolute error 0.15927619890166878 relative error 19.114548624843852% Correct digits 1 h 0.001 y1[1] (analytic) 0.552863114448435 y1[1] (numeric) 0.5136409950910175 absolute error 0.039222119357417484 relative error 7.094363565300882% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9860000000000008 y2[1] (analytic) 0.8338245368119706 y2[1] (numeric) 0.9935863188138107 absolute error 0.1597617820018401 relative error 19.16012001909543% Correct digits 1 h 0.001 y1[1] (analytic) 0.5520295660653538 y1[1] (numeric) 0.5126479277995946 absolute error 0.039381638265759245 relative error 7.133972650496934% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9870000000000008 y2[1] (analytic) 0.8343761493737973 y2[1] (numeric) 0.994624500296042 absolute error 0.16024835092224465 relative error 19.20576841062771% Correct digits 1 h 0.001 y1[1] (analytic) 0.5511954656527525 y1[1] (numeric) 0.5116538224027246 absolute error 0.03954164325002785 relative error 7.173796904007675% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9880000000000008 y2[1] (analytic) 0.8349269275595442 y2[1] (numeric) 0.9956628342211468 absolute error 0.16073590666160253 relative error 19.251493915931867% Correct digits 1 h 0.001 y1[1] (analytic) 0.5503608140447315 y1[1] (numeric) 0.5106586787481883 absolute error 0.039702135296543206 relative error 7.213837592244776% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9890000000000008 y2[1] (analytic) 0.8354768708184331 y2[1] (numeric) 0.9967013210370589 absolute error 0.16122445021862575 relative error 19.297296651754138% Correct digits 1 h 0.001 y1[1] (analytic) 0.5495256120759424 y1[1] (numeric) 0.5096624966833188 absolute error 0.03986311539262366 relative error 7.254095990545883% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9900000000000008 y2[1] (analytic) 0.836025978600521 y2[1] (numeric) 0.9977399611925393 absolute error 0.1617139825920183 relative error 19.34317673509644% Correct digits 1 h 0.001 y1[1] (analytic) 0.548689860581587 y1[1] (numeric) 0.508665276055001 absolute error 0.04002458452658597 relative error 7.294573383251822% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9910000000000008 y2[1] (analytic) 0.8365742503566997 y2[1] (numeric) 0.9987787551371766 absolute error 0.16220450478047688 relative error 19.389134283217047% Correct digits 1 h 0.001 y1[1] (analytic) 0.5478535603974166 y1[1] (numeric) 0.5076670167096706 absolute error 0.04018654368774599 relative error 7.33527106378471% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9920000000000008 y2[1] (analytic) 0.8371216855386979 y2[1] (numeric) 0.9998177033213876 absolute error 0.16269601778268972 relative error 19.435169413631048% Correct digits 1 h 0.001 y1[1] (analytic) 0.5470167123597316 y1[1] (numeric) 0.5066677184933134 absolute error 0.040348993866418215 relative error 7.376190334726689% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9930000000000008 y2[1] (analytic) 0.8376682835990803 y2[1] (numeric) 1.0008568061964176 absolute error 0.1631885225973373 relative error 19.481282244111036% Correct digits 1 h 0.001 y1[1] (analytic) 0.5461793173053798 y1[1] (numeric) 0.5056673812514642 absolute error 0.040511936053915676 relative error 7.417332507899532% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9940000000000008 y2[1] (analytic) 0.8382140439912489 y2[1] (numeric) 1.001896064214341 absolute error 0.1636820202230922 relative error 19.527472892687666% Correct digits 1 h 0.001 y1[1] (analytic) 0.5453413760717561 y1[1] (numeric) 0.5046660048292062 absolute error 0.04067537124254994 relative error 7.458698904445105% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9950000000000008 y2[1] (analytic) 0.8387589661694433 y2[1] (numeric) 1.002935477828062 absolute error 0.16417651165861857 relative error 19.57374147765023% Correct digits 1 h 0.001 y1[1] (analytic) 0.5445028894968019 y1[1] (numeric) 0.5036635890711703 absolute error 0.040839300425631664 relative error 7.500290854906753% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9960000000000008 y2[1] (analytic) 0.8393030495887416 y2[1] (numeric) 1.0039750474913145 absolute error 0.16467199790257292 relative error 19.620088117547315% Correct digits 1 h 0.001 y1[1] (analytic) 0.5436638584190036 y1[1] (numeric) 0.5026601338215336 absolute error 0.041003724597469926 relative error 7.542109699311338% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9970000000000008 y2[1] (analytic) 0.8398462937050601 y2[1] (numeric) 1.0050147736586634 absolute error 0.1651684799536033 relative error 19.666512931187345% Correct digits 1 h 0.001 y1[1] (analytic) 0.5428242836773921 y1[1] (numeric) 0.5016556389240197 absolute error 0.04116864475337245 relative error 7.58415678725227% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9980000000000008 y2[1] (analytic) 0.8403886979751549 y2[1] (numeric) 1.0060546567855049 absolute error 0.16566595881034996 relative error 19.71301603763925% Correct digits 1 h 0.001 y1[1] (analytic) 0.5419841661115422 y1[1] (numeric) 0.5006501042218965 absolute error 0.041334061889645723 relative error 7.62643347797342% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 0.9990000000000008 y2[1] (analytic) 0.8409302618566218 y2[1] (numeric) 1.0070946973280663 absolute error 0.16616443547144455 relative error 19.759597556232972% Correct digits 1 h 0.001 y1[1] (analytic) 0.5411435065615714 y1[1] (numeric) 0.4996435295579767 absolute error 0.0414999770035947 relative error 7.668941140453808% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0000000000000007 y2[1] (analytic) 0.8414709848078968 y2[1] (numeric) 1.0081348957434073 absolute error 0.16666391093551047 relative error 19.806257606560127% Correct digits 1 h 0.001 y1[1] (analytic) 0.5403023058681392 y1[1] (numeric) 0.4986359147746161 absolute error 0.0416663910935231 relative error 7.711681153493316% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0010000000000006 y2[1] (analytic) 0.8420108662882573 y2[1] (numeric) 1.0091752524894204 absolute error 0.16716438620116314 relative error 19.85299630847465% Correct digits 1 h 0.001 y1[1] (analytic) 0.5394605648724461 y1[1] (numeric) 0.497627259713713 absolute error 0.04183330515873307 relative error 7.754654905799172% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0020000000000004 y2[1] (analytic) 0.8425499057578215 y2[1] (numeric) 1.0102157680248312 absolute error 0.16766586226700964 relative error 19.899813782093364% Correct digits 1 h 0.001 y1[1] (analytic) 0.538618284416233 y1[1] (numeric) 0.4966175642167075 absolute error 0.042000720199525554 relative error 7.797863796073486% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0030000000000003 y2[1] (analytic) 0.8430881026775502 y2[1] (numeric) 1.0112564428091986 absolute error 0.1681683401316484 relative error 19.946710147796562% Correct digits 1 h 0.001 y1[1] (analytic) 0.5377754653417806 y1[1] (numeric) 0.4956068281245804 absolute error 0.042168637217200156 relative error 7.841309233101604% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0040000000000002 y2[1] (analytic) 0.8436254565092465 y2[1] (numeric) 1.012297277302916 absolute error 0.1686718207936695 relative error 19.99368552622864% Correct digits 1 h 0.001 y1[1] (analytic) 0.5369321084919075 y1[1] (numeric) 0.49459505127785264 absolute error 0.042337057214054896 relative error 7.884992635841406% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0050000000000001 y2[1] (analytic) 0.8441619667155564 y2[1] (numeric) 1.0133382719672113 absolute error 0.16917630525165483 relative error 20.040740038298768% Correct digits 1 h 0.001 y1[1] (analytic) 0.5360882147099707 y1[1] (numeric) 0.49358223351658437 absolute error 0.04250598119338633 relative error 7.9289154335135885% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.006 y2[1] (analytic) 0.8446976327599702 y2[1] (numeric) 1.0143794272641475 absolute error 0.1696817945041773 relative error 20.08787380518138% Correct digits 1 h 0.001 y1[1] (analytic) 0.5352437848398639 y1[1] (numeric) 0.492568374680374 absolute error 0.04267541015948989 relative error 7.973079065692967% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.007 y2[1] (analytic) 0.8452324541068215 y2[1] (numeric) 1.0154207436566234 absolute error 0.17018828954980192 relative error 20.13508694831698% Correct digits 1 h 0.001 y1[1] (analytic) 0.5343988197260169 y1[1] (numeric) 0.4915534746083576 absolute error 0.042845345117659306 relative error 8.017484982400571% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0079999999999998 y2[1] (analytic) 0.8457664302212892 y2[1] (numeric) 1.0164622216083734 absolute error 0.17069579138708424 relative error 20.182379589412506% Correct digits 1 h 0.001 y1[1] (analytic) 0.5335533202133946 y1[1] (numeric) 0.49053753313920767 absolute error 0.04301578707418696 relative error 8.06213464419691% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0089999999999997 y2[1] (analytic) 0.846299560569397 y2[1] (numeric) 1.017503861583969 absolute error 0.17120430101457207 relative error 20.22975185044223% Correct digits 1 h 0.001 y1[1] (analytic) 0.5327072871474966 y1[1] (numeric) 0.4895205501111329 absolute error 0.04318673703636372 relative error 8.10702952227611% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0099999999999996 y2[1] (analytic) 0.846831844618015 y2[1] (numeric) 1.0185456640488189 absolute error 0.17171381943080388 relative error 20.277203853648153% Correct digits 1 h 0.001 y1[1] (analytic) 0.5318607213743558 y1[1] (numeric) 0.48850252536187666 absolute error 0.043358196012479144 relative error 8.152171098561162% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0109999999999995 y2[1] (analytic) 0.8473632818348588 y2[1] (numeric) 1.0195876294691688 absolute error 0.17222434763431005 relative error 20.324735721540804% Correct digits 1 h 0.001 y1[1] (analytic) 0.5310136237405381 y1[1] (numeric) 0.48748345872871673 absolute error 0.04353016501182133 relative error 8.1975608658001% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0119999999999993 y2[1] (analytic) 0.8478938716884914 y2[1] (numeric) 1.0206297583121031 absolute error 0.17273588662361172 relative error 20.37234757689973% Correct digits 1 h 0.001 y1[1] (analytic) 0.5301659950931407 y1[1] (numeric) 0.48646335004846414 absolute error 0.043702645044676525 relative error 8.243200327663178% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0129999999999992 y2[1] (analytic) 0.848423613648323 y2[1] (numeric) 1.0216720510455441 absolute error 0.17324843739722118 relative error 20.42003954277418% Correct digits 1 h 0.001 y1[1] (analytic) 0.5293178362797925 y1[1] (numeric) 0.4854421991574624 absolute error 0.04387563712233006 relative error 8.289090998841347% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0139999999999991 y2[1] (analytic) 0.8489525071846116 y2[1] (numeric) 1.0227145081382538 absolute error 0.17376200095364225 relative error 20.467811742483764% Correct digits 1 h 0.001 y1[1] (analytic) 0.5284691481486521 y1[1] (numeric) 0.4844200058915867 absolute error 0.04404914225706541 relative error 8.335234405145428% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.014999999999999 y2[1] (analytic) 0.8494805517684638 y2[1] (numeric) 1.0237571300598334 absolute error 0.17427657829136955 relative error 20.515664299619036% Correct digits 1 h 0.001 y1[1] (analytic) 0.5276199315484076 y1[1] (numeric) 0.483396770086243 absolute error 0.044223161462164595 relative error 8.381632083606616% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.015999999999999 y2[1] (analytic) 0.850007746871835 y2[1] (numeric) 1.024799917280724 absolute error 0.17479217040888906 relative error 20.56359733804219% Correct digits 1 h 0.001 y1[1] (analytic) 0.5267701873282755 y1[1] (numeric) 0.4823724915763673 absolute error 0.04439769575190822 relative error 8.428285582578008% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0169999999999988 y2[1] (analytic) 0.8505340919675302 y2[1] (numeric) 1.0258428702722078 absolute error 0.17530877830467761 relative error 20.611610981887623% Correct digits 1 h 0.001 y1[1] (analytic) 0.5259199163380001 y1[1] (numeric) 0.4813471701964247 absolute error 0.04457274614157536 relative error 8.475196461837202% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0179999999999987 y2[1] (analytic) 0.8510595865292042 y2[1] (numeric) 1.026885989506407 absolute error 0.17582640297720287 relative error 20.659705355562593% Correct digits 1 h 0.001 y1[1] (analytic) 0.5250691194278521 y1[1] (numeric) 0.48032080578040864 absolute error 0.044748313647443416 relative error 8.522366292689991% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0189999999999986 y2[1] (analytic) 0.8515842300313627 y2[1] (numeric) 1.0279292754562863 absolute error 0.17634504542492357 relative error 20.707880583747897% Correct digits 1 h 0.001 y1[1] (analytic) 0.5242177974486283 y1[1] (numeric) 0.47929339816184 absolute error 0.044924399286788264 relative error 8.569796658075257% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0199999999999985 y2[1] (analytic) 0.8521080219493621 y2[1] (numeric) 1.0289727285956516 absolute error 0.1768647066462895 relative error 20.756136791398493% Correct digits 1 h 0.001 y1[1] (analytic) 0.5233659512516509 y1[1] (numeric) 0.4782649471737663 absolute error 0.04510100407788459 relative error 8.617489152671034% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0209999999999984 y2[1] (analytic) 0.8526309617594106 y2[1] (numeric) 1.0300163493991517 absolute error 0.1773853876397411 relative error 20.80447410374413% Correct digits 1 h 0.001 y1[1] (analytic) 0.5225135816887658 y1[1] (numeric) 0.47723545264876066 absolute error 0.045278129040005166 relative error 8.665445383001545% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0219999999999982 y2[1] (analytic) 0.8531530489385684 y2[1] (numeric) 1.031060138342278 absolute error 0.17790708940370958 relative error 20.85289264628999% Correct digits 1 h 0.001 y1[1] (analytic) 0.5216606896123426 y1[1] (numeric) 0.47620491441892143 absolute error 0.045455775193421144 relative error 8.713666967545574% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0229999999999981 y2[1] (analytic) 0.8536742829647482 y2[1] (numeric) 1.0321040959013652 absolute error 0.17842981293661697 relative error 20.901392544817362% Correct digits 1 h 0.001 y1[1] (analytic) 0.5208072758752732 y1[1] (numeric) 0.47517333231587083 absolute error 0.04563394355940237 relative error 8.762155536846057% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.023999999999998 y2[1] (analytic) 0.8541946633167163 y2[1] (numeric) 1.0331482225535924 absolute error 0.17895355923687606 relative error 20.949973925384274% Correct digits 1 h 0.001 y1[1] (analytic) 0.5199533413309714 y1[1] (numeric) 0.4741407061707544 absolute error 0.045812635160217 relative error 8.810912733620727% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.024999999999998 y2[1] (analytic) 0.8547141894740923 y2[1] (numeric) 1.0341925187769825 absolute error 0.1794783293028902 relative error 20.99863691432614% Correct digits 1 h 0.001 y1[1] (analytic) 0.5190988868333715 y1[1] (numeric) 0.47310703581423996 absolute error 0.0459918510191315 relative error 8.859940212874063% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0259999999999978 y2[1] (analytic) 0.8552328609173501 y2[1] (numeric) 1.0352369850504033 absolute error 0.18000412413305322 relative error 21.0473816382564% Correct digits 1 h 0.001 y1[1] (analytic) 0.5182439132369281 y1[1] (numeric) 0.4720723210765171 absolute error 0.046171592160411 relative error 8.90923964201052% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0269999999999977 y2[1] (analytic) 0.8557506771278182 y2[1] (numeric) 1.0362816218535682 absolute error 0.18053094472575004 relative error 21.09620822406726% Correct digits 1 h 0.001 y1[1] (analytic) 0.5173884213966146 y1[1] (numeric) 0.4710365617872959 absolute error 0.046351859609318646 relative error 8.958812700948847% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0279999999999976 y2[1] (analytic) 0.8562676375876803 y2[1] (numeric) 1.0373264296670361 absolute error 0.18105879207935582 relative error 21.145116798930257% Correct digits 1 h 0.001 y1[1] (analytic) 0.5165324121679228 y1[1] (numeric) 0.4699997577758065 absolute error 0.04653265439211629 relative error 9.008661082237893% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0289999999999975 y2[1] (analytic) 0.8567837417799764 y2[1] (numeric) 1.0383714089722123 absolute error 0.18158766719223585 relative error 21.19410749029688% Correct digits 1 h 0.001 y1[1] (analytic) 0.5156758864068619 y1[1] (numeric) 0.4689619088707979 absolute error 0.04671397753606399 relative error 9.058786491173496% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0299999999999974 y2[1] (analytic) 0.857298989188602 y2[1] (numeric) 1.0394165602513483 absolute error 0.1821175710627463 relative error 21.24318042589937% Correct digits 1 h 0.001 y1[1] (analytic) 0.5148188449699576 y1[1] (numeric) 0.4679230149005374 absolute error 0.046895830069420164 relative error 9.109190645916776% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0309999999999973 y2[1] (analytic) 0.8578133792983099 y2[1] (numeric) 1.0404618839875435 absolute error 0.18264850468923355 relative error 21.292335733751294% Correct digits 1 h 0.001 y1[1] (analytic) 0.5139612887142512 y1[1] (numeric) 0.4668830756928095 absolute error 0.04707821302144166 relative error 9.15987527761374% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0319999999999971 y2[1] (analytic) 0.85832691159471 y2[1] (numeric) 1.0415073806647446 absolute error 0.1831804690700346 relative error 21.341573542148225% Correct digits 1 h 0.001 y1[1] (analytic) 0.513103218497299 y1[1] (numeric) 0.4658420910749153 absolute error 0.0472611274223837 relative error 9.210842130516179% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.032999999999997 y2[1] (analytic) 0.85883958556427 y2[1] (numeric) 1.042553050767746 absolute error 0.1837134652034761 relative error 21.390893979668355% Correct digits 1 h 0.001 y1[1] (analytic) 0.512244635177171 y1[1] (numeric) 0.46480006087367143 absolute error 0.047444574303499576 relative error 9.262092962103903% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.033999999999997 y2[1] (analytic) 0.859351400694316 y2[1] (numeric) 1.0435988947821915 absolute error 0.18424749408787544 relative error 21.440297175173278% Correct digits 1 h 0.001 y1[1] (analytic) 0.5113855396124505 y1[1] (numeric) 0.46375698491540934 absolute error 0.04762855469704114 relative error 9.31362954320845% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0349999999999968 y2[1] (analytic) 0.859862356473033 y2[1] (numeric) 1.0446449131945734 absolute error 0.18478255672154043 relative error 21.489783257808607% Correct digits 1 h 0.001 y1[1] (analytic) 0.510525932662233 y1[1] (numeric) 0.4627128630259744 absolute error 0.04781306963625859 relative error 9.365453658138067% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0359999999999967 y2[1] (analytic) 0.860372452389465 y2[1] (numeric) 1.0456911064922336 absolute error 0.1853186541027686 relative error 21.53935235700461% Correct digits 1 h 0.001 y1[1] (analytic) 0.5096658151861253 y1[1] (numeric) 0.46166769503072513 absolute error 0.04799812015540017 relative error 9.417567104804094% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0369999999999966 y2[1] (analytic) 0.8608816879335165 y2[1] (numeric) 1.0467374751633638 absolute error 0.1858557872298473 relative error 21.589004602476855% Correct digits 1 h 0.001 y1[1] (analytic) 0.508805188044245 y1[1] (numeric) 0.46062148075453213 absolute error 0.048183707289712885 relative error 9.469971694848931% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0379999999999965 y2[1] (analytic) 0.8613900625959517 y2[1] (numeric) 1.0477840196970065 absolute error 0.18639395710105477 relative error 21.63874012422706% Correct digits 1 h 0.001 y1[1] (analytic) 0.507944052097219 y1[1] (numeric) 0.45957422002177756 absolute error 0.04836983207544149 relative error 9.522669253775147% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0389999999999964 y2[1] (analytic) 0.8618975758683961 y2[1] (numeric) 1.0488307405830548 absolute error 0.1869331647146587 relative error 21.68855905254358% Correct digits 1 h 0.001 y1[1] (analytic) 0.5070824082061833 y1[1] (numeric) 0.458525912656354 absolute error 0.048556495549829326 relative error 9.575661621076373% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0399999999999963 y2[1] (analytic) 0.8624042272433365 y2[1] (numeric) 1.0498776383122532 absolute error 0.18747341106891668 relative error 21.73846151800217% Correct digits 1 h 0.001 y1[1] (analytic) 0.5062202572327816 y1[1] (numeric) 0.45747655848166374 absolute error 0.04874369875111789 relative error 9.628950650369461% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0409999999999962 y2[1] (analytic) 0.8629100162141216 y2[1] (numeric) 1.050924713376198 absolute error 0.18801469716207653 relative error 21.78844765146668% Correct digits 1 h 0.001 y1[1] (analytic) 0.5053576000391649 y1[1] (numeric) 0.4564261573206179 absolute error 0.048931442718546936 relative error 9.68253820952822% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.041999999999996 y2[1] (analytic) 0.8634149422749622 y2[1] (numeric) 1.051971966267338 absolute error 0.18855702399237573 relative error 21.83851758408972% Correct digits 1 h 0.001 y1[1] (analytic) 0.5044944374879903 y1[1] (numeric) 0.45537470899563565 absolute error 0.04911972849235463 relative error 9.736426180818682% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.042999999999996 y2[1] (analytic) 0.8639190049209325 y2[1] (numeric) 1.0530193974789743 absolute error 0.18910039255804179 relative error 21.888671447313353% Correct digits 1 h 0.001 y1[1] (analytic) 0.5036307704424201 y1[1] (numeric) 0.4543222133286431 absolute error 0.04930855711377702 relative error 9.790616461035803% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0439999999999958 y2[1] (analytic) 0.8644222036479701 y2[1] (numeric) 1.0540670075052616 absolute error 0.18964480385729154 relative error 21.938909372869727% Correct digits 1 h 0.001 y1[1] (analytic) 0.5027665997661216 y1[1] (numeric) 0.4532686701410728 absolute error 0.04949792962504879 relative error 9.845110961641918% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0449999999999957 y2[1] (analytic) 0.8649245379528758 y2[1] (numeric) 1.0551147968412078 absolute error 0.19019025888833196 relative error 21.989231492781887% Correct digits 1 h 0.001 y1[1] (analytic) 0.5019019263232651 y1[1] (numeric) 0.4522140792538627 absolute error 0.049687847069402435 relative error 9.899911608906532% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0459999999999956 y2[1] (analytic) 0.8654260073333158 y2[1] (numeric) 1.0561627659826753 absolute error 0.19073675864935957 relative error 22.03963793936435% Correct digits 1 h 0.001 y1[1] (analytic) 0.5010367509785242 y1[1] (numeric) 0.45115844048745524 absolute error 0.049878310491068945 relative error 9.955020344047949% Correct digits 2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0469999999999955 y2[1] (analytic) 0.8659266112878206 y2[1] (numeric) 1.057210915426381 absolute error 0.19128430413856035 relative error 22.09012884522386% Correct digits 1 h 0.001 y1[1] (analytic) 0.500171074597074 y1[1] (numeric) 0.4501017536617966 absolute error 0.050069320935277384 relative error 10.010439123376345% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0479999999999954 y2[1] (analytic) 0.8664263493157861 y2[1] (numeric) 1.0582592456698963 absolute error 0.19183289635411016 relative error 22.140704343260097% Correct digits 1 h 0.001 y1[1] (analytic) 0.4993048980445909 y1[1] (numeric) 0.44904401859633586 absolute error 0.050260879448255025 relative error 10.066169918438579% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0489999999999953 y2[1] (analytic) 0.8669252209174747 y2[1] (numeric) 1.0593077572116487 absolute error 0.192382536294174 relative error 22.191364566666298% Correct digits 1 h 0.001 y1[1] (analytic) 0.49843822218725137 y1[1] (numeric) 0.4479852351100241 absolute error 0.050452987077227285 relative error 10.122214716164624% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0499999999999952 y2[1] (analytic) 0.8674232255940145 y2[1] (numeric) 1.060356450550921 absolute error 0.19293322495690657 relative error 22.242109648930047% Correct digits 1 h 0.001 y1[1] (analytic) 0.4975710478917312 y1[1] (numeric) 0.4469254030213134 absolute error 0.05064564487041778 relative error 10.17857551901573% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.050999999999995 y2[1] (analytic) 0.867920362847401 y2[1] (numeric) 1.061405326187853 absolute error 0.19348496334045207 relative error 22.292939723833957% Correct digits 1 h 0.001 y1[1] (analytic) 0.4967033760252046 y1[1] (numeric) 0.44586452214815636 absolute error 0.05083885387704823 relative error 10.235254345134244% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.051999999999995 y2[1] (analytic) 0.868416632180497 y2[1] (numeric) 1.0624543846234409 absolute error 0.19403775244294386 relative error 22.34385492545632% Correct digits 1 h 0.001 y1[1] (analytic) 0.4958352074553434 y1[1] (numeric) 0.44480259230800484 absolute error 0.051032615147338534 relative error 10.292253228495218% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0529999999999948 y2[1] (analytic) 0.8689120330970332 y2[1] (numeric) 1.0635036263595379 absolute error 0.19459159326250464 relative error 22.394855388171866% Correct digits 1 h 0.001 y1[1] (analytic) 0.49496654305031595 y1[1] (numeric) 0.4437396133178093 absolute error 0.05122692973250664 relative error 10.349574219059724% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0539999999999947 y2[1] (analytic) 0.8694065651016086 y2[1] (numeric) 1.064553051898855 absolute error 0.19514648679724644 relative error 22.44594124665247% Correct digits 1 h 0.001 y1[1] (analytic) 0.4940973836787868 y1[1] (numeric) 0.44267558499401805 absolute error 0.05142179868476876 relative error 10.407219382930009% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0549999999999946 y2[1] (analytic) 0.8699002276996916 y2[1] (numeric) 1.0656026617449619 absolute error 0.19570243404527032 relative error 22.49711263586783% Correct digits 1 h 0.001 y1[1] (analytic) 0.4932277302099151 y1[1] (numeric) 0.44161050715257605 absolute error 0.05161722305733907 relative error 10.46519080250639% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0559999999999945 y2[1] (analytic) 0.8703930203976191 y2[1] (numeric) 1.0666524564022861 absolute error 0.196259436004667 relative error 22.548369691086258% Correct digits 1 h 0.001 y1[1] (analytic) 0.49235758351335435 y1[1] (numeric) 0.4405443796089244 absolute error 0.05181320390442995 relative error 10.52349057664603% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0569999999999944 y2[1] (analytic) 0.870884942702599 y2[1] (numeric) 1.0677024363761145 absolute error 0.19681749367351553 relative error 22.59971254787526% Correct digits 1 h 0.001 y1[1] (analytic) 0.49148694445925106 y1[1] (numeric) 0.4394772021779993 absolute error 0.05200974228125177 relative error 10.582120820823526% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0579999999999943 y2[1] (analytic) 0.8713759941227086 y2[1] (numeric) 1.0687526021725935 absolute error 0.19737660804988488 relative error 22.651141342102427% Correct digits 1 h 0.001 y1[1] (analytic) 0.4906158139182443 y1[1] (numeric) 0.4384089746742313 absolute error 0.05220683924401304 relative error 10.641083667293431% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0589999999999942 y2[1] (analytic) 0.8718661741668967 y2[1] (numeric) 1.069802954298729 absolute error 0.19793678013183236 relative error 22.702656209935995% Correct digits 1 h 0.001 y1[1] (analytic) 0.4897441927614645 y1[1] (numeric) 0.43733969691154423 absolute error 0.052404495849920296 relative error 10.700381265254636% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.059999999999994 y2[1] (analytic) 0.8723554823449834 y2[1] (numeric) 1.0708534932623879 absolute error 0.1984980109174045 relative error 22.754257287845654% Correct digits 1 h 0.001 y1[1] (analytic) 0.48887208186053277 y1[1] (numeric) 0.43626936870335464 absolute error 0.05260271315717813 relative error 10.760015781016683% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.060999999999994 y2[1] (analytic) 0.8728439181676604 y2[1] (numeric) 1.071904219572297 absolute error 0.1990603014046366 relative error 22.805944712603253% Correct digits 1 h 0.001 y1[1] (analytic) 0.4879994820875599 y1[1] (numeric) 0.4351979898625707 absolute error 0.0528014922249892 relative error 10.819989398168097% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0619999999999938 y2[1] (analytic) 0.8733314811464918 y2[1] (numeric) 1.072955133738045 absolute error 0.19962365259155312 relative error 22.857718621283553% Correct digits 1 h 0.001 y1[1] (analytic) 0.4871263943151456 y1[1] (numeric) 0.43412556020159143 absolute error 0.05300083411355416 relative error 10.88030431774661% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0629999999999937 y2[1] (analytic) 0.8738181707939151 y2[1] (numeric) 1.074006236270082 absolute error 0.20018806547616685 relative error 22.90957915126487% Correct digits 1 h 0.001 y1[1] (analytic) 0.48625281941637755 y1[1] (numeric) 0.43305207953230584 absolute error 0.0532007398840717 relative error 10.940962758411482% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0639999999999936 y2[1] (analytic) 0.8743039866232403 y2[1] (numeric) 1.0750575276797203 absolute error 0.20075354105648002 relative error 22.96152644022997% Correct digits 1 h 0.001 y1[1] (analytic) 0.4853787582648306 y1[1] (numeric) 0.4319775476660921 absolute error 0.053401210598738535 relative error 11.001966956617816% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0649999999999935 y2[1] (analytic) 0.8747889281486517 y2[1] (numeric) 1.0761090084791345 absolute error 0.20132008033048276 relative error 23.01356062616658% Correct digits 1 h 0.001 y1[1] (analytic) 0.4845042117345659 y1[1] (numeric) 0.4309019644138165 absolute error 0.05360224732074942 relative error 11.063319166792969% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0659999999999934 y2[1] (analytic) 0.8752729948852079 y2[1] (numeric) 1.0771606791813622 absolute error 0.20188768429615422 relative error 23.065681847368293% Correct digits 1 h 0.001 y1[1] (analytic) 0.48362918070012983 y1[1] (numeric) 0.4298253295858329 absolute error 0.05380385111429692 relative error 11.12502166151499% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0669999999999933 y2[1] (analytic) 0.8757561863488421 y2[1] (numeric) 1.0782125403003042 absolute error 0.2024563539514621 relative error 23.117890242435255% Correct digits 1 h 0.001 y1[1] (analytic) 0.48275366603655334 y1[1] (numeric) 0.4287476429919816 absolute error 0.05400602304457175 relative error 11.187076731693324% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0679999999999932 y2[1] (analytic) 0.876238502056363 y2[1] (numeric) 1.0792645923507256 absolute error 0.20302609029436258 relative error 23.17018595027489% Correct digits 1 h 0.001 y1[1] (analytic) 0.48187766861935105 y1[1] (numeric) 0.4276689044415885 absolute error 0.05420876417776255 relative error 11.249486686751528% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.068999999999993 y2[1] (analytic) 0.8767199415254548 y2[1] (numeric) 1.0803168358482553 absolute error 0.20359689432280048 relative error 23.222569110102672% Correct digits 1 h 0.001 y1[1] (analytic) 0.4810011893245203 y1[1] (numeric) 0.4265891137434644 absolute error 0.054412075581055874 relative error 11.312253854812262% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.069999999999993 y2[1] (analytic) 0.8772005042746782 y2[1] (numeric) 1.081369271309387 absolute error 0.20416876703470876 relative error 23.275039861442817% Correct digits 1 h 0.001 y1[1] (analytic) 0.4801242290285403 y1[1] (numeric) 0.42550827070590413 absolute error 0.05461595832263616 relative error 11.375380582884434% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0709999999999928 y2[1] (analytic) 0.8776801898234704 y2[1] (numeric) 1.0824218992514796 absolute error 0.20474170942800918 relative error 23.327598344129118% Correct digits 1 h 0.001 y1[1] (analytic) 0.4792467886083713 y1[1] (numeric) 0.42442637513668535 absolute error 0.054820413471685925 relative error 11.43886923705269% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0719999999999927 y2[1] (analytic) 0.8781589976921459 y2[1] (numeric) 1.0834747201927573 absolute error 0.20531572250061136 relative error 23.380244698305578% Correct digits 1 h 0.001 y1[1] (analytic) 0.4783688689414536 y1[1] (numeric) 0.42334342684306814 absolute error 0.055025442098385446 relative error 11.502722202669062% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0729999999999926 y2[1] (analytic) 0.8786369274018969 y2[1] (numeric) 1.0845277346523101 absolute error 0.2058908072504132 relative error 23.432979064427233% Correct digits 1 h 0.001 y1[1] (analytic) 0.47749047090570684 y1[1] (numeric) 0.4222594256317938 absolute error 0.05523104527391304 relative error 11.566941884547028% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0739999999999925 y2[1] (analytic) 0.8791139784747938 y2[1] (numeric) 1.085580943150095 absolute error 0.20646696467530112 relative error 23.485801583260915% Correct digits 1 h 0.001 y1[1] (analytic) 0.47661159537952896 y1[1] (numeric) 0.42117437130908414 absolute error 0.055437224070444824 relative error 11.631530707157847% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0749999999999924 y2[1] (analytic) 0.8795901504337854 y2[1] (numeric) 1.086634346206935 absolute error 0.2070441957731496 relative error 23.53871239588598% Correct digits 1 h 0.001 y1[1] (analytic) 0.4757322432417954 y1[1] (numeric) 0.4200882636806406 absolute error 0.0556439795611548 relative error 11.696491114829318% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0759999999999923 y2[1] (analytic) 0.8800654428026998 y2[1] (numeric) 1.087687944344521 absolute error 0.20762250154182127 relative error 23.59171164369509% Correct digits 1 h 0.001 y1[1] (analytic) 0.4748524153718583 y1[1] (numeric) 0.41900110255164336 absolute error 0.05585131282021494 relative error 11.761825571946941% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0769999999999922 y2[1] (analytic) 0.8805398551062449 y2[1] (numeric) 1.0887417380854112 absolute error 0.2082018829791663 relative error 23.644799468394865% Correct digits 1 h 0.001 y1[1] (analytic) 0.47397211264954536 y1[1] (numeric) 0.41791288772675045 absolute error 0.056059224922794915 relative error 11.827536563157475% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.077999999999992 y2[1] (analytic) 0.8810133868700082 y2[1] (numeric) 1.0897957279530317 absolute error 0.20878234108302351 relative error 23.697976012006833% Correct digits 1 h 0.001 y1[1] (analytic) 0.4730913359551593 y1[1] (numeric) 0.41682361901009696 absolute error 0.05626771694506233 relative error 11.893626593575053% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.078999999999992 y2[1] (analytic) 0.881486037620458 y2[1] (numeric) 1.0908499144716772 absolute error 0.20936387685121927 relative error 23.751241416868044% Correct digits 1 h 0.001 y1[1] (analytic) 0.47221008616947663 y1[1] (numeric) 0.41573329620529403 absolute error 0.056476789964182594 relative error 11.960098188989766% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0799999999999919 y2[1] (analytic) 0.8819578068849436 y2[1] (numeric) 1.0919042981665112 absolute error 0.20994649128156762 relative error 23.804595825631864% Correct digits 1 h 0.001 y1[1] (analytic) 0.4713283641737472 y1[1] (numeric) 0.4146419191154282 absolute error 0.05668644505831899 relative error 12.026953896078806% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0809999999999917 y2[1] (analytic) 0.8824286941916959 y2[1] (numeric) 1.092958879563567 absolute error 0.21053018537187107 relative error 23.858039381268828% Correct digits 1 h 0.001 y1[1] (analytic) 0.47044617084969287 y1[1] (numeric) 0.41354948754306026 absolute error 0.05689668330663261 relative error 12.094196282620196% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0819999999999916 y2[1] (analytic) 0.8828986990698275 y2[1] (numeric) 1.0940136591897467 absolute error 0.21111496011991915 relative error 23.91157222706727% Correct digits 1 h 0.001 y1[1] (analytic) 0.4695635070795069 y1[1] (numeric) 0.4124560012902247 absolute error 0.0571075057892822 relative error 12.161827937709118% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0829999999999915 y2[1] (analytic) 0.8833678210493336 y2[1] (numeric) 1.0950686375728234 absolute error 0.2117008165234897 relative error 23.965194506634262% Correct digits 1 h 0.001 y1[1] (analytic) 0.468680373745853 y1[1] (numeric) 0.4113614601584285 absolute error 0.05731891358742447 relative error 12.22985147197699% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0839999999999914 y2[1] (analytic) 0.8838360596610924 y2[1] (numeric) 1.09612381524144 absolute error 0.21228775558034774 relative error 24.01890636389622% Correct digits 1 h 0.001 y1[1] (analytic) 0.46779677173186435 y1[1] (numeric) 0.41026586394865056 absolute error 0.05753090778321379 relative error 12.298269517813141% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0849999999999913 y2[1] (analytic) 0.884303414436865 y2[1] (numeric) 1.0971791927251113 absolute error 0.21287577828824633 relative error 24.072707943099847% Correct digits 1 h 0.001 y1[1] (analytic) 0.466912701921143 y1[1] (numeric) 0.40916921246134064 absolute error 0.057743489459802344 relative error 12.367084729589271% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0859999999999912 y2[1] (analytic) 0.884769884909297 y2[1] (numeric) 1.0982347705542224 absolute error 0.21346488564492538 relative error 24.126599388812714% Correct digits 1 h 0.001 y1[1] (analytic) 0.4660281651977586 y1[1] (numeric) 0.4080715054964185 absolute error 0.05795665970134006 relative error 12.436299783886714% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.086999999999991 y2[1] (analytic) 0.8852354706119178 y2[1] (numeric) 1.099290549260031 absolute error 0.21405507864811313 relative error 24.18058084592429% Correct digits 1 h 0.001 y1[1] (analytic) 0.46514316244624787 y1[1] (numeric) 0.4069727428532733 absolute error 0.05817041959297459 relative error 12.505917379726458% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.087999999999991 y2[1] (analytic) 0.8857001710791417 y2[1] (numeric) 1.1003465293746661 absolute error 0.21464635829552448 relative error 24.234652459646504% Correct digits 1 h 0.001 y1[1] (analytic) 0.4642576945516134 y1[1] (numeric) 0.4058729243307622 absolute error 0.0583847702208512 relative error 12.57594023880208% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0889999999999909 y2[1] (analytic) 0.8861639858462683 y2[1] (numeric) 1.1014027114311304 absolute error 0.21523872558486212 relative error 24.288814375514658% Correct digits 1 h 0.001 y1[1] (analytic) 0.46337176239932315 y1[1] (numeric) 0.40477204972721004 absolute error 0.05859971267211311 relative error 12.646371105715593% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0899999999999908 y2[1] (analytic) 0.8866269144494829 y2[1] (numeric) 1.102459095963299 absolute error 0.215832181513816 relative error 24.343066739388206% Correct digits 1 h 0.001 y1[1] (analytic) 0.46248536687530906 y1[1] (numeric) 0.40367011884040804 absolute error 0.05881524803490101 relative error 12.717212748216147% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0909999999999906 y2[1] (analytic) 0.8870889564258571 y2[1] (numeric) 1.10351568350592 absolute error 0.21642672708006305 relative error 24.397409697451465% Correct digits 1 h 0.001 y1[1] (analytic) 0.46159850886596665 y1[1] (numeric) 0.40256713146761325 absolute error 0.0590313773983534 relative error 12.788467957441824% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0919999999999905 y2[1] (analytic) 0.8875501113133486 y2[1] (numeric) 1.1045724745946164 absolute error 0.21702236328126778 relative error 24.451843396214535% Correct digits 1 h 0.001 y1[1] (analytic) 0.46071118925815385 y1[1] (numeric) 0.4014630874055475 absolute error 0.05924810185260637 relative error 12.860139548164398% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0929999999999904 y2[1] (analytic) 0.8880103786508029 y2[1] (numeric) 1.1056294697658842 absolute error 0.21761909111508126 relative error 24.50636798251395% Correct digits 1 h 0.001 y1[1] (analytic) 0.4598234089391902 y1[1] (numeric) 0.4003579864503965 absolute error 0.05946542248879372 relative error 12.932230359037197% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0939999999999903 y2[1] (analytic) 0.8884697579779525 y2[1] (numeric) 1.1066866695570947 absolute error 0.21821691157914225 relative error 24.56098360351364% Correct digits 1 h 0.001 y1[1] (analytic) 0.4589351687968559 y1[1] (numeric) 0.3992518283978091 absolute error 0.059683340399046825 relative error 13.004743252846067% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0949999999999902 y2[1] (analytic) 0.8889282488354181 y2[1] (numeric) 1.1077440745064941 absolute error 0.21881582567107605 relative error 24.615690406705593% Correct digits 1 h 0.001 y1[1] (analytic) 0.45804646971939106 y1[1] (numeric) 0.3981446130428963 absolute error 0.05990185667649478 relative error 13.077681116763529% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.09599999999999 y2[1] (analytic) 0.889385850764709 y2[1] (numeric) 1.108801685153204 absolute error 0.2194158343884951 relative error 24.670488539910732% Correct digits 1 h 0.001 y1[1] (analytic) 0.45715731259549464 y1[1] (numeric) 0.3970363401802304 absolute error 0.06012097241526426 relative error 13.151046862606123% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.09699999999999 y2[1] (analytic) 0.8898425633082232 y2[1] (numeric) 1.109859502037222 absolute error 0.22001693872899875 relative error 24.72537815127971% Correct digits 1 h 0.001 y1[1] (analytic) 0.4562676983143238 y1[1] (numeric) 0.39592700960384414 absolute error 0.06034068871047965 relative error 13.224843427095035% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0979999999999899 y2[1] (analytic) 0.8902983860092483 y2[1] (numeric) 1.110917525699421 absolute error 0.22061913969017277 relative error 24.78035938929367% Correct digits 1 h 0.001 y1[1] (analytic) 0.45537762776549257 y1[1] (numeric) 0.39481662110722987 absolute error 0.060561006658262695 relative error 13.299073772119963% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0989999999999898 y2[1] (analytic) 0.8907533184119616 y2[1] (numeric) 1.1119757566815518 absolute error 0.2212224382695902 relative error 24.835432402765157% Correct digits 1 h 0.001 y1[1] (analytic) 0.4544871018390716 y1[1] (numeric) 0.39370517448333864 absolute error 0.060781927355732956 relative error 13.373740885006482% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.0999999999999897 y2[1] (analytic) 0.8912073600614306 y2[1] (numeric) 1.1130341955262415 absolute error 0.22182683546481086 relative error 24.890597340838884% Correct digits 1 h 0.001 y1[1] (analytic) 0.4535961214255866 y1[1] (numeric) 0.3925926695245793 absolute error 0.06100345190100731 relative error 13.44884777878663% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1009999999999895 y2[1] (analytic) 0.891660510503614 y2[1] (numeric) 1.1140928427769945 absolute error 0.22243233227338055 relative error 24.94585435299246% Correct digits 1 h 0.001 y1[1] (analytic) 0.452704687416018 y1[1] (numeric) 0.3914791060228175 absolute error 0.0612255813932005 relative error 13.524397492473184% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1019999999999894 y2[1] (analytic) 0.892112769285361 y2[1] (numeric) 1.1151516989781933 absolute error 0.22303892969283234 relative error 25.001203589037367% Correct digits 1 h 0.001 y1[1] (analytic) 0.45181280070179974 y1[1] (numeric) 0.39036448376937516 absolute error 0.061448316932424585 relative error 13.600393091337178% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1029999999999893 y2[1] (analytic) 0.8925641359544132 y2[1] (numeric) 1.1162107646750985 absolute error 0.2236466287206853 relative error 25.056645199119654% Correct digits 1 h 0.001 y1[1] (analytic) 0.4509204621748184 y1[1] (numeric) 0.38924880255502925 absolute error 0.061671659619789154 relative error 13.67683766718919% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1039999999999892 y2[1] (analytic) 0.8930146100594037 y2[1] (numeric) 1.1172700404138491 absolute error 0.2242554303544454 relative error 25.11217933372085% Correct digits 1 h 0.001 y1[1] (analytic) 0.45002767272741245 y1[1] (numeric) 0.38813206217001106 absolute error 0.06189561055740139 relative error 13.753734338664183% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.104999999999989 y2[1] (analytic) 0.8934641911498586 y2[1] (numeric) 1.1183295267414635 absolute error 0.22486533559160482 relative error 25.16780614365872% Correct digits 1 h 0.001 y1[1] (analytic) 0.4491344332523713 y1[1] (numeric) 0.38701426240400527 absolute error 0.06212017084836602 relative error 13.831086251509985% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.105999999999989 y2[1] (analytic) 0.893912878776197 y2[1] (numeric) 1.1193892242058388 absolute error 0.2254763454296418 relative error 25.223525780088107% Correct digits 1 h 0.001 y1[1] (analytic) 0.44824074464293434 y1[1] (numeric) 0.3858954030461492 absolute error 0.06234534159678512 relative error 13.908896578879506% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1069999999999889 y2[1] (analytic) 0.8943606724897308 y2[1] (numeric) 1.1204491333557522 absolute error 0.2260884608660214 relative error 25.279338394501845% Correct digits 1 h 0.001 y1[1] (analytic) 0.44734660779279006 y1[1] (numeric) 0.3847754838850318 absolute error 0.06257112390775826 relative error 13.987168521626762% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1079999999999888 y2[1] (analytic) 0.8948075718426669 y2[1] (numeric) 1.1215092547408612 absolute error 0.22670168289819426 relative error 25.335244138731426% Correct digits 1 h 0.001 y1[1] (analytic) 0.4464520235960753 y1[1] (numeric) 0.38365450470869267 absolute error 0.06279751888738261 relative error 14.06590530860675% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1089999999999887 y2[1] (analytic) 0.8952535763881057 y2[1] (numeric) 1.1225695889117033 absolute error 0.22731601252359768 relative error 25.39124316494803% Correct digits 1 h 0.001 y1[1] (analytic) 0.4455569929473741 y1[1] (numeric) 0.3825324653046215 absolute error 0.06302452764275263 relative error 14.145110196979136% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1099999999999886 y2[1] (analytic) 0.8956986856800425 y2[1] (numeric) 1.1236301364196972 absolute error 0.2279314507396547 relative error 25.44733562566322% Correct digits 1 h 0.001 y1[1] (analytic) 0.4446615167417171 y1[1] (numeric) 0.3814093654597569 absolute error 0.06325215128196021 relative error 14.224786472515992% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1109999999999884 y2[1] (analytic) 0.8961428992733684 y2[1] (numeric) 1.124690897817143 absolute error 0.2285479985437746 relative error 25.503521673729853% Correct digits 1 h 0.001 y1[1] (analytic) 0.4437655958745804 y1[1] (numeric) 0.3802852049604856 absolute error 0.0634803909140948 relative error 14.304937449913533% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1119999999999883 y2[1] (analytic) 0.8965862167238697 y2[1] (numeric) 1.1257518736572223 absolute error 0.22916565693335256 relative error 25.5598014623429% Correct digits 1 h 0.001 y1[1] (analytic) 0.4428692312418849 y1[1] (numeric) 0.37915998359264175 absolute error 0.06370924764924313 relative error 14.385566473107865% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1129999999999882 y2[1] (analytic) 0.897028637588229 y2[1] (numeric) 1.1268130644939989 absolute error 0.22978442690576983 relative error 25.61617514504033% Correct digits 1 h 0.001 y1[1] (analytic) 0.44197242373999496 y1[1] (numeric) 0.37803370114150564 absolute error 0.06393872259848932 relative error 14.466676915594944% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.113999999999988 y2[1] (analytic) 0.8974701614240255 y2[1] (numeric) 1.1278744708824187 absolute error 0.23040430945839319 relative error 25.67264287570388% Correct digits 1 h 0.001 y1[1] (analytic) 0.44107517426571813 y1[1] (numeric) 0.3769063573918032 absolute error 0.0641688168739149 relative error 14.548272180754728% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.114999999999988 y2[1] (analytic) 0.8979107877897353 y2[1] (numeric) 1.1289360933783104 absolute error 0.23102530558857504 relative error 25.729204808559942% Correct digits 1 h 0.001 y1[1] (analytic) 0.4401774837163038 y1[1] (numeric) 0.375777952127705 absolute error 0.06439953158859879 relative error 14.630355702179568% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.115999999999988 y2[1] (analytic) 0.8983505162447322 y2[1] (numeric) 1.1299979325383862 absolute error 0.23164741629365404 relative error 25.785861098180497% Correct digits 1 h 0.001 y1[1] (analytic) 0.43927935298944243 y1[1] (numeric) 0.3746484851328252 absolute error 0.0646308678566172 relative error 14.712930944006953% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1169999999999878 y2[1] (analytic) 0.8987893463492876 y2[1] (numeric) 1.1310599889202417 absolute error 0.2322706425709541 relative error 25.84261189948385% Correct digits 1 h 0.001 y1[1] (analytic) 0.43838078298326466 y1[1] (numeric) 0.373517956190221 absolute error 0.06486282679304367 relative error 14.796001401256639% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1179999999999877 y2[1] (analytic) 0.8992272776645717 y2[1] (numeric) 1.1321222630823566 absolute error 0.23289498541778497 relative error 25.899457367735575% Correct digits 1 h 0.001 y1[1] (analytic) 0.43748177459634047 y1[1] (numeric) 0.3723863650823913 absolute error 0.06509540951394915 relative error 14.879570600172306% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1189999999999876 y2[1] (analytic) 0.899664309752653 y2[1] (numeric) 1.1331847555840946 absolute error 0.2335204458314416 relative error 25.956397658549328% Correct digits 1 h 0.001 y1[1] (analytic) 0.43658232872767816 y1[1] (numeric) 0.3712537115912764 absolute error 0.06532861713640176 relative error 14.963642098567627% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1199999999999875 y2[1] (analytic) 0.9001004421764995 y2[1] (numeric) 1.1342474669857041 absolute error 0.23414702480920457 relative error 26.013432927887727% Correct digits 1 h 0.001 y1[1] (analytic) 0.4356824462767235 y1[1] (numeric) 0.3701199954982565 absolute error 0.06556245077846695 relative error 15.048219486177093% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1209999999999873 y2[1] (analytic) 0.9005356744999788 y2[1] (numeric) 1.1353103978483186 absolute error 0.2347747233483397 relative error 26.070563332063223% Correct digits 1 h 0.001 y1[1] (analytic) 0.4347821281433588 y1[1] (numeric) 0.36898521658415134 absolute error 0.06579691155920747 relative error 15.133306385011423% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1219999999999872 y2[1] (analytic) 0.9009700062878588 y2[1] (numeric) 1.136373548733957 absolute error 0.23540354244609818 relative error 26.12778902773896% Correct digits 1 h 0.001 y1[1] (analytic) 0.43388137522790227 y1[1] (numeric) 0.3678493746292189 absolute error 0.06603200059868336 relative error 15.218906449717768% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1229999999999871 y2[1] (analytic) 0.9014034371058075 y2[1] (numeric) 1.1374369202055241 absolute error 0.2360334830997166 relative error 26.185110171929686% Correct digits 1 h 0.001 y1[1] (analytic) 0.43298018843110664 y1[1] (numeric) 0.36671246941315483 absolute error 0.06626771901795181 relative error 15.305023367944687% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.123999999999987 y2[1] (analytic) 0.9018359665203942 y2[1] (numeric) 1.1385005128268109 absolute error 0.23666454630641665 relative error 26.24252692200258% Correct digits 1 h 0.001 y1[1] (analytic) 0.4320785686541586 y1[1] (numeric) 0.36557450071509134 absolute error 0.06650406793906727 relative error 15.391660860712118% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.124999999999987 y2[1] (analytic) 0.9022675940990895 y2[1] (numeric) 1.1395643271624947 absolute error 0.23729673306340515 relative error 26.300039435678165% Correct digits 1 h 0.001 y1[1] (analytic) 0.431176516798678 y1[1] (numeric) 0.36443546831359647 absolute error 0.06674104848508156 relative error 15.478822682786278% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1259999999999868 y2[1] (analytic) 0.9026983194102659 y2[1] (numeric) 1.1406283637781396 absolute error 0.23793004436787368 relative error 26.357647871031123% Correct digits 1 h 0.001 y1[1] (analytic) 0.4302740337667165 y1[1] (numeric) 0.36329537198667305 absolute error 0.06697866178004347 relative error 15.566512623059557% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1269999999999867 y2[1] (analytic) 0.9031281420231981 y2[1] (numeric) 1.1416926232401974 absolute error 0.23856448121699925 relative error 26.415352386491282% Correct digits 1 h 0.001 y1[1] (analytic) 0.4293711204607571 y1[1] (numeric) 0.36215421151175803 absolute error 0.06721690894899907 relative error 15.654734504935677% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1279999999999866 y2[1] (analytic) 0.9035570615080637 y2[1] (numeric) 1.1427571061160071 absolute error 0.23920004460794342 relative error 26.47315314084441% Correct digits 1 h 0.001 y1[1] (analytic) 0.428467777783713 y1[1] (numeric) 0.3610119866657214 absolute error 0.0674557911179916 relative error 15.743492186719985% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1289999999999865 y2[1] (analytic) 0.9039850774359429 y2[1] (numeric) 1.1438218129737958 absolute error 0.2398367355378529 relative error 26.53105029323318% Correct digits 1 h 0.001 y1[1] (analytic) 0.42756400663892685 y1[1] (numeric) 0.35986869722486536 absolute error 0.06769530941406149 relative error 15.832789562015083% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1299999999999863 y2[1] (analytic) 0.9044121893788201 y2[1] (numeric) 1.1448867443826791 absolute error 0.24047455500385906 relative error 26.58904400315799% Correct digits 1 h 0.001 y1[1] (analytic) 0.42665980793016967 y1[1] (numeric) 0.35872434296492345 absolute error 0.06793546496524622 relative error 15.92263056012181% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1309999999999862 y2[1] (analytic) 0.9048383969095832 y2[1] (numeric) 1.145951900912661 absolute error 0.24111350400307785 relative error 26.6471344304779% Correct digits 1 h 0.001 y1[1] (analytic) 0.42575518256164013 y1[1] (numeric) 0.35757892366105964 absolute error 0.06817625890058049 relative error 16.01301914644575% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1319999999999861 y2[1] (analytic) 0.9052636996020249 y2[1] (numeric) 1.147017283134635 absolute error 0.24175358353261012 relative error 26.70532173541153% Correct digits 1 h 0.001 y1[1] (analytic) 0.42485013143796346 y1[1] (numeric) 0.3564324390878675 absolute error 0.06841769235009598 relative error 16.10395932290922% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.132999999999986 y2[1] (analytic) 0.9056880970308424 y2[1] (numeric) 1.1480828916203836 absolute error 0.24239479458954116 relative error 26.76360607853794% Correct digits 1 h 0.001 y1[1] (analytic) 0.4239446554641908 y1[1] (numeric) 0.3552848890193691 absolute error 0.06865976644482169 relative error 16.195455128369026% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.133999999999986 y2[1] (analytic) 0.9061115887716383 y2[1] (numeric) 1.149148726942579 absolute error 0.24303713817094075 relative error 26.82198762079754% Correct digits 1 h 0.001 y1[1] (analytic) 0.423038755545798 y1[1] (numeric) 0.35413627322901453 absolute error 0.06890248231678348 relative error 16.287510639039812% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1349999999999858 y2[1] (analytic) 0.906534174400921 y2[1] (numeric) 1.150214789674784 absolute error 0.2436806152738631 relative error 26.880466523492988% Correct digits 1 h 0.001 y1[1] (analytic) 0.42213243258868494 y1[1] (numeric) 0.3529865914896806 absolute error 0.06914584109900435 relative error 16.380129968923352% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1359999999999857 y2[1] (analytic) 0.9069558534961047 y2[1] (numeric) 1.1512810803914515 absolute error 0.24432522689534675 relative error 26.939042948290105% Correct digits 1 h 0.001 y1[1] (analytic) 0.4212256874991744 y1[1] (numeric) 0.35183584357367015 absolute error 0.06938984392550424 relative error 16.473317270243697% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1369999999999856 y2[1] (analytic) 0.9073766256355107 y2[1] (numeric) 1.1523475996679253 absolute error 0.24497097403241463 relative error 26.997717057218797% Correct digits 1 h 0.001 y1[1] (analytic) 0.42031852118401153 y1[1] (numeric) 0.3506840292527111 absolute error 0.06963449193130045 relative error 16.567076733888467% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1379999999999855 y2[1] (analytic) 0.9077964903983665 y2[1] (numeric) 1.1534143480804406 absolute error 0.24561785768207411 relative error 27.05648901267399% Correct digits 1 h 0.001 y1[1] (analytic) 0.41941093455036244 y1[1] (numeric) 0.3495311482979556 absolute error 0.06987978625240682 relative error 16.661412589856006% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1389999999999854 y2[1] (analytic) 0.9082154473648076 y2[1] (numeric) 1.154481326206124 absolute error 0.24626587884131634 relative error 27.11535897741645% Correct digits 1 h 0.001 y1[1] (analytic) 0.4185029285058138 y1[1] (numeric) 0.34837720047997917 absolute error 0.07012572802583461 relative error 16.756329107709085% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1399999999999852 y2[1] (analytic) 0.9086334961158771 y2[1] (numeric) 1.155548534622994 absolute error 0.24691503850711682 relative error 27.17432711457382% Correct digits 1 h 0.001 y1[1] (analytic) 0.4175945039583715 y1[1] (numeric) 0.34722218556877965 absolute error 0.07037231838959185 relative error 16.851830597034635% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1409999999999851 y2[1] (analytic) 0.9090506362335261 y2[1] (numeric) 1.156615973909961 absolute error 0.24756533767643496 relative error 27.233393587641455% Correct digits 1 h 0.001 y1[1] (analytic) 0.41668566181646005 y1[1] (numeric) 0.3460661033337765 absolute error 0.07061955848268353 relative error 16.947921407910055% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.141999999999985 y2[1] (analytic) 0.9094668673006148 y2[1] (numeric) 1.1576836446468288 absolute error 0.24821677734621406 relative error 27.292558560483393% Correct digits 1 h 0.001 y1[1] (analytic) 0.4157764029889215 y1[1] (numeric) 0.3449089535438098 absolute error 0.0708674494451117 relative error 17.044605931376047% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.142999999999985 y2[1] (analytic) 0.9098821889009118 y2[1] (numeric) 1.1587515474142933 absolute error 0.24886935851338154 relative error 27.351822197333284% Correct digits 1 h 0.001 y1[1] (analytic) 0.41486672838501465 y1[1] (numeric) 0.34375073596713934 absolute error 0.0711159924178753 relative error 17.141888599916% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1439999999999848 y2[1] (analytic) 0.9102966006190958 y2[1] (numeric) 1.1598196827939442 absolute error 0.24952308217484842 relative error 27.411184662795282% Correct digits 1 h 0.001 y1[1] (analytic) 0.4139566389144139 y1[1] (numeric) 0.34259145037144384 absolute error 0.07136518854297008 relative error 17.239773887942142% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1449999999999847 y2[1] (analytic) 0.910710102040755 y2[1] (numeric) 1.1608880513682645 absolute error 0.2501779493275095 relative error 27.47064612184502% Correct digits 1 h 0.001 y1[1] (analytic) 0.4130461354872088 y1[1] (numeric) 0.3414310965238199 absolute error 0.07161503896338889 relative error 17.338266312288656% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1459999999999846 y2[1] (analytic) 0.911122692752388 y2[1] (numeric) 1.1619566537206314 absolute error 0.2508339609682434 relative error 27.53020673983054% Correct digits 1 h 0.001 y1[1] (analytic) 0.41213521901390265 y1[1] (numeric) 0.3402696741907813 absolute error 0.07186554482312135 relative error 17.437370432711575% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1469999999999845 y2[1] (analytic) 0.9115343723414043 y2[1] (numeric) 1.1630254904353163 absolute error 0.251491118093912 relative error 27.589866682473165% Correct digits 1 h 0.001 y1[1] (analytic) 0.4112238904054118 y1[1] (numeric) 0.3391071831382579 absolute error 0.07211670726715391 relative error 17.537090852395878% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1479999999999844 y2[1] (analytic) 0.9119451403961242 y2[1] (numeric) 1.1640945620974854 absolute error 0.25214942170136123 relative error 27.64962611586859% Correct digits 1 h 0.001 y1[1] (analytic) 0.4103121505730648 y1[1] (numeric) 0.3379436231315949 absolute error 0.07236852744146993 relative error 17.637432218469772% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1489999999999843 y2[1] (analytic) 0.9123549965057797 y2[1] (numeric) 1.1651638692931998 absolute error 0.25280887278742015 relative error 27.709485206487674% Correct digits 1 h 0.001 y1[1] (analytic) 0.4094000004286014 y1[1] (numeric) 0.3367789939355518 absolute error 0.07262100649304964 relative error 17.738399222526287% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1499999999999841 y2[1] (analytic) 0.9127639402605146 y2[1] (numeric) 1.1662334126094158 absolute error 0.25346947234890127 relative error 27.769444121177468% Correct digits 1 h 0.001 y1[1] (analytic) 0.40848744088417177 y1[1] (numeric) 0.3356132953143017 absolute error 0.0728741455698701 relative error 17.83999660115226% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.150999999999984 y2[1] (analytic) 0.9131719712513854 y2[1] (numeric) 1.1673031926339854 absolute error 0.2541312213826 relative error 27.82950302716209% Correct digits 1 h 0.001 y1[1] (analytic) 0.4075744728523352 y1[1] (numeric) 0.3344465270314302 absolute error 0.07312794582090504 relative error 17.94222913646493% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.151999999999984 y2[1] (analytic) 0.913579089070361 y2[1] (numeric) 1.1683732099556567 absolute error 0.25479412088529574 relative error 27.889662092043825% Correct digits 1 h 0.001 y1[1] (analytic) 0.40666109724605987 y1[1] (numeric) 0.33327868884993467 absolute error 0.0733824083961252 relative error 18.045101656656243% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1529999999999838 y2[1] (analytic) 0.9139852933103237 y2[1] (numeric) 1.1694434651640742 absolute error 0.2554581718537504 relative error 27.94992148380392% Correct digits 1 h 0.001 y1[1] (analytic) 0.4057473149787211 y1[1] (numeric) 0.3321097805322233 absolute error 0.07363753444649779 relative error 18.148619036544858% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1539999999999837 y2[1] (analytic) 0.9143905835650693 y2[1] (numeric) 1.1705139588497788 absolute error 0.2561233752847095 relative error 28.010281370803664% Correct digits 1 h 0.001 y1[1] (analytic) 0.4048331269641011 y1[1] (numeric) 0.3309398018401141 absolute error 0.073893325123987 relative error 18.252786198136288% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1549999999999836 y2[1] (analytic) 0.9147949594293074 y2[1] (numeric) 1.1715846916042087 absolute error 0.2567897321749013 relative error 28.070741921785288% Correct digits 1 h 0.001 y1[1] (analytic) 0.403918534116388 y1[1] (numeric) 0.3297687525348342 absolute error 0.07414978158155383 relative error 18.357608111191002% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1559999999999835 y2[1] (analytic) 0.9151984204986625 y2[1] (numeric) 1.1726556640196995 absolute error 0.25745724352103694 relative error 28.131303305872912% Correct digits 1 h 0.001 y1[1] (analytic) 0.40300353735017436 y1[1] (numeric) 0.3285966323770187 absolute error 0.07440690497315566 relative error 18.46308979380066% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1569999999999834 y2[1] (analytic) 0.9156009663696733 y2[1] (numeric) 1.173726876689484 absolute error 0.2581259103198107 relative error 28.191965692573607% Correct digits 1 h 0.001 y1[1] (analytic) 0.402088137580457 y1[1] (numeric) 0.32742344112671 absolute error 0.07466469645374696 relative error 18.569236312972976% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1579999999999833 y2[1] (analytic) 0.9160025966397939 y2[1] (numeric) 1.1747983302076934 absolute error 0.25879573356789953 relative error 28.25272925177827% Correct digits 1 h 0.001 y1[1] (analytic) 0.40117233572263555 y1[1] (numeric) 0.3262491785433569 absolute error 0.07492315717927867 relative error 18.6760527852248% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1589999999999832 y2[1] (analytic) 0.9164033109073944 y2[1] (numeric) 1.1758700251693572 absolute error 0.2594667142619629 relative error 28.313594153762597% Correct digits 1 h 0.001 y1[1] (analytic) 0.40025613269251176 y1[1] (numeric) 0.3250738443858135 absolute error 0.07518228830669826 relative error 18.78354437718396% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.159999999999983 y2[1] (analytic) 0.9168031087717602 y2[1] (numeric) 1.1769419621704034 absolute error 0.2601388533986432 relative error 28.374560569188166% Correct digits 1 h 0.001 y1[1] (analytic) 0.3993395294062887 y1[1] (numeric) 0.3238974384123384 absolute error 0.07544209099395027 relative error 18.891716306200024% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.160999999999983 y2[1] (analytic) 0.9172019898330936 y2[1] (numeric) 1.1780141418076588 absolute error 0.2608121519745652 relative error 28.43562866910331% Correct digits 1 h 0.001 y1[1] (analytic) 0.3984225267805695 y1[1] (numeric) 0.322719960380594 absolute error 0.07570256639997552 relative error 19.00057384096371% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1619999999999828 y2[1] (analytic) 0.9175999536925137 y2[1] (numeric) 1.1790865646788502 absolute error 0.2614866109863365 relative error 28.496798624944166% Correct digits 1 h 0.001 y1[1] (analytic) 0.3975051257323567 y1[1] (numeric) 0.32154141004764514 absolute error 0.07596371568471155 relative error 19.110122302135675% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1629999999999827 y2[1] (analytic) 0.9179969999520565 y2[1] (numeric) 1.180159231382603 absolute error 0.2621622314305465 relative error 28.558070608535566% Correct digits 1 h 0.001 y1[1] (analytic) 0.3965873271790513 y1[1] (numeric) 0.3203617871699588 absolute error 0.07622554000909254 relative error 19.220367062984394% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1639999999999826 y2[1] (analytic) 0.918393128214676 y2[1] (numeric) 1.1812321425184436 absolute error 0.26283901430376755 relative error 28.61944479209218% Correct digits 1 h 0.001 y1[1] (analytic) 0.3956691320384518 y1[1] (numeric) 0.3191810915034026 absolute error 0.07648804053504915 relative error 19.331313550033496% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1649999999999825 y2[1] (analytic) 0.9187883380842436 y2[1] (numeric) 1.182305298686798 absolute error 0.26351696060255425 relative error 28.680921348219417% Correct digits 1 h 0.001 y1[1] (analytic) 0.3947505412287532 y1[1] (numeric) 0.31799932280324444 absolute error 0.07675121842550875 relative error 19.442967243718698% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1659999999999824 y2[1] (analytic) 0.9191826291655498 y2[1] (numeric) 1.1833787004889926 absolute error 0.2641960713234428 relative error 28.742500449914363% Correct digits 1 h 0.001 y1[1] (analytic) 0.3938315556685463 y1[1] (numeric) 0.3168164808241511 absolute error 0.07701507484439518 relative error 19.555333679054417% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1669999999999823 y2[1] (analytic) 0.9195760010643035 y2[1] (numeric) 1.1844523485272556 absolute error 0.2648763474629521 relative error 28.804182270566887% Correct digits 1 h 0.001 y1[1] (analytic) 0.39291217627681646 y1[1] (numeric) 0.31563256532018774 absolute error 0.07727961095662872 relative error 19.668418446310326% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1679999999999822 y2[1] (analytic) 0.9199684533871327 y2[1] (numeric) 1.1855262434047156 absolute error 0.26555779001758284 relative error 28.865966983960618% Correct digits 1 h 0.001 y1[1] (analytic) 0.39199240397294316 y1[1] (numeric) 0.3144475760448168 absolute error 0.07754482792812634 relative error 19.782227191698027% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.168999999999982 y2[1] (analytic) 0.9203599857415852 y2[1] (numeric) 1.186600385725403 absolute error 0.2662403999838179 relative error 28.927854764273917% Correct digits 1 h 0.001 y1[1] (analytic) 0.3910722396766985 y1[1] (numeric) 0.3132615127508972 absolute error 0.07781072692580132 relative error 19.896765618067867% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.169999999999982 y2[1] (analytic) 0.9207505977361286 y2[1] (numeric) 1.18767477609425 absolute error 0.26692417835812154 relative error 28.989845786080878% Correct digits 1 h 0.001 y1[1] (analytic) 0.3901516843082468 y1[1] (numeric) 0.31207437519068326 absolute error 0.07807730911756355 relative error 20.012039485616338% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1709999999999818 y2[1] (analytic) 0.921140288980151 y2[1] (numeric) 1.1887494151170914 absolute error 0.26760912613694043 relative error 29.0519402243524% Correct digits 1 h 0.001 y1[1] (analytic) 0.38923073878814335 y1[1] (numeric) 0.310886163115824 absolute error 0.07834457567231934 relative error 20.128054612603954% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1719999999999817 y2[1] (analytic) 0.9215290590839612 y2[1] (numeric) 1.1898243034006637 absolute error 0.2682952443167025 relative error 29.11413825445714% Correct digits 1 h 0.001 y1[1] (analytic) 0.3883094040373335 y1[1] (numeric) 0.30969687627736214 absolute error 0.07861252775997135 relative error 20.244816876084016% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1729999999999816 y2[1] (analytic) 0.9219169076587891 y2[1] (numeric) 1.1908994415526069 absolute error 0.26898253389381777 relative error 29.17644005216259% Correct digits 1 h 0.001 y1[1] (analytic) 0.387387680977152 y1[1] (numeric) 0.30850651442573324 absolute error 0.07888116655141875 relative error 20.362332212642336% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1739999999999815 y2[1] (analytic) 0.9223038343167862 y2[1] (numeric) 1.1919748301814637 absolute error 0.26967099586467747 relative error 29.23884579363603% Correct digits 1 h 0.001 y1[1] (analytic) 0.38646557052932173 y1[1] (numeric) 0.3073150773107647 absolute error 0.07915049321855705 relative error 20.48060661914818% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1749999999999814 y2[1] (analytic) 0.9226898386710258 y2[1] (numeric) 1.1930504698966802 absolute error 0.27036063122565435 relative error 29.30135565544558% Correct digits 1 h 0.001 y1[1] (analytic) 0.3855430736159532 y1[1] (numeric) 0.30612256468167487 absolute error 0.07942050893427832 relative error 20.599646153516588% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1759999999999813 y2[1] (analytic) 0.9230749203355036 y2[1] (numeric) 1.1941263613086066 absolute error 0.27105144097310296 relative error 29.36396981456129% Correct digits 1 h 0.001 y1[1] (analytic) 0.38462019115954316 y1[1] (numeric) 0.3049289762870724 absolute error 0.07969121487247077 relative error 20.719456935482178% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1769999999999812 y2[1] (analytic) 0.9234590789251381 y2[1] (numeric) 1.1952025050284967 absolute error 0.27174342610335855 relative error 29.426688448356025% Correct digits 1 h 0.001 y1[1] (analytic) 0.383696924082974 y1[1] (numeric) 0.303734311874955 absolute error 0.07996261220801903 relative error 20.840045147384924% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.177999999999981 y2[1] (analytic) 0.9238423140557706 y2[1] (numeric) 1.1962789016685087 absolute error 0.27243658761273815 relative error 29.489511734606655% Correct digits 1 h 0.001 y1[1] (analytic) 0.3827732733095128 y1[1] (numeric) 0.30253857119270866 absolute error 0.08023470211680411 relative error 20.961417034967813% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.178999999999981 y2[1] (analytic) 0.9242246253441659 y2[1] (numeric) 1.1973555518417058 absolute error 0.2731309264975399 relative error 29.552439851495027% Correct digits 1 h 0.001 y1[1] (analytic) 0.3818492397628101 y1[1] (numeric) 0.3013417539871069 absolute error 0.08050748577570321 relative error 21.08357890818673% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1799999999999808 y2[1] (analytic) 0.9246060124080131 y2[1] (numeric) 1.1984324561620558 absolute error 0.27382644375404275 relative error 29.61547297760895% Correct digits 1 h 0.001 y1[1] (analytic) 0.3809248243668995 y1[1] (numeric) 0.30014386000430954 absolute error 0.08078096436258997 relative error 21.206537142032857% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1809999999999807 y2[1] (analytic) 0.9249864748659248 y2[1] (numeric) 1.1995096152444318 absolute error 0.274523140378507 relative error 29.67861129194334% Correct digits 1 h 0.001 y1[1] (analytic) 0.38000002804619626 y1[1] (numeric) 0.2989448889898621 absolute error 0.08105513905633416 relative error 21.330298177367595% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1819999999999806 y2[1] (analytic) 0.9253660123374386 y2[1] (numeric) 1.2005870297046124 absolute error 0.27522101736717375 relative error 29.741854973901205% Correct digits 1 h 0.001 y1[1] (analytic) 0.37907485172549665 y1[1] (numeric) 0.2977448406886947 absolute error 0.08133001103680193 relative error 21.454868521770543% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1829999999999805 y2[1] (analytic) 0.9257446244430174 y2[1] (numeric) 1.201664700159282 absolute error 0.27592007571626453 relative error 29.805204203294654% Correct digits 1 h 0.001 y1[1] (analytic) 0.3781492963299769 y1[1] (numeric) 0.2965437148451214 absolute error 0.08160558148485553 relative error 21.5802547504004% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1839999999999804 y2[1] (analytic) 0.9261223108040488 y2[1] (numeric) 1.2027426272260313 absolute error 0.2766203164219825 relative error 29.868659160346095% Correct digits 1 h 0.001 y1[1] (analytic) 0.37722336278519236 y1[1] (numeric) 0.2953415112028388 absolute error 0.08188185158235356 relative error 21.706463506869458% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1849999999999803 y2[1] (analytic) 0.9264990710428466 y2[1] (numeric) 1.2038208115233575 absolute error 0.27732174048051095 relative error 29.932220025689162% Correct digits 1 h 0.001 y1[1] (analytic) 0.3762970520170764 y1[1] (numeric) 0.2941382295049258 absolute error 0.08215882251215062 relative error 21.833501504131434% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1859999999999802 y2[1] (analytic) 0.9268749047826506 y2[1] (numeric) 1.2048992536706644 absolute error 0.27802434888801386 relative error 29.99588698036978% Correct digits 1 h 0.001 y1[1] (analytic) 0.37537036495193987 y1[1] (numeric) 0.2929338694938421 absolute error 0.08243649545809778 relative error 21.961375525383428% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.18699999999998 y2[1] (analytic) 0.9272498116476269 y2[1] (numeric) 1.2059779542882627 absolute error 0.27872814264063583 relative error 30.05966020584731% Correct digits 1 h 0.001 y1[1] (analytic) 0.3744433025164696 y1[1] (numeric) 0.2917284309114277 absolute error 0.08271487160504193 relative error 22.09009242498169% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.18799999999998 y2[1] (analytic) 0.927623791262869 y2[1] (numeric) 1.2070569139973706 absolute error 0.2794331227345016 relative error 30.123539883995512% Correct digits 1 h 0.001 y1[1] (analytic) 0.3735158656377281 y1[1] (numeric) 0.2905219134989017 absolute error 0.08299395213882638 relative error 22.219659129372022% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1889999999999799 y2[1] (analytic) 0.927996843254397 y2[1] (numeric) 1.208136133420114 absolute error 0.2801392901657169 relative error 30.18752619710375% Correct digits 1 h 0.001 y1[1] (analytic) 0.372588055243152 y1[1] (numeric) 0.2893143169968617 absolute error 0.08327373824629031 relative error 22.350082638034554% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1899999999999797 y2[1] (analytic) 0.9283689672491592 y2[1] (numeric) 1.2092156131795262 absolute error 0.280846645930367 relative error 30.251619327877894% Correct digits 1 h 0.001 y1[1] (analytic) 0.37165987226055175 y1[1] (numeric) 0.2881056411452826 absolute error 0.08355423111526916 relative error 22.481370024443628% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1909999999999796 y2[1] (analytic) 0.9287401628750315 y2[1] (numeric) 1.2102953538995493 absolute error 0.28155519102451787 relative error 30.315819459441542% Correct digits 1 h 0.001 y1[1] (analytic) 0.3707313176181102 y1[1] (numeric) 0.28689588568351576 absolute error 0.08383543193459442 relative error 22.613528437042696% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1919999999999795 y2[1] (analytic) 0.9291104297608183 y2[1] (numeric) 1.2113753562050338 absolute error 0.2822649264442155 relative error 30.380126775337054% Correct digits 1 h 0.001 y1[1] (analytic) 0.36980239224438194 y1[1] (numeric) 0.2856850503502883 absolute error 0.08411734189409364 relative error 22.746565100234704% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1929999999999794 y2[1] (analytic) 0.9294797675362526 y2[1] (numeric) 1.2124556207217387 absolute error 0.2829758531854861 relative error 30.444541459526626% Correct digits 1 h 0.001 y1[1] (analytic) 0.36887309706829224 y1[1] (numeric) 0.28447313488370196 absolute error 0.08439996218459028 relative error 22.88048731538822% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1939999999999793 y2[1] (analytic) 0.929848175831997 y2[1] (numeric) 1.213536148076332 absolute error 0.28368797224433506 relative error 30.509063696393294% Correct digits 1 h 0.001 y1[1] (analytic) 0.3679434330191362 y1[1] (numeric) 0.2832601390212322 absolute error 0.08468329399790397 relative error 23.015302461859598% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1949999999999792 y2[1] (analytic) 0.930215654279643 y2[1] (numeric) 1.2146169388963914 absolute error 0.2844012846167484 relative error 30.573693670742205% Correct digits 1 h 0.001 y1[1] (analytic) 0.3670134010265778 y1[1] (numeric) 0.28204606249972747 absolute error 0.08496733852685034 relative error 23.151017998031442% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.195999999999979 y2[1] (analytic) 0.9305822025117123 y2[1] (numeric) 1.215697993810404 absolute error 0.2851157912986917 relative error 30.63843156780158% Correct digits 1 h 0.001 y1[1] (analytic) 0.366083002020649 y1[1] (numeric) 0.2808309050554081 absolute error 0.08525209696524089 relative error 23.28764146236766% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.196999999999979 y2[1] (analytic) 0.9309478201616566 y2[1] (numeric) 1.216779313447767 absolute error 0.28583149328611035 relative error 30.70327757322387% Correct digits 1 h 0.001 y1[1] (analytic) 0.36515223693174864 y1[1] (numeric) 0.2796146664238655 absolute error 0.08553757050788313 relative error 23.425180474485533% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1979999999999789 y2[1] (analytic) 0.9313125068638584 y2[1] (numeric) 1.2178608984387873 absolute error 0.28654839157492895 relative error 30.768231873086755% Correct digits 1 h 0.001 y1[1] (analytic) 0.3642211066906418 y1[1] (numeric) 0.2783973463400613 absolute error 0.08582376035058048 relative error 23.563642736244976% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1989999999999787 y2[1] (analytic) 0.9316762622536308 y2[1] (numeric) 1.218942749414683 absolute error 0.2872664871610522 relative error 30.833294653894427% Correct digits 1 h 0.001 y1[1] (analytic) 0.3632896122284586 y1[1] (numeric) 0.2771789445383263 absolute error 0.08611066769013231 relative error 23.70303603285543% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.1999999999999786 y2[1] (analytic) 0.9320390859672186 y2[1] (numeric) 1.2200248670075822 absolute error 0.28798578104036354 relative error 30.898466102578503% Correct digits 1 h 0.001 y1[1] (analytic) 0.3623577544766935 y1[1] (numeric) 0.2759594607523596 absolute error 0.08639829372433389 relative error 23.843368234000614% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2009999999999785 y2[1] (analytic) 0.9324009776417982 y2[1] (numeric) 1.2211072518505244 absolute error 0.2887062742087262 relative error 30.963746406499254% Correct digits 1 h 0.001 y1[1] (analytic) 0.3614255343672041 y1[1] (numeric) 0.2747388947152278 absolute error 0.08668663965197632 relative error 23.98464729498157% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2019999999999784 y2[1] (analytic) 0.9327619369154778 y2[1] (numeric) 1.2221899045774607 absolute error 0.28942796766198287 relative error 31.029135753446738% Correct digits 1 h 0.001 y1[1] (analytic) 0.3604929528322104 y1[1] (numeric) 0.2735172461593639 absolute error 0.08697570667284649 relative error 24.126881257878257% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2029999999999783 y2[1] (analytic) 0.9331219634272981 y2[1] (numeric) 1.2232728258232533 absolute error 0.2901508623959551 relative error 31.094634331641846% Correct digits 1 h 0.001 y1[1] (analytic) 0.35956001080429395 y1[1] (numeric) 0.2722945148165666 absolute error 0.08726549598772737 relative error 24.27007825273022% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2039999999999782 y2[1] (analytic) 0.9334810568172329 y2[1] (numeric) 1.2243560162236762 absolute error 0.29087495940644326 relative error 31.16024232973738% Correct digits 1 h 0.001 y1[1] (analytic) 0.35862670921639667 y1[1] (numeric) 0.2710707004179992 absolute error 0.08755600879839748 relative error 24.41424649873634% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.204999999999978 y2[1] (analytic) 0.9338392167261886 y2[1] (numeric) 1.225439476415416 absolute error 0.2916002596892273 relative error 31.225959936819354% Correct digits 1 h 0.001 y1[1] (analytic) 0.35769304900182003 y1[1] (numeric) 0.2698458026941888 absolute error 0.08784724630763124 relative error 24.55939430547454% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.205999999999978 y2[1] (analytic) 0.9341964427960054 y2[1] (numeric) 1.2265232070360712 absolute error 0.29232676424006576 relative error 31.29178734240795% Correct digits 1 h 0.001 y1[1] (analytic) 0.3567590310942242 y1[1] (numeric) 0.2686198213750254 absolute error 0.08813920971919881 relative error 24.70553007414134% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2069999999999779 y2[1] (analytic) 0.9345527346694573 y2[1] (numeric) 1.2276072087241536 absolute error 0.2930544740546963 relative error 31.35772473645877% Correct digits 1 h 0.001 y1[1] (analytic) 0.355824656427627 y1[1] (numeric) 0.2673927561897608 absolute error 0.08843190023786618 relative error 24.852662298812% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2079999999999778 y2[1] (analytic) 0.9349080919902525 y2[1] (numeric) 1.2286914821190873 absolute error 0.2937833901288348 relative error 31.42377230936384% Correct digits 1 h 0.001 y1[1] (analytic) 0.35488992593640306 y1[1] (numeric) 0.2661646068670081 absolute error 0.08872531906939496 relative error 25.000799567721376% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2089999999999776 y2[1] (analytic) 0.9352625144030334 y2[1] (numeric) 1.2297760278612098 absolute error 0.29451351345817633 relative error 31.48993025195292% Correct digits 1 h 0.001 y1[1] (analytic) 0.35395484055528276 y1[1] (numeric) 0.26493537313474025 absolute error 0.08901946742054251 relative error 25.14995056456614% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2099999999999775 y2[1] (analytic) 0.935616001553378 y2[1] (numeric) 1.230860846591772 absolute error 0.2952448450383941 relative error 31.55619875549446% Correct digits 1 h 0.001 y1[1] (analytic) 0.3530194012193514 y1[1] (numeric) 0.26370505472028954 absolute error 0.08931434649906184 relative error 25.300124069828577% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2109999999999774 y2[1] (analytic) 0.9359685530877989 y2[1] (numeric) 1.231945938952939 absolute error 0.2959773858651401 relative error 31.62257801169692% Correct digits 1 h 0.001 y1[1] (analytic) 0.35208360886404816 y1[1] (numeric) 0.2624736513503465 absolute error 0.08960995751370165 relative error 25.451328962122517% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2119999999999773 y2[1] (analytic) 0.9363201686537448 y2[1] (numeric) 1.2330313055877895 absolute error 0.2967111369340447 relative error 31.68906821270981% Correct digits 1 h 0.001 y1[1] (analytic) 0.3511474644251655 y1[1] (numeric) 0.2612411627509591 absolute error 0.08990630167420638 relative error 25.603574219561736% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2129999999999772 y2[1] (analytic) 0.9366708478996001 y2[1] (numeric) 1.2341169471403164 absolute error 0.2974460992407163 relative error 31.755669551124853% Correct digits 1 h 0.001 y1[1] (analytic) 0.3502109688388476 y1[1] (numeric) 0.2600075886475317 absolute error 0.09020338019131591 relative error 25.756868921151273% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.213999999999977 y2[1] (analytic) 0.9370205904746854 y2[1] (numeric) 1.2352028642554271 absolute error 0.2981822737807417 relative error 31.822382219977204% Correct digits 1 h 0.001 y1[1] (analytic) 0.34927412304159006 y1[1] (numeric) 0.2587729287648243 absolute error 0.09050119427676578 relative error 25.91122224820225% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.214999999999977 y2[1] (analytic) 0.9373693960292585 y2[1] (numeric) 1.2362890575789443 absolute error 0.29891966154968574 relative error 31.889206412746532% Correct digits 1 h 0.001 y1[1] (analytic) 0.34833692797023863 y1[1] (numeric) 0.25753718282695137 absolute error 0.09079974514328726 relative error 26.06664348577049% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2159999999999769 y2[1] (analytic) 0.9377172642145135 y2[1] (numeric) 1.237375527757605 absolute error 0.29965826354309155 relative error 31.95614232335828% Correct digits 1 h 0.001 y1[1] (analytic) 0.3473993845619882 y1[1] (numeric) 0.2563003505573813 absolute error 0.0910990340046069 relative error 26.2231420241194% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2169999999999768 y2[1] (analytic) 0.9380641946825826 y2[1] (numeric) 1.2384622754390622 absolute error 0.30039808075647956 relative error 32.02319014618469% Correct digits 1 h 0.001 y1[1] (analytic) 0.3464614937543822 y1[1] (numeric) 0.2550624316789352 absolute error 0.09139906207544696 relative error 26.380727360207807% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2179999999999767 y2[1] (analytic) 0.9384101870865351 y2[1] (numeric) 1.239549301271884 absolute error 0.3011391141853488 relative error 32.09035007604615% Correct digits 1 h 0.001 y1[1] (analytic) 0.3455232564853113 y1[1] (numeric) 0.2538234259137861 absolute error 0.0916998305715252 relative error 26.53940909920299% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2189999999999765 y2[1] (analytic) 0.9387552410803787 y2[1] (numeric) 1.2406366059055542 absolute error 0.3018813648251756 relative error 32.157622308212254% Correct digits 1 h 0.001 y1[1] (analytic) 0.3445846736930127 y1[1] (numeric) 0.25258333298345786 absolute error 0.09200134070955485 relative error 26.69919695601958% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2199999999999764 y2[1] (analytic) 0.9390993563190595 y2[1] (numeric) 1.2417241899904734 absolute error 0.3026248336714139 relative error 32.22500703840297% Correct digits 1 h 0.001 y1[1] (analytic) 0.34364574631606915 y1[1] (numeric) 0.2513421526088246 absolute error 0.09230359370724456 relative error 26.860100756884698% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2209999999999763 y2[1] (analytic) 0.9394425324584622 y2[1] (numeric) 1.242812054177958 absolute error 0.3033695217194957 relative error 32.29250446278994% Correct digits 1 h 0.001 y1[1] (analytic) 0.3427064752934079 y1[1] (numeric) 0.2500998845101094 absolute error 0.09260659078329853 relative error 27.022130440930088% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2219999999999762 y2[1] (analytic) 0.9397847691554108 y2[1] (numeric) 1.2439001991202407 absolute error 0.30411542996483 relative error 32.360114777997524% Correct digits 1 h 0.001 y1[1] (analytic) 0.3417668615642999 y1[1] (numeric) 0.24885652840688371 absolute error 0.0929103331574162 relative error 27.185296061811446% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.222999999999976 y2[1] (analytic) 0.9401260660676685 y2[1] (numeric) 1.2449886254704718 absolute error 0.3048625594028034 relative error 32.4278381811041% Correct digits 1 h 0.001 y1[1] (analytic) 0.34082690606835886 y1[1] (numeric) 0.24761208401806625 absolute error 0.0932148220502926 relative error 27.349607789355904% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.223999999999976 y2[1] (analytic) 0.9404664228539384 y2[1] (numeric) 1.246077333882718 absolute error 0.3056109110287796 relative error 32.495674869643196% Correct digits 1 h 0.001 y1[1] (analytic) 0.33988660974554014 y1[1] (numeric) 0.2463665510619221 absolute error 0.09352005868361804 relative error 27.51507591123783% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2249999999999759 y2[1] (analytic) 0.940805839173864 y2[1] (numeric) 1.2471663250119636 absolute error 0.3063604858380996 relative error 32.5636250416047% Correct digits 1 h 0.001 y1[1] (analytic) 0.33894597353614 y1[1] (numeric) 0.24511992925606182 absolute error 0.09382604428007815 relative error 27.681710834683802% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2259999999999758 y2[1] (analytic) 0.9411443146880286 y2[1] (numeric) 1.2482555995141105 absolute error 0.30711128482608185 relative error 32.63168889543613% Correct digits 1 h 0.001 y1[1] (analytic) 0.33800499838079456 y1[1] (numeric) 0.24387221831744055 absolute error 0.09413278006335402 relative error 27.849523088207278% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2269999999999757 y2[1] (analytic) 0.9414818490579571 y2[1] (numeric) 1.2493451580459782 absolute error 0.30786330898802117 relative error 32.69986663004369% Correct digits 1 h 0.001 y1[1] (analytic) 0.3370636852204789 y1[1] (numeric) 0.24262341796235704 absolute error 0.09444026725812188 relative error 28.01852332337343% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2279999999999756 y2[1] (analytic) 0.941818441946115 y2[1] (numeric) 1.2504350012653045 absolute error 0.3086165593191895 relative error 32.76815844479361% Correct digits 1 h 0.001 y1[1] (analytic) 0.3361220349965061 y1[1] (numeric) 0.24137352790645278 absolute error 0.09474850709005334 relative error 28.18872231659499% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2289999999999754 y2[1] (analytic) 0.9421540930159094 y2[1] (numeric) 1.2515251298307455 absolute error 0.30937103681483613 relative error 32.8365645395134% Correct digits 1 h 0.001 y1[1] (analytic) 0.3351800486505263 y1[1] (numeric) 0.24012254786471107 absolute error 0.09505750078581524 relative error 28.360130970959563% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2299999999999753 y2[1] (analytic) 0.9424888019316893 y2[1] (numeric) 1.2526155444018756 absolute error 0.31012674247018635 relative error 32.905085114492856% Correct digits 1 h 0.001 y1[1] (analytic) 0.3342377271245258 y1[1] (numeric) 0.23887047755145607 absolute error 0.09536724957306975 relative error 28.532760318089135% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2309999999999752 y2[1] (analytic) 0.9428225683587458 y2[1] (numeric) 1.2537062456391883 absolute error 0.3108836772804425 relative error 32.97372037048552% Correct digits 1 h 0.001 y1[1] (analytic) 0.3332950713608261 y1[1] (numeric) 0.23761731668035194 absolute error 0.09567775468047415 relative error 28.70662152003237% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2319999999999751 y2[1] (analytic) 0.9431553919633124 y2[1] (numeric) 1.254797234204096 absolute error 0.3116418422407836 relative error 33.042470508709776% Correct digits 1 h 0.001 y1[1] (analytic) 0.33235208230208274 y1[1] (numeric) 0.23636306496440185 absolute error 0.09598901733768089 relative error 28.881725871190476% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.232999999999975 y2[1] (analytic) 0.9434872724125658 y2[1] (numeric) 1.2558885107589304 absolute error 0.3124012383463646 relative error 33.111335730850065% Correct digits 1 h 0.001 y1[1] (analytic) 0.3314087608912848 y1[1] (numeric) 0.2351077221159471 absolute error 0.09630103877533769 relative error 29.058084800277275% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.233999999999975 y2[1] (analytic) 0.9438182093746255 y2[1] (numeric) 1.2569800759669425 absolute error 0.31316186659231704 relative error 33.180316239058186% Correct digits 1 h 0.001 y1[1] (analytic) 0.33046510807175355 y1[1] (numeric) 0.23385128784666626 absolute error 0.0966138202250873 relative error 29.235709872314157% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2349999999999748 y2[1] (analytic) 0.9441482025185542 y2[1] (numeric) 1.2580719304923034 absolute error 0.3139237279737491 relative error 33.24941223595455% Correct digits 1 h 0.001 y1[1] (analytic) 0.3295211247871418 y1[1] (numeric) 0.2325937618675741 absolute error 0.09692736291956769 relative error 29.41461279066072% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2359999999999747 y2[1] (analytic) 0.9444772515143592 y2[1] (numeric) 1.2591640750001039 absolute error 0.3146868234857446 relative error 33.31862392462931% Correct digits 1 h 0.001 y1[1] (analytic) 0.3285768119814327 y1[1] (numeric) 0.23133514388902085 absolute error 0.09724166809241183 relative error 29.59480539908178% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2369999999999746 y2[1] (analytic) 0.9448053560329914 y2[1] (numeric) 1.260256510156355 absolute error 0.31545115412336355 relative error 33.38795150864369% Correct digits 1 h 0.001 y1[1] (analytic) 0.327632170598939 y1[1] (numeric) 0.2300754336206911 absolute error 0.0975567369782479 relative error 29.776299683851565% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2379999999999745 y2[1] (analytic) 0.9451325157463464 y2[1] (numeric) 1.2613492366279881 absolute error 0.31621672088164177 relative error 33.457395192031214% Correct digits 1 h 0.001 y1[1] (analytic) 0.32668720158430203 y1[1] (numeric) 0.22881463077160302 absolute error 0.09787257081269901 relative error 29.9591077758958% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2389999999999743 y2[1] (analytic) 0.9454587303272642 y2[1] (numeric) 1.2624422550828558 absolute error 0.31698352475559155 relative error 33.52695517929903% Correct digits 1 h 0.001 y1[1] (analytic) 0.3257419058824907 y1[1] (numeric) 0.2275527350501074 absolute error 0.0981891708323833 relative error 30.14324195297255% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2399999999999742 y2[1] (analytic) 0.9457839994495306 y2[1] (numeric) 1.2635355661897307 absolute error 0.3177515667402001 relative error 33.59663167542899% Correct digits 1 h 0.001 y1[1] (analytic) 0.3247962844388006 y1[1] (numeric) 0.22628974616388667 absolute error 0.09850653827491393 relative error 30.32871464189268% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2409999999999741 y2[1] (analytic) 0.9461083227878764 y2[1] (numeric) 1.2646291706183075 absolute error 0.3185208478304311 relative error 33.66642488587912% Correct digits 1 h 0.001 y1[1] (analytic) 0.32385033819885317 y1[1] (numeric) 0.22502566381995406 absolute error 0.09882467437889911 relative error 30.51553842078065% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.241999999999974 y2[1] (analytic) 0.9464317000179782 y2[1] (numeric) 1.2657230690392014 absolute error 0.31929136902122324 relative error 33.73633501658472% Correct digits 1 h 0.001 y1[1] (analytic) 0.3229040681085945 y1[1] (numeric) 0.22376048772465262 absolute error 0.09914358038394189 relative error 30.703726021376518% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.242999999999974 y2[1] (analytic) 0.9467541308164588 y2[1] (numeric) 1.2668172621239497 absolute error 0.320063131307491 relative error 33.80636227395976% Correct digits 1 h 0.001 y1[1] (analytic) 0.3219574751142946 y1[1] (numeric) 0.22249421758365437 absolute error 0.09946325753064025 relative error 30.893290331380218% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2439999999999738 y2[1] (analytic) 0.9470756148608875 y2[1] (numeric) 1.2679117505450113 absolute error 0.3208361356841237 relative error 33.876506864898026% Correct digits 1 h 0.001 y1[1] (analytic) 0.3210105601625465 y1[1] (numeric) 0.2212268531019593 absolute error 0.09978370706058717 relative error 31.08424439683879% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2449999999999737 y2[1] (analytic) 0.9473961518297803 y2[1] (numeric) 1.269006534975767 absolute error 0.3216103831459868 relative error 33.94676899677452% Correct digits 1 h 0.001 y1[1] (analytic) 0.3200633242002649 y1[1] (numeric) 0.21995839398389447 absolute error 0.10010493021637043 relative error 31.276601424577585% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2459999999999736 y2[1] (analytic) 0.9477157414026002 y2[1] (numeric) 1.2701016160905205 absolute error 0.32238587468792035 relative error 34.01714887744671% Correct digits 1 h 0.001 y1[1] (analytic) 0.31911576817468584 y1[1] (numeric) 0.2186888399331131 absolute error 0.10042692824157273 relative error 31.470374784676398% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2469999999999735 y2[1] (analytic) 0.9480343832597576 y2[1] (numeric) 1.2711969945644972 absolute error 0.32316261130473956 relative error 34.087646715255715% Correct digits 1 h 0.001 y1[1] (analytic) 0.3181678930333651 y1[1] (numeric) 0.21741819065259368 absolute error 0.10074970238077144 relative error 31.665578012991457% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2479999999999734 y2[1] (analytic) 0.9483520770826109 y2[1] (numeric) 1.2722926710738454 absolute error 0.3239405939912344 relative error 34.15826271902771% Correct digits 1 h 0.001 y1[1] (analytic) 0.31721969972417796 y1[1] (numeric) 0.216146445844639 absolute error 0.10107325387953897 relative error 31.862224813724374% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2489999999999732 y2[1] (analytic) 0.9486688225534661 y2[1] (numeric) 1.2733886462956365 absolute error 0.32471982374217045 relative error 34.22899709807525% Correct digits 1 h 0.001 y1[1] (analytic) 0.3162711891953175 y1[1] (numeric) 0.2148736052108752 absolute error 0.10139758398444229 relative error 32.06032906203886% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2499999999999731 y2[1] (analytic) 0.9489846193555778 y2[1] (numeric) 1.2744849209078648 absolute error 0.32550030155228704 relative error 34.29985006219837% Correct digits 1 h 0.001 y1[1] (analytic) 0.31532236239529415 y1[1] (numeric) 0.21359966845225092 absolute error 0.10172269394304323 relative error 32.25990480672655% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.250999999999973 y2[1] (analytic) 0.9492994671731492 y2[1] (numeric) 1.2755814955894482 absolute error 0.32628202841629905 relative error 34.37082182168615% Correct digits 1 h 0.001 y1[1] (analytic) 0.31437322027293474 y1[1] (numeric) 0.21232463526903636 absolute error 0.10204858500389838 relative error 32.46096627292271% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.251999999999973 y2[1] (analytic) 0.9496133656913325 y2[1] (numeric) 1.276678371020228 absolute error 0.3270650053288956 relative error 34.44191258731783% Correct digits 1 h 0.001 y1[1] (analytic) 0.31342376377738124 y1[1] (numeric) 0.2110485053608223 absolute error 0.10237525841655892 relative error 32.66352786487308% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2529999999999728 y2[1] (analytic) 0.9499263145962292 y2[1] (numeric) 1.2777755478809694 absolute error 0.32784923328474014 relative error 34.51312257036421% Correct digits 1 h 0.001 y1[1] (analytic) 0.31247399385809005 y1[1] (numeric) 0.20977127842651927 absolute error 0.10270271543157078 relative error 32.867604168753054% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2539999999999727 y2[1] (analytic) 0.9502383135748906 y2[1] (numeric) 1.278873026853361 absolute error 0.3286347132784704 relative error 34.584451982588874% Correct digits 1 h 0.001 y1[1] (analytic) 0.31152391146483105 y1[1] (numeric) 0.2084929541643565 absolute error 0.10303095730047454 relative error 33.073209955540136% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2549999999999726 y2[1] (analytic) 0.9505493623153175 y2[1] (numeric) 1.2799708086200166 absolute error 0.32942144630469905 relative error 34.6559010362497% Correct digits 1 h 0.001 y1[1] (analytic) 0.3105735175476866 y1[1] (numeric) 0.20721353227188113 absolute error 0.10335998527580545 relative error 33.28036018394105% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2559999999999725 y2[1] (analytic) 0.9508594605064614 y2[1] (numeric) 1.2810688938644734 absolute error 0.330209433358012 relative error 34.727469944099916% Correct digits 1 h 0.001 y1[1] (analytic) 0.3096228130570504 y1[1] (numeric) 0.20593301244595721 absolute error 0.1036898006110932 relative error 33.48907000337457% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2569999999999724 y2[1] (analytic) 0.951168607838224 y2[1] (numeric) 1.282167283271194 absolute error 0.3309986754329699 relative error 34.79915891938967% Correct digits 1 h 0.001 y1[1] (analytic) 0.308671798943627 y1[1] (numeric) 0.20465139438276478 absolute error 0.10402040456086223 relative error 33.69935475701153% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2579999999999723 y2[1] (analytic) 0.951476804001458 y2[1] (numeric) 1.283265977525565 absolute error 0.3317891735241071 relative error 34.87096817586723% Correct digits 1 h 0.001 y1[1] (analytic) 0.30772047615843034 y1[1] (numeric) 0.20336867777779896 absolute error 0.10435179838063138 relative error 33.91122998487293% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2589999999999721 y2[1] (analytic) 0.9517840486879673 y2[1] (numeric) 1.2843649773138988 absolute error 0.33258092862593147 relative error 34.94289792778033% Correct digits 1 h 0.001 y1[1] (analytic) 0.3067688456527832 y1[1] (numeric) 0.202084862325869 absolute error 0.10468398332691417 relative error 34.12471142698789% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.259999999999972 y2[1] (analytic) 0.9520903415905072 y2[1] (numeric) 1.2854642833234327 absolute error 0.33337394173292545 relative error 35.0149483898776% Correct digits 1 h 0.001 y1[1] (analytic) 0.30581690837831593 y1[1] (numeric) 0.20079994772109744 absolute error 0.1050169606572185 relative error 34.33981502661243% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.260999999999972 y2[1] (analytic) 0.9523956824027849 y2[1] (numeric) 1.2865638962423294 absolute error 0.3341682138395444 relative error 35.08711977740978% Correct digits 1 h 0.001 y1[1] (analytic) 0.3048646652869658 y1[1] (numeric) 0.19951393365691902 absolute error 0.1053507316300468 relative error 34.55655693351057% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2619999999999718 y2[1] (analytic) 0.9527000708194595 y2[1] (numeric) 1.287663816759677 absolute error 0.3349637459402175 relative error 35.15941230613118% Correct digits 1 h 0.001 y1[1] (analytic) 0.3039121173309758 y1[1] (numeric) 0.19822681982607995 absolute error 0.10568529750489583 relative error 34.77495350729934% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2629999999999717 y2[1] (analytic) 0.9530035065361427 y2[1] (numeric) 1.28876404556549 absolute error 0.3357605390293473 relative error 35.23182619230096% Correct digits 1 h 0.001 y1[1] (analytic) 0.3029592654628938 y1[1] (numeric) 0.19693860592063686 absolute error 0.10602065954225695 relative error 34.99502132085882% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2639999999999716 y2[1] (analytic) 0.9533059892493988 y2[1] (numeric) 1.2898645833507085 absolute error 0.3365585941013097 relative error 35.304361652684534% Correct digits 1 h 0.001 y1[1] (analytic) 0.30200611063557153 y1[1] (numeric) 0.19564929163195585 absolute error 0.10635681900361568 relative error 35.21677716380899% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2649999999999715 y2[1] (analytic) 0.9536075186567451 y2[1] (numeric) 1.2909654308071987 absolute error 0.33735791215045363 relative error 35.3770189045549% Correct digits 1 h 0.001 y1[1] (analytic) 0.30105265380216384 y1[1] (numeric) 0.1943588766507117 absolute error 0.10669377715145215 relative error 35.440238046054816% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2659999999999714 y2[1] (analytic) 0.9539080944566523 y2[1] (numeric) 1.2920665886277538 absolute error 0.33815849417110155 relative error 35.44979816569407% Correct digits 1 h 0.001 y1[1] (analytic) 0.30009889591612743 y1[1] (numeric) 0.1930673606668868 absolute error 0.10703153524924064 relative error 35.66542120140093% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2669999999999713 y2[1] (analytic) 0.9542077163485443 y2[1] (numeric) 1.2931680575060929 absolute error 0.3389603411575486 relative error 35.52269965439435% Correct digits 1 h 0.001 y1[1] (analytic) 0.2991448379312201 y1[1] (numeric) 0.19177474336977027 absolute error 0.10737009456144983 relative error 35.89234409123802% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2679999999999712 y2[1] (analytic) 0.9545063840327996 y2[1] (numeric) 1.2942698381368625 absolute error 0.33976345410406283 relative error 35.59572358945978% Correct digits 1 h 0.001 y1[1] (analytic) 0.2981904808014998 y1[1] (numeric) 0.19048102444795711 absolute error 0.10770945635354268 relative error 36.12102440830195% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.268999999999971 y2[1] (analytic) 0.9548040972107504 y2[1] (numeric) 1.2953719312156358 absolute error 0.34056783400488533 relative error 35.668870190207514% Correct digits 1 h 0.001 y1[1] (analytic) 0.2972358254813235 y1[1] (numeric) 0.1891862035893472 absolute error 0.10804962189197628 relative error 36.35148008050781% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.269999999999971 y2[1] (analytic) 0.9551008555846836 y2[1] (numeric) 1.2964743374389132 absolute error 0.34137348185422955 relative error 35.74213967646916% Correct digits 1 h 0.001 y1[1] (analytic) 0.2962808729253465 y1[1] (numeric) 0.18789028048114437 absolute error 0.10839059244420213 relative error 36.58372927486047% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2709999999999708 y2[1] (analytic) 0.9553966588578408 y2[1] (numeric) 1.2975770575041223 absolute error 0.3421803986462816 relative error 35.81553226859219% Correct digits 1 h 0.001 y1[1] (analytic) 0.29532562408852125 y1[1] (numeric) 0.18659325480985542 absolute error 0.10873236927866584 relative error 36.81779040144321% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2719999999999707 y2[1] (analytic) 0.9556915067344187 y2[1] (numeric) 1.2986800921096189 absolute error 0.34298858537520016 relative error 35.88904818744139% Correct digits 1 h 0.001 y1[1] (analytic) 0.29437007992609654 y1[1] (numeric) 0.18529512626128936 absolute error 0.10907495366480718 relative error 37.053682117486645% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2729999999999706 y2[1] (analytic) 0.9559853989195696 y2[1] (numeric) 1.2997834419546859 absolute error 0.3437980430351163 relative error 35.96268765440017% Correct digits 1 h 0.001 y1[1] (analytic) 0.29341424139361644 y1[1] (numeric) 0.18399589452055634 absolute error 0.1094183468730601 relative error 37.291423331519525% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2739999999999705 y2[1] (analytic) 0.9562783351194012 y2[1] (numeric) 1.3008871077395345 absolute error 0.34460877262013334 relative error 36.036450891372056% Correct digits 1 h 0.001 y1[1] (analytic) 0.2924581094469194 y1[1] (numeric) 0.18269555927206674 absolute error 0.10976255017485267 relative error 37.531033207603485% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2749999999999704 y2[1] (analytic) 0.9565703150409773 y2[1] (numeric) 1.301991090165304 absolute error 0.3454207751243267 relative error 36.11033812078202% Correct digits 1 h 0.001 y1[1] (analytic) 0.2915016850421373 y1[1] (numeric) 0.1813941201995303 absolute error 0.110107564842607 relative error 37.772531169653675% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2759999999999703 y2[1] (analytic) 0.9568613383923181 y2[1] (numeric) 1.3030953899340618 absolute error 0.3462340515417437 relative error 36.184349565577904% Correct digits 1 h 0.001 y1[1] (analytic) 0.29054496913569444 y1[1] (numeric) 0.18009157698595515 absolute error 0.11045339214973929 relative error 38.01593690584736% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2769999999999702 y2[1] (analytic) 0.9571514048824004 y2[1] (numeric) 1.3042000077488038 absolute error 0.3470486028664035 relative error 36.25848544923186% Correct digits 1 h 0.001 y1[1] (analytic) 0.28958796268430664 y1[1] (numeric) 0.17878792931364687 absolute error 0.11080003337065977 relative error 38.261270373122535% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.27799999999997 y2[1] (analytic) 0.9574405142211574 y2[1] (numeric) 1.305304944313455 absolute error 0.3478644300922976 relative error 36.33274599574184% Correct digits 1 h 0.001 y1[1] (analytic) 0.28863066664498027 y1[1] (numeric) 0.1774831768642076 absolute error 0.11114748978077268 relative error 38.50855180176874% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.27899999999997 y2[1] (analytic) 0.95772866611948 y2[1] (numeric) 1.3064102003328686 absolute error 0.34868153421338854 relative error 36.407131429632834% Correct digits 1 h 0.001 y1[1] (analytic) 0.28767308197501135 y1[1] (numeric) 0.17617731931853506 absolute error 0.11149576265647629 relative error 38.75780170011226% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2799999999999698 y2[1] (analytic) 0.9580158602892163 y2[1] (numeric) 1.3075157765128274 absolute error 0.3494999162236111 relative error 36.481641975958546% Correct digits 1 h 0.001 y1[1] (analytic) 0.28671520963198444 y1[1] (numeric) 0.1748703563568217 absolute error 0.11184485327516275 relative error 39.009040859298004% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2809999999999697 y2[1] (analytic) 0.9583020964431722 y2[1] (numeric) 1.308621673560043 absolute error 0.3503195771168709 relative error 36.556277860302586% Correct digits 1 h 0.001 y1[1] (analytic) 0.28575705057377176 y1[1] (numeric) 0.17356228765855367 absolute error 0.1121947629152181 relative error 39.2622903581704% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2819999999999696 y2[1] (analytic) 0.9585873742951114 y2[1] (numeric) 1.309727892182157 absolute error 0.3511405178870455 relative error 36.631039308780124% Correct digits 1 h 0.001 y1[1] (analytic) 0.2847986057585323 y1[1] (numeric) 0.17225311290251 absolute error 0.11254549285602228 relative error 39.51757156825566% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2829999999999695 y2[1] (analytic) 0.9588716935597563 y2[1] (numeric) 1.3108344330877397 absolute error 0.3519627395279834 relative error 36.70592654803917% Correct digits 1 h 0.001 y1[1] (analytic) 0.28383987614471085 y1[1] (numeric) 0.17094283176676156 absolute error 0.11289704437794928 relative error 39.774906158848054% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2839999999999694 y2[1] (analytic) 0.9591550539527876 y2[1] (numeric) 1.3119412969862918 absolute error 0.35278624303350425 relative error 36.78093980526213% Correct digits 1 h 0.001 y1[1] (analytic) 0.2828808626910369 y1[1] (numeric) 0.16963144392867022 absolute error 0.11324941876236669 relative error 40.03431610220234% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2849999999999693 y2[1] (analytic) 0.9594374551908447 y2[1] (numeric) 1.3130484845882435 absolute error 0.35361102939739886 relative error 36.8560793081672% Correct digits 1 h 0.001 y1[1] (analytic) 0.2819215663565238 y1[1] (numeric) 0.16831894906488787 absolute error 0.11360261729163595 relative error 40.29582367883546% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2859999999999692 y2[1] (analytic) 0.9597188969915267 y2[1] (numeric) 1.3141559966049552 absolute error 0.3544370996134285 relative error 36.931345285009826% Correct digits 1 h 0.001 y1[1] (analytic) 0.28096198810046785 y1[1] (numeric) 0.16700534685135549 absolute error 0.11395664124911237 relative error 40.55945148293981% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.286999999999969 y2[1] (analytic) 0.9599993790733916 y2[1] (numeric) 1.3152638337487177 absolute error 0.3552644546753261 relative error 37.006737964584275% Correct digits 1 h 0.001 y1[1] (analytic) 0.28000212888244724 y1[1] (numeric) 0.16569063696330227 absolute error 0.11431149191914497 relative error 40.825222427910944% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.287999999999969 y2[1] (analytic) 0.9602789011559575 y2[1] (numeric) 1.316371996732752 absolute error 0.3560930955767946 relative error 37.08225757622493% Correct digits 1 h 0.001 y1[1] (analytic) 0.2790419896623211 y1[1] (numeric) 0.16437481907524465 absolute error 0.11466717058707643 relative error 41.09315975199265% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2889999999999688 y2[1] (analytic) 0.9605574629597021 y2[1] (numeric) 1.31748048627121 absolute error 0.3569230233115078 relative error 37.15790434980793% Correct digits 1 h 0.001 y1[1] (analytic) 0.2780815714002285 y1[1] (numeric) 0.16305789286098532 absolute error 0.11502367853924317 relative error 41.36328702404214% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2899999999999687 y2[1] (analytic) 0.960835064206064 y2[1] (numeric) 1.3185893030791735 absolute error 0.35775423887310953 relative error 37.23367851575245% Correct digits 1 h 0.001 y1[1] (analytic) 0.27712087505658767 y1[1] (numeric) 0.1617398579936124 absolute error 0.11538101706297527 relative error 41.63562814941842% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2909999999999686 y2[1] (analytic) 0.9611117046174417 y2[1] (numeric) 1.3196984478726563 absolute error 0.35858674325521467 relative error 37.309580305022465% Correct digits 1 h 0.001 y1[1] (analytic) 0.2761599015920949 y1[1] (numeric) 0.16042071414549847 absolute error 0.11573918744659645 relative error 41.91020737599708% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2919999999999685 y2[1] (analytic) 0.9613873839171948 y2[1] (numeric) 1.3208079213686026 absolute error 0.3594205374514078 relative error 37.385609949127954% Correct digits 1 h 0.001 y1[1] (analytic) 0.2751986519677236 y1[1] (numeric) 0.1591004609882996 absolute error 0.11609819097942398 relative error 42.18704930031432% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2929999999999684 y2[1] (analytic) 0.9616621018296442 y2[1] (numeric) 1.321917724284888 absolute error 0.3602556224552439 relative error 37.46176768012661% Correct digits 1 h 0.001 y1[1] (analytic) 0.2742371271447232 y1[1] (numeric) 0.1577790981929545 absolute error 0.11645802895176871 relative error 42.46617887384384% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2939999999999683 y2[1] (analytic) 0.9619358580800719 y2[1] (numeric) 1.3230278573403196 absolute error 0.3610919992602477 relative error 37.53805373062518% Correct digits 1 h 0.001 y1[1] (analytic) 0.2732753280846185 y1[1] (numeric) 0.15645662542968347 absolute error 0.11681870265493505 relative error 42.747621409409724% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2949999999999682 y2[1] (analytic) 0.9622086523947215 y2[1] (numeric) 1.3241383212546358 absolute error 0.3619296688599143 relative error 37.61446833378109% Correct digits 1 h 0.001 y1[1] (analytic) 0.2723132557492085 y1[1] (numeric) 0.15513304236798758 absolute error 0.11718021338122092 relative error 43.03140258773889% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.295999999999968 y2[1] (analytic) 0.9624804845007991 y2[1] (numeric) 1.3252491167485068 absolute error 0.3627686322477076 relative error 37.69101172330382% Correct digits 1 h 0.001 y1[1] (analytic) 0.2713509111005655 y1[1] (numeric) 0.1538083486766477 absolute error 0.11754256242391778 relative error 43.31754846415654% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.296999999999968 y2[1] (analytic) 0.9627513541264724 y2[1] (numeric) 1.3263602445435347 absolute error 0.36360889041706235 relative error 37.76768413345661% Correct digits 1 h 0.001 y1[1] (analytic) 0.27038829510103396 y1[1] (numeric) 0.15248254402372352 absolute error 0.11790575107731044 relative error 43.606085475428394% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2979999999999678 y2[1] (analytic) 0.9630212610008717 y2[1] (numeric) 1.3274717053622538 absolute error 0.3644504443613821 relative error 37.84448579905778% Correct digits 1 h 0.001 y1[1] (analytic) 0.26942540871322984 y1[1] (numeric) 0.15115562807655272 absolute error 0.11826978063667712 relative error 43.89704044675338% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2989999999999677 y2[1] (analytic) 0.9632902048540903 y2[1] (numeric) 1.32858349992813 absolute error 0.36529329507403974 relative error 37.92141695548236% Correct digits 1 h 0.001 y1[1] (analytic) 0.2684622529000395 y1[1] (numeric) 0.14982760050174995 absolute error 0.11863465239828955 relative error 44.19044059891076% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.2999999999999676 y2[1] (analytic) 0.9635581854171843 y2[1] (numeric) 1.3296956289655621 absolute error 0.36613744354837785 relative error 37.9984778386636% Correct digits 1 h 0.001 y1[1] (analytic) 0.2674988286246186 y1[1] (numeric) 0.14849846096520594 absolute error 0.11900036765941266 relative error 44.48631355556551% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3009999999999675 y2[1] (analytic) 0.9638252024221732 y2[1] (numeric) 1.3308080931998811 absolute error 0.36698289077770796 relative error 38.075668685094485% Correct digits 1 h 0.001 y1[1] (analytic) 0.2665351368503914 y1[1] (numeric) 0.14716820913208653 absolute error 0.11936692771830484 relative error 44.78468735073628% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3019999999999674 y2[1] (analytic) 0.96409125560204 y2[1] (numeric) 1.3319208933573508 absolute error 0.36782963775531075 relative error 38.15298973182932% Correct digits 1 h 0.001 y1[1] (analytic) 0.2655711785410495 y1[1] (numeric) 0.1458368446668318 absolute error 0.1197343338742177 relative error 45.08559043642994% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3029999999999673 y2[1] (analytic) 0.9643563446907315 y2[1] (numeric) 1.3330340301651673 absolute error 0.3686776854744358 relative error 38.23044121648523% Correct digits 1 h 0.001 y1[1] (analytic) 0.26460695466055123 y1[1] (numeric) 0.14450436723315507 absolute error 0.12010258742739616 relative error 45.38905169044734% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3039999999999672 y2[1] (analytic) 0.9646204694231587 y2[1] (numeric) 1.3341475043514601 absolute error 0.3695270349283014 relative error 38.308023377243686% Correct digits 1 h 0.001 y1[1] (analytic) 0.26364246617312037 y1[1] (numeric) 0.143170776494042 absolute error 0.12047168967907837 relative error 45.695100424364426% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.304999999999967 y2[1] (analytic) 0.9648836295351969 y2[1] (numeric) 1.3352613166452918 absolute error 0.3703776871100949 relative error 38.38573645285214% Correct digits 1 h 0.001 y1[1] (analytic) 0.2626777140432453 y1[1] (numeric) 0.14183607211174964 absolute error 0.12084164193149566 relative error 46.00376639169366% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.305999999999967 y2[1] (analytic) 0.9651458247636859 y2[1] (numeric) 1.3363754677766577 absolute error 0.3712296430129718 relative error 38.46358068262551% Correct digits 1 h 0.001 y1[1] (analytic) 0.261712699235678 y1[1] (numeric) 0.14050025374780556 absolute error 0.12121244548787247 relative error 46.31507979623029% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3069999999999669 y2[1] (analytic) 0.9654070548464306 y2[1] (numeric) 1.337489958476487 absolute error 0.37208290363005636 relative error 38.541556306447795% Correct digits 1 h 0.001 y1[1] (analytic) 0.2607474227154334 y1[1] (numeric) 0.13916332106300683 absolute error 0.12158410165242656 relative error 46.629071300588585% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3079999999999667 y2[1] (analytic) 0.965667319522201 y2[1] (numeric) 1.338604789476642 absolute error 0.372937469954441 relative error 38.61966356477356% Correct digits 1 h 0.001 y1[1] (analytic) 0.25978188544778774 y1[1] (numeric) 0.13782527371741915 absolute error 0.12195661173036859 relative error 46.94577203493276% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3089999999999666 y2[1] (analytic) 0.9659266185307321 y2[1] (numeric) 1.3397199615099187 absolute error 0.37379334297918654 relative error 38.697902698629676% Correct digits 1 h 0.001 y1[1] (analytic) 0.2588160883982783 y1[1] (numeric) 0.13648611137037586 absolute error 0.12232997702790244 relative error 47.2652136059082% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3099999999999665 y2[1] (analytic) 0.9661849516127254 y2[1] (numeric) 1.340835475310047 absolute error 0.37465052369732166 relative error 38.776273949616666% Correct digits 1 h 0.001 y1[1] (analytic) 0.257850032532702 y1[1] (numeric) 0.13514583368047706 absolute error 0.12270419885222494 relative error 47.58742810577808% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3109999999999664 y2[1] (analytic) 0.9664423185098475 y2[1] (numeric) 1.3419513316116907 absolute error 0.37550901310184315 relative error 38.85477755991052% Correct digits 1 h 0.001 y1[1] (analytic) 0.2568837188171147 y1[1] (numeric) 0.1338044403055886 absolute error 0.12307927851152609 relative error 47.91244812177097% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3119999999999663 y2[1] (analytic) 0.9666987189647317 y2[1] (numeric) 1.3430675311504472 absolute error 0.3763688121857155 relative error 38.9334137722641% Correct digits 1 h 0.001 y1[1] (analytic) 0.25591714821782996 y1[1] (numeric) 0.1324619309028413 absolute error 0.12345521731498865 relative error 48.2403067456452% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3129999999999662 y2[1] (analytic) 0.9669541527209774 y2[1] (numeric) 1.3441840746628488 absolute error 0.37722992194187144 relative error 39.012182830008925% Correct digits 1 h 0.001 y1[1] (analytic) 0.25495032170141835 y1[1] (numeric) 0.13111830512862985 absolute error 0.1238320165727885 relative error 48.57103758347585% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.313999999999966 y2[1] (analytic) 0.967208619523151 y2[1] (numeric) 1.3453009628863617 absolute error 0.37809234336321074 relative error 39.091084977056575% Correct digits 1 h 0.001 y1[1] (analytic) 0.25398324023470625 y1[1] (numeric) 0.12977356263861192 absolute error 0.12420967759609433 relative error 48.904674765670364% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.314999999999966 y2[1] (analytic) 0.9674621191167857 y2[1] (numeric) 1.3464181965593862 absolute error 0.3789560774426005 relative error 39.170120457900374% Correct digits 1 h 0.001 y1[1] (analytic) 0.2530159047847751 y1[1] (numeric) 0.1284277030877073 absolute error 0.1245882016970678 relative error 49.241252957219125% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3159999999999659 y2[1] (analytic) 0.9677146512483819 y2[1] (numeric) 1.3475357764212579 absolute error 0.37982112517287603 relative error 39.2492895176171% Correct digits 1 h 0.001 y1[1] (analytic) 0.25204831631896024 y1[1] (numeric) 0.12708072613009685 absolute error 0.12496759018886339 relative error 49.58080736818742% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3169999999999658 y2[1] (analytic) 0.9679662156654074 y2[1] (numeric) 1.3486537032122465 absolute error 0.3806874875468391 relative error 39.32859240186846% Correct digits 1 h 0.001 y1[1] (analytic) 0.25108047580485005 y1[1] (numeric) 0.12573263141922172 absolute error 0.12534784438562832 relative error 49.92337376445541% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3179999999999656 y2[1] (analytic) 0.9682168121162981 y2[1] (numeric) 1.3497719776735568 absolute error 0.38155516555725877 relative error 39.40802935690276% Correct digits 1 h 0.001 y1[1] (analytic) 0.25011238421028503 y1[1] (numeric) 0.12438341860778226 absolute error 0.12572896560250277 relative error 50.26898847871308% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3189999999999655 y2[1] (analytic) 0.9684664403504571 y2[1] (numeric) 1.3508906005473285 absolute error 0.3824241601968713 relative error 39.48760062955658% Correct digits 1 h 0.001 y1[1] (analytic) 0.24914404250335662 y1[1] (numeric) 0.12303308734773714 absolute error 0.1261109551556195 relative error 50.617688421717105% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3199999999999654 y2[1] (analytic) 0.9687151001182567 y2[1] (numeric) 1.3520095725766363 absolute error 0.38329447245837966 relative error 39.56730646725634% Correct digits 1 h 0.001 y1[1] (analytic) 0.24817545165240645 y1[1] (numeric) 0.12168163729030244 absolute error 0.126493814362104 relative error 50.9695110938171% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3209999999999653 y2[1] (analytic) 0.9689627911710368 y2[1] (numeric) 1.3531288945054902 absolute error 0.38416610333445345 relative error 39.64714711801996% Correct digits 1 h 0.001 y1[1] (analytic) 0.24720661262602533 y1[1] (numeric) 0.1203290680859507 absolute error 0.12687754454007463 relative error 51.32449459675872% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3219999999999652 y2[1] (analytic) 0.9692095132611065 y2[1] (numeric) 1.3542485670788356 absolute error 0.38503905381772907 relative error 39.72712283045853% Correct digits 1 h 0.001 y1[1] (analytic) 0.2462375263930522 y1[1] (numeric) 0.11897537938440998 absolute error 0.1272621470086422 relative error 51.6826776457713% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.322999999999965 y2[1] (analytic) 0.9694552661417437 y2[1] (numeric) 1.355368591042553 absolute error 0.3859133249008093 relative error 39.807233853777944% Correct digits 1 h 0.001 y1[1] (analytic) 0.24526819392257315 y1[1] (numeric) 0.11762057083466292 absolute error 0.12764762308791022 relative error 52.04409958194837% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.323999999999965 y2[1] (analytic) 0.9697000495671955 y2[1] (numeric) 1.356488967143459 absolute error 0.38678891757626355 relative error 39.88748043778057% Correct digits 1 h 0.001 y1[1] (analytic) 0.24429861618392065 y1[1] (numeric) 0.11626464208494582 absolute error 0.12803397409897482 relative error 52.408800384928995% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3249999999999649 y2[1] (analytic) 0.9699438632926786 y2[1] (numeric) 1.3576096961293054 absolute error 0.3876658328366268 relative error 39.9678628328668% Correct digits 1 h 0.001 y1[1] (analytic) 0.2433287941466723 y1[1] (numeric) 0.11490759278274769 absolute error 0.1284212013639246 relative error 52.77682068588875% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3259999999999648 y2[1] (analytic) 0.9701867070743792 y2[1] (numeric) 1.3587307787487797 absolute error 0.3885440716744005 relative error 40.04838129003687% Correct digits 1 h 0.001 y1[1] (analytic) 0.2423587287806501 y1[1] (numeric) 0.11354942257480934 absolute error 0.12880930620584075 relative error 53.148201780849114% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3269999999999647 y2[1] (analytic) 0.9704285806694536 y2[1] (numeric) 1.3598522157515058 absolute error 0.38942363508205224 relative error 40.129036060892496% Correct digits 1 h 0.001 y1[1] (analytic) 0.24138842105591932 y1[1] (numeric) 0.11219013110712239 absolute error 0.12919828994879692 relative error 53.52298564431441% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3279999999999645 y2[1] (analytic) 0.9706694838360281 y2[1] (numeric) 1.3609740078880435 absolute error 0.3903045240520153 relative error 40.209827397638485% Correct digits 1 h 0.001 y1[1] (analytic) 0.24041787194278758 y1[1] (numeric) 0.1108297180249284 absolute error 0.12958815391785916 relative error 53.90121494324571% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3289999999999644 y2[1] (analytic) 0.9709094163331998 y2[1] (numeric) 1.3620961559098883 absolute error 0.3911867395766885 relative error 40.290755553084445% Correct digits 1 h 0.001 y1[1] (analytic) 0.23944708241180396 y1[1] (numeric) 0.10946818297271788 absolute error 0.12997889943908608 relative error 54.28293305138161% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3299999999999643 y2[1] (analytic) 0.971148377921036 y2[1] (numeric) 1.3632186605694727 absolute error 0.3920702826484367 relative error 40.37182078064655% Correct digits 1 h 0.001 y1[1] (analytic) 0.23847605343375786 y1[1] (numeric) 0.10810552559422938 absolute error 0.13037052783952846 relative error 54.668184063915604% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3309999999999642 y2[1] (analytic) 0.9713863683605752 y2[1] (numeric) 1.364341522620165 absolute error 0.3929551542595897 relative error 40.45302333434908% Correct digits 1 h 0.001 y1[1] (analytic) 0.2375047859796782 y1[1] (numeric) 0.10674174553244857 absolute error 0.13076304044722964 relative error 55.05701281254105% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.331999999999964 y2[1] (analytic) 0.9716233874138271 y2[1] (numeric) 1.3654647428162698 absolute error 0.3938413554024427 relative error 40.53436346882627% Correct digits 1 h 0.001 y1[1] (analytic) 0.23653328102083235 y1[1] (numeric) 0.10537684242960726 absolute error 0.13115643859122508 relative error 55.44946488087385% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.332999999999964 y2[1] (analytic) 0.9718594348437725 y2[1] (numeric) 1.366588321913029 absolute error 0.3947288870692566 relative error 40.61584143932396% Correct digits 1 h 0.001 y1[1] (analytic) 0.23556153952872522 y1[1] (numeric) 0.10401081592718249 absolute error 0.13155072360154274 relative error 55.84558662026446% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3339999999999639 y2[1] (analytic) 0.972094510414364 y2[1] (numeric) 1.3677122606666205 absolute error 0.39561775025225654 relative error 40.697457501701244% Correct digits 1 h 0.001 y1[1] (analytic) 0.23458956247509816 y1[1] (numeric) 0.1026436656658956 absolute error 0.13194589680920255 relative error 56.2454251660104% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3349999999999638 y2[1] (analytic) 0.972328613890526 y2[1] (numeric) 1.3688365598341594 absolute error 0.39650794594363337 relative error 40.77921191243231% Correct digits 1 h 0.001 y1[1] (analytic) 0.2336173508319282 y1[1] (numeric) 0.10127539128571128 absolute error 0.13234195954621691 relative error 56.64902845398156% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3359999999999637 y2[1] (analytic) 0.9725617450381554 y2[1] (numeric) 1.3699612201736975 absolute error 0.3973994751355421 relative error 40.861104928608036% Correct digits 1 h 0.001 y1[1] (analytic) 0.23264490557142684 y1[1] (numeric) 0.09990599242583663 absolute error 0.13273891314559022 relative error 57.05644523766999% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3369999999999636 y2[1] (analytic) 0.9727939036241207 y2[1] (numeric) 1.3710862424442236 absolute error 0.39829233882010295 relative error 40.94313680793786% Correct digits 1 h 0.001 y1[1] (analytic) 0.23167222766603932 y1[1] (numeric) 0.09853546872472023 absolute error 0.1331367589413191 relative error 57.46772510567762% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3379999999999634 y2[1] (analytic) 0.9730250894162633 y2[1] (numeric) 1.3722116274056637 absolute error 0.3991865379894004 relative error 41.025307808751386% Correct digits 1 h 0.001 y1[1] (analytic) 0.23069931808844343 y1[1] (numeric) 0.09716381982005122 absolute error 0.13353549826839223 relative error 57.88291849965442% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3389999999999633 y2[1] (analytic) 0.9732553021833976 y2[1] (numeric) 1.3733373758188807 absolute error 0.4000820736354831 relative error 41.10761819000013% Correct digits 1 h 0.001 y1[1] (analytic) 0.2297261778115487 y1[1] (numeric) 0.09579104534875832 absolute error 0.13393513246279037 relative error 58.302076732701046% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3399999999999632 y2[1] (analytic) 0.973484541695311 y2[1] (numeric) 1.3744634884456752 absolute error 0.4009789467503643 relative error 41.19006821125937% Correct digits 1 h 0.001 y1[1] (analytic) 0.22875280780849527 y1[1] (numeric) 0.09441714494700894 absolute error 0.13433566286148635 relative error 58.725252008249875% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.340999999999963 y2[1] (analytic) 0.9737128077227637 y2[1] (numeric) 1.3755899660487851 absolute error 0.40187715832602144 relative error 41.27265813272985% Correct digits 1 h 0.001 y1[1] (analytic) 0.22777920905265311 y1[1] (numeric) 0.09304211825020821 absolute error 0.1347370908024449 relative error 59.15249743943894% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.341999999999963 y2[1] (analytic) 0.9739401000374898 y2[1] (numeric) 1.3767168093918856 absolute error 0.4027767093543958 relative error 41.35538821523949% Correct digits 1 h 0.001 y1[1] (analytic) 0.22680538251762086 y1[1] (numeric) 0.09166596489299805 absolute error 0.1351394176246228 relative error 59.5838670689941% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.342999999999963 y2[1] (analytic) 0.9741664184121971 y2[1] (numeric) 1.3778440192395895 absolute error 0.40367760082739246 relative error 41.43825872024519% Correct digits 1 h 0.001 y1[1] (analytic) 0.22583132917722504 y1[1] (numeric) 0.09028868450925626 absolute error 0.13554264466796878 relative error 60.01941588963476% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3439999999999628 y2[1] (analytic) 0.9743917626205671 y2[1] (numeric) 1.3789715963574474 absolute error 0.4045798337368802 relative error 41.52126990983457% Correct digits 1 h 0.001 y1[1] (analytic) 0.2248570500055188 y1[1] (numeric) 0.0889102767320955 absolute error 0.1359467732734233 relative error 60.45919986501943% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3449999999999627 y2[1] (analytic) 0.9746161324372558 y2[1] (numeric) 1.3800995415119475 absolute error 0.4054834090746917 relative error 41.60442204672783% Correct digits 1 h 0.001 y1[1] (analytic) 0.22388254597678134 y1[1] (numeric) 0.08753074119386249 absolute error 0.13635180478291886 relative error 60.90327595124802% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3459999999999626 y2[1] (analytic) 0.9748395276378932 y2[1] (numeric) 1.381227855470516 absolute error 0.4063883278326228 relative error 41.68771539427942% Correct digits 1 h 0.001 y1[1] (analytic) 0.22290781806551654 y1[1] (numeric) 0.08615007752613693 absolute error 0.1367577405393796 relative error 61.35170211893784% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3469999999999624 y2[1] (analytic) 0.9750619479990841 y2[1] (numeric) 1.382356539001517 absolute error 0.4072945910024328 relative error 41.77115021647993% Correct digits 1 h 0.001 y1[1] (analytic) 0.22193286724645225 y1[1] (numeric) 0.08476828535973066 absolute error 0.1371645818867216 relative error 61.804537375891655% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3479999999999623 y2[1] (analytic) 0.9752833932984083 y2[1] (numeric) 1.3834855928742524 absolute error 0.40820219957584414 relative error 41.85472677795777% Correct digits 1 h 0.001 y1[1] (analytic) 0.22095769449453923 y1[1] (numeric) 0.08338536432468667 absolute error 0.13757233016985254 relative error 62.26184179037608% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3489999999999622 y2[1] (analytic) 0.9755038633144206 y2[1] (numeric) 1.3846150178589627 absolute error 0.40911115454454205 relative error 41.938445343981066% Correct digits 1 h 0.001 y1[1] (analytic) 0.21998230078495012 y1[1] (numeric) 0.08200131405027818 absolute error 0.13798098673467196 relative error 62.723676515029794% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3499999999999621 y2[1] (analytic) 0.9757233578266508 y2[1] (numeric) 1.385744814726826 absolute error 0.41002145690017533 relative error 42.02230618045947% Correct digits 1 h 0.001 y1[1] (analytic) 0.21900668709307855 y1[1] (numeric) 0.08061613416500771 absolute error 0.13839055292807084 relative error 63.190103811421245% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.350999999999962 y2[1] (analytic) 0.9759418766156045 y2[1] (numeric) 1.3868749842499593 absolute error 0.41093310763435476 relative error 42.106309553945856% Correct digits 1 h 0.001 y1[1] (analytic) 0.21803085439453812 y1[1] (numeric) 0.07922982429660612 absolute error 0.138801030097932 relative error 63.66118707527713% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.351999999999962 y2[1] (analytic) 0.9761594194627629 y2[1] (numeric) 1.3880055272014171 absolute error 0.41184610773865427 relative error 42.19045573163829% Correct digits 1 h 0.001 y1[1] (analytic) 0.2170548036651615 y1[1] (numeric) 0.07784238407203169 absolute error 0.1392124195931298 relative error 64.13699086240226% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3529999999999618 y2[1] (analytic) 0.9763759861505832 y2[1] (numeric) 1.3891364443551932 absolute error 0.41276045820461005 relative error 42.27474498138174% Correct digits 1 h 0.001 y1[1] (analytic) 0.2160785358809993 y1[1] (numeric) 0.07645381311746918 absolute error 0.1396247227635301 relative error 64.61758091531382% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3539999999999617 y2[1] (analytic) 0.9765915764624986 y2[1] (numeric) 1.3902677364862197 absolute error 0.4136761600237211 relative error 42.35917757166999% Correct digits 1 h 0.001 y1[1] (analytic) 0.2151020520183192 y1[1] (numeric) 0.0750641110583289 absolute error 0.14003794095999028 relative error 65.10302419061253% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3549999999999616 y2[1] (analytic) 0.976806190182919 y2[1] (numeric) 1.391399404370367 absolute error 0.414593214187448 relative error 42.4437537716474% Correct digits 1 h 0.001 y1[1] (analytic) 0.214125353053605 y1[1] (numeric) 0.07367327751924573 absolute error 0.1404520755343593 relative error 65.5933888871151% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3559999999999615 y2[1] (analytic) 0.9770198270972307 y2[1] (numeric) 1.3925314487844445 absolute error 0.4155116216872138 relative error 42.5284738511108% Correct digits 1 h 0.001 y1[1] (analytic) 0.21314843996355562 y1[1] (numeric) 0.0722813121240782 absolute error 0.1408671278394774 relative error 66.08874447477216% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3569999999999613 y2[1] (analytic) 0.9772324869917967 y2[1] (numeric) 1.3936638705061999 absolute error 0.41643138351440323 relative error 42.613338080511326% Correct digits 1 h 0.001 y1[1] (analytic) 0.21217131372508402 y1[1] (numeric) 0.07088821449590763 absolute error 0.1412830992291764 relative error 66.58916172439817% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3579999999999612 y2[1] (analytic) 0.9774441696539571 y2[1] (numeric) 1.3947966703143202 absolute error 0.4173525006603631 relative error 42.69834673095628% Correct digits 1 h 0.001 y1[1] (analytic) 0.2111939753153164 y1[1] (numeric) 0.06949398425703704 absolute error 0.14169999105827935 relative error 67.09471273823921% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3589999999999611 y2[1] (analytic) 0.9776548748720292 y2[1] (numeric) 1.3959298489884309 absolute error 0.4182749741164017 relative error 42.78350007421096% Correct digits 1 h 0.001 y1[1] (analytic) 0.21021642571159102 y1[1] (numeric) 0.06809862102899034 absolute error 0.14211780468260068 relative error 67.60547098140701% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.359999999999961 y2[1] (analytic) 0.977864602435308 y2[1] (numeric) 1.3970634073090968 absolute error 0.4191988048737888 relative error 42.86879838270058% Correct digits 1 h 0.001 y1[1] (analytic) 0.20923866589145748 y1[1] (numeric) 0.06670212443251133 absolute error 0.14253654145894615 relative error 68.12151131420755% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.360999999999961 y2[1] (analytic) 0.9780733521340659 y2[1] (numeric) 1.3981973460578216 absolute error 0.42012399392375577 relative error 42.954241929512136% Correct digits 1 h 0.001 y1[1] (analytic) 0.20826069683267548 y1[1] (numeric) 0.0653044940875628 absolute error 0.14295620274511267 relative error 68.64291002539431% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3619999999999608 y2[1] (analytic) 0.9782811237595531 y2[1] (numeric) 1.399331666017048 absolute error 0.42105054225749494 relative error 43.03983098839622% Correct digits 1 h 0.001 y1[1] (analytic) 0.207282519513214 y1[1] (numeric) 0.06390572961332552 absolute error 0.14337678989988847 relative error 69.16974486637712% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3629999999999607 y2[1] (analytic) 0.9784879171039981 y2[1] (numeric) 1.4004663679701579 absolute error 0.4219784508661598 relative error 43.12556583376901% Correct digits 1 h 0.001 y1[1] (analytic) 0.20630413491125027 y1[1] (numeric) 0.06250583062819741 absolute error 0.14379830428305285 relative error 69.70209508641854% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3639999999999606 y2[1] (analytic) 0.9786937319606075 y2[1] (numeric) 1.4016014527014724 absolute error 0.4229077207408649 relative error 43.21144674071408% Correct digits 1 h 0.001 y1[1] (analytic) 0.20532554400516884 y1[1] (numeric) 0.06110479674979248 absolute error 0.14422074725537637 relative error 70.24004146885191% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3649999999999605 y2[1] (analytic) 0.9788985681235666 y2[1] (numeric) 1.4027369209962521 absolute error 0.42383835287268556 relative error 43.29747398498435% Correct digits 1 h 0.001 y1[1] (analytic) 0.20434674777356052 y1[1] (numeric) 0.05970262759493999 absolute error 0.14464412017862052 relative error 70.78366636835479% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3659999999999604 y2[1] (analytic) 0.979102425388039 y2[1] (numeric) 1.4038727736406966 absolute error 0.4247703482526576 relative error 43.38364784300398% Correct digits 1 h 0.001 y1[1] (analytic) 0.20336774719522144 y1[1] (numeric) 0.058299322779683437 absolute error 0.145068424415538 relative error 71.33305374931481% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3669999999999602 y2[1] (analytic) 0.9793053035501676 y2[1] (numeric) 1.4050090114219451 absolute error 0.42570370787177747 relative error 43.46996859187024% Correct digits 1 h 0.001 y1[1] (analytic) 0.2023885432491521 y1[1] (numeric) 0.056894881919279675 absolute error 0.1454936613298724 relative error 71.88828922532498% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3679999999999601 y2[1] (analytic) 0.9795072024070745 y2[1] (numeric) 1.4061456351280763 absolute error 0.4266384327210019 relative error 43.55643650935552% Correct digits 1 h 0.001 y1[1] (analytic) 0.2014091369145564 y1[1] (numeric) 0.055489304628197934 absolute error 0.14591983228635846 relative error 72.44946009984736% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.36899999999996 y2[1] (analytic) 0.9797081217568604 y2[1] (numeric) 1.4072826455481084 absolute error 0.42757452379124805 relative error 43.6430518739092% Correct digits 1 h 0.001 y1[1] (analytic) 0.20042952917084056 y1[1] (numeric) 0.0540825905201189 absolute error 0.14634693865072165 relative error 73.0166554080859% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.36999999999996 y2[1] (analytic) 0.9799080613986062 y2[1] (numeric) 1.4084200434719993 absolute error 0.42851198207339314 relative error 43.72981496465957% Correct digits 1 h 0.001 y1[1] (analytic) 0.19944972099761224 y1[1] (numeric) 0.05267473920793377 absolute error 0.14677498178967846 relative error 73.58996596011063% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3709999999999598 y2[1] (analytic) 0.9801070211323724 y2[1] (numeric) 1.4095578296906464 absolute error 0.429450808558274 relative error 43.81672606141577% Correct digits 1 h 0.001 y1[1] (analytic) 0.19846971337467956 y1[1] (numeric) 0.05126575030374333 absolute error 0.14720396307093622 relative error 74.16948438527662% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3719999999999597 y2[1] (analytic) 0.980305000759199 y2[1] (numeric) 1.4106960049958865 absolute error 0.4303910042366875 relative error 43.90378544466981% Correct digits 1 h 0.001 y1[1] (analytic) 0.19748950728205003 y1[1] (numeric) 0.049855623418856965 absolute error 0.14763388386319307 relative error 74.75530517798381% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3729999999999596 y2[1] (analytic) 0.9805020000811066 y2[1] (numeric) 1.4118345701804966 absolute error 0.4313325700993901 relative error 43.99099339559843% Correct digits 1 h 0.001 y1[1] (analytic) 0.1965091036999297 y1[1] (numeric) 0.04844435816379178 absolute error 0.1480647455361379 relative error 75.34752474482478% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3739999999999595 y2[1] (analytic) 0.9806980189010958 y2[1] (numeric) 1.4129735260381935 absolute error 0.4322755071370977 relative error 44.0783501960651% Correct digits 1 h 0.001 y1[1] (analytic) 0.19552850360872204 y1[1] (numeric) 0.04703195414827162 absolute error 0.14849654946045043 relative error 75.94624145317009% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3749999999999594 y2[1] (analytic) 0.9808930570231478 y2[1] (numeric) 1.4141128733636334 absolute error 0.4332198163404857 relative error 44.16585612862201% Correct digits 1 h 0.001 y1[1] (analytic) 0.19454770798902704 y1[1] (numeric) 0.045618410981226154 absolute error 0.1489292970078009 relative error 76.55155568124239% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3759999999999593 y2[1] (analytic) 0.9810871142522245 y2[1] (numeric) 1.4152526129524128 absolute error 0.4341654987001883 relative error 44.25351147651197% Correct digits 1 h 0.001 y1[1] (analytic) 0.19356671782164028 y1[1] (numeric) 0.044203728270789916 absolute error 0.14936298955085037 relative error 77.16356986973302% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3769999999999591 y2[1] (analytic) 0.9812801903942688 y2[1] (numeric) 1.4163927456010679 absolute error 0.43511255520679903 relative error 44.34131652367048% Correct digits 1 h 0.001 y1[1] (analytic) 0.19258553408755183 y1[1] (numeric) 0.042787905624301376 absolute error 0.14979762846325045 relative error 77.78238857501651% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.377999999999959 y2[1] (analytic) 0.9814722852562044 y2[1] (numeric) 1.417533272107075 absolute error 0.4360609868508706 relative error 44.42927155472768% Correct digits 1 h 0.001 y1[1] (analytic) 0.19160415776794534 y1[1] (numeric) 0.041370942648302 absolute error 0.15023321511964333 relative error 78.40811852402129% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.378999999999959 y2[1] (analytic) 0.9816633986459365 y2[1] (numeric) 1.4186741932688507 absolute error 0.43701079462291414 relative error 44.517376855010355% Correct digits 1 h 0.001 y1[1] (analytic) 0.19062258984419705 y1[1] (numeric) 0.03995283894853531 absolute error 0.15066975089566176 relative error 79.0408686708169% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3799999999999588 y2[1] (analytic) 0.9818535303723519 y2[1] (numeric) 1.419815509885751 absolute error 0.4379619795133991 relative error 44.60563271054382% Correct digits 1 h 0.001 y1[1] (analytic) 0.1896408312978748 y1[1] (numeric) 0.03853359412994593 absolute error 0.15110723716792884 relative error 79.68075025498068% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3809999999999587 y2[1] (analytic) 0.9820426802453187 y2[1] (numeric) 1.4209572227580725 absolute error 0.43891454251275375 relative error 44.69403940805413% Correct digits 1 h 0.001 y1[1] (analytic) 0.18865888311073706 y1[1] (numeric) 0.03711320779667868 absolute error 0.15154567531405838 relative error 80.32787686180971% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3819999999999586 y2[1] (analytic) 0.9822308480756871 y2[1] (numeric) 1.4220993326870517 absolute error 0.43986848461136463 relative error 44.782597234969955% Correct digits 1 h 0.001 y1[1] (analytic) 0.18767674626473194 y1[1] (numeric) 0.03569167955207758 absolute error 0.15198506671265435 relative error 80.98236448444614% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3829999999999585 y2[1] (analytic) 0.9824180336752892 y2[1] (numeric) 1.4232418404748657 absolute error 0.44082380679957645 relative error 44.87130647942467% Correct digits 1 h 0.001 y1[1] (analytic) 0.18669442174199616 y1[1] (numeric) 0.03426900899868497 absolute error 0.15242541274331117 relative error 81.6443315879875% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3839999999999584 y2[1] (analytic) 0.9826042368569395 y2[1] (numeric) 1.4243847469246314 absolute error 0.4417805100676918 relative error 44.960167430258295% Correct digits 1 h 0.001 y1[1] (analytic) 0.18571191052485422 y1[1] (numeric) 0.03284519573824054 absolute error 0.15286671478661368 relative error 82.31389917565637% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3849999999999583 y2[1] (analytic) 0.9827894574344349 y2[1] (numeric) 1.425528052840406 absolute error 0.44273859540597105 relative error 45.04918037701962% Correct digits 1 h 0.001 y1[1] (analytic) 0.18472921359581723 y1[1] (numeric) 0.031420239371680383 absolute error 0.15330897422413686 relative error 82.99119085710664% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3859999999999582 y2[1] (analytic) 0.9829736952225547 y2[1] (numeric) 1.4266717590271871 absolute error 0.4436980638046324 relative error 45.13834560996822% Correct digits 1 h 0.001 y1[1] (analytic) 0.18374633193758205 y1[1] (numeric) 0.02999413949913607 absolute error 0.15375219243844598 relative error 83.67633291894776% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.386999999999958 y2[1] (analytic) 0.9831569500370613 y2[1] (numeric) 1.4278158662909128 absolute error 0.44465891625385157 relative error 45.22766342007648% Correct digits 1 h 0.001 y1[1] (analytic) 0.1827632665330302 y1[1] (numeric) 0.028566895719933705 absolute error 0.1541963708130965 relative error 84.36945439757125% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.387999999999958 y2[1] (analytic) 0.9833392216946997 y2[1] (numeric) 1.4289603754384612 absolute error 0.44562115374376154 relative error 45.31713409903169% Correct digits 1 h 0.001 y1[1] (analytic) 0.1817800183652271 y1[1] (numeric) 0.02713850763259298 absolute error 0.1546415107326341 relative error 85.07068715436749% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3889999999999578 y2[1] (analytic) 0.9835205100131983 y2[1] (numeric) 1.4301052872776507 absolute error 0.44658477726445245 relative error 45.40675793923804% Correct digits 1 h 0.001 y1[1] (analytic) 0.18079658841742077 y1[1] (numeric) 0.025708974834826245 absolute error 0.15508761358259454 relative error 85.78016595342513% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3899999999999577 y2[1] (analytic) 0.9837008148112689 y2[1] (numeric) 1.4312506026172407 absolute error 0.44754978780597177 relative error 45.49653523381882% Correct digits 1 h 0.001 y1[1] (analytic) 0.17981297767304108 y1[1] (numeric) 0.024278296923537557 absolute error 0.15553468074950352 relative error 86.49802854180889% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3909999999999576 y2[1] (analytic) 0.9838801359086067 y2[1] (numeric) 1.4323963222669305 absolute error 0.4485161863583238 relative error 45.58646627661835% Correct digits 1 h 0.001 y1[1] (analytic) 0.1788291871156987 y1[1] (numeric) 0.02284647349482174 absolute error 0.15598271362087696 relative error 87.22441573251655% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3919999999999575 y2[1] (analytic) 0.9840584731258906 y2[1] (numeric) 1.4335424470373601 absolute error 0.44948397391146955 relative error 45.67655136220417% Correct digits 1 h 0.001 y1[1] (analytic) 0.1778452177291841 y1[1] (numeric) 0.02141350414396346 absolute error 0.15643171358522065 relative error 87.95947149021958% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3929999999999574 y2[1] (analytic) 0.9842358262847833 y2[1] (numeric) 1.43468897774011 absolute error 0.4504531514553266 relative error 45.76679078586908% Correct digits 1 h 0.001 y1[1] (analytic) 0.1768610704974666 y1[1] (numeric) 0.01997938846543626 absolute error 0.15688168203203035 relative error 88.70334301989739% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3939999999999573 y2[1] (analytic) 0.9844121952079318 y2[1] (numeric) 1.435835915187701 absolute error 0.45142371997976916 relative error 45.85718484363326% Correct digits 1 h 0.001 y1[1] (analytic) 0.17587674640469333 y1[1] (numeric) 0.01854412605290164 absolute error 0.15733262035179169 relative error 89.45618085847943% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3949999999999572 y2[1] (analytic) 0.984587579718967 y2[1] (numeric) 1.4369832601935943 absolute error 0.4523956804746273 relative error 45.94773383224635% Correct digits 1 h 0.001 y1[1] (analytic) 0.17489224643518833 y1[1] (numeric) 0.0171077164992081 absolute error 0.15778452993598024 relative error 90.21813896961528% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.395999999999957 y2[1] (analytic) 0.9847619796425047 y2[1] (numeric) 1.4381310135721925 absolute error 0.45336903392968786 relative error 46.03843804918962% Correct digits 1 h 0.001 y1[1] (analytic) 0.17390757157345146 y1[1] (numeric) 0.015670159396390226 absolute error 0.15823741217706125 relative error 90.98937484169758% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.396999999999957 y2[1] (analytic) 0.9849353948041447 y2[1] (numeric) 1.4392791761388377 absolute error 0.454343781334693 relative error 46.12929779267804% Correct digits 1 h 0.001 y1[1] (analytic) 0.17292272280415752 y1[1] (numeric) 0.014231454335667712 absolute error 0.1586912684684898 relative error 91.77004958926915% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3979999999999568 y2[1] (analytic) 0.9851078250304721 y2[1] (numeric) 1.4404277487098132 absolute error 0.45531992367934104 relative error 46.220313361662384% Correct digits 1 h 0.001 y1[1] (analytic) 0.17193770111215517 y1[1] (numeric) 0.01279160090744445 absolute error 0.15914610020471073 relative error 92.56032805795137% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3989999999999567 y2[1] (analytic) 0.9852792701490565 y2[1] (numeric) 1.4415767321023427 absolute error 0.45629746195328624 relative error 46.311485055831525% Correct digits 1 h 0.001 y1[1] (analytic) 0.17095250748246607 y1[1] (numeric) 0.011350598701307578 absolute error 0.15960190878115849 relative error 93.36037893303684% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.3999999999999566 y2[1] (analytic) 0.9854497299884528 y2[1] (numeric) 1.4427261271345906 absolute error 0.45727639714613777 relative error 46.40281317561435% Correct digits 1 h 0.001 y1[1] (analytic) 0.1699671429002837 y1[1] (numeric) 0.009908447306026536 absolute error 0.16005869559425717 relative error 94.17037485189735% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4009999999999565 y2[1] (analytic) 0.9856192043782013 y2[1] (numeric) 1.443875934625662 absolute error 0.4582567302474607 relative error 46.49429802218207% Correct digits 1 h 0.001 y1[1] (analytic) 0.1689816083509726 y1[1] (numeric) 0.008465146309552134 absolute error 0.16051646204142045 relative error 94.99049252036343% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4019999999999564 y2[1] (analytic) 0.9857876931488275 y2[1] (numeric) 1.4450261553956023 absolute error 0.4592384622467748 relative error 46.58593989745032% Correct digits 1 h 0.001 y1[1] (analytic) 0.16799590482006724 y1[1] (numeric) 0.007020695299015601 absolute error 0.16097520952105163 relative error 95.8209128332413% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4029999999999563 y2[1] (analytic) 0.9859551961318428 y2[1] (numeric) 1.446176790265398 absolute error 0.4602215941335551 relative error 46.67773910408135% Correct digits 1 h 0.001 y1[1] (analytic) 0.16701003329327105 y1[1] (numeric) 0.005575093860727655 absolute error 0.1614349394325434 relative error 96.66182099913857% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4039999999999562 y2[1] (analytic) 0.9861217131597441 y2[1] (numeric) 1.4473278400569756 absolute error 0.4612061268972315 relative error 46.76969594548616% Correct digits 1 h 0.001 y1[1] (analytic) 0.16602399475645546 y1[1] (numeric) 0.004128341580177555 absolute error 0.1618956531762779 relative error 97.51340666978078% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.404999999999956 y2[1] (analytic) 0.9862872440660143 y2[1] (numeric) 1.4484793055932028 absolute error 0.4621920615271885 relative error 46.86181072582674% Correct digits 1 h 0.001 y1[1] (analytic) 0.16503779019565898 y1[1] (numeric) 0.0026804380420321645 absolute error 0.16235735215362682 relative error 98.3758640740073% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.405999999999956 y2[1] (analytic) 0.9864517886851227 y2[1] (numeric) 1.449631187697888 absolute error 0.4631793990127653 relative error 46.95408375001822% Correct digits 1 h 0.001 y1[1] (analytic) 0.16405142059708605 y1[1] (numeric) 0.0012313828301350074 absolute error 0.16282003776695103 relative error 99.24939215664622% Correct digits 1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4069999999999558 y2[1] (analytic) 0.9866153468525246 y2[1] (numeric) 1.4507834871957799 absolute error 0.46416814034325526 relative error 47.04651532373105% Correct digits 1 h 0.001 y1[1] (analytic) 0.16306488694710622 y1[1] (numeric) -0.00021882447249466997 absolute error 0.16328371141960088 relative error 100.13419472247611% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4079999999999557 y2[1] (analytic) 0.9867779184046619 y2[1] (numeric) 1.4519362049125681 absolute error 0.46515828650790625 relative error 47.13910575339326% Correct digits 1 h 0.001 y1[1] (analytic) 0.162078190232253 y1[1] (numeric) -0.0016701842836628407 absolute error 0.16374837451591584 relative error 101.03048058549366% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4089999999999556 y2[1] (analytic) 0.9869395031789631 y2[1] (numeric) 1.453089341674883 absolute error 0.46614983849591984 relative error 47.23185534619261% Correct digits 1 h 0.001 y1[1] (analytic) 0.16109133143922305 y1[1] (numeric) -0.003122697022001638 absolute error 0.16421402846122468 relative error 101.93846372371674% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4099999999999555 y2[1] (analytic) 0.9871001010138433 y2[1] (numeric) 1.4542428983102949 absolute error 0.4671427972964516 relative error 47.324764410078835% Correct digits 1 h 0.001 y1[1] (analytic) 0.16010431155487512 y1[1] (numeric) -0.004576363106970295 absolute error 0.1646806746618454 relative error 102.85836343976392% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4109999999999554 y2[1] (analytic) 0.9872597117487046 y2[1] (numeric) 1.4553968756473157 absolute error 0.46813716389861104 relative error 47.41783325376594% Correct digits 1 h 0.001 y1[1] (analytic) 0.15911713156622895 y1[1] (numeric) -0.006031182958856088 absolute error 0.16514831452508505 relative error 103.79040452746332% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4119999999999553 y2[1] (analytic) 0.9874183352239366 y2[1] (numeric) 1.4565512745153977 absolute error 0.46913293929146105 relative error 47.5110621867343% Correct digits 1 h 0.001 y1[1] (analytic) 0.15812979246046446 y1[1] (numeric) -0.007487156998775271 absolute error 0.16561694945923974 relative error 104.73481744475647% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4129999999999552 y2[1] (analytic) 0.9875759712809156 y2[1] (numeric) 1.4577060957449337 absolute error 0.47013012446401814 relative error 47.60445151923303% Correct digits 1 h 0.001 y1[1] (analytic) 0.1571422952249207 y1[1] (numeric) -0.008944285648674024 absolute error 0.16608658087359474 relative error 105.69183849317709% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.413999999999955 y2[1] (analytic) 0.9877326197620057 y2[1] (numeric) 1.458861340167257 absolute error 0.47112872040525133 relative error 47.698001562282094% Correct digits 1 h 0.001 y1[1] (analytic) 0.15615464084709482 y1[1] (numeric) -0.01040256933132939 absolute error 0.1665572101784242 relative error 106.66171000419737% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.414999999999955 y2[1] (analytic) 0.9878882805105582 y2[1] (numeric) 1.4600170086146418 absolute error 0.4721287281040836 relative error 47.79171262767477% Correct digits 1 h 0.001 y1[1] (analytic) 0.1551668303146411 y1[1] (numeric) -0.011862008470350214 absolute error 0.1670288387849913 relative error 107.64468053275104% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4159999999999549 y2[1] (analytic) 0.9880429533709126 y2[1] (numeric) 1.461173101920303 absolute error 0.4731301485493903 relative error 47.88558502797971% Correct digits 1 h 0.001 y1[1] (analytic) 0.15417886461537 y1[1] (numeric) -0.013322603490178088 absolute error 0.16750146810554808 relative error 108.64100505825749% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4169999999999547 y2[1] (analytic) 0.988196638188396 y2[1] (numeric) 1.4623296209183958 absolute error 0.4741329827299998 relative error 47.97961907654336% Correct digits 1 h 0.001 y1[1] (analytic) 0.15319074473724714 y1[1] (numeric) -0.014784354816088287 absolute error 0.16797509955333542 relative error 109.6509451934883% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4179999999999546 y2[1] (analytic) 0.9883493348093235 y2[1] (numeric) 1.4634865664440162 absolute error 0.4751372316346927 relative error 48.07381508749213% Correct digits 1 h 0.001 y1[1] (analytic) 0.1522024716683923 y1[1] (numeric) -0.01624726287419071 absolute error 0.168449734542583 relative error 110.67476940163564% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4189999999999545 y2[1] (analytic) 0.9885010430809986 y2[1] (numeric) 1.464643939333201 absolute error 0.4761428962522023 relative error 48.168173375734796% Correct digits 1 h 0.001 y1[1] (analytic) 0.15121404639707847 y1[1] (numeric) -0.01771132809143083 absolute error 0.1689253744885093 relative error 111.71275322196063% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4199999999999544 y2[1] (analytic) 0.988651762851713 y2[1] (numeric) 1.4658017404229269 absolute error 0.4771499775712139 relative error 48.26269425696469% Correct digits 1 h 0.001 y1[1] (analytic) 0.15022546991173086 y1[1] (numeric) -0.019176550895590616 absolute error 0.16940202080732147 relative error 112.76517950441982% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4209999999999543 y2[1] (analytic) 0.9888014939707469 y2[1] (numeric) 1.466959970551112 absolute error 0.47815847658036514 relative error 48.35737804766213% Correct digits 1 h 0.001 y1[1] (analytic) 0.14923674320092584 y1[1] (numeric) -0.020642931715289494 absolute error 0.16987967491621533 relative error 113.83233865368983% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4219999999999542 y2[1] (analytic) 0.9889502362883692 y2[1] (numeric) 1.4681186305566145 absolute error 0.4791683942682453 relative error 48.452225065096606% Correct digits 1 h 0.001 y1[1] (analytic) 0.14824786725339006 y1[1] (numeric) -0.02211047097998527 absolute error 0.17035833823337534 relative error 114.91452888303165% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.422999999999954 y2[1] (analytic) 0.9890979896558376 y2[1] (numeric) 1.469277721279233 absolute error 0.48017973162339533 relative error 48.54723562732916% Correct digits 1 h 0.001 y1[1] (analytic) 0.14725884305799938 y1[1] (numeric) -0.023579169119975086 absolute error 0.17083801217797448 relative error 116.01205647846099% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.423999999999954 y2[1] (analytic) 0.9892447539253989 y2[1] (numeric) 1.4704372435597068 absolute error 0.48119248963430794 relative error 48.64241005321477% Correct digits 1 h 0.001 y1[1] (analytic) 0.1462696716037779 y1[1] (numeric) -0.025049026566396345 absolute error 0.17131869817017426 relative error 117.12523607371617% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4249999999999539 y2[1] (analytic) 0.9893905289502886 y2[1] (numeric) 1.4715971982397158 absolute error 0.48220666928942724 relative error 48.73774866240462% Correct digits 1 h 0.001 y1[1] (analytic) 0.14528035387989702 y1[1] (numeric) -0.026520043751227667 absolute error 0.17180039763112467 relative error 118.25439093654172% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4259999999999537 y2[1] (analytic) 0.9895353145847319 y2[1] (numeric) 1.47275758616188 absolute error 0.48322227157714814 relative error 48.833251775348415% Correct digits 1 h 0.001 y1[1] (analytic) 0.14429089087567437 y1[1] (numeric) -0.027992221107289817 absolute error 0.1722831119829642 relative error 119.399853266835% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4269999999999536 y2[1] (analytic) 0.989679110683943 y2[1] (numeric) 1.47391840816976 absolute error 0.48423929748581707 relative error 48.928919713296885% Correct digits 1 h 0.001 y1[1] (analytic) 0.14330128358057287 y1[1] (numeric) -0.029465559068246654 absolute error 0.17276684264881953 relative error 120.56196450723297% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4279999999999535 y2[1] (analytic) 0.9898219171041259 y2[1] (numeric) 1.475079665107857 absolute error 0.4852577480037311 relative error 49.024752798303986% Correct digits 1 h 0.001 y1[1] (analytic) 0.14231153298419974 y1[1] (numeric) -0.030940058068606065 absolute error 0.1732515910528058 relative error 121.74107566674951% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4289999999999534 y2[1] (analytic) 0.9899637337024741 y2[1] (numeric) 1.4762413578216123 absolute error 0.4862776241191381 relative error 49.12075135322938% Correct digits 1 h 0.001 y1[1] (analytic) 0.14132164007630546 y1[1] (numeric) -0.03241571854372091 absolute error 0.17373735862002637 relative error 122.93754765810692% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4299999999999533 y2[1] (analytic) 0.9901045603371712 y2[1] (numeric) 1.4774034871574075 absolute error 0.48729892682023634 relative error 49.21691570174074% Correct digits 1 h 0.001 y1[1] (analytic) 0.1403316058467829 y1[1] (numeric) -0.03389254092978996 absolute error 0.17422414677657286 relative error 124.15175164944282% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4309999999999532 y2[1] (analytic) 0.9902443968673905 y2[1] (numeric) 1.478566053962565 absolute error 0.4883216570951744 relative error 49.313246168316205% Correct digits 1 h 0.001 y1[1] (analytic) 0.13934143128566617 y1[1] (numeric) -0.035370525663858836 absolute error 0.17471195694952502 relative error 125.3840694311121% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.431999999999953 y2[1] (analytic) 0.9903832431532954 y2[1] (numeric) 1.4797290590853465 absolute error 0.48934581593205106 relative error 49.409743078246755% Correct digits 1 h 0.001 y1[1] (analytic) 0.13835111738312977 y1[1] (numeric) -0.03684967318382095 absolute error 0.17520079056695073 relative error 126.63489379834553% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.432999999999953 y2[1] (analytic) 0.9905210990560397 y2[1] (numeric) 1.480892503374955 absolute error 0.49037140431891524 relative error 49.50640675763859% Correct digits 1 h 0.001 y1[1] (analytic) 0.13736066512948752 y1[1] (numeric) -0.03832998392841846 absolute error 0.175690649057906 relative error 127.90462895056997% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4339999999999529 y2[1] (analytic) 0.9906579644377674 y2[1] (numeric) 1.4820563876815331 absolute error 0.4913984232437657 relative error 49.60323753341561% Correct digits 1 h 0.001 y1[1] (analytic) 0.1363700755151916 y1[1] (numeric) -0.03981145833724317 absolute error 0.17618153385243476 relative error 129.19369090824344% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4349999999999528 y2[1] (analytic) 0.9907938391616133 y2[1] (numeric) 1.4832207128561639 absolute error 0.4924268736945505 relative error 49.70023573332175% Correct digits 1 h 0.001 y1[1] (analytic) 0.13537934953083153 y1[1] (numeric) -0.04129409685073753 absolute error 0.17667344638156907 relative error 130.50250794810705% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4359999999999526 y2[1] (analytic) 0.9909287230917027 y2[1] (numeric) 1.4843854797508702 absolute error 0.49345675665916755 relative error 49.79740168592348% Correct digits 1 h 0.001 y1[1] (analytic) 0.1343884881671332 y1[1] (numeric) -0.04277789991019552 absolute error 0.1771663880773287 relative error 131.8315210578115% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4369999999999525 y2[1] (analytic) 0.9910626160931514 y2[1] (numeric) 1.4855506892186152 absolute error 0.49448807312546383 relative error 49.89473572061225% Correct digits 1 h 0.001 y1[1] (analytic) 0.13339749241495788 y1[1] (numeric) -0.04426286795776361 absolute error 0.17766036037272148 relative error 133.18118441093006% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4379999999999524 y2[1] (analytic) 0.9911955180320667 y2[1] (numeric) 1.486716342113302 absolute error 0.4955208240812353 relative error 49.99223816760685% Correct digits 1 h 0.001 y1[1] (analytic) 0.13240636326530128 y1[1] (numeric) -0.04574900143644172 absolute error 0.178155364701743 relative error 134.5519658634343% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4389999999999523 y2[1] (analytic) 0.9913274287755466 y2[1] (numeric) 1.487882439289774 absolute error 0.49655501051422746 relative error 50.08990935795604% Correct digits 1 h 0.001 y1[1] (analytic) 0.13141510170929246 y1[1] (numeric) -0.04723630079008413 absolute error 0.1786514024993766 relative error 135.94434747277148% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4399999999999522 y2[1] (analytic) 0.9914583481916802 y2[1] (numeric) 1.4890489816038142 absolute error 0.49759063341213394 relative error 50.18774962354081% Correct digits 1 h 0.001 y1[1] (analytic) 0.13042370873819287 y1[1] (numeric) -0.048724766463400446 absolute error 0.17914847520159333 relative error 137.35882604075348% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.440999999999952 y2[1] (analytic) 0.9915882761495484 y2[1] (numeric) 1.4902159699121456 absolute error 0.4986276937625972 relative error 50.285759297077014% Correct digits 1 h 0.001 y1[1] (analytic) 0.12943218534339543 y1[1] (numeric) -0.05021439890195651 absolute error 0.17964658424535193 relative error 138.79591368154152% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.441999999999952 y2[1] (analytic) 0.991717212519223 y2[1] (numeric) 1.491383405072431 absolute error 0.4996661925532081 relative error 50.383938712117775% Correct digits 1 h 0.001 y1[1] (analytic) 0.1284405325164234 y1[1] (numeric) -0.051705198552175376 absolute error 0.18014573106859877 relative error 140.2561384160907% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4429999999999519 y2[1] (analytic) 0.9918451571717677 y2[1] (numeric) 1.4925512879432734 absolute error 0.5007061307715057 relative error 50.482288203056015% Correct digits 1 h 0.001 y1[1] (analytic) 0.12744875124892957 y1[1] (numeric) -0.053197165861338214 absolute error 0.18064591711026778 relative error 141.74004479450323% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4439999999999518 y2[1] (analytic) 0.9919721099792378 y2[1] (numeric) 1.493719619384215 absolute error 0.5017475094049773 relative error 50.58080810512696% Correct digits 1 h 0.001 y1[1] (analytic) 0.12645684253269512 y1[1] (numeric) -0.05469030127758528 absolute error 0.1811471438102804 relative error 143.2481945478318% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4449999999999517 y2[1] (analytic) 0.9920980708146807 y2[1] (numeric) 1.4948884002557383 absolute error 0.5027903294410576 relative error 50.679498754410595% Correct digits 1 h 0.001 y1[1] (analytic) 0.12546480735962867 y1[1] (numeric) -0.05618460524991683 absolute error 0.1816494126095455 relative error 144.78116727097097% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4459999999999515 y2[1] (analytic) 0.9922230395521355 y2[1] (numeric) 1.4960576314192648 absolute error 0.5038345918671293 relative error 50.77836048783423% Correct digits 1 h 0.001 y1[1] (analytic) 0.12447264672176532 y1[1] (numeric) -0.05768007822819408 absolute error 0.1821527249499594 relative error 146.33956113838153% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4469999999999514 y2[1] (analytic) 0.9923470160666333 y2[1] (numeric) 1.4972273137371563 absolute error 0.504880297670523 relative error 50.8773936431751% Correct digits 1 h 0.001 y1[1] (analytic) 0.12348036161126562 y1[1] (numeric) -0.059176720663140135 absolute error 0.18265708227440575 relative error 147.92399365450285% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4479999999999513 y2[1] (analytic) 0.9924700002341978 y2[1] (numeric) 1.4983974480727136 absolute error 0.5059274478385157 relative error 50.9765985590627% Correct digits 1 h 0.001 y1[1] (analytic) 0.1224879530204146 y1[1] (numeric) -0.06067453300634094 absolute error 0.18316248602675553 relative error 149.53510244083233% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4489999999999512 y2[1] (analytic) 0.9925919919318449 y2[1] (numeric) 1.499568035290177 absolute error 0.5069760433583321 relative error 51.07597557498157% Correct digits 1 h 0.001 y1[1] (analytic) 0.12149542194162076 y1[1] (numeric) -0.06217351571024619 absolute error 0.18366893765186695 relative error 151.17354606177747% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.449999999999951 y2[1] (analytic) 0.9927129910375826 y2[1] (numeric) 1.5007390762547266 absolute error 0.508026085217144 relative error 51.17552503127371% Correct digits 1 h 0.001 y1[1] (analytic) 0.12050276936741511 y1[1] (numeric) -0.0636736692281703 absolute error 0.1841764385955854 relative error 152.84000489152922% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.450999999999951 y2[1] (analytic) 0.9928329974304121 y2[1] (numeric) 1.5019105718324817 absolute error 0.5090775744020696 relative error 51.27524726914115% Correct digits 1 h 0.001 y1[1] (analytic) 0.11950999629045013 y1[1] (numeric) -0.06517499401429336 absolute error 0.1846849903047435 relative error 154.53518202435208% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4519999999999509 y2[1] (analytic) 0.9929520109903268 y2[1] (numeric) 1.5030825228905007 absolute error 0.5101305119001739 relative error 51.37514263064859% Correct digits 1 h 0.001 y1[1] (analytic) 0.11851710370349881 y1[1] (numeric) -0.06667749052366201 absolute error 0.18519459422716084 relative error 156.25980423085008% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4529999999999508 y2[1] (analytic) 0.9930700315983133 y2[1] (numeric) 1.5042549302967814 absolute error 0.5111848986984681 relative error 51.475211458725916% Correct digits 1 h 0.001 y1[1] (analytic) 0.11752409259945368 y1[1] (numeric) -0.06818115921219044 absolute error 0.1857052518116441 relative error 158.01462296294076% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4539999999999507 y2[1] (analytic) 0.993187059136351 y2[1] (numeric) 1.5054277949202608 absolute error 0.5122407357839098 relative error 51.575454097170855% Correct digits 1 h 0.001 y1[1] (analytic) 0.11653096397132574 y1[1] (numeric) -0.0696860005366613 absolute error 0.18621696450798703 relative error 159.8004154104557% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4549999999999506 y2[1] (analytic) 0.9933030934874123 y2[1] (numeric) 1.506601117630815 absolute error 0.5132980241434026 relative error 51.67587089065151% Correct digits 1 h 0.001 y1[1] (analytic) 0.11553771881224353 y1[1] (numeric) -0.07119201495472664 absolute error 0.18672973376697016 relative error 161.61798561248935% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4559999999999504 y2[1] (analytic) 0.9934181345354629 y2[1] (numeric) 1.507774899299259 absolute error 0.5143567647637961 relative error 51.77646218470906% Correct digits 1 h 0.001 y1[1] (analytic) 0.11454435811545215 y1[1] (numeric) -0.07269920292490888 absolute error 0.18724356104036102 relative error 163.46816562683384% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4569999999999503 y2[1] (analytic) 0.9935321821654617 y2[1] (numeric) 1.508949140797347 absolute error 0.5154169586318853 relative error 51.8772283257603% Correct digits 1 h 0.001 y1[1] (analytic) 0.11355088287431218 y1[1] (numeric) -0.0742075649066017 absolute error 0.18775844778091388 relative error 165.35181676107354% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4579999999999502 y2[1] (analytic) 0.9936452362633612 y2[1] (numeric) 1.5101238429977717 absolute error 0.5164786067344105 relative error 51.97816966110026% Correct digits 1 h 0.001 y1[1] (analytic) 0.11255729408229882 y1[1] (numeric) -0.07571710136007101 absolute error 0.18827439544236985 relative error 167.26983086916493% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4589999999999501 y2[1] (analytic) 0.9937572967161072 y2[1] (numeric) 1.511299006774165 absolute error 0.5175417100580577 relative error 52.07928653890499% Correct digits 1 h 0.001 y1[1] (analytic) 0.11156359273300075 y1[1] (numeric) -0.07722781274645589 absolute error 0.18879140547945664 relative error 169.22313171760354% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.45999999999995 y2[1] (analytic) 0.9938683634116393 y2[1] (numeric) 1.5124746330010974 absolute error 0.5186062695894581 relative error 52.18057930823403% Correct digits 1 h 0.001 y1[1] (analytic) 0.11056977982011924 y1[1] (numeric) -0.0787396995277695 absolute error 0.18930947934788875 relative error 171.21267642557254% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.46099999999995 y2[1] (analytic) 0.9939784362388908 y2[1] (numeric) 1.513650722554078 absolute error 0.5196722863151872 relative error 52.28204831903317% Correct digits 1 h 0.001 y1[1] (analytic) 0.10957585633746712 y1[1] (numeric) -0.08025276216690008 absolute error 0.18982861850436722 relative error 173.23945698379123% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4619999999999498 y2[1] (analytic) 0.9940875150877889 y2[1] (numeric) 1.514827276309555 absolute error 0.520739761221766 relative error 52.38369392213712% Correct digits 1 h 0.001 y1[1] (analytic) 0.1085818232789678 y1[1] (numeric) -0.08176700112761182 absolute error 0.19034882440657963 relative error 175.30450185712624% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4629999999999497 y2[1] (analytic) 0.9941955998492548 y2[1] (numeric) 1.516004295144914 absolute error 0.5218086952956592 relative error 52.4855164692721% Correct digits 1 h 0.001 y1[1] (analytic) 0.10758768163865426 y1[1] (numeric) -0.08328241687454581 absolute error 0.19087009851320008 relative error 177.40887767640493% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4639999999999496 y2[1] (analytic) 0.9943026904152037 y2[1] (numeric) 1.5171817799384801 absolute error 0.5228790895232764 relative error 52.587516313058664% Correct digits 1 h 0.001 y1[1] (analytic) 0.10659343241066803 y1[1] (numeric) -0.08479900987322103 absolute error 0.19139244228388907 relative error 179.5536910252777% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4649999999999495 y2[1] (analytic) 0.9944087866785449 y2[1] (numeric) 1.5183597315695163 absolute error 0.5239509448909714 relative error 52.68969380701431% Correct digits 1 h 0.001 y1[1] (analytic) 0.10559907658925828 y1[1] (numeric) -0.08631678059003525 absolute error 0.19191585717929355 relative error 181.7400903284182% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4659999999999493 y2[1] (analytic) 0.9945138885331825 y2[1] (numeric) 1.5195381509182238 absolute error 0.5250242623850413 relative error 52.792049305556134% Correct digits 1 h 0.001 y1[1] (analytic) 0.10460461516878074 y1[1] (numeric) -0.08783572949226595 absolute error 0.1924403446610467 relative error 183.96926784783062% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4669999999999492 y2[1] (analytic) 0.9946179958740143 y2[1] (numeric) 1.520717038865742 absolute error 0.5260990429917277 relative error 52.89458316400373% Correct digits 1 h 0.001 y1[1] (analytic) 0.10361004914369674 y1[1] (numeric) -0.0893558570480713 absolute error 0.19296590619176804 relative error 186.242461794554% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4679999999999491 y2[1] (analytic) 0.9947211085969332 y2[1] (numeric) 1.5218963962941487 absolute error 0.5271752876972156 relative error 52.99729573858174% Correct digits 1 h 0.001 y1[1] (analytic) 0.10261537950857225 y1[1] (numeric) -0.09087716372649106 absolute error 0.19349254323506332 relative error 188.56095856362293% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.468999999999949 y2[1] (analytic) 0.9948232265988263 y2[1] (numeric) 1.5230762240864595 absolute error 0.5282529974876332 relative error 53.1001873864227% Correct digits 1 h 0.001 y1[1] (analytic) 0.10162060725807678 y1[1] (numeric) -0.09239964999744756 absolute error 0.19402025725552435 relative error 190.92609510075886% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.469999999999949 y2[1] (analytic) 0.9949243497775757 y2[1] (numeric) 1.5242565231266276 absolute error 0.5293321733490519 relative error 53.20325846556966% Correct digits 1 h 0.001 y1[1] (analytic) 0.10062573338698254 y1[1] (numeric) -0.09392331633174658 absolute error 0.1945490497187291 relative error 193.33926140994166% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4709999999999488 y2[1] (analytic) 0.9950244780320583 y2[1] (numeric) 1.5254372942995444 absolute error 0.5304128162674862 relative error 53.30650933497909% Correct digits 1 h 0.001 y1[1] (analytic) 0.09963075889016329 y1[1] (numeric) -0.09544816320107838 absolute error 0.19507892209124167 relative error 195.8019032117421% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4719999999999487 y2[1] (analytic) 0.9951236112621458 y2[1] (numeric) 1.526618538491039 absolute error 0.5314949272288931 relative error 53.40994035452358% Correct digits 1 h 0.001 y1[1] (analytic) 0.09863568476259345 y1[1] (numeric) -0.09697419107801852 absolute error 0.19560987584061196 relative error 198.31552476309764% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4729999999999486 y2[1] (analytic) 0.995221749368705 y2[1] (numeric) 1.5278002565878777 absolute error 0.5325785072191727 relative error 53.51355188499458% Correct digits 1 h 0.001 y1[1] (analytic) 0.09764051199934706 y1[1] (numeric) -0.0985014004360289 absolute error 0.19614191243537596 relative error 200.8816918500874% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4739999999999485 y2[1] (analytic) 0.9953188922535976 y2[1] (numeric) 1.528982449477765 absolute error 0.5336635572241675 relative error 53.61734428810532% Correct digits 1 h 0.001 y1[1] (analytic) 0.09664524159559683 y1[1] (numeric) -0.10002979174945861 absolute error 0.19667503334505543 relative error 203.50203496621606% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4749999999999484 y2[1] (analytic) 0.995415039819681 y2[1] (numeric) 1.5301651180493427 absolute error 0.5347500782296617 relative error 53.7213179264934% Correct digits 1 h 0.001 y1[1] (analytic) 0.09564987454661304 y1[1] (numeric) -0.10155936549354498 absolute error 0.19720924004015802 relative error 206.17825268976392% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4759999999999482 y2[1] (analytic) 0.9955101919708076 y2[1] (numeric) 1.5313482631921895 absolute error 0.5358380712213819 relative error 53.825473163723764% Correct digits 1 h 0.001 y1[1] (analytic) 0.09465441184776267 y1[1] (numeric) -0.10309012214441439 absolute error 0.19774453399217706 relative error 208.91211527490051% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4769999999999481 y2[1] (analytic) 0.9956043486118251 y2[1] (numeric) 1.5325318857968215 absolute error 0.5369275371849964 relative error 53.92981036429145% Correct digits 1 h 0.001 y1[1] (analytic) 0.09365885449450836 y1[1] (numeric) -0.10462206217908328 absolute error 0.19828091667359166 relative error 211.70546847251663% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.477999999999948 y2[1] (analytic) 0.995697509648577 y2[1] (numeric) 1.5337159867546921 absolute error 0.5380184771061152 relative error 54.034329893624445% Correct digits 1 h 0.001 y1[1] (analytic) 0.09266320348240735 y1[1] (numeric) -0.1061551860754591 absolute error 0.19881838955786646 relative error 214.56023759810256% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.478999999999948 y2[1] (analytic) 0.9957896749879022 y2[1] (numeric) 1.5349005669581917 absolute error 0.5391108919702895 relative error 54.1390321180865% Correct digits 1 h 0.001 y1[1] (analytic) 0.09166745980711058 y1[1] (numeric) -0.10768949431234119 absolute error 0.19935695411945176 relative error 217.4784318655111% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4799999999999478 y2[1] (analytic) 0.9958808445376354 y2[1] (numeric) 1.5360856273006476 absolute error 0.5402047827630122 relative error 54.243917404979996% Correct digits 1 h 0.001 y1[1] (analytic) 0.09067162446436164 y1[1] (numeric) -0.10922498736942178 absolute error 0.19989661183378343 relative error 220.46214900710476% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4809999999999477 y2[1] (analytic) 0.9959710182066069 y2[1] (numeric) 1.5372711686763236 absolute error 0.5413001504697167 relative error 54.348986122548794% Correct digits 1 h 0.001 y1[1] (analytic) 0.08967569844999579 y1[1] (numeric) -0.11076166572728688 absolute error 0.20043736417728267 relative error 223.51358020261068% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4819999999999476 y2[1] (analytic) 0.9960601959046435 y2[1] (numeric) 1.5384571919804209 absolute error 0.5423969960757774 relative error 54.454238639981064% Correct digits 1 h 0.001 y1[1] (analytic) 0.08867968275993897 y1[1] (numeric) -0.11229952986741723 absolute error 0.20097921262735619 relative error 226.6350153410207% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4829999999999475 y2[1] (analytic) 0.9961483775425669 y2[1] (numeric) 1.5396436981090766 absolute error 0.5434953205665097 relative error 54.55967532741229% Correct digits 1 h 0.001 y1[1] (analytic) 0.08768357839020677 y1[1] (numeric) -0.11383858027218924 absolute error 0.201522158662396 relative error 229.82884864208927% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4839999999999474 y2[1] (analytic) 0.996235563032196 y2[1] (numeric) 1.540830687959365 absolute error 0.544595124927169 relative error 54.665296555928% Correct digits 1 h 0.001 y1[1] (analytic) 0.0866873863369035 y1[1] (numeric) -0.11537881742487592 absolute error 0.20206620376177942 relative error 233.0975846664306% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4849999999999473 y2[1] (analytic) 0.9963217522863449 y2[1] (numeric) 1.542018162429296 absolute error 0.545696410142951 relative error 54.771102697566796% Correct digits 1 h 0.001 y1[1] (analytic) 0.0856911075962211 y1[1] (numeric) -0.11692024180964784 absolute error 0.20261134940586895 relative error 236.44384474592079% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4859999999999471 y2[1] (analytic) 0.9964069452188247 y2[1] (numeric) 1.543206122417816 absolute error 0.5467991771989913 relative error 54.87709412532313% Correct digits 1 h 0.001 y1[1] (analytic) 0.08469474316443826 y1[1] (numeric) -0.11846285391157403 absolute error 0.20315759707601228 relative error 239.87037386910023% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.486999999999947 y2[1] (analytic) 0.9964911417444422 y2[1] (numeric) 1.544394568824808 absolute error 0.5479034270803658 relative error 54.98327121315041% Correct digits 1 h 0.001 y1[1] (analytic) 0.08369829403791931 y1[1] (numeric) -0.12000665421662295 absolute error 0.20370494825454227 relative error 243.38004805958676% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.487999999999947 y2[1] (analytic) 0.9965743417790011 y2[1] (numeric) 1.5455835025510904 absolute error 0.5490091607720894 relative error 55.08963433596376% Correct digits 1 h 0.001 y1[1] (analytic) 0.08270176121311329 y1[1] (numeric) -0.1215516432116634 absolute error 0.20425340442477669 relative error 246.97588228917914% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4889999999999468 y2[1] (analytic) 0.9966565452393011 y2[1] (numeric) 1.546772924498418 absolute error 0.5501163792591169 relative error 55.19618386964306% Correct digits 1 h 0.001 y1[1] (analytic) 0.08170514568655296 y1[1] (numeric) -0.12309782138446547 absolute error 0.20480296707101842 relative error 250.66103897141073% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4899999999999467 y2[1] (analytic) 0.9967377520431391 y2[1] (numeric) 1.5479628355694814 absolute error 0.5512250835263424 relative error 55.30292019103588% Correct digits 1 h 0.001 y1[1] (analytic) 0.08070844845485374 y1[1] (numeric) -0.12464518922370148 absolute error 0.20535363767855522 relative error 254.43883708584093% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4909999999999466 y2[1] (analytic) 0.9968179621093081 y2[1] (numeric) 1.5491532366679064 absolute error 0.5523352745585983 relative error 55.40984367796042% Correct digits 1 h 0.001 y1[1] (analytic) 0.0797116705147128 y1[1] (numeric) -0.12619374721894688 absolute error 0.20590541773365967 relative error 258.31276198841505% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4919999999999465 y2[1] (analytic) 0.9968971753575979 y2[1] (numeric) 1.5503441286982544 absolute error 0.5534469533406565 relative error 55.516954709208505% Correct digits 1 h 0.001 y1[1] (analytic) 0.07871481286290798 y1[1] (numeric) -0.12774349586068126 absolute error 0.20645830872358922 relative error 262.2864759688409% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4929999999999464 y2[1] (analytic) 0.9969753917087956 y2[1] (numeric) 1.5515355125660226 absolute error 0.5545601208572271 relative error 55.624253664548554% Correct digits 1 h 0.001 y1[1] (analytic) 0.07771787649629686 y1[1] (numeric) -0.1292944356402892 absolute error 0.20701231213658605 relative error 266.3638296221975% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4939999999999463 y2[1] (analytic) 0.9970526110846846 y2[1] (numeric) 1.5527273891776434 absolute error 0.5556747780929588 relative error 55.73174092472866% Correct digits 1 h 0.001 y1[1] (analytic) 0.07672086241181572 y1[1] (numeric) -0.13084656705006126 absolute error 0.20756742946187698 relative error 270.5488741089929% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4949999999999461 y2[1] (analytic) 0.9971288334080456 y2[1] (numeric) 1.553919759440484 absolute error 0.5567909260324385 relative error 55.83941687147946% Correct digits 1 h 0.001 y1[1] (analytic) 0.07572377160647857 y1[1] (numeric) -0.1323998905831949 absolute error 0.2081236621896735 relative error 274.8458743857225% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.495999999999946 y2[1] (analytic) 0.9972040586026563 y2[1] (numeric) 1.555112624262847 absolute error 0.5579085656601908 relative error 55.94728188751724% Correct digits 1 h 0.001 y1[1] (analytic) 0.07472660507737611 y1[1] (numeric) -0.1339544067337954 absolute error 0.20868101181117152 relative error 279.25932349675395% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.496999999999946 y2[1] (analytic) 0.9972782865932914 y2[1] (numeric) 1.5563059845539697 absolute error 0.5590276979606783 relative error 56.055336356547% Correct digits 1 h 0.001 y1[1] (analytic) 0.0737293638216748 y1[1] (numeric) -0.13551011599687685 absolute error 0.20923947981855165 relative error 283.79395802821216% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4979999999999458 y2[1] (analytic) 0.9973515173057231 y2[1] (numeric) 1.5574998412240244 absolute error 0.5601483239183013 relative error 56.16358066326541% Correct digits 1 h 0.001 y1[1] (analytic) 0.07273204883661583 y1[1] (numeric) -0.13706701886836298 absolute error 0.2097990677049788 relative error 288.4547748356% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4989999999999457 y2[1] (analytic) 0.9974237506667206 y2[1] (numeric) 1.5586941951841178 absolute error 0.5612704445173972 relative error 56.272015193363906% Correct digits 1 h 0.001 y1[1] (analytic) 0.07173466111951407 y1[1] (numeric) -0.13862511584508821 absolute error 0.21035977696460229 relative error 293.247049169342% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.4999999999999456 y2[1] (analytic) 0.9974949866040506 y2[1] (numeric) 1.559889047346291 absolute error 0.5623940607422404 relative error 56.380640333531744% Correct digits 1 h 0.001 y1[1] (analytic) 0.07073720166775717 y1[1] (numeric) -0.14018440742479854 absolute error 0.2109216090925557 relative error 298.176354336471% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5009999999999455 y2[1] (analytic) 0.997565225046477 y2[1] (numeric) 1.5610843986235197 absolute error 0.5635191735770426 relative error 56.48945647145909% Correct digits 1 h 0.001 y1[1] (analytic) 0.0697396714788045 y1[1] (numeric) -0.14174489410615246 absolute error 0.21148456558495696 relative error 303.24858305251985% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5019999999999454 y2[1] (analytic) 0.9976344659237616 y2[1] (numeric) 1.5622802499297137 absolute error 0.5646457840059521 relative error 56.59846399584012% Correct digits 1 h 0.001 y1[1] (analytic) 0.06874207155018616 y1[1] (numeric) -0.14330657638872188 absolute error 0.21204864793890804 relative error 308.46997065559594% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5029999999999453 y2[1] (analytic) 0.9977027091666634 y2[1] (numeric) 1.563476602179717 absolute error 0.5657738930130537 relative error 56.70766329637607% Correct digits 1 h 0.001 y1[1] (analytic) 0.06774440287950201 y1[1] (numeric) -0.14486945477299312 absolute error 0.21261385765249513 relative error 313.84712037491073% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5039999999999452 y2[1] (analytic) 0.9977699547069392 y2[1] (numeric) 1.5646734562893077 absolute error 0.5669035015823685 relative error 56.81705476377839% Correct digits 1 h 0.001 y1[1] (analytic) 0.06674666646442061 y1[1] (numeric) -0.14643352976036783 absolute error 0.21318019622478845 relative error 319.38703086906133% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.504999999999945 y2[1] (analytic) 0.9978362024773433 y2[1] (numeric) 1.5658708131751968 absolute error 0.5680346106978535 relative error 56.926638789771836% Correct digits 1 h 0.001 y1[1] (analytic) 0.06574886330267832 y1[1] (numeric) -0.14799880185316383 absolute error 0.21374766515584215 relative error 325.09712627554285% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.505999999999945 y2[1] (analytic) 0.9979014524116282 y2[1] (numeric) 1.5670686737550301 absolute error 0.5691672213434019 relative error 57.0364157670976% Correct digits 1 h 0.001 y1[1] (analytic) 0.0647509943920782 y1[1] (numeric) -0.14956527155461619 absolute error 0.2143162659466944 relative error 330.98528904278015% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5069999999999448 y2[1] (analytic) 0.9979657044445438 y2[1] (numeric) 1.568267038947386 absolute error 0.5703013345028423 relative error 57.14638608951651% Correct digits 1 h 0.001 y1[1] (analytic) 0.06375306073048909 y1[1] (numeric) -0.15113293936887806 absolute error 0.21488600009936715 relative error 337.05989584998963% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5079999999999447 y2[1] (analytic) 0.9980289585118381 y2[1] (numeric) 1.569465909671777 absolute error 0.5714369511599388 relative error 57.25655015181212% Correct digits 1 h 0.001 y1[1] (analytic) 0.06275506331584454 y1[1] (numeric) -0.15270180580102163 absolute error 0.21545686911686618 relative error 343.32985695907524% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5089999999999446 y2[1] (analytic) 0.9980912145502572 y2[1] (numeric) 1.570665286848648 absolute error 0.5725740722983907 relative error 57.36690834979389% Correct digits 1 h 0.001 y1[1] (analytic) 0.06175700314614192 y1[1] (numeric) -0.1542718713570391 absolute error 0.21602887450318103 relative error 349.80465938732453% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5099999999999445 y2[1] (analytic) 0.9981524724975448 y2[1] (numeric) 1.5718651713993774 absolute error 0.5737126989018326 relative error 57.477461080300415% Correct digits 1 h 0.001 y1[1] (analytic) 0.060758881219441306 y1[1] (numeric) -0.15584313654384355 absolute error 0.21660201776328486 relative error 356.4944143408251% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5109999999999444 y2[1] (analytic) 0.998212732292443 y2[1] (numeric) 1.5730655642462767 absolute error 0.5748528319538337 relative error 57.58820874120258% Correct digits 1 h 0.001 y1[1] (analytic) 0.05976069853386453 y1[1] (numeric) -0.1574156018692699 absolute error 0.21717630040313443 relative error 363.4099094073798% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5119999999999443 y2[1] (analytic) 0.9982719938746922 y2[1] (numeric) 1.5742664663125898 absolute error 0.5759944724378976 relative error 57.699151731406694% Correct digits 1 h 0.001 y1[1] (analytic) 0.0587624560875942 y1[1] (numeric) -0.15898926784207587 absolute error 0.21775172392967007 relative error 370.56266607556137% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5129999999999442 y2[1] (analytic) 0.9983302571850308 y2[1] (numeric) 1.5754678785224931 absolute error 0.5771376213374624 relative error 57.81029045085784% Correct digits 1 h 0.001 y1[1] (analytic) 0.05776415487887268 y1[1] (numeric) -0.1605641349719429 absolute error 0.2183282898508156 relative error 377.9650032249835% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.513999999999944 y2[1] (analytic) 0.9983875221651952 y2[1] (numeric) 1.5766698018010958 absolute error 0.5782822796359006 relative error 57.921625300543056% Correct digits 1 h 0.001 y1[1] (analytic) 0.056765795906001094 y1[1] (numeric) -0.16214020376947708 absolute error 0.21890599967547816 relative error 385.6301073237241% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.514999999999944 y2[1] (analytic) 0.9984437887579208 y2[1] (numeric) 1.577872237074439 absolute error 0.5794284483165181 relative error 58.03315668249444% Correct digits 1 h 0.001 y1[1] (analytic) 0.055767380167338336 y1[1] (numeric) -0.16371747474621 absolute error 0.21948485491354836 relative error 393.5721101743552% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5159999999999438 y2[1] (analytic) 0.9984990569069407 y2[1] (numeric) 1.579075185269496 absolute error 0.5805761283625552 relative error 58.14488499979269% Correct digits 1 h 0.001 y1[1] (analytic) 0.054768908661300054 y1[1] (numeric) -0.16529594841459985 absolute error 0.2200648570758999 relative error 401.8061751728836% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5169999999999437 y2[1] (analytic) 0.998553326556987 y2[1] (numeric) 1.5802786473141721 absolute error 0.5817253207571851 relative error 58.25681065657% Correct digits 1 h 0.001 y1[1] (analytic) 0.053770382386357674 y1[1] (numeric) -0.1668756252880322 absolute error 0.22064600767438988 relative error 410.3485931883032% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5179999999999436 y2[1] (analytic) 0.99860659765379 y2[1] (numeric) 1.5814826241373043 absolute error 0.5828760264835143 relative error 58.36893405801364% Correct digits 1 h 0.001 y1[1] (analytic) 0.05277180234103739 y1[1] (numeric) -0.168456505880821 absolute error 0.2212283082218584 relative error 419.21688933830995% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5189999999999435 y2[1] (analytic) 0.9986588701440785 y2[1] (numeric) 1.5826871166686614 absolute error 0.5840282465245829 relative error 58.481255610369125% Correct digits 1 h 0.001 y1[1] (analytic) 0.051773169523919166 y1[1] (numeric) -0.17003859070820954 absolute error 0.2218117602321287 relative error 428.4299421337375% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5199999999999434 y2[1] (analytic) 0.9987101439755801 y2[1] (numeric) 1.5838921258389433 absolute error 0.5851819818633632 relative error 58.59377572094349% Correct digits 1 h 0.001 y1[1] (analytic) 0.050774484933635726 y1[1] (numeric) -0.1716218802863713 absolute error 0.22239636522000703 relative error 438.0081166961869% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5209999999999433 y2[1] (analytic) 0.998760419097021 y2[1] (numeric) 1.5850976525797815 absolute error 0.5863372334827606 relative error 58.70649479810863% Correct digits 1 h 0.001 y1[1] (analytic) 0.04977574956887159 y1[1] (numeric) -0.17320637513241094 absolute error 0.22298212470128254 relative error 447.9734140271582% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5219999999999432 y2[1] (analytic) 0.9988096954581259 y2[1] (numeric) 1.5863036978237384 absolute error 0.5874940023656124 relative error 58.81941325130464% Correct digits 1 h 0.001 y1[1] (analytic) 0.048776964428362025 y1[1] (numeric) -0.17479207576436523 absolute error 0.22356904019272725 relative error 458.3496386313249% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.522999999999943 y2[1] (analytic) 0.9988579730096186 y2[1] (numeric) 1.5875102625043074 absolute error 0.5886522894946887 relative error 58.93253149104314% Correct digits 1 h 0.001 y1[1] (analytic) 0.04777813051089211 y1[1] (numeric) -0.17637898270120395 absolute error 0.22415711321209605 relative error 469.1625871820045% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.523999999999943 y2[1] (analytic) 0.9989052517032216 y2[1] (numeric) 1.5887173475559127 absolute error 0.589812095852691 relative error 59.045849928910606% Correct digits 1 h 0.001 y1[1] (analytic) 0.04677924881529565 y1[1] (numeric) -0.17796709646283085 absolute error 0.2247463452781265 relative error 480.44026137640765% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5249999999999428 y2[1] (analytic) 0.9989515314916562 y2[1] (numeric) 1.5899249539139089 absolute error 0.5909734224222527 relative error 59.159368977571745% Correct digits 1 h 0.001 y1[1] (analytic) 0.04578032034045428 y1[1] (numeric) -0.17955641757008456 absolute error 0.22533673791053885 relative error 492.21310867809194% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5259999999999427 y2[1] (analytic) 0.9989968123286425 y2[1] (numeric) 1.591133082514581 absolute error 0.5921362701859386 relative error 59.273089050772874% Correct digits 1 h 0.001 y1[1] (analytic) 0.04478134608529639 y1[1] (numeric) -0.18114694654473953 absolute error 0.22592829263003592 relative error 504.5142953043516% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5269999999999426 y2[1] (analytic) 0.9990410941688996 y2[1] (numeric) 1.5923417342951447 absolute error 0.5933006401262451 relative error 59.387010563345314% Correct digits 1 h 0.001 y1[1] (analytic) 0.04378232704879614 y1[1] (numeric) -0.182738683909507 absolute error 0.22652101095830315 relative error 517.3800166122776% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5279999999999425 y2[1] (analytic) 0.9990843769681459 y2[1] (numeric) 1.593550910193745 absolute error 0.5944665332255992 relative error 59.50113393120877% Correct digits 1 h 0.001 y1[1] (analytic) 0.04278326422997249 y1[1] (numeric) -0.18433163018803583 absolute error 0.2271148944180083 relative error 530.8498510006149% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5289999999999424 y2[1] (analytic) 0.9991266606830985 y2[1] (numeric) 1.5947606111494572 absolute error 0.5956339504663587 relative error 59.6154595713747% Correct digits 1 h 0.001 y1[1] (analytic) 0.041784158627888174 y1[1] (numeric) -0.18592578590491352 absolute error 0.2277099445328017 relative error 544.9671646153963% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5299999999999423 y2[1] (analytic) 0.9991679452714737 y2[1] (numeric) 1.5959708381022863 absolute error 0.5968028928308127 relative error 59.729987901949904% Correct digits 1 h 0.001 y1[1] (analytic) 0.04078501124164872 y1[1] (numeric) -0.1875211515856671 absolute error 0.2283061628273158 relative error 559.7795755764677% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5309999999999422 y2[1] (analytic) 0.9992082306919868 y2[1] (numeric) 1.5971815919931667 absolute error 0.5979733613011798 relative error 59.844719342139754% Correct digits 1 h 0.001 y1[1] (analytic) 0.03978582307040141 y1[1] (numeric) -0.18911772775676408 absolute error 0.2289035508271655 relative error 575.339488194371% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.531999999999942 y2[1] (analytic) 0.9992475169043525 y2[1] (numeric) 1.598392873763962 absolute error 0.5991453568596096 relative error 59.95965431225179% Correct digits 1 h 0.001 y1[1] (analytic) 0.038786595113334356 y1[1] (numeric) -0.1907155149456134 absolute error 0.22950211005894774 relative error 591.7047098059086% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.532999999999942 y2[1] (analytic) 0.9992858038692846 y2[1] (numeric) 1.5996046843574652 absolute error 0.6003188804881806 relative error 60.0747932336991% Correct digits 1 h 0.001 y1[1] (analytic) 0.03778732836967542 y1[1] (numeric) -0.19231451368056623 absolute error 0.23010184205024165 relative error 608.9391655296274% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5339999999999419 y2[1] (analytic) 0.9993230915484961 y2[1] (numeric) 1.6008170247173978 absolute error 0.6014939331689018 relative error 60.19013652900384% Correct digits 1 h 0.001 y1[1] (analytic) 0.03678802383869126 y1[1] (numeric) -0.19391472449091712 absolute error 0.23070274832960838 relative error 627.1137295691599% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5349999999999417 y2[1] (analytic) 0.9993593799046993 y2[1] (numeric) 1.6020298957884105 absolute error 0.6026705158837112 relative error 60.30568462180072% Correct digits 1 h 0.001 y1[1] (analytic) 0.035788682519686324 y1[1] (numeric) -0.19551614790690472 absolute error 0.23130483042659106 relative error 646.3071958554409% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5359999999999416 y2[1] (analytic) 0.9993946689016059 y2[1] (numeric) 1.603243298516082 absolute error 0.6038486296144762 relative error 60.421437936840476% Correct digits 1 h 0.001 y1[1] (analytic) 0.034789305412001856 y1[1] (numeric) -0.19711878445971281 absolute error 0.23190808987171468 relative error 666.607416058699% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5369999999999415 y2[1] (analytic) 0.9994289585039269 y2[1] (numeric) 1.6044572338469199 absolute error 0.605028275342993 relative error 60.537396899993446% Correct digits 1 h 0.001 y1[1] (analytic) 0.03378989351501487 y1[1] (numeric) -0.19872263468147125 absolute error 0.23251252819648613 relative error 688.1126396363661% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5379999999999414 y2[1] (analytic) 0.9994622486773727 y2[1] (numeric) 1.6056717027283596 absolute error 0.6062094540509869 relative error 60.65356193825305% Correct digits 1 h 0.001 y1[1] (analytic) 0.03279044782813719 y1[1] (numeric) -0.20032769910525683 absolute error 0.23311814693339403 relative error 710.933099039158% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5389999999999413 y2[1] (analytic) 0.999494539388653 y2[1] (numeric) 1.6068867061087646 absolute error 0.6073921667201116 relative error 60.76993347973936% Correct digits 1 h 0.001 y1[1] (analytic) 0.031790969350814414 y1[1] (numeric) -0.20193397826509427 absolute error 0.23372494761590867 relative error 735.1928940471932% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5399999999999412 y2[1] (analytic) 0.9995258306054773 y2[1] (numeric) 1.608102244937426 absolute error 0.6085764143319488 relative error 60.886511953702566% Correct digits 1 h 0.001 y1[1] (analytic) 0.030791459082524935 y1[1] (numeric) -0.2035414726959571 absolute error 0.23433293177848202 relative error 761.0322432283598% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.540999999999941 y2[1] (analytic) 0.9995561222965542 y2[1] (numeric) 1.6093183201645629 absolute error 0.6097621978680087 relative error 61.003297790526744% Correct digits 1 h 0.001 y1[1] (analytic) 0.02979191802277894 y1[1] (numeric) -0.2051501829337686 absolute error 0.23494210095654755 relative error 788.6101887663309% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.541999999999941 y2[1] (analytic) 0.9995854144315922 y2[1] (numeric) 1.610534932741321 absolute error 0.6109495183097288 relative error 61.12029142173321% Correct digits 1 h 0.001 y1[1] (analytic) 0.028792347171117404 y1[1] (numeric) -0.20676010951540275 absolute error 0.23555245668652014 relative error 818.1078648662965% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5429999999999409 y2[1] (analytic) 0.999613706981299 y2[1] (numeric) 1.6117520836197736 absolute error 0.6121383766384746 relative error 61.237493279984264% Correct digits 1 h 0.001 y1[1] (analytic) 0.027792747527111097 y1[1] (numeric) -0.2083712529786851 absolute error 0.23616400050579622 relative error 849.7324716652228% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5439999999999408 y2[1] (analytic) 0.9996409999173821 y2[1] (numeric) 1.6129697737529212 absolute error 0.6133287738355391 relative error 61.35490379908679% Correct digits 1 h 0.001 y1[1] (analytic) 0.02679312009035958 y1[1] (numeric) -0.20998361386239384 absolute error 0.23677673395275342 relative error 883.7221389454673% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5449999999999406 y2[1] (analytic) 0.9996672932125487 y2[1] (numeric) 1.6141880040946903 absolute error 0.6145207108821417 relative error 61.472523413995766% Correct digits 1 h 0.001 y1[1] (analytic) 0.025793465860490205 y1[1] (numeric) -0.21159719270626048 absolute error 0.23739065856675068 relative error 920.3519211056465% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5459999999999405 y2[1] (analytic) 0.9996925868405053 y2[1] (numeric) 1.6154067755999346 absolute error 0.6157141887594293 relative error 61.59035256081805% Correct digits 1 h 0.001 y1[1] (analytic) 0.024793785837157117 y1[1] (numeric) -0.21321199005097102 absolute error 0.23800577588812813 relative error 959.941242742533% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5469999999999404 y2[1] (analytic) 0.9997168807759583 y2[1] (numeric) 1.6166260892244337 absolute error 0.6169092084484754 relative error 61.70839167681594% Correct digits 1 h 0.001 y1[1] (analytic) 0.02379408102004026 y1[1] (numeric) -0.21482800643816674 absolute error 0.238622087458207 relative error 1002.8632215601461% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5479999999999403 y2[1] (analytic) 0.999740174994614 y2[1] (numeric) 1.6178459459248935 absolute error 0.6181057709302795 relative error 61.82664120041085% Correct digits 1 h 0.001 y1[1] (analytic) 0.022794352408844365 y1[1] (numeric) -0.2164452424104452 absolute error 0.23923959481928955 relative error 1049.556445071293% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5489999999999402 y2[1] (analytic) 0.9997624694731779 y2[1] (numeric) 1.6190663466589457 absolute error 0.6193038771857677 relative error 61.945101571187024% Correct digits 1 h 0.001 y1[1] (analytic) 0.02179460100329796 y1[1] (numeric) -0.21806369851136104 absolute error 0.239858299514659 relative error 1100.5399891393454% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.54999999999994 y2[1] (analytic) 0.9997837641893558 y2[1] (numeric) 1.6202872923851477 absolute error 0.6205035281957919 relative error 62.0637732298952% Correct digits 1 h 0.001 y1[1] (analytic) 0.02079482780315237 y1[1] (numeric) -0.2196833752854271 absolute error 0.24047820308857948 relative error 1156.432769556882% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.55099999999994 y2[1] (analytic) 0.9998040591218527 y2[1] (numeric) 1.6215087840629825 absolute error 0.6217047249411298 relative error 62.18265661845634% Correct digits 1 h 0.001 y1[1] (analytic) 0.019795033808180706 y1[1] (numeric) -0.2213042732781152 absolute error 0.2410993070862959 relative error 1217.9787588271593% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5519999999999399 y2[1] (analytic) 0.9998233542503737 y2[1] (numeric) 1.6227308226528578 absolute error 0.6229074684024841 relative error 62.30175217996527% Correct digits 1 h 0.001 y1[1] (analytic) 0.018795220018176885 y1[1] (numeric) -0.22292639303585707 absolute error 0.24172161305403395 relative error 1286.0802524272908% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5529999999999398 y2[1] (analytic) 0.9998416495556239 y2[1] (numeric) 1.623953409116107 absolute error 0.624111759560483 relative error 62.421060358694525% Correct digits 1 h 0.001 y1[1] (analytic) 0.017795387432954612 y1[1] (numeric) -0.22454973510604537 absolute error 0.24234512253899998 relative error 1361.8423507330338% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5539999999999397 y2[1] (analytic) 0.9998589450193078 y2[1] (numeric) 1.625176544414988 absolute error 0.6253175993956801 relative error 62.54058160009809% Correct digits 1 h 0.001 y1[1] (analytic) 0.01679553705234639 y1[1] (numeric) -0.22617430003703448 absolute error 0.24296983708938086 relative error 1446.6333308194942% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5549999999999395 y2[1] (analytic) 0.9998752406241301 y2[1] (numeric) 1.626400229512683 absolute error 0.6265249888885528 relative error 62.660316350815016% Correct digits 1 h 0.001 y1[1] (analytic) 0.01579566987620252 y1[1] (numeric) -0.22780008837814159 absolute error 0.2435957582543441 relative error 1542.167949593206% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5559999999999394 y2[1] (analytic) 0.999890536353795 y2[1] (numeric) 1.6276244653732987 absolute error 0.6277339290195038 relative error 62.780265058673415% Correct digits 1 h 0.001 y1[1] (analytic) 0.014795786904390082 y1[1] (numeric) -0.22942710067964747 absolute error 0.24422288758403754 relative error 1650.6245268480702% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5569999999999393 y2[1] (analytic) 0.999904832193007 y2[1] (numeric) 1.6288492529618663 absolute error 0.6289444207688594 relative error 62.900428172694056% Correct digits 1 h 0.001 y1[1] (analytic) 0.013795889136791976 y1[1] (numeric) -0.2310553374927975 absolute error 0.24485122662958947 relative error 1774.812947551171% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5579999999999392 y2[1] (analytic) 0.9999181281274699 y2[1] (numeric) 1.6300745932443406 absolute error 0.6301564651168706 relative error 63.02080614309435% Correct digits 1 h 0.001 y1[1] (analytic) 0.012795977573305882 y1[1] (numeric) -0.2326847993698025 absolute error 0.24548077694310838 relative error 1918.4214378056902% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.558999999999939 y2[1] (analytic) 0.9999304241438882 y2[1] (numeric) 1.6313004871875998 absolute error 0.6313700630437116 relative error 63.141399421291986% Correct digits 1 h 0.001 y1[1] (analytic) 0.011796053213843282 y1[1] (numeric) -0.23431548686383974 absolute error 0.24611154007768302 relative error 2086.3888591894306% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.559999999999939 y2[1] (analytic) 0.9999417202299656 y2[1] (numeric) 1.6325269357594459 absolute error 0.6325852155294802 relative error 63.26220845990893% Correct digits 1 h 0.001 y1[1] (analytic) 0.01079611705832845 y1[1] (numeric) -0.23594740052905386 absolute error 0.2467435175873823 relative error 2285.4839036506824% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5609999999999389 y2[1] (analytic) 0.9999520163744061 y2[1] (numeric) 1.6337539399286038 absolute error 0.6338019235541977 relative error 63.38323371277517% Correct digits 1 h 0.001 y1[1] (analytic) 0.009796170106697462 y1[1] (numeric) -0.23758054092055772 absolute error 0.24737671102725517 relative error 2525.239030487315% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5619999999999388 y2[1] (analytic) 0.9999613125669137 y2[1] (numeric) 1.6349815006647217 absolute error 0.635020188097808 relative error 63.50447563493261% Correct digits 1 h 0.001 y1[1] (analytic) 0.008796213358897182 y1[1] (numeric) -0.23921490859443337 absolute error 0.24801112195333055 relative error 2819.521444446008% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5629999999999387 y2[1] (analytic) 0.9999696087981919 y2[1] (numeric) 1.6362096189383701 absolute error 0.6362400101401783 relative error 63.625934682639% Correct digits 1 h 0.001 y1[1] (analytic) 0.007796247814884276 y1[1] (numeric) -0.24085050410773298 absolute error 0.24864675192261726 relative error 3189.31308786659% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5639999999999386 y2[1] (analytic) 0.9999769050599446 y2[1] (numeric) 1.6374382957210423 absolute error 0.6374613906610976 relative error 63.74761131337172% Correct digits 1 h 0.001 y1[1] (analytic) 0.006796274474624204 y1[1] (numeric) -0.24248732801847978 absolute error 0.24928360249310397 relative error 3667.9448928067013% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5649999999999384 y2[1] (analytic) 0.9999832013448757 y2[1] (numeric) 1.6386675319851536 absolute error 0.6386843306402779 relative error 63.8695059858318% Correct digits 1 h 0.001 y1[1] (analytic) 0.005796294338090225 y1[1] (numeric) -0.24412538088566887 absolute error 0.2499216752237591 relative error 4311.749208134655% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5659999999999383 y2[1] (analytic) 0.9999884976466887 y2[1] (numeric) 1.6398973287040415 absolute error 0.6399088310573527 relative error 63.99161915994781% Correct digits 1 h 0.001 y1[1] (analytic) 0.00479630840526239 y1[1] (numeric) -0.24576466326926832 absolute error 0.25056097167453073 relative error 5224.037958018327% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5669999999999382 y2[1] (analytic) 0.9999927939600874 y2[1] (numeric) 1.641127686851965 absolute error 0.6411348928918776 relative error 64.11395129687976% Correct digits 1 h 0.001 y1[1] (analytic) 0.0037963176761265497 y1[1] (numeric) -0.24740517573021995 absolute error 0.2512014934063465 relative error 6616.977683033414% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.567999999999938 y2[1] (analytic) 0.9999960902807755 y2[1] (numeric) 1.6423586074041052 absolute error 0.6423625171233297 relative error 64.23650285902312% Correct digits 1 h 0.001 y1[1] (analytic) 0.00279632315067335 y1[1] (numeric) -0.2490469188304403 absolute error 0.25184324198111363 relative error 9006.228122113504% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.568999999999938 y2[1] (analytic) 0.9999983866054567 y2[1] (numeric) 1.6435900913365638 absolute error 0.643591704731107 relative error 64.3592743100127% Correct digits 1 h 0.001 y1[1] (analytic) 0.0017963258288972324 y1[1] (numeric) -0.2506898931328216 absolute error 0.2524862189617188 relative error 14055.702751695138% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.569999999999938 y2[1] (analytic) 0.9999996829318346 y2[1] (numeric) 1.6448221396263636 absolute error 0.644822456694529 relative error 64.48226611472671% Correct digits 1 h 0.001 y1[1] (analytic) 0.0007963267107954358 y1[1] (numeric) -0.2523340992012325 absolute error 0.25313042591202795 relative error 31787.257978472266% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5709999999999378 y2[1] (analytic) 0.9999999792586128 y2[1] (numeric) 1.6460547532514487 absolute error 0.6460547739928358 relative error 64.60547873929083% Correct digits 1 h 0.001 y1[1] (analytic) -0.0002036732036330054 y1[1] (numeric) -0.2539795376005194 absolute error 0.2537758643968864 relative error 124599.53487752858% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5719999999999377 y2[1] (analytic) 0.9999992755854952 y2[1] (numeric) 1.6472879331906831 absolute error 0.647288657605188 relative error 64.72891265108201% Correct digits 1 h 0.001 y1[1] (analytic) -0.0012036729143882598 y1[1] (numeric) -0.2556262088965068 absolute error 0.2544225359821185 relative error 21137.182114912266% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5729999999999376 y2[1] (analytic) 0.9999975719131853 y2[1] (numeric) 1.6485216804238514 absolute error 0.6485241085106661 relative error 64.85256831873265% Correct digits 1 h 0.001 y1[1] (analytic) -0.0022036714214707003 y1[1] (numeric) -0.2572741136559987 absolute error 0.255070442234528 relative error 11574.794669901263% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5739999999999374 y2[1] (analytic) 0.9999948682433868 y2[1] (numeric) 1.649755995931658 absolute error 0.6497611276882711 relative error 64.97644621213466% Correct digits 1 h 0.001 y1[1] (analytic) -0.003203667724881903 y1[1] (numeric) -0.2589232524467794 absolute error 0.2557195847218975 relative error 7982.088240169292% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5749999999999373 y2[1] (analytic) 0.9999911645788034 y2[1] (numeric) 1.650990880695727 absolute error 0.6509997161169235 relative error 65.10054680244347% Correct digits 1 h 0.001 y1[1] (analytic) -0.004203660824625648 y1[1] (numeric) -0.2605736258376141 absolute error 0.2563699650129885 relative error 6098.730980176527% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5759999999999372 y2[1] (analytic) 0.9999864609231388 y2[1] (numeric) 1.6522263356986022 absolute error 0.6522398747754634 relative error 65.22487056208215% Correct digits 1 h 0.001 y1[1] (analytic) -0.005203649720708918 y1[1] (numeric) -0.2622252343982504 absolute error 0.2570215846775415 relative error 4939.25606972881% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5769999999999371 y2[1] (analytic) 0.9999807572810966 y2[1] (numeric) 1.653462361923747 absolute error 0.6534816046426504 relative error 65.34941796474543% Correct digits 1 h 0.001 y1[1] (analytic) -0.006203633413142901 y1[1] (numeric) -0.2638780786994187 absolute error 0.2576744452862758 relative error 4153.605284612266% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.577999999999937 y2[1] (analytic) 0.9999740536583803 y2[1] (numeric) 1.6546989603555429 absolute error 0.6547249066971625 relative error 65.47418948540391% Correct digits 1 h 0.001 y1[1] (analytic) -0.007203610901943988 y1[1] (numeric) -0.2655321593128334 absolute error 0.2583285484108894 relative error 3586.098026771214% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.578999999999937 y2[1] (analytic) 0.9999663500616939 y2[1] (numeric) 1.6559361319792905 absolute error 0.6559697819175966 relative error 65.59918560030805% Correct digits 1 h 0.001 y1[1] (analytic) -0.008203581187134774 y1[1] (numeric) -0.26718747681119376 absolute error 0.258983895624059 relative error 3156.961450326221% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5799999999999368 y2[1] (analytic) 0.9999576464987406 y2[1] (numeric) 1.657173877781209 absolute error 0.6572162312824684 relative error 65.72440678699247% Correct digits 1 h 0.001 y1[1] (analytic) -0.009203543268745056 y1[1] (numeric) -0.2688440317681847 absolute error 0.25964048849943966 relative error 2821.0927130768277% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5809999999999367 y2[1] (analytic) 0.9999479429782242 y2[1] (numeric) 1.6584121987484357 absolute error 0.6584642557702115 relative error 65.84985352428% Correct digits 1 h 0.001 y1[1] (analytic) -0.010203496146812836 y1[1] (numeric) -0.27050182475847795 absolute error 0.26029832861166513 relative error 2551.0699946995314% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5819999999999366 y2[1] (analytic) 0.9999372395098481 y2[1] (numeric) 1.6596510958690258 absolute error 0.6597138563591777 relative error 65.9755262922859% Correct digits 1 h 0.001 y1[1] (analytic) -0.01120343882138532 y1[1] (numeric) -0.2721608563577327 absolute error 0.2609574175363474 relative error 2329.2617712896085% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5829999999999365 y2[1] (analytic) 0.9999255361043159 y2[1] (numeric) 1.660890570131952 absolute error 0.6609650340276362 relative error 66.10142557242202% Correct digits 1 h 0.001 y1[1] (analytic) -0.012203370292519916 y1[1] (numeric) -0.27382112714259677 absolute error 0.2616177568500768 relative error 2143.815606500411% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5839999999999363 y2[1] (analytic) 0.999912832773331 y2[1] (numeric) 1.6621306225271046 absolute error 0.6622177897537737 relative error 66.22755184740097% Correct digits 1 h 0.001 y1[1] (analytic) -0.013203289560285237 y1[1] (numeric) -0.27548263769070735 absolute error 0.26227934813042214 relative error 1986.4697122097805% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5849999999999362 y2[1] (analytic) 0.9998991295295965 y2[1] (numeric) 1.6633712540452907 absolute error 0.6634721245156943 relative error 66.35390560124053% Correct digits 1 h 0.001 y1[1] (analytic) -0.014203195624762096 y1[1] (numeric) -0.277145388580692 absolute error 0.2629421929559299 relative error 1851.288962728303% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5859999999999361 y2[1] (analytic) 0.9998844263868158 y2[1] (numeric) 1.6646124656782344 absolute error 0.6647280392914185 relative error 66.4804873192676% Correct digits 1 h 0.001 y1[1] (analytic) -0.015203087486044516 y1[1] (numeric) -0.2788093803921695 absolute error 0.263606292906125 relative error 1733.8997302232133% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.586999999999936 y2[1] (analytic) 0.9998687233596921 y2[1] (numeric) 1.6658542584185763 absolute error 0.6659855350588841 relative error 66.60729748812264% Correct digits 1 h 0.001 y1[1] (analytic) -0.016202964144240717 y1[1] (numeric) -0.28047461370575094 absolute error 0.2642716495615102 relative error 1631.0080501871912% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.587999999999936 y2[1] (analytic) 0.9998520204639283 y2[1] (numeric) 1.6670966332598733 absolute error 0.667244612795945 relative error 66.734336595764% Correct digits 1 h 0.001 y1[1] (analytic) -0.01720282459947412 y1[1] (numeric) -0.2821410891030403 absolute error 0.26493826450356617 relative error 1540.085832832738% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5889999999999358 y2[1] (analytic) 0.9998343177162274 y2[1] (numeric) 1.6683395911965984 absolute error 0.6685052734803709 relative error 66.86160513147198% Correct digits 1 h 0.001 y1[1] (analytic) -0.01820266785188436 y1[1] (numeric) -0.2838088071666358 absolute error 0.26560613931475147 relative error 1459.1605004057446% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5899999999999357 y2[1] (analytic) 0.9998156151342921 y2[1] (numeric) 1.66958313322414 absolute error 0.6697675180898479 relative error 66.98910358585336% Correct digits 1 h 0.001 y1[1] (analytic) -0.019202492901628267 y1[1] (numeric) -0.28547776848013046 absolute error 0.26627527557850217 relative error 1386.670350264384% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5909999999999356 y2[1] (analytic) 0.999795912736825 y2[1] (numeric) 1.6708272603388021 absolute error 0.6710313476019771 relative error 67.11683245084559% Correct digits 1 h 0.001 y1[1] (analytic) -0.02020229874888087 y1[1] (numeric) -0.2871479736281131 absolute error 0.26694567487923226 relative error 1321.362871608955% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5919999999999355 y2[1] (analytic) 0.9997752105435285 y2[1] (numeric) 1.6720719735378038 absolute error 0.6722967629942753 relative error 67.24479221972115% Correct digits 1 h 0.001 y1[1] (analytic) -0.021202084393836407 y1[1] (numeric) -0.2888194231961695 absolute error 0.26761733880233307 relative error 1262.2218355103391% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5929999999999354 y2[1] (analytic) 0.9997535085751047 y2[1] (numeric) 1.6733172738192792 absolute error 0.6735637652441745 relative error 67.37298338709199% Correct digits 1 h 0.001 y1[1] (analytic) -0.02220184883670932 y1[1] (numeric) -0.29049211777088285 absolute error 0.2682902689341735 relative error 1208.414087076266% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5939999999999352 y2[1] (analytic) 0.9997308068532557 y2[1] (numeric) 1.6745631621822767 absolute error 0.6748323553290211 relative error 67.50140644891377% Correct digits 1 h 0.001 y1[1] (analytic) -0.023201591077735246 y1[1] (numeric) -0.2921660579398352 absolute error 0.26896446686209996 relative error 1159.250096085885% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5949999999999351 y2[1] (analytic) 0.9997071054006831 y2[1] (numeric) 1.6758096396267592 absolute error 0.6761025342260761 relative error 67.63006190249033% Correct digits 1 h 0.001 y1[1] (analytic) -0.024201310117172026 y1[1] (numeric) -0.2938412442916079 absolute error 0.2696399341744359 relative error 1114.1542869743776% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.595999999999935 y2[1] (analytic) 0.9996824042410885 y2[1] (numeric) 1.6770567071536033 absolute error 0.6773743029125149 relative error 67.75895024647807% Correct digits 1 h 0.001 y1[1] (analytic) -0.025201004955300706 y1[1] (numeric) -0.29551767741578283 absolute error 0.27031667246048213 relative error 1072.6424320773942% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.596999999999935 y2[1] (analytic) 0.9996567033991728 y2[1] (numeric) 1.6783043657645995 absolute error 0.6786476623654267 relative error 67.88807198089043% Correct digits 1 h 0.001 y1[1] (analytic) -0.02620067459242653 y1[1] (numeric) -0.29719535790294316 absolute error 0.2709946833105166 relative error 1034.3042212693613% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5979999999999348 y2[1] (analytic) 0.9996300029006371 y2[1] (numeric) 1.679552616462452 absolute error 0.6799226135618148 relative error 68.01742760710225% Correct digits 1 h 0.001 y1[1] (analytic) -0.027200318028879948 y1[1] (numeric) -0.29887428634467433 absolute error 0.2716739683157944 relative error 998.7896760153482% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5989999999999347 y2[1] (analytic) 0.9996023027721819 y2[1] (numeric) 1.6808014602507773 absolute error 0.6811991574785954 relative error 68.14701762785421% Correct digits 1 h 0.001 y1[1] (analytic) -0.0281999342650176 y1[1] (numeric) -0.3005544633335649 absolute error 0.2723545290685473 relative error 965.7984536737263% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.5999999999999346 y2[1] (analytic) 0.9995736030415071 y2[1] (numeric) 1.6820508981341054 absolute error 0.6824772950925982 relative error 68.27684254725747% Correct digits 1 h 0.001 y1[1] (analytic) -0.02919952230122334 y1[1] (numeric) -0.30223588946320756 absolute error 0.2730363671619842 relative error 935.0713492684265% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6009999999999345 y2[1] (analytic) 0.9995439037373126 y2[1] (numeric) 1.6833009311178784 absolute error 0.6837570273805658 relative error 68.40690287079796% Correct digits 1 h 0.001 y1[1] (analytic) -0.03019908113790921 y1[1] (numeric) -0.30391856532819994 absolute error 0.27371948419029074 relative error 906.3834854454824% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6019999999999344 y2[1] (analytic) 0.9995132048892976 y2[1] (numeric) 1.6845515602084509 absolute error 0.6850383553191532 relative error 68.53719910534105% Correct digits 1 h 0.001 y1[1] (analytic) -0.03119860977551646 y1[1] (numeric) -0.3056024915241456 absolute error 0.2744038817486291 relative error 879.5388118991486% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6029999999999343 y2[1] (analytic) 0.999481506528161 y2[1] (numeric) 1.6858027864130891 absolute error 0.6863212798849281 relative error 68.66773175913592% Correct digits 1 h 0.001 y1[1] (analytic) -0.03219810721451653 y1[1] (numeric) -0.3072876686476549 absolute error 0.27508956143313834 relative error 854.3656296327695% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6039999999999341 y2[1] (analytic) 0.9994488086856013 y2[1] (numeric) 1.687054610739971 absolute error 0.6876058020543698 relative error 68.79850134182024% Correct digits 1 h 0.001 y1[1] (analytic) -0.03319757245541208 y1[1] (numeric) -0.30897409729634584 absolute error 0.27577652484093373 relative error 830.712923998679% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.604999999999934 y2[1] (analytic) 0.9994151113943162 y2[1] (numeric) 1.6883070341981858 absolute error 0.6888919228038697 relative error 68.9295083644247% Correct digits 1 h 0.001 y1[1] (analytic) -0.03419700449873793 y1[1] (numeric) -0.31066177806884526 absolute error 0.27646477357010735 relative error 808.447340995351% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.605999999999934 y2[1] (analytic) 0.9993804146880029 y2[1] (numeric) 1.6895600577977337 absolute error 0.6901796431097308 relative error 69.06075333937763% Correct digits 1 h 0.001 y1[1] (analytic) -0.03519640234506213 y1[1] (numeric) -0.31235071156478933 absolute error 0.27715430921972717 relative error 787.4506789146603% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6069999999999338 y2[1] (analytic) 0.9993447186013581 y2[1] (numeric) 1.6908136825495255 absolute error 0.6914689639481674 relative error 69.19223678050943% Correct digits 1 h 0.001 y1[1] (analytic) -0.036195764994986925 y1[1] (numeric) -0.3140408983848248 absolute error 0.27784513338983785 relative error 767.617795696041% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6079999999999337 y2[1] (analytic) 0.9993080231700782 y2[1] (numeric) 1.6920679094653823 absolute error 0.6927598862953042 relative error 69.32395920305738% Correct digits 1 h 0.001 y1[1] (analytic) -0.037195091449149745 y1[1] (numeric) -0.3157323391306097 absolute error 0.27853724768146 relative error 748.8548537708385% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6089999999999336 y2[1] (analytic) 0.9992703284308582 y2[1] (numeric) 1.6933227395580355 absolute error 0.6940524111271773 relative error 69.45592112367024% Correct digits 1 h 0.001 y1[1] (analytic) -0.03819438070822421 y1[1] (numeric) -0.31742503440481445 absolute error 0.2792306536965902 relative error 731.077840559056% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6099999999999335 y2[1] (analytic) 0.9992316344213932 y2[1] (numeric) 1.694578173841126 absolute error 0.6953465394197329 relative error 69.58812306041277% Correct digits 1 h 0.001 y1[1] (analytic) -0.03919363177292114 y1[1] (numeric) -0.31911898481112255 absolute error 0.27992535303820143 relative error 714.2113153994617% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6109999999999334 y2[1] (analytic) 0.9991919411803769 y2[1] (numeric) 1.6958342133292044 absolute error 0.6966422721488275 relative error 69.7205655327706% Correct digits 1 h 0.001 y1[1] (analytic) -0.040192843643989576 y1[1] (numeric) -0.3208141909542317 absolute error 0.28062134731024213 relative error 698.1873434879648% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6119999999999333 y2[1] (analytic) 0.9991512487475028 y2[1] (numeric) 1.6970908590377298 absolute error 0.697939610290227 relative error 69.85324906165478% Correct digits 1 h 0.001 y1[1] (analytic) -0.041192015322217716 y1[1] (numeric) -0.32251065343985447 absolute error 0.28131863811763674 relative error 682.9445850538467% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6129999999999332 y2[1] (analytic) 0.9991095571634632 y2[1] (numeric) 1.6983481119830706 absolute error 0.6992385548196074 relative error 69.98617416940651% Correct digits 1 h 0.001 y1[1] (analytic) -0.042191145808433965 y1[1] (numeric) -0.32420837287471943 absolute error 0.28201722706628546 relative error 668.4275140257283% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.613999999999933 y2[1] (analytic) 0.9990668664699497 y2[1] (numeric) 1.6996059731825035 absolute error 0.7005391067125538 relative error 70.11934137980192% Correct digits 1 h 0.001 y1[1] (analytic) -0.04319023410350792 y1[1] (numeric) -0.325907349866572 absolute error 0.2827171157630641 relative error 654.5857452069281% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.614999999999933 y2[1] (analytic) 0.9990231767096529 y2[1] (numeric) 1.7008644436542133 absolute error 0.7018412669445604 relative error 70.2527512180568% Correct digits 1 h 0.001 y1[1] (analytic) -0.04418927920835137 y1[1] (numeric) -0.3276075850241752 absolute error 0.28341830581582383 relative error 641.3734527768906% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6159999999999328 y2[1] (analytic) 0.9989784879262628 y2[1] (numeric) 1.7021235244172925 absolute error 0.7031450364910298 relative error 70.38640421083129% Correct digits 1 h 0.001 y1[1] (analytic) -0.045188280123919296 y1[1] (numeric) -0.3293090789573109 absolute error 0.2841207988333916 relative error 628.7488659764223% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6169999999999327 y2[1] (analytic) 0.9989328001644678 y2[1] (numeric) 1.7033832164917413 absolute error 0.7044504163272735 relative error 70.5203008862348% Correct digits 1 h 0.001 y1[1] (analytic) -0.046187235851210866 y1[1] (numeric) -0.33101183227678027 absolute error 0.2848245964255694 relative error 616.6738302831394% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6179999999999326 y2[1] (analytic) 0.998886113469956 y2[1] (numeric) 1.7046435208984667 absolute error 0.7057574074285107 relative error 70.65444177383071% Correct digits 1 h 0.001 y1[1] (analytic) -0.047186145391270425 y1[1] (numeric) -0.33271584559440515 absolute error 0.28552970020313473 relative error 605.1134243653617% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6189999999999325 y2[1] (analytic) 0.998838427889414 y2[1] (numeric) 1.705904438659283 absolute error 0.707066010769869 relative error 70.78882740464121% Correct digits 1 h 0.001 y1[1] (analytic) -0.04818500774518853 y1[1] (numeric) -0.33442111952302855 absolute error 0.28623611177784003 relative error 594.0356247144567% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6199999999999324 y2[1] (analytic) 0.9987897434705273 y2[1] (numeric) 1.7071659707969105 absolute error 0.7083762273263832 relative error 70.92345831115217% Correct digits 1 h 0.001 y1[1] (analytic) -0.04918382191410291 y1[1] (numeric) -0.33612765467651595 absolute error 0.28694383276241303 relative error 583.4110111726294% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6209999999999323 y2[1] (analytic) 0.9987400602619805 y2[1] (numeric) 1.708428118334976 absolute error 0.7096880580729956 relative error 71.05833502731798% Correct digits 1 h 0.001 y1[1] (analytic) -0.05018258689919947 y1[1] (numeric) -0.33783545166975587 absolute error 0.2876528647705564 relative error 573.2125076540148% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6219999999999322 y2[1] (analytic) 0.9986893783134565 y2[1] (numeric) 1.7096908822980121 absolute error 0.7110015039845556 relative error 71.19345808856647% Correct digits 1 h 0.001 y1[1] (analytic) -0.05118130170171331 y1[1] (numeric) -0.3395445111186609 absolute error 0.2883632094169476 relative error 563.4151532478404% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.622999999999932 y2[1] (analytic) 0.9986376976756375 y2[1] (numeric) 1.7109542637114565 absolute error 0.712316566035819 relative error 71.3288280318037% Correct digits 1 h 0.001 y1[1] (analytic) -0.05217996532292972 y1[1] (numeric) -0.3412548336401687 absolute error 0.28907486831723894 relative error 553.9958996297171% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.623999999999932 y2[1] (analytic) 0.998585018400204 y2[1] (numeric) 1.7122182636016525 absolute error 0.7136332452014486 relative error 71.464445395419% Correct digits 1 h 0.001 y1[1] (analytic) -0.05317857676418515 y1[1] (numeric) -0.3429664198522427 absolute error 0.28978784308805755 relative error 544.933431319705% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6249999999999318 y2[1] (analytic) 0.9985313405398353 y2[1] (numeric) 1.713482882995848 absolute error 0.7149515424560127 relative error 71.6003107192899% Correct digits 1 h 0.001 y1[1] (analytic) -0.05417713502686825 y1[1] (numeric) -0.3446792703738733 absolute error 0.29050213534700503 relative error 536.2080058366603% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6259999999999317 y2[1] (analytic) 0.9984766641482092 y2[1] (numeric) 1.714748122922195 absolute error 0.7162714587739858 relative error 71.73642454478693% Correct digits 1 h 0.001 y1[1] (analytic) -0.05517563911242084 y1[1] (numeric) -0.34639338582507845 absolute error 0.2912177467126576 relative error 527.8013112259541% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6269999999999316 y2[1] (analytic) 0.9984209892800023 y2[1] (numeric) 1.7160139844097504 absolute error 0.7175929951297481 relative error 71.87278741477886% Correct digits 1 h 0.001 y1[1] (analytic) -0.05617408802233891 y1[1] (numeric) -0.3481087668269047 absolute error 0.2919346788045658 relative error 519.6963387967621% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6279999999999315 y2[1] (analytic) 0.9983643159908893 y2[1] (numeric) 1.7172804684884742 absolute error 0.7189161524975849 relative error 72.00939987363746% Correct digits 1 h 0.001 y1[1] (analytic) -0.05717248075817365 y1[1] (numeric) -0.3498254140014283 absolute error 0.29265293324325464 relative error 511.8772692077309% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6289999999999314 y2[1] (analytic) 0.9983066443375435 y2[1] (numeric) 1.71854757618923 absolute error 0.7202409318516865 relative error 72.14626246724264% Correct digits 1 h 0.001 y1[1] (analytic) -0.058170816321532384 y1[1] (numeric) -0.3515433279717557 absolute error 0.2933725116502233 relative error 504.32937029564977% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6299999999999313 y2[1] (analytic) 0.9982479743776366 y2[1] (numeric) 1.7198153085437844 absolute error 0.7215673341661478 relative error 72.28337574298742% Correct digits 1 h 0.001 y1[1] (analytic) -0.05916909371407965 y1[1] (numeric) -0.3532625093620247 absolute error 0.29409341564794506 relative error 497.0389052586819% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6309999999999312 y2[1] (analytic) 0.9981883061698383 y2[1] (numeric) 1.721083666584807 absolute error 0.7228953604149687 relative error 72.42074024978315% Correct digits 1 h 0.001 y1[1] (analytic) -0.06016731193753813 y1[1] (numeric) -0.3549829587974054 absolute error 0.2948156468598673 relative error 489.99304999021075% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.631999999999931 y2[1] (analytic) 0.9981276397738172 y2[1] (numeric) 1.7223526513458698 absolute error 0.7242250115720525 relative error 72.55835653806432% Correct digits 1 h 0.001 y1[1] (analytic) -0.061165469993689686 y1[1] (numeric) -0.35670467690410096 absolute error 0.29553920691041125 relative error 483.17981851672425% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.632999999999931 y2[1] (analytic) 0.9980659752502395 y2[1] (numeric) 1.7236222638614465 absolute error 0.7255562886112069 relative error 72.6962251597939% Correct digits 1 h 0.001 y1[1] (analytic) -0.062163566884376346 y1[1] (numeric) -0.35842766430934864 absolute error 0.2962640974249723 relative error 476.5879956277617% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6339999999999308 y2[1] (analytic) 0.9980033126607697 y2[1] (numeric) 1.7248925051669124 absolute error 0.7268891925061427 relative error 72.83434666846831% Correct digits 1 h 0.001 y1[1] (analytic) -0.0631616016115013 y1[1] (numeric) -0.3601519216414205 absolute error 0.2969903200299192 relative error 470.20707590138% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6349999999999307 y2[1] (analytic) 0.9979396520680703 y2[1] (numeric) 1.7261633762985444 absolute error 0.7282237242304741 relative error 72.97272161912265% Correct digits 1 h 0.001 y1[1] (analytic) -0.06415957317702992 y1[1] (numeric) -0.36187744952962453 absolute error 0.2977178763525946 relative error 464.0272084278485% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6359999999999306 y2[1] (analytic) 0.9978749935358021 y2[1] (numeric) 1.72743487829352 absolute error 0.7295598847577179 relative error 73.11135056833574% Correct digits 1 h 0.001 y1[1] (analytic) -0.06515748058299069 y1[1] (numeric) -0.3636042486043054 absolute error 0.2984467680213147 relative error 458.0391466198342% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6369999999999305 y2[1] (analytic) 0.9978093371286235 y2[1] (numeric) 1.7287070121899177 absolute error 0.7308976750612942 relative error 73.25023407423548% Correct digits 1 h 0.001 y1[1] (analytic) -0.06615532283147632 y1[1] (numeric) -0.3653323194968454 absolute error 0.2991769966653691 relative error 452.23420257125923% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6379999999999304 y2[1] (analytic) 0.997742682912191 y2[1] (numeric) 1.729979779026716 absolute error 0.7322370961145249 relative error 73.38937269650388% Correct digits 1 h 0.001 y1[1] (analytic) -0.06715309892464462 y1[1] (numeric) -0.3670616628396654 absolute error 0.2999085639150208 relative error 446.6042054910394% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6389999999999303 y2[1] (analytic) 0.9976750309531587 y2[1] (numeric) 1.7312531798437931 absolute error 0.7335781488906344 relative error 73.52876699638244% Correct digits 1 h 0.001 y1[1] (analytic) -0.0681508078647196 y1[1] (numeric) -0.3687922792662256 absolute error 0.300641471401506 relative error 441.14146379347983% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6399999999999302 y2[1] (analytic) 0.9976063813191784 y2[1] (numeric) 1.7325272156819271 absolute error 0.7349208343627487 relative error 73.66841753667723% Correct digits 1 h 0.001 y1[1] (analytic) -0.06914844865399239 y1[1] (numeric) -0.37052416941102667 absolute error 0.3013757207570343 relative error 435.8387304754579% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.64099999999993 y2[1] (analytic) 0.9975367340789002 y2[1] (numeric) 1.7338018875827947 absolute error 0.7362651535038945 relative error 73.80832488176416% Correct digits 1 h 0.001 y1[1] (analytic) -0.0701460202948223 y1[1] (numeric) -0.37225733390961036 absolute error 0.30211131361478805 relative error 430.68917145266454% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.64199999999993 y2[1] (analytic) 0.9974660893019709 y2[1] (numeric) 1.7350771965889717 absolute error 0.7376111072870009 relative error 73.94848959759453% Correct digits 1 h 0.001 y1[1] (analytic) -0.07114352178963775 y1[1] (numeric) -0.37399177339856066 absolute error 0.3028482516089229 relative error 425.6863365640041% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6429999999999298 y2[1] (analytic) 0.9973944470590355 y2[1] (numeric) 1.7363531437439323 absolute error 0.7389586966848969 relative error 74.08891225169998% Correct digits 1 h 0.001 y1[1] (analytic) -0.07214095214093734 y1[1] (numeric) -0.3757274885155045 absolute error 0.3035865363745672 relative error 420.82413298547664% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6439999999999297 y2[1] (analytic) 0.997321807421736 y2[1] (numeric) 1.7376297300920485 absolute error 0.7403079226703124 relative error 74.22959341319802% Correct digits 1 h 0.001 y1[1] (analytic) -0.0731383103512908 y1[1] (numeric) -0.37746447989911286 absolute error 0.30432616954782205 relative error 416.0968008231422% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6449999999999296 y2[1] (analytic) 0.9972481704627123 y2[1] (numeric) 1.73890695667859 absolute error 0.7416587862158777 relative error 74.37053365279738% Correct digits 1 h 0.001 y1[1] (analytic) -0.07413559542334 y1[1] (numeric) -0.3792027481891014 absolute error 0.30506715276576135 relative error 411.49889067960123% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6459999999999295 y2[1] (analytic) 0.9971735362556012 y2[1] (numeric) 1.7401848245497236 absolute error 0.7430112882941223 relative error 74.51173354280327% Correct digits 1 h 0.001 y1[1] (analytic) -0.07513280635979996 y1[1] (numeric) -0.38094229402623153 absolute error 0.30580948766643157 relative error 407.02524301029683% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6469999999999294 y2[1] (analytic) 0.9970979048750369 y2[1] (numeric) 1.7414633347525135 absolute error 0.7443654298774766 relative error 74.65319365712291% Correct digits 1 h 0.001 y1[1] (analytic) -0.07612994216345982 y1[1] (numeric) -0.38268311805231137 absolute error 0.30655317588885156 relative error 402.67096910522577% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6479999999999293 y2[1] (analytic) 0.997021276396651 y2[1] (numeric) 1.7427424883349196 absolute error 0.7457212119382687 relative error 74.7949145712708% Correct digits 1 h 0.001 y1[1] (analytic) -0.07712700183718386 y1[1] (numeric) -0.38442522091019643 absolute error 0.3072982190730126 relative error 398.4314335486854% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6489999999999292 y2[1] (analytic) 0.9969436508970716 y2[1] (numeric) 1.7440222863457988 absolute error 0.7470786354487272 relative error 74.93689686237428% Correct digits 1 h 0.001 y1[1] (analytic) -0.07812398438391249 y1[1] (numeric) -0.3861686032437907 absolute error 0.3080446188598782 relative error 394.30223802475643% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.649999999999929 y2[1] (analytic) 0.9968650284539244 y2[1] (numeric) 1.7453027298349029 absolute error 0.7484377013809784 relative error 75.0791411091789% Correct digits 1 h 0.001 y1[1] (analytic) -0.07912088880666325 y1[1] (numeric) -0.38791326569804746 absolute error 0.3087923768913842 relative error 390.27920634958656% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.650999999999929 y2[1] (analytic) 0.9967854091458319 y2[1] (numeric) 1.7465838198528796 absolute error 0.7497984107070477 relative error 75.22164789205401% Correct digits 1 h 0.001 y1[1] (analytic) -0.0801177141085318 y1[1] (numeric) -0.38965920891897016 absolute error 0.30954149481043836 relative error 386.3583706234013% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6519999999999289 y2[1] (analytic) 0.9967047930524133 y2[1] (numeric) 1.7478655574512714 absolute error 0.751160764398858 relative error 75.36441779299811% Correct digits 1 h 0.001 y1[1] (analytic) -0.08111445929269291 y1[1] (numeric) -0.3914064335536134 absolute error 0.3102919742609205 relative error 382.53595840572007% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6529999999999287 y2[1] (analytic) 0.9966231802542848 y2[1] (numeric) 1.7491479436825152 absolute error 0.7525247634282305 relative error 75.5074513956445% Correct digits 1 h 0.001 y1[1] (analytic) -0.08211112336240149 y1[1] (numeric) -0.39315494025008363 absolute error 0.3110438168876821 relative error 378.808380826645% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6539999999999286 y2[1] (analytic) 0.9965405708330589 y2[1] (numeric) 1.7504309795999424 absolute error 0.7538904087668835 relative error 75.65074928526676% Correct digits 1 h 0.001 y1[1] (analytic) -0.08310770532099356 y1[1] (numeric) -0.3949047296575404 absolute error 0.3117970243365469 relative error 375.1722215554722% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6549999999999285 y2[1] (analytic) 0.9964569648713453 y2[1] (numeric) 1.7517146662577778 absolute error 0.7552577013864326 relative error 75.79431204878432% Correct digits 1 h 0.001 y1[1] (analytic) -0.08410420417188721 y1[1] (numeric) -0.39665580242619697 absolute error 0.3125515982543098 relative error 371.6242265553518% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6559999999999284 y2[1] (analytic) 0.9963723624527498 y2[1] (numeric) 1.75299900471114 absolute error 0.75662664225839 relative error 75.9381402747681% Correct digits 1 h 0.001 y1[1] (analytic) -0.08510061891858371 y1[1] (numeric) -0.39840815920732114 absolute error 0.3133075402887374 relative error 368.1612945594211% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6569999999999283 y2[1] (analytic) 0.9962867636618751 y2[1] (numeric) 1.75428399601604 absolute error 0.7579972323541648 relative error 76.08223455344609% Correct digits 1 h 0.001 y1[1] (analytic) -0.08609694856466839 y1[1] (numeric) -0.4001618006532364 absolute error 0.31406485208856805 relative error 364.78046820982325% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6579999999999282 y2[1] (analytic) 0.9962001685843196 y2[1] (numeric) 1.755569641229382 absolute error 0.7593694726450624 relative error 76.22659547670901% Correct digits 1 h 0.001 y1[1] (analytic) -0.08709319211381168 y1[1] (numeric) -0.4019167274173227 absolute error 0.31482353530351104 relative error 361.47892580640035% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.658999999999928 y2[1] (analytic) 0.9961125773066785 y2[1] (numeric) 1.7568559414089624 absolute error 0.7607433641022839 relative error 76.37122363811595% Correct digits 1 h 0.001 y1[1] (analytic) -0.0880893485697701 y1[1] (numeric) -0.4036729401540173 absolute error 0.3155835915842472 relative error 358.25397361667746% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.659999999999928 y2[1] (analytic) 0.9960239899165432 y2[1] (numeric) 1.758142897613469 absolute error 0.7621189076969258 relative error 76.51611963289999% Correct digits 1 h 0.001 y1[1] (analytic) -0.0890854169363873 y1[1] (numeric) -0.40543043951881563 absolute error 0.31634502258242836 relative error 355.10303870308985% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6609999999999279 y2[1] (analytic) 0.9959344065025009 y2[1] (numeric) 1.759430510902481 absolute error 0.7634961043999802 relative error 76.66128405797404% Correct digits 1 h 0.001 y1[1] (analytic) -0.09008139621759499 y1[1] (numeric) -0.4071892261682724 absolute error 0.31710782995067743 relative error 352.02366222731666% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6619999999999278 y2[1] (analytic) 0.9958438271541351 y2[1] (numeric) 1.760718782336469 absolute error 0.7648749551823338 relative error 76.80671751193651% Correct digits 1 h 0.001 y1[1] (analytic) -0.09107728541741397 y1[1] (numeric) -0.40894930076000224 absolute error 0.31787201534258824 relative error 349.01349319510035% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6629999999999276 y2[1] (analytic) 0.9957522519620252 y2[1] (numeric) 1.7620077129767937 absolute error 0.7662554610147685 relative error 76.95242059507699% Correct digits 1 h 0.001 y1[1] (analytic) -0.09207308353995512 y1[1] (numeric) -0.41071066395268074 absolute error 0.3186375804127256 relative error 346.0702826081119% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6639999999999275 y2[1] (analytic) 0.9956596810177463 y2[1] (numeric) 1.7632973038857065 absolute error 0.7676376228679602 relative error 77.0983939093822% Correct digits 1 h 0.001 y1[1] (analytic) -0.0930687895894204 y1[1] (numeric) -0.41247331640604534 absolute error 0.31940452681662496 relative error 343.1918779922902% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6649999999999274 y2[1] (analytic) 0.9955661144138692 y2[1] (numeric) 1.7645875561263482 absolute error 0.769021441712479 relative error 77.24463805854155% Correct digits 1 h 0.001 y1[1] (analytic) -0.09406440257010384 y1[1] (numeric) -0.41423725878089607 absolute error 0.3201728562107922 relative error 340.376218274682% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6659999999999273 y2[1] (analytic) 0.9954715522439609 y2[1] (numeric) 1.765878470762749 absolute error 0.7704069185187882 relative error 77.39115364795317% Correct digits 1 h 0.001 y1[1] (analytic) -0.09505992148639256 y1[1] (numeric) -0.4160024917390966 absolute error 0.320942570252704 relative error 337.62132898315684% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6669999999999272 y2[1] (analytic) 0.9953759946025832 y2[1] (numeric) 1.767170048859828 absolute error 0.7717940542572449 relative error 77.53794128472967% Correct digits 1 h 0.001 y1[1] (analytic) -0.09605534534276772 y1[1] (numeric) -0.4177690159435751 absolute error 0.32171367060080736 relative error 334.9253177455054% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.667999999999927 y2[1] (analytic) 0.9952794415852938 y2[1] (numeric) 1.7684622914833932 absolute error 0.7731828498980994 relative error 77.68500157770403% Correct digits 1 h 0.001 y1[1] (analytic) -0.09705067314380553 y1[1] (numeric) -0.41953683205832504 absolute error 0.3224861589145195 relative error 332.2863700663604% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.668999999999927 y2[1] (analytic) 0.9951818932886458 y2[1] (numeric) 1.76975519970014 absolute error 0.7745733064114941 relative error 77.83233513743546% Correct digits 1 h 0.001 y1[1] (analytic) -0.09804590389417829 y1[1] (numeric) -0.4213059407484062 absolute error 0.32326003685422794 relative error 329.7027453621367% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6699999999999269 y2[1] (analytic) 0.9950833498101874 y2[1] (numeric) 1.771048774577652 absolute error 0.7759654247674646 relative error 77.97994257621538% Correct digits 1 h 0.001 y1[1] (analytic) -0.09904103659865532 y1[1] (numeric) -0.42307634267994554 absolute error 0.3240353060812902 relative error 327.1727732357859% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6709999999999268 y2[1] (analytic) 0.9949838112484621 y2[1] (numeric) 1.7723430171844001 absolute error 0.777359205935938 relative error 78.12782450807333% Correct digits 1 h 0.001 y1[1] (analytic) -0.10003607026210401 y1[1] (numeric) -0.4248480385201379 absolute error 0.32481196825803393 relative error 324.6948499746099% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6719999999999267 y2[1] (analytic) 0.9948832777030086 y2[1] (numeric) 1.773637928589742 absolute error 0.7787546508867333 relative error 78.27598154878288% Correct digits 1 h 0.001 y1[1] (analytic) -0.10103100388949077 y1[1] (numeric) -0.4266210289372472 absolute error 0.3255900250477564 relative error 322.26743525570794% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6729999999999265 y2[1] (analytic) 0.9947817492743602 y2[1] (numeric) 1.7749335098639212 absolute error 0.7801517605895609 relative error 78.42441431586774% Correct digits 1 h 0.001 y1[1] (analytic) -0.10202583648588207 y1[1] (numeric) -0.428395314600607 absolute error 0.32636947811472494 relative error 319.88904904483354% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6739999999999264 y2[1] (analytic) 0.9946792260640455 y2[1] (numeric) 1.7762297620780683 absolute error 0.7815505360140228 relative error 78.57312342860776% Correct digits 1 h 0.001 y1[1] (analytic) -0.10302056705644537 y1[1] (numeric) -0.43017089618062165 absolute error 0.3271503291241763 relative error 317.55826867554447% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6749999999999263 y2[1] (analytic) 0.9945757081745875 y2[1] (numeric) 1.7775266863041987 absolute error 0.7829509781296112 relative error 78.72210950804484% Correct digits 1 h 0.001 y1[1] (analytic) -0.10401519460645021 y1[1] (numeric) -0.4319477743487671 absolute error 0.3279325797423169 relative error 315.2737260965342% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6759999999999262 y2[1] (analytic) 0.9944711957095043 y2[1] (numeric) 1.7788242836152133 absolute error 0.784353087905709 relative error 78.87137317698912% Correct digits 1 h 0.001 y1[1] (analytic) -0.10500971814126911 y1[1] (numeric) -0.43372594977759166 absolute error 0.3287162316363226 relative error 313.03410527595366% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.676999999999926 y2[1] (analytic) 0.9943656887733082 y2[1] (numeric) 1.7801225550848971 absolute error 0.7857568663115889 relative error 79.02091506002505% Correct digits 1 h 0.001 y1[1] (analytic) -0.10600413666637862 y1[1] (numeric) -0.43550542314071705 absolute error 0.3295012864743384 relative error 310.8381397523768% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.677999999999926 y2[1] (analytic) 0.9942591874715063 y2[1] (numeric) 1.7814215017879202 absolute error 0.7871623143164139 relative error 79.17073578351747% Correct digits 1 h 0.001 y1[1] (analytic) -0.10699844918736029 y1[1] (numeric) -0.4372861951128392 absolute error 0.33028774592547894 relative error 308.68461032283426% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6789999999999259 y2[1] (analytic) 0.9941516919105997 y2[1] (numeric) 1.7827211247998362 absolute error 0.7885694328892365 relative error 79.32083597561785% Correct digits 1 h 0.001 y1[1] (analytic) -0.1079926547099017 y1[1] (numeric) -0.4390682663697292 absolute error 0.33107561165982746 relative error 306.57234285904775% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6799999999999258 y2[1] (analytic) 0.9940432021980841 y2[1] (numeric) 1.784021425197082 absolute error 0.789978222998998 relative error 79.4712162662703% Correct digits 1 h 0.001 y1[1] (analytic) -0.1089867522397974 y1[1] (numeric) -0.440851637588234 absolute error 0.3318648853484366 relative error 304.5002062436479% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6809999999999257 y2[1] (analytic) 0.993933718442449 y2[1] (numeric) 1.7853224040569775 absolute error 0.7913886856145285 relative error 79.62187728721788% Correct digits 1 h 0.001 y1[1] (analytic) -0.10998074078294993 y1[1] (numeric) -0.4426363094462775 absolute error 0.33265556866332757 relative error 302.4671104187529% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6819999999999256 y2[1] (analytic) 0.9938232407531784 y2[1] (numeric) 1.7866240624577252 absolute error 0.7928008217045468 relative error 79.7728196720088% Correct digits 1 h 0.001 y1[1] (analytic) -0.11097461934537085 y1[1] (numeric) -0.44442228262286154 absolute error 0.3334476632774907 relative error 300.47200453983805% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6829999999999254 y2[1] (analytic) 0.9937117692407499 y2[1] (numeric) 1.7879264014784095 absolute error 0.7942146322376596 relative error 79.92404405600259% Correct digits 1 h 0.001 y1[1] (analytic) -0.11196838693318167 y1[1] (numeric) -0.4462095577980663 absolute error 0.33424117086488464 relative error 298.5138752283237% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6839999999999253 y2[1] (analytic) 0.9935993040166349 y2[1] (numeric) 1.7892294221989968 absolute error 0.795630118182362 relative error 80.0755510763765% Correct digits 1 h 0.001 y1[1] (analytic) -0.1129620425526149 y1[1] (numeric) -0.4479981356530517 absolute error 0.3350360931004368 relative error 296.59174491678067% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6849999999999252 y2[1] (analytic) 0.9934858451932986 y2[1] (numeric) 1.7905331257003345 absolute error 0.7970472805070359 relative error 80.22734137213173% Correct digits 1 h 0.001 y1[1] (analytic) -0.11395558521001498 y1[1] (numeric) -0.44978801687005787 absolute error 0.3358324316600429 relative error 294.7046702810739% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6859999999999251 y2[1] (analytic) 0.9933713928842001 y2[1] (numeric) 1.7918375130641506 absolute error 0.7984661201799506 relative error 80.37941558409966% Correct digits 1 h 0.001 y1[1] (analytic) -0.11494901391183934 y1[1] (numeric) -0.4515792021324065 absolute error 0.3366301882205671 relative error 292.85174075416353% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.686999999999925 y2[1] (analytic) 0.9932559472037914 y2[1] (numeric) 1.7931425853730536 absolute error 0.7998866381692622 relative error 80.53177435494835% Correct digits 1 h 0.001 y1[1] (analytic) -0.11594232766465937 y1[1] (numeric) -0.4533716921245012 absolute error 0.33742936445984184 relative error 291.03207711664254% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.687999999999925 y2[1] (analytic) 0.9931395082675182 y2[1] (numeric) 1.7944483437105319 absolute error 0.8013088354430137 relative error 80.68441832918887% Correct digits 1 h 0.001 y1[1] (analytic) -0.11693552547516141 y1[1] (numeric) -0.4551654875318288 absolute error 0.3382299620566674 relative error 289.2448301594298% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6889999999999248 y2[1] (analytic) 0.9930220761918196 y2[1] (numeric) 1.7957547891609529 absolute error 0.8027327129691333 relative error 80.83734815318158% Correct digits 1 h 0.001 y1[1] (analytic) -0.11792860635014771 y1[1] (numeric) -0.45696058904095993 absolute error 0.33903198269081225 relative error 287.4891794143445% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6899999999999247 y2[1] (analytic) 0.9929036510941275 y2[1] (numeric) 1.7970619228095635 absolute error 0.804158271715436 relative error 80.99056447514278% Correct digits 1 h 0.001 y1[1] (analytic) -0.11892156929653748 y1[1] (numeric) -0.4587569973395501 absolute error 0.33983542804301264 relative error 285.76433194857555% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6909999999999246 y2[1] (analytic) 0.992784233092867 y2[1] (numeric) 1.7983697457424888 absolute error 0.8055855126496217 relative error 81.14406794515095% Correct digits 1 h 0.001 y1[1] (analytic) -0.11991441332136787 y1[1] (numeric) -0.4605547131163405 absolute error 0.3406402997949726 relative error 284.06952121932534% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6919999999999245 y2[1] (analytic) 0.9926638223074562 y2[1] (numeric) 1.799678259046732 absolute error 0.8070144367392758 relative error 81.29785921515335% Correct digits 1 h 0.001 y1[1] (analytic) -0.12090713743179493 y1[1] (numeric) -0.46235373706115884 absolute error 0.3414465996293639 relative error 282.4040059851535% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6929999999999243 y2[1] (analytic) 0.9925424188583059 y2[1] (numeric) 1.8009874638101737 absolute error 0.8084450449518679 relative error 81.45193893897249% Correct digits 1 h 0.001 y1[1] (analytic) -0.12189974063509464 y1[1] (numeric) -0.46415406986492036 absolute error 0.34225432922982574 relative error 280.76706927077055% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6939999999999242 y2[1] (analytic) 0.9924200228668193 y2[1] (numeric) 1.8022973611215718 absolute error 0.8098773382547525 relative error 81.60630777231269% Correct digits 1 h 0.001 y1[1] (analytic) -0.12289222193866386 y1[1] (numeric) -0.4659557122196285 absolute error 0.3430634902809646 relative error 279.15801738224684% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6949999999999241 y2[1] (analytic) 0.9922966344553926 y2[1] (numeric) 1.8036079520705606 absolute error 0.811311317615168 relative error 81.76096637276657% Correct digits 1 h 0.001 y1[1] (analytic) -0.12388458035002141 y1[1] (numeric) -0.467758664818376 absolute error 0.3438740844683546 relative error 277.57617896979474% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.695999999999924 y2[1] (analytic) 0.9921722537474141 y2[1] (numeric) 1.8049192377476508 absolute error 0.8127469840002367 relative error 81.91591539982176% Correct digits 1 h 0.001 y1[1] (analytic) -0.1248768148768089 y1[1] (numeric) -0.4695629283553457 absolute error 0.3446861134785368 relative error 276.0209041354634% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.696999999999924 y2[1] (analytic) 0.9920468808672647 y2[1] (numeric) 1.806231219244229 absolute error 0.8141843383769642 relative error 82.07115551486741% Correct digits 1 h 0.001 y1[1] (analytic) -0.12586892452679194 y1[1] (numeric) -0.47136850352581117 absolute error 0.34549957899901923 relative error 274.49156358325575% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6979999999999238 y2[1] (analytic) 0.9919205159403169 y2[1] (numeric) 1.8075438976525566 absolute error 0.8156233817122397 relative error 82.22668738120093% Correct digits 1 h 0.001 y1[1] (analytic) -0.12686090830786095 y1[1] (numeric) -0.47317539102613804 absolute error 0.3463144827182771 relative error 272.9875478093338% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6989999999999237 y2[1] (analytic) 0.9917931590929359 y2[1] (numeric) 1.80885727406577 absolute error 0.8170641149728342 relative error 82.3825116640345% Correct digits 1 h 0.001 y1[1] (analytic) -0.1278527652280322 y1[1] (numeric) -0.47498359155378456 absolute error 0.3471308263257523 relative error 271.50826633012275% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.6999999999999236 y2[1] (analytic) 0.9916648104524785 y2[1] (numeric) 1.81017134957788 absolute error 0.8185065391254015 relative error 82.53862903050195% Correct digits 1 h 0.001 y1[1] (analytic) -0.1288444942954489 y1[1] (numeric) -0.47679310580730255 absolute error 0.34794861151185363 relative error 270.0531469462596% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7009999999999235 y2[1] (analytic) 0.9915354701472932 y2[1] (numeric) 1.811486125283771 absolute error 0.8199506551364779 relative error 82.69504014966542% Correct digits 1 h 0.001 y1[1] (analytic) -0.12983609451838202 y1[1] (numeric) -0.47860393448633826 absolute error 0.34876783996795624 relative error 268.62163504046106% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7019999999999234 y2[1] (analytic) 0.9914051383067204 y2[1] (numeric) 1.812801602279201 absolute error 0.8213964639724807 relative error 82.85174569252207% Correct digits 1 h 0.001 y1[1] (analytic) -0.13082756490523145 y1[1] (numeric) -0.48041607829163324 absolute error 0.3495885133864018 relative error 267.2131929075007% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7029999999999232 y2[1] (analytic) 0.9912738150610919 y2[1] (numeric) 1.8141177816608007 absolute error 0.8228439665997088 relative error 83.00874633201092% Correct digits 1 h 0.001 y1[1] (analytic) -0.13181890446452688 y1[1] (numeric) -0.4822295379250253 absolute error 0.35041063346049844 relative error 265.82729911459376% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7039999999999231 y2[1] (analytic) 0.991141500541731 y2[1] (numeric) 1.815434664526073 absolute error 0.824293163984342 relative error 83.16604274301963% Correct digits 1 h 0.001 y1[1] (analytic) -0.13281011220492883 y1[1] (numeric) -0.48404431408944937 absolute error 0.35123420188452054 relative error 264.46344789059333% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.704999999999923 y2[1] (analytic) 0.9910081948809522 y2[1] (numeric) 1.8167522519733934 absolute error 0.8257440570924413 relative error 83.32363560239139% Correct digits 1 h 0.001 y1[1] (analytic) -0.13380118713522965 y1[1] (numeric) -0.48586040748893816 absolute error 0.3520592203537085 relative error 263.12114854249444% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.705999999999923 y2[1] (analytic) 0.990873898212061 y2[1] (numeric) 1.818070545102008 absolute error 0.8271966468899471 relative error 83.48152558893175% Correct digits 1 h 0.001 y1[1] (analytic) -0.13479212826435447 y1[1] (numeric) -0.48767781882862327 absolute error 0.3528856905642688 relative error 261.7999248978316% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7069999999999228 y2[1] (analytic) 0.9907386106693542 y2[1] (numeric) 1.8193895450120343 absolute error 0.8286509343426801 relative error 83.63971338341544% Correct digits 1 h 0.001 y1[1] (analytic) -0.13578293460136226 y1[1] (numeric) -0.489496548814736 absolute error 0.3537136142133737 relative error 260.4993147716407% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7079999999999227 y2[1] (analytic) 0.9906023323881192 y2[1] (numeric) 1.8207092528044602 absolute error 0.8301069204163409 relative error 83.79819966859354% Correct digits 1 h 0.001 y1[1] (analytic) -0.13677360515544676 y1[1] (numeric) -0.49131659815460815 absolute error 0.35454299299916137 relative error 259.2188694567304% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7089999999999226 y2[1] (analytic) 0.9904650635046345 y2[1] (numeric) 1.8220296695811435 absolute error 0.8315646060765091 relative error 83.95698512920018% Correct digits 1 h 0.001 y1[1] (analytic) -0.13776413893593753 y1[1] (numeric) -0.493137967556673 absolute error 0.35537382862073547 relative error 257.95815323608264% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7099999999999225 y2[1] (analytic) 0.9903268041561688 y2[1] (numeric) 1.8233507964448117 absolute error 0.8330239922886429 relative error 84.1160704519596% Correct digits 1 h 0.001 y1[1] (analytic) -0.1387545349523008 y1[1] (numeric) -0.4949606577304661 absolute error 0.3562061227781653 relative error 256.7167429162709% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7109999999999224 y2[1] (analytic) 0.9901875544809815 y2[1] (numeric) 1.824672634499061 absolute error 0.8344850800180794 relative error 84.27545632559324% Correct digits 1 h 0.001 y1[1] (analytic) -0.1397447922141407 y1[1] (numeric) -0.49678466938662613 absolute error 0.3570398771724854 relative error 255.49422738084456% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7119999999999223 y2[1] (analytic) 0.9900473146183222 y2[1] (numeric) 1.8259951848483562 absolute error 0.835947870230034 relative error 84.43514344082679% Correct digits 1 h 0.001 y1[1] (analytic) -0.14073490973120006 y1[1] (numeric) -0.49861000323689586 absolute error 0.3578750935056958 relative error 254.2902071626917% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7129999999999221 y2[1] (analytic) 0.9899060847084308 y2[1] (numeric) 1.82731844859803 absolute error 0.8374123638895993 relative error 84.59513249039708% Correct digits 1 h 0.001 y1[1] (analytic) -0.1417248865133614 y1[1] (numeric) -0.5004366599941229 absolute error 0.3587117734807615 relative error 253.10429403444485% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.713999999999922 y2[1] (analytic) 0.9897638648925371 y2[1] (numeric) 1.8286424268542831 absolute error 0.838878561961746 relative error 84.75542416905942% Correct digits 1 h 0.001 y1[1] (analytic) -0.14271472157064802 y1[1] (numeric) -0.5022646403722607 absolute error 0.3595499188016127 relative error 251.93611061604798% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.714999999999922 y2[1] (analytic) 0.989620655312861 y2[1] (numeric) 1.8299671207241825 absolute error 0.8403464654113215 relative error 84.91601917359459% Correct digits 1 h 0.001 y1[1] (analytic) -0.14370441391322497 y1[1] (numeric) -0.5040939450863693 absolute error 0.3603895311731443 relative error 250.78528999865193% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7159999999999218 y2[1] (analytic) 0.9894764561126121 y2[1] (numeric) 1.831292531315662 absolute error 0.8418160752030499 relative error 85.07691820281603% Correct digits 1 h 0.001 y1[1] (analytic) -0.1446939625514 y1[1] (numeric) -0.5059245748526162 absolute error 0.3612306123012162 relative error 249.6514753840509% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7169999999999217 y2[1] (analytic) 0.9893312674359895 y2[1] (numeric) 1.8326186597375214 absolute error 0.8432873923015318 relative error 85.23812195757709% Correct digits 1 h 0.001 y1[1] (analytic) -0.14568336649562452 y1[1] (numeric) -0.5077565303882774 absolute error 0.36207316389265287 relative error 248.53431973891642% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7179999999999216 y2[1] (analytic) 0.9891850894281821 y2[1] (numeric) 1.833945507099426 absolute error 0.8447604176712439 relative error 85.39963114077814% Correct digits 1 h 0.001 y1[1] (analytic) -0.14667262475649467 y1[1] (numeric) -0.509589812411738 absolute error 0.3629171876552433 relative error 247.43348546312376% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7189999999999215 y2[1] (analytic) 0.9890379222353675 y2[1] (numeric) 1.8352730745119061 absolute error 0.8462351522765387 relative error 85.56144645737405% Correct digits 1 h 0.001 y1[1] (analytic) -0.14766173634475233 y1[1] (numeric) -0.5114244216424931 absolute error 0.3637626852977408 relative error 246.34864407150687% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7199999999999214 y2[1] (analytic) 0.9888897660047131 y2[1] (numeric) 1.8366013630863565 absolute error 0.8477115970816433 relative error 85.72356861438114% Correct digits 1 h 0.001 y1[1] (analytic) -0.1486507002712859 y1[1] (numeric) -0.5132603588011491 absolute error 0.36460965852986316 relative error 245.2794758884112% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7209999999999213 y2[1] (analytic) 0.9887406208843752 y2[1] (numeric) 1.8379303739350359 absolute error 0.8491897530506607 relative error 85.88599832088482% Correct digits 1 h 0.001 y1[1] (analytic) -0.14963951554713162 y1[1] (numeric) -0.5150976246094239 absolute error 0.36545810906229226 relative error 244.22566975444715% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7219999999999211 y2[1] (analytic) 0.9885904870234987 y2[1] (numeric) 1.8392601081710664 absolute error 0.8506696211475677 relative error 86.04873628804678% Correct digits 1 h 0.001 y1[1] (analytic) -0.15062818118347426 y1[1] (numeric) -0.5169362197901483 absolute error 0.366308038606674 relative error 243.18692274488038% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.722999999999921 y2[1] (analytic) 0.9884393645722177 y2[1] (numeric) 1.8405905669084333 absolute error 0.8521512023362156 relative error 86.21178322911233% Correct digits 1 h 0.001 y1[1] (analytic) -0.15161669619164825 y1[1] (numeric) -0.5187761450672664 absolute error 0.3671594488756182 relative error 242.16293989912373% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.723999999999921 y2[1] (analytic) 0.9882872536816544 y2[1] (numeric) 1.8419217512619839 absolute error 0.8536344975803295 relative error 86.37513985941794% Correct digits 1 h 0.001 y1[1] (analytic) -0.1526050595831387 y1[1] (numeric) -0.5206174011658371 absolute error 0.3680123415826984 relative error 241.15343396082267% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7249999999999208 y2[1] (analytic) 0.9881341545039197 y2[1] (numeric) 1.8432536623474276 absolute error 0.8551195078435079 relative error 86.53880689639858% Correct digits 1 h 0.001 y1[1] (analytic) -0.15359327036958229 y1[1] (numeric) -0.5224599888120343 absolute error 0.368866718442452 relative error 240.1581251280542% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7259999999999207 y2[1] (analytic) 0.987980067192113 y2[1] (numeric) 1.8445863012813353 absolute error 0.8566062340892223 relative error 86.70278505959524% Correct digits 1 h 0.001 y1[1] (analytic) -0.1545813275627683 y1[1] (numeric) -0.524303908733148 absolute error 0.3697225811703797 relative error 239.17674081318296% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7269999999999206 y2[1] (analytic) 0.9878249919003214 y2[1] (numeric) 1.8459196691811388 absolute error 0.8580946772808175 relative error 86.86707507066245% Correct digits 1 h 0.001 y1[1] (analytic) -0.1555692301746396 y1[1] (numeric) -0.5261491616575855 absolute error 0.3705799314829459 relative error 238.20901541194138% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7279999999999205 y2[1] (analytic) 0.9876689287836202 y2[1] (numeric) 1.84725376716513 absolute error 0.8595848383815097 relative error 87.03167765337575% Correct digits 1 h 0.001 y1[1] (analytic) -0.15655697721729372 y1[1] (numeric) -0.5279957483148717 absolute error 0.371438771097578 relative error 237.25469008132322% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7289999999999204 y2[1] (analytic) 0.9875118779980725 y2[1] (numeric) 1.8485885963524606 absolute error 0.8610767183543881 relative error 87.19659353363939% Correct digits 1 h 0.001 y1[1] (analytic) -0.15754456770298367 y1[1] (numeric) -0.5298436694356503 absolute error 0.37229910173266667 relative error 236.31351252590085% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7299999999999203 y2[1] (analytic) 0.9873538397007291 y2[1] (numeric) 1.849924157863142 absolute error 0.8625703181624129 relative error 87.36182343949373% Correct digits 1 h 0.001 y1[1] (analytic) -0.15853200064411904 y1[1] (numeric) -0.5316929257516845 absolute error 0.37316092510756543 relative error 235.38523679219608% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7309999999999202 y2[1] (analytic) 0.9871948140496283 y2[1] (numeric) 1.8512604528180439 absolute error 0.8640656387684156 relative error 87.52736810112307% Correct digits 1 h 0.001 y1[1] (analytic) -0.159519275053267 y1[1] (numeric) -0.533543517995858 absolute error 0.37402424294259096 relative error 234.46962307075185% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.73199999999992 y2[1] (analytic) 0.9870348012037957 y2[1] (numeric) 1.8525974823388944 absolute error 0.8655626811350987 relative error 87.69322825086323% Correct digits 1 h 0.001 y1[1] (analytic) -0.16050638994315317 y1[1] (numeric) -0.5353954469021759 absolute error 0.37488905695902275 relative error 233.5664375055709% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.73299999999992 y2[1] (analytic) 0.9868738013232441 y2[1] (numeric) 1.8539352475482793 absolute error 0.8670614462250352 relative error 87.85940462320926% Correct digits 1 h 0.001 y1[1] (analytic) -0.16149334432666276 y1[1] (numeric) -0.5372487132057653 absolute error 0.37575536887910255 relative error 232.6754520106033% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7339999999999198 y2[1] (analytic) 0.9867118145689735 y2[1] (numeric) 1.8552737495696416 absolute error 0.8685619350006681 relative error 88.02589795482311% Correct digits 1 h 0.001 y1[1] (analytic) -0.1624801372168415 y1[1] (numeric) -0.5391033176428764 absolute error 0.37662318042603493 relative error 231.79644409298106% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7349999999999197 y2[1] (analytic) 0.9865488411029705 y2[1] (numeric) 1.856612989527281 absolute error 0.8700641484243105 relative error 88.1927089845416% Correct digits 1 h 0.001 y1[1] (analytic) -0.16346676762689658 y1[1] (numeric) -0.5409592609508833 absolute error 0.3774924933239867 relative error 230.92919668271134% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7359999999999196 y2[1] (analytic) 0.9863848810882087 y2[1] (numeric) 1.857952968546353 absolute error 0.8715680874581443 relative error 88.35983845338393% Correct digits 1 h 0.001 y1[1] (analytic) -0.16445323457019764 y1[1] (numeric) -0.5428165438682848 absolute error 0.37836330929808715 relative error 230.0734979685553% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7369999999999195 y2[1] (analytic) 0.9862199346886479 y2[1] (numeric) 1.8592936877528687 absolute error 0.8730737530642209 relative error 88.52728710455975% Correct digits 1 h 0.001 y1[1] (analytic) -0.16543953706027784 y1[1] (numeric) -0.5446751671347052 absolute error 0.3792356300744274 relative error 229.22914123983134% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7379999999999194 y2[1] (analytic) 0.9860540020692347 y2[1] (numeric) 1.8606351482736945 absolute error 0.8745811462044598 relative error 88.69505568347687% Correct digits 1 h 0.001 y1[1] (analytic) -0.16642567411083475 y1[1] (numeric) -0.5465351314908953 absolute error 0.3801094573800605 relative error 228.39592473389558% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7389999999999193 y2[1] (analytic) 0.9858870833959015 y2[1] (numeric) 1.861977351236551 absolute error 0.8760902678406495 relative error 88.86314493774933% Correct digits 1 h 0.001 y1[1] (analytic) -0.16741164473573145 y1[1] (numeric) -0.5483964376787333 absolute error 0.3809847929430018 relative error 227.57365148906305% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7399999999999192 y2[1] (analytic) 0.9857191788355671 y2[1] (numeric) 1.8633202977700127 absolute error 0.8776011189344456 relative error 89.03155561720513% Correct digits 1 h 0.001 y1[1] (analytic) -0.16839744794899733 y1[1] (numeric) -0.5502590864412252 absolute error 0.3818616384922279 relative error 226.76212920274338% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.740999999999919 y2[1] (analytic) 0.985550288556136 y2[1] (numeric) 1.864663989003508 absolute error 0.8791137004473719 relative error 89.2002884738944% Correct digits 1 h 0.001 y1[1] (analytic) -0.16938308276482933 y1[1] (numeric) -0.5521230785225065 absolute error 0.3827399957576772 relative error 225.9611700945788% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.741999999999919 y2[1] (analytic) 0.9853804127264986 y2[1] (numeric) 1.866008426067317 absolute error 0.8806280133408185 relative error 89.36934426209717% Correct digits 1 h 0.001 y1[1] (analytic) -0.17036854819759265 y1[1] (numeric) -0.5539884146678423 absolute error 0.3836198664702497 relative error 225.17059077437767% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7429999999999188 y2[1] (analytic) 0.9852095515165303 y2[1] (numeric) 1.8673536100925734 absolute error 0.882144058576043 relative error 89.53872373833173% Correct digits 1 h 0.001 y1[1] (analytic) -0.171353843261822 y1[1] (numeric) -0.5558550956236283 absolute error 0.3845012523618063 relative error 224.39021211464944% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7439999999999187 y2[1] (analytic) 0.9850377050970929 y2[1] (numeric) 1.8686995422112616 absolute error 0.8836618371141687 relative error 89.70842766136228% Correct digits 1 h 0.001 y1[1] (analytic) -0.1723389669722223 y1[1] (numeric) -0.557723122137392 absolute error 0.38538415516516966 relative error 223.61985912755648% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7449999999999186 y2[1] (analytic) 0.9848648736400323 y2[1] (numeric) 1.8700462235562174 absolute error 0.8851813499161851 relative error 89.87845679220747% Correct digits 1 h 0.001 y1[1] (analytic) -0.17332391834367006 y1[1] (numeric) -0.559592494957793 absolute error 0.3862685766141229 relative error 222.85936084610202% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7459999999999185 y2[1] (analytic) 0.9846910573181802 y2[1] (numeric) 1.8713936552611277 absolute error 0.8867025979429475 relative error 90.04881189414824% Correct digits 1 h 0.001 y1[1] (analytic) -0.1743086963912139 y1[1] (numeric) -0.5614632148346244 absolute error 0.3871545184434104 relative error 222.1085502093888% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7469999999999184 y2[1] (analytic) 0.9845162563053528 y2[1] (numeric) 1.8727418384605288 absolute error 0.888225582155176 relative error 90.21949373273613% Correct digits 1 h 0.001 y1[1] (analytic) -0.17529330013007585 y1[1] (numeric) -0.5633352825188134 absolute error 0.38804198238873755 relative error 221.36726395178377% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7479999999999183 y2[1] (analytic) 0.9843404707763511 y2[1] (numeric) 1.8740907742898067 absolute error 0.8897503035134556 relative error 90.3905030758014% Correct digits 1 h 0.001 y1[1] (analytic) -0.17627772857565233 y1[1] (numeric) -0.5652086987624221 absolute error 0.38893097018676975 relative error 220.6353424958355% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7489999999999182 y2[1] (analytic) 0.9841637009069608 y2[1] (numeric) 1.8754404638851967 absolute error 0.8912767629782359 relative error 90.5618406934614% Correct digits 1 h 0.001 y1[1] (analytic) -0.17726198074351487 y1[1] (numeric) -0.5670834643186484 absolute error 0.3898214835751336 relative error 219.91262984879808% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.749999999999918 y2[1] (analytic) 0.9839859468739515 y2[1] (numeric) 1.8767909083837817 absolute error 0.8928049615098302 relative error 90.73350735812882% Correct digits 1 h 0.001 y1[1] (analytic) -0.17824605564941146 y1[1] (numeric) -0.5689595799418269 absolute error 0.39071352429241546 relative error 219.19897350261814% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.750999999999918 y2[1] (analytic) 0.9838072088550773 y2[1] (numeric) 1.878142108923493 absolute error 0.8943349000684158 relative error 90.90550384451986% Correct digits 1 h 0.001 y1[1] (analytic) -0.17922995230926728 y1[1] (numeric) -0.5708370463874297 absolute error 0.3916070940781624 relative error 218.49422433725323% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7519999999999178 y2[1] (analytic) 0.9836274870290763 y2[1] (numeric) 1.879494066643109 absolute error 0.8958665796140327 relative error 91.07783092966277% Correct digits 1 h 0.001 y1[1] (analytic) -0.18021366973918568 y1[1] (numeric) -0.5727158644120672 absolute error 0.39250219467288155 relative error 217.79823652719048% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7529999999999177 y2[1] (analytic) 0.9834467815756702 y2[1] (numeric) 1.8808467826822546 absolute error 0.8974000011065844 relative error 91.25048939290619% Correct digits 1 h 0.001 y1[1] (analytic) -0.18119720695544939 y1[1] (numeric) -0.5745960347734891 absolute error 0.3933988278180397 relative error 217.11086745104407% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7539999999999176 y2[1] (analytic) 0.9832650926755645 y2[1] (numeric) 1.8822002581814008 absolute error 0.8989351655058363 relative error 91.42348001592755% Correct digits 1 h 0.001 y1[1] (analytic) -0.18218056297452123 y1[1] (numeric) -0.576477558230585 absolute error 0.39429699525606376 relative error 216.43197760411354% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7549999999999175 y2[1] (analytic) 0.9830824205104481 y2[1] (numeric) 1.883554494281864 absolute error 0.9004720737714159 relative error 91.59680358274149% Correct digits 1 h 0.001 y1[1] (analytic) -0.1831637368130453 y1[1] (numeric) -0.5783604355433856 absolute error 0.39519669873034025 relative error 215.7614305137902% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7559999999999174 y2[1] (analytic) 0.982898765262993 y2[1] (numeric) 1.884909492125806 absolute error 0.902010726862813 relative error 91.77046087970852% Correct digits 1 h 0.001 y1[1] (analytic) -0.1841467274878478 y1[1] (numeric) -0.5802446674730631 absolute error 0.39609793998521536 relative error 215.09909265770398% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7569999999999173 y2[1] (analytic) 0.9827141271168547 y2[1] (numeric) 1.8862652528562327 absolute error 0.903551125739378 relative error 91.94445269554333% Correct digits 1 h 0.001 y1[1] (analytic) -0.18512953401593815 y1[1] (numeric) -0.5821302547819326 absolute error 0.39700072076599446 relative error 214.44483338450792% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7579999999999172 y2[1] (analytic) 0.9825285062566711 y2[1] (numeric) 1.8876217776169935 absolute error 0.9050932713603224 relative error 92.11877982132359% Correct digits 1 h 0.001 y1[1] (analytic) -0.18611215541450993 y1[1] (numeric) -0.5840171982334523 absolute error 0.3979050428189424 relative error 213.7985248372017% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.758999999999917 y2[1] (analytic) 0.9823419028680631 y2[1] (numeric) 1.8889790675527813 absolute error 0.9066371646847182 relative error 92.29344305049841% Correct digits 1 h 0.001 y1[1] (analytic) -0.18709459070094178 y1[1] (numeric) -0.585905498592225 absolute error 0.39881090789128315 relative error 213.16004187889953% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.759999999999917 y2[1] (analytic) 0.9821543171376341 y2[1] (numeric) 1.8903371238091315 absolute error 0.9081828066714974 relative error 92.46844317889703% Correct digits 1 h 0.001 y1[1] (analytic) -0.18807683889279855 y1[1] (numeric) -0.5877951566239982 absolute error 0.3997183177311996 relative error 212.529262020952% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7609999999999169 y2[1] (analytic) 0.9819657492529698 y2[1] (numeric) 1.8916959475324218 absolute error 0.909730198279452 relative error 92.64378100473759% Correct digits 1 h 0.001 y1[1] (analytic) -0.1890588990078321 y1[1] (numeric) -0.5896861730956656 absolute error 0.4006272740878335 relative error 211.90606535333563% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7619999999999167 y2[1] (analytic) 0.981776199402638 y2[1] (numeric) 1.8930555398698707 absolute error 0.9112793404672327 relative error 92.81945732863566% Correct digits 1 h 0.001 y1[1] (analytic) -0.19004077006398237 y1[1] (numeric) -0.5915785487752677 absolute error 0.4015377787112854 relative error 211.29033447722657% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7629999999999166 y2[1] (analytic) 0.9815856677761888 y2[1] (numeric) 1.8944159019695384 absolute error 0.9128302341933495 relative error 92.99547295361323% Correct digits 1 h 0.001 y1[1] (analytic) -0.19102245107937843 y1[1] (numeric) -0.5934722844319927 absolute error 0.4024498333526143 relative error 210.68195443967906% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7639999999999165 y2[1] (analytic) 0.9813941545641535 y2[1] (numeric) 1.8957770349803245 absolute error 0.914382880416171 relative error 93.17182868510739% Correct digits 1 h 0.001 y1[1] (analytic) -0.1920039410723393 y1[1] (numeric) -0.5953673808361771 absolute error 0.4033634397638378 relative error 210.08081267033305% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7649999999999164 y2[1] (analytic) 0.9812016599580454 y2[1] (numeric) 1.8971389400519687 absolute error 0.9159372800939233 relative error 93.34852533097907% Correct digits 1 h 0.001 y1[1] (analytic) -0.19298523906137516 y1[1] (numeric) -0.597263838759307 absolute error 0.40427859969793184 relative error 209.48679892007647% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7659999999999163 y2[1] (analytic) 0.9810081841503592 y2[1] (numeric) 1.8985016183350498 absolute error 0.9174934341846906 relative error 93.52556370152223% Correct digits 1 h 0.001 y1[1] (analytic) -0.193966344065188 y1[1] (numeric) -0.5991616589740183 absolute error 0.4051953149088303 relative error 208.8998052015935% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7669999999999162 y2[1] (analytic) 0.9808137273345706 y2[1] (numeric) 1.8998650709809852 absolute error 0.9190513436464146 relative error 93.70294460947242% Correct digits 1 h 0.001 y1[1] (analytic) -0.19494725510267294 y1[1] (numeric) -0.6010608422540981 absolute error 0.4061135871514251 relative error 208.31972573173041% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.767999999999916 y2[1] (analytic) 0.9806182897051363 y2[1] (numeric) 1.9012292991420299 absolute error 0.9206110094368936 relative error 93.88066887001604% Correct digits 1 h 0.001 y1[1] (analytic) -0.19592797119291902 y1[1] (numeric) -0.6029613893744853 absolute error 0.40703341818156624 relative error 207.74645687561568% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.768999999999916 y2[1] (analytic) 0.9804218714574942 y2[1] (numeric) 1.902594303971276 absolute error 0.9221724325137819 relative error 94.05873730079902% Correct digits 1 h 0.001 y1[1] (analytic) -0.19690849135521024 y1[1] (numeric) -0.6048633011112715 absolute error 0.40795480975606124 relative error 207.17989709247075% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7699999999999159 y2[1] (analytic) 0.9802244727880621 y2[1] (numeric) 1.903960086622653 absolute error 0.9237356138345908 relative error 94.23715072193622% Correct digits 1 h 0.001 y1[1] (analytic) -0.19788881460902652 y1[1] (numeric) -0.6067665782417019 absolute error 0.40887776363267536 relative error 206.61994688305376% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7709999999999158 y2[1] (analytic) 0.980026093894239 y2[1] (numeric) 1.9053266482509255 absolute error 0.9253005543566865 relative error 94.41590995602017% Correct digits 1 h 0.001 y1[1] (analytic) -0.19886893997404467 y1[1] (numeric) -0.6086712215441757 absolute error 0.4098022815701311 relative error 206.066508738678% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7719999999999156 y2[1] (analytic) 0.9798267349744038 y2[1] (numeric) 1.9066939900116944 absolute error 0.9268672550372906 relative error 94.59501582813041% Correct digits 1 h 0.001 y1[1] (analytic) -0.19984886647013944 y1[1] (numeric) -0.6105772317982479 absolute error 0.4107283653281084 relative error 205.51948709175073% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7729999999999155 y2[1] (analytic) 0.979626396227915 y2[1] (numeric) 1.908062113061395 absolute error 0.92843571683348 relative error 94.77446916584256% Correct digits 1 h 0.001 y1[1] (analytic) -0.20082859311738438 y1[1] (numeric) -0.6124846097846288 absolute error 0.41165601666724444 relative error 204.97878826777983% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7739999999999154 y2[1] (analytic) 0.9794250778551119 y2[1] (numeric) 1.9094310185572971 absolute error 0.9300059407021852 relative error 94.95427079923746% Correct digits 1 h 0.001 y1[1] (analytic) -0.20180811893605294 y1[1] (numeric) -0.6143933562851861 absolute error 0.41258523734913316 relative error 204.44432043879726% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7749999999999153 y2[1] (analytic) 0.9792227800573123 y2[1] (numeric) 1.910800707657504 absolute error 0.9315779276001916 relative error 95.13442156091057% Correct digits 1 h 0.001 y1[1] (analytic) -0.20278744294661938 y1[1] (numeric) -0.6163034720829449 absolute error 0.4135160291363255 relative error 203.91599357815127% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7759999999999152 y2[1] (analytic) 0.9790195030368145 y2[1] (numeric) 1.9121711815209521 absolute error 0.9331516784841376 relative error 95.31492228598105% Correct digits 1 h 0.001 y1[1] (analytic) -0.20376656416975977 y1[1] (numeric) -0.6182149579620889 absolute error 0.4144483937923291 relative error 203.39371941662048% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.776999999999915 y2[1] (analytic) 0.9788152469968951 y2[1] (numeric) 1.91354244130741 absolute error 0.9347271943105149 relative error 95.49577381210122% Correct digits 1 h 0.001 y1[1] (analytic) -0.20474548162635298 y1[1] (numeric) -0.6201278147079612 absolute error 0.4153823330816082 relative error 202.87741139980497% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.777999999999915 y2[1] (analytic) 0.9786100121418103 y2[1] (numeric) 1.9149144881774784 absolute error 0.9363044760356681 relative error 95.67697697946588% Correct digits 1 h 0.001 y1[1] (analytic) -0.20572419433748163 y1[1] (numeric) -0.6220420431070649 absolute error 0.4163178487695833 relative error 202.36698464675084% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7789999999999149 y2[1] (analytic) 0.978403798676795 y2[1] (numeric) 1.916287323292589 absolute error 0.937883524615794 relative error 95.85853263082166% Correct digits 1 h 0.001 y1[1] (analytic) -0.20670270132443305 y1[1] (numeric) -0.6239576439470644 absolute error 0.4172549426226314 relative error 201.8623559097678% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7799999999999148 y2[1] (analytic) 0.9781966068080624 y2[1] (numeric) 1.917660947815004 absolute error 0.9394643410069415 relative error 96.0404416114765% Correct digits 1 h 0.001 y1[1] (analytic) -0.2076810016087004 y1[1] (numeric) -0.6258746180167858 absolute error 0.4181936164080854 relative error 201.36344353539846% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7809999999999147 y2[1] (analytic) 0.9779884367428046 y2[1] (numeric) 1.9190353629078154 absolute error 0.9410469261650108 relative error 96.22270476930917% Correct digits 1 h 0.001 y1[1] (analytic) -0.20865909421198345 y1[1] (numeric) -0.6277929661062178 absolute error 0.41913387189423434 relative error 200.8701674265023% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7819999999999145 y2[1] (analytic) 0.9777792886891915 y2[1] (numeric) 1.920410569734945 absolute error 0.9426312810457534 relative error 96.40532295477874% Correct digits 1 h 0.001 y1[1] (analytic) -0.20963697815618967 y1[1] (numeric) -0.6297126890065128 absolute error 0.42007571085032314 relative error 200.3824490054166% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7829999999999144 y2[1] (analytic) 0.9775691628563712 y2[1] (numeric) 1.921786569461143 absolute error 0.9442174066047717 relative error 96.58829702093419% Correct digits 1 h 0.001 y1[1] (analytic) -0.2106146524634352 y1[1] (numeric) -0.6316337875099873 absolute error 0.42101913504655214 relative error 199.90021117815877% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7839999999999143 y2[1] (analytic) 0.9773580594544695 y2[1] (numeric) 1.9231633632519873 absolute error 0.9458053037975178 relative error 96.77162782342394% Correct digits 1 h 0.001 y1[1] (analytic) -0.2115921161560458 y1[1] (numeric) -0.6335562624101233 absolute error 0.4219641462540775 relative error 199.4233782996365% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7849999999999142 y2[1] (analytic) 0.9771459786945899 y2[1] (numeric) 1.9245409522738837 absolute error 0.9473949735792938 relative error 96.9553162205056% Correct digits 1 h 0.001 y1[1] (analytic) -0.21256936825655792 y1[1] (numeric) -0.6354801145015684 absolute error 0.42291074624501046 relative error 198.95187613983197% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.785999999999914 y2[1] (analytic) 0.9769329207888129 y2[1] (numeric) 1.9259193376940646 absolute error 0.9489864169052518 relative error 97.13936307305562% Correct digits 1 h 0.001 y1[1] (analytic) -0.21354640778771947 y1[1] (numeric) -0.6374053445801372 absolute error 0.4238589367924177 relative error 198.4856318509296% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.786999999999914 y2[1] (analytic) 0.9767188859501966 y2[1] (numeric) 1.9272985206805886 absolute error 0.950579634730392 relative error 97.32376924457898% Correct digits 1 h 0.001 y1[1] (analytic) -0.21452323377249105 y1[1] (numeric) -0.639331953442812 absolute error 0.42480871967032097 relative error 198.02457393535497% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7879999999999139 y2[1] (analytic) 0.9765038743927758 y2[1] (numeric) 1.9286785024023398 absolute error 0.9521746280095641 relative error 97.50853560121915% Correct digits 1 h 0.001 y1[1] (analytic) -0.21549984523404672 y1[1] (numeric) -0.6412599418877435 absolute error 0.42576009665369674 relative error 197.5686322146978% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7889999999999138 y2[1] (analytic) 0.9762878863315618 y2[1] (numeric) 1.9300592840290272 absolute error 0.9537713976974653 relative error 97.69366301176767% Correct digits 1 h 0.001 y1[1] (analytic) -0.2164762411957751 y1[1] (numeric) -0.6431893107142517 absolute error 0.42671306951847654 relative error 197.11773779948862% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7899999999999137 y2[1] (analytic) 0.976070921982543 y2[1] (numeric) 1.9314408667311838 absolute error 0.9553699447486408 relative error 97.87915234767414% Correct digits 1 h 0.001 y1[1] (analytic) -0.21745242068128035 y1[1] (numeric) -0.6451200607228267 absolute error 0.42766764004154634 relative error 196.67182305980307% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7909999999999136 y2[1] (analytic) 0.9758529815626834 y2[1] (numeric) 1.9328232516801664 absolute error 0.956970270117483 relative error 98.0650044830562% Correct digits 1 h 0.001 y1[1] (analytic) -0.21842838271438303 y1[1] (numeric) -0.6470521927151296 absolute error 0.42862381000074656 relative error 196.23082159666725% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7919999999999134 y2[1] (analytic) 0.9756340652899237 y2[1] (numeric) 1.934206440048155 absolute error 0.9585723747582312 relative error 98.25122029470934% Correct digits 1 h 0.001 y1[1] (analytic) -0.21940412631912118 y1[1] (numeric) -0.6489857074939933 absolute error 0.4295815811748721 relative error 195.79466821423853% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7929999999999133 y2[1] (analytic) 0.9754141733831799 y2[1] (numeric) 1.9355904330081513 absolute error 0.9601762596249713 relative error 98.43780066211704% Correct digits 1 h 0.001 y1[1] (analytic) -0.2203796505197513 y1[1] (numeric) -0.6509206058634233 absolute error 0.430540955343672 relative error 195.36329889273748% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7939999999999132 y2[1] (analytic) 0.9751933060623441 y2[1] (numeric) 1.936975231733979 absolute error 0.9617819256716349 relative error 98.6247464674607% Correct digits 1 h 0.001 y1[1] (analytic) -0.22135495434074928 y1[1] (numeric) -0.6528568886285983 absolute error 0.431501934287849 relative error 194.93665076210755% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.794999999999913 y2[1] (analytic) 0.9749714635482835 y2[1] (numeric) 1.938360837400283 absolute error 0.9633893738519995 relative error 98.81205859562982% Correct digits 1 h 0.001 y1[1] (analytic) -0.22233003680681138 y1[1] (numeric) -0.6547945565958714 absolute error 0.43246451978906 relative error 194.51466207637978% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.795999999999913 y2[1] (analytic) 0.9747486460628406 y2[1] (numeric) 1.9397472511825282 absolute error 0.9649986051196876 relative error 98.99973793423209% Correct digits 1 h 0.001 y1[1] (analytic) -0.22330489694285516 y1[1] (numeric) -0.6567336105727708 absolute error 0.43342871362991564 relative error 194.09727218872064% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.796999999999913 y2[1] (analytic) 0.9745248538288328 y2[1] (numeric) 1.9411344742569994 absolute error 0.9666096204281666 relative error 99.18778537360356% Correct digits 1 h 0.001 y1[1] (analytic) -0.22427953377402063 y1[1] (numeric) -0.6586740513680005 absolute error 0.43439451759397985 relative error 193.68442152714061% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7979999999999128 y2[1] (analytic) 0.9743000870700524 y2[1] (numeric) 1.9425225078008002 absolute error 0.9682224207307477 relative error 99.37620180681891% Correct digits 1 h 0.001 y1[1] (analytic) -0.22525394632567103 y1[1] (numeric) -0.6606158797914412 absolute error 0.4353619334657702 relative error 193.2760515708462% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7989999999999127 y2[1] (analytic) 0.9740743460112662 y2[1] (numeric) 1.9439113529918528 absolute error 0.9698370069805866 relative error 99.56498812970169% Correct digits 1 h 0.001 y1[1] (analytic) -0.22622813362339383 y1[1] (numeric) -0.6625590966541511 absolute error 0.4363309630307573 relative error 192.87210482721196% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.7999999999999126 y2[1] (analytic) 0.973847630878215 y2[1] (numeric) 1.9453010110088973 absolute error 0.9714533801306823 relative error 99.75414524083469% Correct digits 1 h 0.001 y1[1] (analytic) -0.2272020946930019 y1[1] (numeric) -0.6645037027683669 absolute error 0.437301608075365 relative error 192.47252480935617% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8009999999999124 y2[1] (analytic) 0.9736199418976142 y2[1] (numeric) 1.9466914830314905 absolute error 0.9730715411338763 relative error 99.94367404157015% Correct digits 1 h 0.001 y1[1] (analytic) -0.2281758285605342 y1[1] (numeric) -0.6664496989475042 absolute error 0.43827387038696997 relative error 192.07725601430107% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8019999999999123 y2[1] (analytic) 0.9733912792971526 y2[1] (numeric) 1.9480827702400056 absolute error 0.974691490942853 relative error 100.1335754360404% Correct digits 0 h 0.001 y1[1] (analytic) -0.22914933425225695 y1[1] (numeric) -0.6683970860061585 absolute error 0.4392477517539016 relative error 191.68624390169938% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8029999999999122 y2[1] (analytic) 0.9731616433054928 y2[1] (numeric) 1.949474873815632 absolute error 0.9763132305101392 relative error 100.32385033116816% Correct digits 0 h 0.001 y1[1] (analytic) -0.23012261079466453 y1[1] (numeric) -0.6703458647601065 absolute error 0.44022325396544193 relative error 191.29943487311095% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8039999999999121 y2[1] (analytic) 0.9729310341522709 y2[1] (numeric) 1.9508677949403737 absolute error 0.9779367607881028 relative error 100.51449963667707% Correct digits 0 h 0.001 y1[1] (analytic) -0.23109565721448053 y1[1] (numeric) -0.6722960360263062 absolute error 0.4412003788118256 relative error 190.9167762518126% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.804999999999912 y2[1] (analytic) 0.9726994520680958 y2[1] (numeric) 1.9522615347970491 absolute error 0.9795620827289533 relative error 100.70552426510228% Correct digits 0 h 0.001 y1[1] (analytic) -0.23206847253865853 y1[1] (numeric) -0.6742476006228979 absolute error 0.44217912808423937 relative error 190.53821626312472% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.805999999999912 y2[1] (analytic) 0.9724668972845498 y2[1] (numeric) 1.9536560945692905 absolute error 0.9811891972847406 relative error 100.89692513180103% Correct digits 0 h 0.001 y1[1] (analytic) -0.23304105579438336 y1[1] (numeric) -0.6762005593692054 absolute error 0.44315950357482203 relative error 190.16370401524023% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8069999999999118 y2[1] (analytic) 0.9722333700341875 y2[1] (numeric) 1.9550514754415433 absolute error 0.9828181054073558 relative error 101.0887031549633% Correct digits 0 h 0.001 y1[1] (analytic) -0.2340134060090718 y1[1] (numeric) -0.6781549130857365 absolute error 0.44414150707666467 relative error 189.7931894805407% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8079999999999117 y2[1] (analytic) 0.9719988705505361 y2[1] (numeric) 1.9564476785990652 absolute error 0.9844488080485291 relative error 101.28085925562253% Correct digits 0 h 0.001 y1[1] (analytic) -0.23498552221037375 y1[1] (numeric) -0.6801106625941836 absolute error 0.4451251403838099 relative error 189.42662347738428% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8089999999999116 y2[1] (analytic) 0.9717633990680953 y2[1] (numeric) 1.9578447052279255 absolute error 0.9860813061598303 relative error 101.47339435766624% Correct digits 0 h 0.001 y1[1] (analytic) -0.23595740342617305 y1[1] (numeric) -0.6820678087174251 absolute error 0.44611040529125207 relative error 189.06395765235322% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8099999999999115 y2[1] (analytic) 0.9715269558223363 y2[1] (numeric) 1.959242556515005 absolute error 0.9877156006926686 relative error 101.66630938784705% Correct digits 0 h 0.001 y1[1] (analytic) -0.2369290486845886 y1[1] (numeric) -0.6840263522795256 absolute error 0.44709730359493693 relative error 188.70514446294612% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8109999999999113 y2[1] (analytic) 0.9712895410497026 y2[1] (numeric) 1.960641233647994 absolute error 0.9893516925982914 relative error 101.8596052757933% Correct digits 0 h 0.001 y1[1] (analytic) -0.23790045701397522 y1[1] (numeric) -0.6859862941057371 absolute error 0.44808583709176186 relative error 188.3501371607031% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8119999999999112 y2[1] (analytic) 0.9710511549876085 y2[1] (numeric) 1.962040737815393 absolute error 0.9909895828277845 relative error 102.05328295402012% Correct digits 0 h 0.001 y1[1] (analytic) -0.23887162744292464 y1[1] (numeric) -0.6879476350224997 absolute error 0.449076007579575 relative error 187.99888977474984% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8129999999999111 y2[1] (analytic) 0.9708117978744406 y2[1] (numeric) 1.9634410702065115 absolute error 0.9926292723320709 relative error 102.24734335794012% Correct digits 0 h 0.001 y1[1] (analytic) -0.23984255900026652 y1[1] (numeric) -0.6899103758574424 absolute error 0.4500678168571759 relative error 187.65135709575037% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.813999999999911 y2[1] (analytic) 0.9705714699495556 y2[1] (numeric) 1.9648422320114671 absolute error 0.9942707620619116 relative error 102.44178742587475% Correct digits 0 h 0.001 y1[1] (analytic) -0.2408132507150694 y1[1] (numeric) -0.691874517439384 absolute error 0.45106126672431457 relative error 187.30749466025478% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.814999999999911 y2[1] (analytic) 0.9703301714532816 y2[1] (numeric) 1.966244224421185 absolute error 0.9959140529679035 relative error 102.63661609906495% Correct digits 0 h 0.001 y1[1] (analytic) -0.24178370161664162 y1[1] (numeric) -0.6938400605983336 absolute error 0.45205635898169194 relative error 186.9672587354323% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8159999999999108 y2[1] (analytic) 0.9700879026269169 y2[1] (numeric) 1.9676470486273976 absolute error 0.9975591460004807 relative error 102.8318303216826% Correct digits 0 h 0.001 y1[1] (analytic) -0.24275391073453237 y1[1] (numeric) -0.6958070061654918 absolute error 0.4530530954309595 relative error 186.63060630417746% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8169999999999107 y2[1] (analytic) 0.9698446637127305 y2[1] (numeric) 1.969050705822643 absolute error 0.9992060421099125 relative error 103.02743104084128% Correct digits 0 h 0.001 y1[1] (analytic) -0.2437238770985326 y1[1] (numeric) -0.6977753549732514 absolute error 0.4540514778747188 relative error 186.2974950505793% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8179999999999106 y2[1] (analytic) 0.9696004549539612 y2[1] (numeric) 1.9704551972002653 absolute error 1.000854742246304 relative error 103.22341920660784% Correct digits 0 h 0.001 y1[1] (analytic) -0.24469359973867608 y1[1] (numeric) -0.699745107855198 absolute error 0.45505150811652184 relative error 185.9678833457436% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8189999999999105 y2[1] (analytic) 0.9693552765948178 y2[1] (numeric) 1.9718605239544131 absolute error 1.0025052473595952 relative error 103.4197957720133% Correct digits 0 h 0.001 y1[1] (analytic) -0.24566307768524018 y1[1] (numeric) -0.7017162656461108 absolute error 0.4560531879608706 relative error 185.6417302339573% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8199999999999104 y2[1] (analytic) 0.9691091288804785 y2[1] (numeric) 1.9732666872800395 absolute error 1.004157558399561 relative error 103.61656169306451% Correct digits 0 h 0.001 y1[1] (analytic) -0.24663230996874708 y1[1] (numeric) -0.703688829181964 absolute error 0.4570565192132169 relative error 185.31899541918676% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8209999999999102 y2[1] (analytic) 0.9688620120570911 y2[1] (numeric) 1.9746736883729006 absolute error 1.0058116763158096 relative error 103.81371792875507% Correct digits 0 h 0.001 y1[1] (analytic) -0.24760129561996458 y1[1] (numeric) -0.7056627992999267 absolute error 0.4580615036799621 relative error 184.99963925189886% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8219999999999101 y2[1] (analytic) 0.9686139263717723 y2[1] (numeric) 1.9760815284295552 absolute error 1.0074676020577829 relative error 104.01126544107706% Correct digits 0 h 0.001 y1[1] (analytic) -0.24857003366990707 y1[1] (numeric) -0.7076381768383644 absolute error 0.45906814316845734 relative error 184.68362271619793% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.82299999999991 y2[1] (analytic) 0.968364872072608 y2[1] (numeric) 1.9774902086473645 absolute error 1.0091253365747566 relative error 104.20920519503234% Correct digits 0 h 0.001 y1[1] (analytic) -0.2495385231498366 y1[1] (numeric) -0.7096149626368395 absolute error 0.46007643948700294 relative error 184.37090741726792% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.82399999999991 y2[1] (analytic) 0.9681148494086522 y2[1] (numeric) 1.9788997302244908 absolute error 1.0107848808158386 relative error 104.40753815864412% Correct digits 0 h 0.001 y1[1] (analytic) -0.2505067630912638 y1[1] (numeric) -0.7115931575361123 absolute error 0.4610863944448485 relative error 184.06145556911252% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8249999999999098 y2[1] (analytic) 0.9678638586299277 y2[1] (numeric) 1.980310094359897 absolute error 1.0124462357299693 relative error 104.60626530296841% Correct digits 0 h 0.001 y1[1] (analytic) -0.25147475252594875 y1[1] (numeric) -0.7135727623781414 absolute error 0.4620980098521926 relative error 183.7552299825846% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8259999999999097 y2[1] (analytic) 0.9676118999874254 y2[1] (numeric) 1.981721302253346 absolute error 1.0141094022659205 relative error 104.8053876021057% Correct digits 0 h 0.001 y1[1] (analytic) -0.25244249048590217 y1[1] (numeric) -0.7155537780060848 absolute error 0.4631112875201826 relative error 183.45219405369693% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8269999999999096 y2[1] (analytic) 0.9673589737331035 y2[1] (numeric) 1.9831333551053996 absolute error 1.015774381372296 relative error 105.00490603321268% Correct digits 0 h 0.001 y1[1] (analytic) -0.2534099760033861 y1[1] (numeric) -0.7175362052643008 absolute error 0.46412622926091474 relative error 183.15231175220703% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8279999999999095 y2[1] (analytic) 0.9671050801198886 y2[1] (numeric) 1.9845462541174181 absolute error 1.0174411739975295 relative error 105.2048215765138% Correct digits 0 h 0.001 y1[1] (analytic) -0.2543772081109152 y1[1] (numeric) -0.7195200449983489 absolute error 0.4651428368874337 relative error 182.85554761046797% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8289999999999094 y2[1] (analytic) 0.9668502194016741 y2[1] (numeric) 1.9859600004915599 absolute error 1.0191097810898857 relative error 105.40513521531307% Correct digits 0 h 0.001 y1[1] (analytic) -0.25534418584125734 y1[1] (numeric) -0.7215052980549898 absolute error 0.4661611122137324 relative error 182.56186671253832% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8299999999999093 y2[1] (analytic) 0.9665943918333209 y2[1] (numeric) 1.98737459543078 absolute error 1.0207802035974591 relative error 105.60584793600604% Correct digits 0 h 0.001 y1[1] (analytic) -0.2563109082274349 y1[1] (numeric) -0.7234919652821871 absolute error 0.46718105705475216 relative error 182.27123468354446% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8309999999999091 y2[1] (analytic) 0.9663375976706563 y2[1] (numeric) 1.98879004013883 absolute error 1.0224524424681738 relative error 105.80696072809147% Correct digits 0 h 0.001 y1[1] (analytic) -0.2572773743027257 y1[1] (numeric) -0.7254800475291077 absolute error 0.468202673226382 relative error 181.9836176792876% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.831999999999909 y2[1] (analytic) 0.9660798371704746 y2[1] (numeric) 1.9902063358202573 absolute error 1.0241264986497827 relative error 106.00847458418336% Correct digits 0 h 0.001 y1[1] (analytic) -0.25824358310066353 y1[1] (numeric) -0.7274695456461225 absolute error 0.469225962545459 relative error 181.6989823760904% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.832999999999909 y2[1] (analytic) 0.9658211105905362 y2[1] (numeric) 1.9916234836804034 absolute error 1.025802373089867 relative error 106.21039050002295% Correct digits 0 h 0.001 y1[1] (analytic) -0.2592095336550398 y1[1] (numeric) -0.7294604604848077 absolute error 0.47025092682976793 relative error 181.41729596087518% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8339999999999088 y2[1] (analytic) 0.9655614181895678 y2[1] (numeric) 1.9930414849254046 absolute error 1.0274800667358368 relative error 106.41270947449068% Correct digits 0 h 0.001 y1[1] (analytic) -0.26017522499990403 y1[1] (numeric) -0.731452792897945 absolute error 0.4712775678980409 relative error 181.13852612146863% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8349999999999087 y2[1] (analytic) 0.9653007602272615 y2[1] (numeric) 1.9944603407621901 absolute error 1.0291595805349285 relative error 106.61543250961832% Correct digits 0 h 0.001 y1[1] (analytic) -0.26114065616956494 y1[1] (numeric) -0.7334465437395224 absolute error 0.4723058875699575 relative error 180.8626410371267% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8359999999999086 y2[1] (analytic) 0.9650391369642756 y2[1] (numeric) 1.9958800523984825 absolute error 1.030840915434207 relative error 106.81856061060117% Correct digits 0 h 0.001 y1[1] (analytic) -0.2621058261985914 y1[1] (numeric) -0.7354417138647358 absolute error 0.4733358876661444 relative error 180.58960936927397% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8369999999999085 y2[1] (analytic) 0.9647765486622331 y2[1] (numeric) 1.9973006210427955 absolute error 1.0325240723805624 relative error 107.0220947858101% Correct digits 0 h 0.001 y1[1] (analytic) -0.2630707341218136 y1[1] (numeric) -0.7374383041299887 absolute error 0.4743675700081751 relative error 180.31940025245132% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8379999999999084 y2[1] (analytic) 0.9645129955837222 y2[1] (numeric) 1.9987220479044345 absolute error 1.0342090523207124 relative error 107.22603604680414% Correct digits 0 h 0.001 y1[1] (analytic) -0.2640353789743235 y1[1] (numeric) -0.7394363153928938 absolute error 0.4754009364185703 relative error 180.0519832854677% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8389999999999083 y2[1] (analytic) 0.9642484779922962 y2[1] (numeric) 2.0001443341934952 absolute error 1.035895856201199 relative error 107.43038540834236% Correct digits 0 h 0.001 y1[1] (analytic) -0.2649997597914765 y1[1] (numeric) -0.7414357485122733 absolute error 0.47643598872079684 relative error 179.78732852274874% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8399999999999082 y2[1] (analytic) 0.9639829961524726 y2[1] (numeric) 2.0015674811208632 absolute error 1.0375844849683906 relative error 107.63514388839661% Correct digits 0 h 0.001 y1[1] (analytic) -0.26596387560889173 y1[1] (numeric) -0.7434366043481602 absolute error 0.47747272873926844 relative error 179.52540646587929% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.840999999999908 y2[1] (analytic) 0.9637165503297331 y2[1] (numeric) 2.0029914898982133 absolute error 1.0392749395684802 relative error 107.84031250816382% Correct digits 0 h 0.001 y1[1] (analytic) -0.2669277254624536 y1[1] (numeric) -0.7454388837617983 absolute error 0.47851115829934476 relative error 179.26618805533292% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.841999999999908 y2[1] (analytic) 0.9634491407905237 y2[1] (numeric) 2.004416361738008 absolute error 1.0409672209474843 relative error 108.04589229207843% Correct digits 0 h 0.001 y1[1] (analytic) -0.26789130838831215 y1[1] (numeric) -0.7474425876156441 absolute error 0.47955127922733193 relative error 179.0096446623851% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8429999999999078 y2[1] (analytic) 0.9631807678022536 y2[1] (numeric) 2.005842097853497 absolute error 1.0426613300512435 relative error 108.25188426782496% Correct digits 0 h 0.001 y1[1] (analytic) -0.2688546234228847 y1[1] (numeric) -0.7494477167733663 absolute error 0.4805930933504816 relative error 178.75574808120408% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8439999999999077 y2[1] (analytic) 0.9629114316332962 y2[1] (numeric) 2.0072686994587183 absolute error 1.044357267825422 relative error 108.4582894663507% Correct digits 0 h 0.001 y1[1] (analytic) -0.26981766960285625 y1[1] (numeric) -0.7514542720998476 absolute error 0.48163660249699136 relative error 178.5044705211155% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8449999999999076 y2[1] (analytic) 0.9626411325529872 y2[1] (numeric) 2.0086961677684942 absolute error 1.046055035215507 relative error 108.66510892187834% Correct digits 0 h 0.001 y1[1] (analytic) -0.27078044596518064 y1[1] (numeric) -0.7534622544611852 absolute error 0.48268180849600456 relative error 178.25578459903713% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8459999999999075 y2[1] (analytic) 0.962369870831626 y2[1] (numeric) 2.010124503998433 absolute error 1.047754633166807 relative error 108.87234367191861% Correct digits 0 h 0.001 y1[1] (analytic) -0.2717429515470816 y1[1] (numeric) -0.7554716647246913 absolute error 0.4837287131776097 relative error 178.00966333207722% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8469999999999074 y2[1] (analytic) 0.962097646740474 y2[1] (numeric) 2.011553709364928 absolute error 1.0494560626244538 relative error 109.07999475728316% Correct digits 0 h 0.001 y1[1] (analytic) -0.2727051853860537 y1[1] (numeric) -0.7574825037588943 absolute error 0.48477731837284055 relative error 177.76608013029454% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8479999999999073 y2[1] (analytic) 0.9618244605517556 y2[1] (numeric) 2.012983785085155 absolute error 1.0511593245333992 relative error 109.28806322209732% Correct digits 0 h 0.001 y1[1] (analytic) -0.2736671465198632 y1[1] (numeric) -0.7594947724335391 absolute error 0.48582762591367595 relative error 177.5250087896151% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8489999999999072 y2[1] (analytic) 0.9615503125386567 y2[1] (numeric) 2.0144147323770736 absolute error 1.052864419838417 relative error 109.49655011381311% Correct digits 0 h 0.001 y1[1] (analytic) -0.2746288339865489 y1[1] (numeric) -0.7615084716195885 absolute error 0.48687963763303954 relative error 177.28642348490126% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.849999999999907 y2[1] (analytic) 0.9612752029753255 y2[1] (numeric) 2.015846552459426 absolute error 1.0545713494841005 relative error 109.70545648322208% Correct digits 0 h 0.001 y1[1] (analytic) -0.2755902468244235 y1[1] (numeric) -0.7635236021892233 absolute error 0.4879333553647998 relative error 177.05029876317013% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.850999999999907 y2[1] (analytic) 0.9609991321368714 y2[1] (numeric) 2.0172792465517353 absolute error 1.056280114414864 relative error 109.91478338446845% Correct digits 0 h 0.001 y1[1] (analytic) -0.2765513840720743 y1[1] (numeric) -0.7655401650158439 absolute error 0.4889887809437696 relative error 176.81660953695686% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8519999999999068 y2[1] (analytic) 0.9607221002993652 y2[1] (numeric) 2.0187128158743053 absolute error 1.05799071557494 relative error 110.12453187506203% Correct digits 0 h 0.001 y1[1] (analytic) -0.277512244768364 y1[1] (numeric) -0.7675581609740701 absolute error 0.49004591620570614 relative error 176.58533107782014% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8529999999999067 y2[1] (analytic) 0.9604441077398388 y2[1] (numeric) 2.02014726164822 absolute error 1.0597031539083814 relative error 110.33470301589163% Correct digits 0 h 0.001 y1[1] (analytic) -0.2784728279524321 y1[1] (numeric) -0.7695775909397429 absolute error 0.49110476298731076 relative error 176.35643900998477% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8539999999999066 y2[1] (analytic) 0.9601651547362847 y2[1] (numeric) 2.0215825850953424 absolute error 1.0614174303590578 relative error 110.54529787123785% Correct digits 0 h 0.001 y1[1] (analytic) -0.27943313266369546 y1[1] (numeric) -0.7715984557899243 absolute error 0.4921653231262288 relative error 176.12990930412025% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8549999999999065 y2[1] (analytic) 0.9598852415676559 y2[1] (numeric) 2.023018787438314 absolute error 1.0631335458706581 relative error 110.75631750878681% Correct digits 0 h 0.001 y1[1] (analytic) -0.28039315794184944 y1[1] (numeric) -0.7736207564028988 absolute error 0.4932275984610494 relative error 175.90571827124955% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8559999999999064 y2[1] (analytic) 0.9596043685138654 y2[1] (numeric) 2.024455869900554 absolute error 1.0648515013866886 relative error 110.96776299964316% Correct digits 0 h 0.001 y1[1] (analytic) -0.2813529028268688 y1[1] (numeric) -0.775644493658174 absolute error 0.4942915908313052 relative error 175.6838425567867% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8569999999999063 y2[1] (analytic) 0.9593225358557865 y2[1] (numeric) 2.025893833706258 absolute error 1.0665712978504716 relative error 111.17963541834355% Correct digits 0 h 0.001 y1[1] (analytic) -0.28231236635900886 y1[1] (numeric) -0.7776696684364811 absolute error 0.49535730207747225 relative error 175.46425913469906% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8579999999999062 y2[1] (analytic) 0.9590397438752516 y2[1] (numeric) 2.027332680080399 absolute error 1.0682929362051474 relative error 111.39193584287025% Correct digits 0 h 0.001 y1[1] (analytic) -0.283271547578806 y1[1] (numeric) -0.779696281619776 absolute error 0.49642473404097 relative error 175.24694530179204% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.858999999999906 y2[1] (analytic) 0.9587559928550528 y2[1] (numeric) 2.0287724102487235 absolute error 1.0700164173936706 relative error 111.60466535466428% Correct digits 0 h 0.001 y1[1] (analytic) -0.2842304455270792 y1[1] (numeric) -0.78172433409124 absolute error 0.49749388856416077 relative error 175.03187867211201% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.859999999999906 y2[1] (analytic) 0.958471283078941 y2[1] (numeric) 2.030213025437754 absolute error 1.071741742358813 relative error 111.81782503863946% Correct digits 0 h 0.001 y1[1] (analytic) -0.2851890592449306 y1[1] (numeric) -0.7837538267352804 absolute error 0.4985647674903498 relative error 174.8190371714661% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8609999999999058 y2[1] (analytic) 0.958185614831626 y2[1] (numeric) 2.0316545268747856 absolute error 1.0734689120431598 relative error 112.03141598319566% Correct digits 0 h 0.001 y1[1] (analytic) -0.2861473877737465 y1[1] (numeric) -0.7857847604375315 absolute error 0.49963737266378505 relative error 174.608399032055% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8619999999999057 y2[1] (analytic) 0.9578989883987761 y2[1] (numeric) 2.0330969157878878 absolute error 1.0751979273891117 relative error 112.24543928023272% Correct digits 0 h 0.001 y1[1] (analytic) -0.28710543015519846 y1[1] (numeric) -0.7878171360848554 absolute error 0.5007117059296569 relative error 174.39994278721613% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8629999999999056 y2[1] (analytic) 0.9576114040670175 y2[1] (numeric) 2.034540193405901 absolute error 1.0769287893388833 relative error 112.45989602516424% Correct digits 0 h 0.001 y1[1] (analytic) -0.2880631854312442 y1[1] (numeric) -0.7898509545653423 absolute error 0.5017877691340981 relative error 174.1936472662753% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8639999999999055 y2[1] (analytic) 0.9573228621239347 y2[1] (numeric) 2.0359843609584374 absolute error 1.0786614988345027 relative error 112.67478731693127% Correct digits 0 h 0.001 y1[1] (analytic) -0.2890206526441285 y1[1] (numeric) -0.791886216768312 absolute error 0.5028655641241835 relative error 173.98949158950327% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8649999999999054 y2[1] (analytic) 0.9570333628580695 y2[1] (numeric) 2.03742941967588 absolute error 1.0803960568178108 relative error 112.89011425801634% Correct digits 0 h 0.001 y1[1] (analytic) -0.28997783083638423 y1[1] (numeric) -0.793922923584314 absolute error 0.5039450927479299 relative error 173.7874551631754% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8659999999999053 y2[1] (analytic) 0.9567429065589212 y2[1] (numeric) 2.0388753707893823 absolute error 1.082132464230461 relative error 113.10587795445731% Correct digits 0 h 0.001 y1[1] (analytic) -0.29093471905083335 y1[1] (numeric) -0.795961075905129 absolute error 0.5050263568542956 relative error 173.58751767473146% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8669999999999052 y2[1] (analytic) 0.9564514935169461 y2[1] (numeric) 2.040322215530865 absolute error 1.0838707220139188 relative error 113.32207951586152% Correct digits 0 h 0.001 y1[1] (analytic) -0.29189131633058757 y1[1] (numeric) -0.7980006746237688 absolute error 0.5061093582931813 relative error 173.3896590880342% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.867999999999905 y2[1] (analytic) 0.9561591240235572 y2[1] (numeric) 2.0417699551330184 absolute error 1.0856108311094612 relative error 113.53872005541984% Correct digits 0 h 0.001 y1[1] (analytic) -0.2928476217190499 y1[1] (numeric) -0.8000417206344776 absolute error 0.5071940989154278 relative error 173.19385963872233% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.868999999999905 y2[1] (analytic) 0.955865798371124 y2[1] (numeric) 2.0432185908293 absolute error 1.087352792458176 relative error 113.7558006899208% Correct digits 0 h 0.001 y1[1] (analytic) -0.2938036342599148 y1[1] (numeric) -0.8020842148327328 absolute error 0.5082805805728181 relative error 173.00009982965875% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8699999999999048 y2[1] (analytic) 0.955571516852972 y2[1] (numeric) 2.0446681238539344 absolute error 1.0890966070009624 relative error 113.97332253976496% Correct digits 0 h 0.001 y1[1] (analytic) -0.29475935299717 y1[1] (numeric) -0.8041281581152456 absolute error 0.5093688051180756 relative error 172.80836042646834% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8709999999999047 y2[1] (analytic) 0.9552762797633828 y2[1] (numeric) 2.0461185554419106 absolute error 1.0908422756785279 relative error 114.19128672897898% Correct digits 0 h 0.001 y1[1] (analytic) -0.29571477697509674 y1[1] (numeric) -0.8061735513799618 absolute error 0.5104587744048651 relative error 172.61862245316632% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8719999999999046 y2[1] (analytic) 0.9549800873975934 y2[1] (numeric) 2.047569886828984 absolute error 1.0925897994313907 relative error 114.40969438523017% Correct digits 0 h 0.001 y1[1] (analytic) -0.29666990523827114 y1[1] (numeric) -0.8082203955260625 absolute error 0.5115504902877914 relative error 172.43086718787282% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8729999999999045 y2[1] (analytic) 0.9546829400517963 y2[1] (numeric) 2.049022119251674 absolute error 1.0943391791998778 relative error 114.6285466398409% Correct digits 0 h 0.001 y1[1] (analytic) -0.297624736831565 y1[1] (numeric) -0.810268691453965 absolute error 0.5126439546224 relative error 172.2450761586128% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8739999999999044 y2[1] (analytic) 0.9543848380231387 y2[1] (numeric) 2.0504752539472633 absolute error 1.0960904159241247 relative error 114.84784462780311% Correct digits 0 h 0.001 y1[1] (analytic) -0.29857927080014685 y1[1] (numeric) -0.8123184400653235 absolute error 0.5137391692651767 relative error 172.06123113919938% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8749999999999043 y2[1] (analytic) 0.9540857816097225 y2[1] (numeric) 2.0519292921537966 absolute error 1.0978435105440743 relative error 115.06758948779274% Correct digits 0 h 0.001 y1[1] (analytic) -0.2995335061894828 y1[1] (numeric) -0.8143696422630299 absolute error 0.5148361360735471 relative error 171.87931414519792% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8759999999999042 y2[1] (analytic) 0.9537857711106043 y2[1] (numeric) 2.0533842351100815 absolute error 1.0995984639994774 relative error 115.28778236218457% Correct digits 0 h 0.001 y1[1] (analytic) -0.3004874420453375 y1[1] (numeric) -0.8164222989512143 absolute error 0.5159348569058768 relative error 171.69930742996996% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.876999999999904 y2[1] (analytic) 0.9534848068257944 y2[1] (numeric) 2.0548400840556855 absolute error 1.1013552772298911 relative error 115.50842439706679% Correct digits 0 h 0.001 y1[1] (analytic) -0.30144107741377524 y1[1] (numeric) -0.8184764110352464 absolute error 0.5170353336214711 relative error 171.5211934807939% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.877999999999904 y2[1] (analytic) 0.9531828890562571 y2[1] (numeric) 2.0562968402309374 absolute error 1.1031139511746804 relative error 115.72951674225598% Correct digits 0 h 0.001 y1[1] (analytic) -0.30239441134116063 y1[1] (numeric) -0.8205319794217355 absolute error 0.5181375680805749 relative error 171.34495501506257% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8789999999999039 y2[1] (analytic) 0.9528800181039102 y2[1] (numeric) 2.0577545048769244 absolute error 1.104874486773014 relative error 115.95106055131161% Correct digits 0 h 0.001 y1[1] (analytic) -0.30334744287415993 y1[1] (numeric) -0.8225890050185318 absolute error 0.5192415621443719 relative error 171.17057497655355% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8799999999999037 y2[1] (analytic) 0.9525761942716247 y2[1] (numeric) 2.0592130792354926 absolute error 1.106636884963868 relative error 116.17305698155137% Correct digits 0 h 0.001 y1[1] (analytic) -0.3043001710597416 y1[1] (numeric) -0.8246474887347269 absolute error 0.5203473176749853 relative error 170.9980365317732% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8809999999999036 y2[1] (analytic) 0.9522714178632242 y2[1] (numeric) 2.060672564549246 absolute error 1.1084011466860217 relative error 116.39550719406581% Correct digits 0 h 0.001 y1[1] (analytic) -0.3052525949451776 y1[1] (numeric) -0.8267074314806546 absolute error 0.521454836535477 relative error 170.8273230663702% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8819999999999035 y2[1] (analytic) 0.9519656891834852 y2[1] (numeric) 2.0621329620615447 absolute error 1.1101672728780594 relative error 116.61841235373366% Correct digits 0 h 0.001 y1[1] (analytic) -0.3062047135780441 y1[1] (numeric) -0.8287688341678916 absolute error 0.5225641205898475 relative error 170.6584181816191% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8829999999999034 y2[1] (analytic) 0.9516590085381365 y2[1] (numeric) 2.0635942730165064 absolute error 1.11193526447837 relative error 116.84177362923694% Correct digits 0 h 0.001 y1[1] (analytic) -0.30715652600622245 y1[1] (numeric) -0.8308316977092586 absolute error 0.5236751717030361 relative error 170.4913056909712% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8839999999999033 y2[1] (analytic) 0.9513513762338583 y2[1] (numeric) 2.0650564986590028 absolute error 1.1137051224251444 relative error 117.06559219307596% Correct digits 0 h 0.001 y1[1] (analytic) -0.3081080312779005 y1[1] (numeric) -0.8328960230188205 absolute error 0.52478799174092 relative error 170.325969616671% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8849999999999032 y2[1] (analytic) 0.9510427925782834 y2[1] (numeric) 2.0665196402346604 absolute error 1.115476847656377 relative error 117.28986922158484% Correct digits 0 h 0.001 y1[1] (analytic) -0.30905922844157285 y1[1] (numeric) -0.8349618110118876 absolute error 0.5259025825703147 relative error 170.16239418643852% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.885999999999903 y2[1] (analytic) 0.950733257879995 y2[1] (numeric) 2.067983698989859 absolute error 1.1172504411098638 relative error 117.51460589494675% Correct digits 0 h 0.001 y1[1] (analytic) -0.3100101165460426 y1[1] (numeric) -0.8370290626050163 absolute error 0.5270189460589737 relative error 170.00056383021328% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.886999999999903 y2[1] (analytic) 0.950422772448528 y2[1] (numeric) 2.069448676171731 absolute error 1.119025903723203 relative error 117.73980339720933% Correct digits 0 h 0.001 y1[1] (analytic) -0.3109606946404216 y1[1] (numeric) -0.8390977787160095 absolute error 0.5281370840755879 relative error 169.84046317696118% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8879999999999029 y2[1] (analytic) 0.9501113365943678 y2[1] (numeric) 2.070914573028162 absolute error 1.1208032364337943 relative error 117.96546291630032% Correct digits 0 h 0.001 y1[1] (analytic) -0.31191096177413186 y1[1] (numeric) -0.8411679602639179 absolute error 0.5292569984897861 relative error 169.68207705154134% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8889999999999028 y2[1] (analytic) 0.9497989506289501 y2[1] (numeric) 2.072381390807787 absolute error 1.122582440178837 relative error 118.19158564404296% Correct digits 0 h 0.001 y1[1] (analytic) -0.3128609169969063 y1[1] (numeric) -0.8432396081690403 absolute error 0.530378691172134 relative error 169.52539047163202% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8899999999999026 y2[1] (analytic) 0.949485614864661 y2[1] (numeric) 2.0738491307599927 absolute error 1.1243635158953316 relative error 118.41817277617182% Correct digits 0 h 0.001 y1[1] (analytic) -0.31381055935878993 y1[1] (numeric) -0.8453127233529244 absolute error 0.5315021639941344 relative error 169.3703886447143% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8909999999999025 y2[1] (analytic) 0.9491713296148362 y2[1] (numeric) 2.075317794134914 absolute error 1.1261464645200778 relative error 118.64522551234836% Correct digits 0 h 0.001 y1[1] (analytic) -0.31475988791014026 y1[1] (numeric) -0.8473873067383678 absolute error 0.5326274188282276 relative error 169.2170569651129% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8919999999999024 y2[1] (analytic) 0.9488560951937608 y2[1] (numeric) 2.0767873821834346 absolute error 1.1279312869896738 relative error 118.87274505617683% Correct digits 0 h 0.001 y1[1] (analytic) -0.31570890170162896 y1[1] (numeric) -0.8494633592494187 absolute error 0.5337544575477897 relative error 169.06538101109098% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8929999999999023 y2[1] (analytic) 0.9485399119166693 y2[1] (numeric) 2.0782578961571865 absolute error 1.1297179842405172 relative error 119.10073261522015% Correct digits 0 h 0.001 y1[1] (analytic) -0.31665759978424224 y1[1] (numeric) -0.8515408818113764 absolute error 0.5348832820271342 relative error 168.91534654200063% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8939999999999022 y2[1] (analytic) 0.9482227800997449 y2[1] (numeric) 2.079729337308548 absolute error 1.1315065572088032 relative error 119.32918940101591% Correct digits 0 h 0.001 y1[1] (analytic) -0.31760598120928213 y1[1] (numeric) -0.8536198753507923 absolute error 0.5360138941415102 relative error 168.76693949548488% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.894999999999902 y2[1] (analytic) 0.9479047000601194 y2[1] (numeric) 2.081201706890644 absolute error 1.1332970068305244 relative error 119.55811662909223% Correct digits 0 h 0.001 y1[1] (analytic) -0.31855404502836726 y1[1] (numeric) -0.8557003407954704 absolute error 0.5371462957671032 relative error 168.62014598473243% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.895999999999902 y2[1] (analytic) 0.9475856721158729 y2[1] (numeric) 2.082675006157343 absolute error 1.1350893340414703 relative error 119.78751551898402% Correct digits 0 h 0.001 y1[1] (analytic) -0.31950179029343395 y1[1] (numeric) -0.8577822790744685 absolute error 0.5382804887810345 relative error 168.47495229578269% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8969999999999019 y2[1] (analytic) 0.9472656965860332 y2[1] (numeric) 2.08414923636326 absolute error 1.136883539777227 relative error 120.0173872942492% Correct digits 0 h 0.001 y1[1] (analytic) -0.32044921605673693 y1[1] (numeric) -0.8598656911180982 absolute error 0.5394164750613613 relative error 168.33134488488037% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8979999999999018 y2[1] (analytic) 0.9469447737905758 y2[1] (numeric) 2.085624398763752 absolute error 1.138679624973176 relative error 120.24773318248482% Correct digits 0 h 0.001 y1[1] (analytic) -0.32139632137085056 y1[1] (numeric) -0.8619505778579265 absolute error 0.540554256487076 relative error 168.18931037587856% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8989999999999017 y2[1] (analytic) 0.9466229040504237 y2[1] (numeric) 2.0871004946149188 absolute error 1.140477590564495 relative error 120.47855441534355% Correct digits 0 h 0.001 y1[1] (analytic) -0.3223431052886696 y1[1] (numeric) -0.8640369402267759 absolute error 0.5416938349381063 relative error 168.0488355576895% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.8999999999999015 y2[1] (analytic) 0.9463000876874463 y2[1] (numeric) 2.088577525173602 absolute error 1.1422774374861555 relative error 120.70985222854999% Correct digits 0 h 0.001 y1[1] (analytic) -0.32328956686341026 y1[1] (numeric) -0.8661247791587254 absolute error 0.5428352122953152 relative error 167.90990738178164% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9009999999999014 y2[1] (analytic) 0.9459763250244602 y2[1] (numeric) 2.090055491697384 absolute error 1.144079166672924 relative error 120.94162786191731% Correct digits 0 h 0.001 y1[1] (analytic) -0.32423570514861094 y1[1] (numeric) -0.8682140955891114 absolute error 0.5439783904405004 relative error 167.77251295972235% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9019999999999013 y2[1] (analytic) 0.9456516163852278 y2[1] (numeric) 2.0915343954445875 absolute error 1.1458827790593598 relative error 121.17388255936363% Correct digits 0 h 0.001 y1[1] (analytic) -0.32518151919813354 y1[1] (numeric) -0.8703048904545281 absolute error 0.5451233712563945 relative error 167.63663956076488% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9029999999999012 y2[1] (analytic) 0.9453259620944577 y2[1] (numeric) 2.093014237674274 absolute error 1.1476882755798163 relative error 121.40661756892894% Correct digits 0 h 0.001 y1[1] (analytic) -0.326127008066164 y1[1] (numeric) -0.8723971646928281 absolute error 0.5462701566266641 relative error 167.5022746094791% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.903999999999901 y2[1] (analytic) 0.9449993624778045 y2[1] (numeric) 2.0944950196462435 absolute error 1.1494956571684392 relative error 121.63983414279159% Correct digits 0 h 0.001 y1[1] (analytic) -0.3270721708072136 y1[1] (numeric) -0.874490919243124 absolute error 0.5474187484359104 relative error 167.3694056834251% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.904999999999901 y2[1] (analytic) 0.9446718178618675 y2[1] (numeric) 2.095976742621033 absolute error 1.1513049247591653 relative error 121.87353353728525% Correct digits 0 h 0.001 y1[1] (analytic) -0.32801700647611964 y1[1] (numeric) -0.8765861550457883 absolute error 0.5485691485696687 relative error 167.23802051086815% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9059999999999009 y2[1] (analytic) 0.9443433285741913 y2[1] (numeric) 2.097459407859916 absolute error 1.1531160792857245 relative error 122.10771701291593% Correct digits 0 h 0.001 y1[1] (analytic) -0.32896151412804653 y1[1] (numeric) -0.8786828730424542 absolute error 0.5497213589144077 relative error 167.10810696853477% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9069999999999008 y2[1] (analytic) 0.9440138949432653 y2[1] (numeric) 2.098943016624902 absolute error 1.1549291216816369 relative error 122.34238583437879% Correct digits 0 h 0.001 y1[1] (analytic) -0.32990569281848675 y1[1] (numeric) -0.8807810741760168 absolute error 0.55087538135753 relative error 166.97965307940902% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9079999999999007 y2[1] (analytic) 0.943683517298523 y2[1] (numeric) 2.1004275701787356 absolute error 1.1567440528802126 relative error 122.5775412705752% Correct digits 0 h 0.001 y1[1] (analytic) -0.3308495416032616 y1[1] (numeric) -0.8828807593906336 absolute error 0.5520312177873721 relative error 166.85264701056792% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9089999999999006 y2[1] (analytic) 0.943352195970342 y2[1] (numeric) 2.101913069784894 absolute error 1.1585608738145519 relative error 122.81318459462999% Correct digits 0 h 0.001 y1[1] (analytic) -0.3317930595385224 y1[1] (numeric) -0.8849819296317251 absolute error 0.5531888700932026 relative error 166.7270770710547% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9099999999999004 y2[1] (analytic) 0.9430199312900437 y2[1] (numeric) 2.1033995167075887 absolute error 1.160379585417545 relative error 123.04931708390882% Correct digits 0 h 0.001 y1[1] (analytic) -0.33273624568075133 y1[1] (numeric) -0.8870845858459756 absolute error 0.5543483401652243 relative error 166.60293170979094% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9109999999999003 y2[1] (analytic) 0.9426867235898927 y2[1] (numeric) 2.1048869122117626 absolute error 1.16220018862187 relative error 123.28594002003518% Correct digits 0 h 0.001 y1[1] (analytic) -0.33367909908676235 y1[1] (numeric) -0.889188728981334 absolute error 0.5555096298945716 relative error 166.48019951352407% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9119999999999002 y2[1] (analytic) 0.9423525732030966 y2[1] (numeric) 2.10637525756309 absolute error 1.1640226843599932 relative error 123.52305468890803% Correct digits 0 h 0.001 y1[1] (analytic) -0.334621618813702 y1[1] (numeric) -0.8912943599870148 absolute error 0.5566727411733128 relative error 166.3588692048125% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9129999999999001 y2[1] (analytic) 0.9420174804638058 y2[1] (numeric) 2.1078645540279752 absolute error 1.1658470735641693 relative error 123.76066238071931% Correct digits 0 h 0.001 y1[1] (analytic) -0.33556380391905083 y1[1] (numeric) -0.893401479813498 absolute error 0.5578376758944472 relative error 166.23892964004432% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9139999999999 y2[1] (analytic) 0.9416814457071131 y2[1] (numeric) 2.109354802873553 absolute error 1.1676733571664402 relative error 123.99876438997146% Correct digits 0 h 0.001 y1[1] (analytic) -0.3365056534606236 y1[1] (numeric) -0.895510089412531 absolute error 0.5590044359519073 relative error 166.12036980749255% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9149999999999 y2[1] (analytic) 0.9413444692690532 y2[1] (numeric) 2.110846005367686 absolute error 1.1695015360986325 relative error 124.23736201549487% Correct digits 0 h 0.001 y1[1] (analytic) -0.337447166496571 y1[1] (numeric) -0.897620189737128 absolute error 0.560173023240557 relative error 166.00317882540264% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9159999999998998 y2[1] (analytic) 0.9410065514866025 y2[1] (numeric) 2.1123381627789635 absolute error 1.171331611292361 relative error 124.47645656046612% Correct digits 0 h 0.001 y1[1] (analytic) -0.33838834208538004 y1[1] (numeric) -0.899731781741572 absolute error 0.5613434396561919 relative error 165.88734594011436% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9169999999998997 y2[1] (analytic) 0.9406676926976787 y2[1] (numeric) 2.1138312763767035 absolute error 1.1731635836790248 relative error 124.71604933242541% Correct digits 0 h 0.001 y1[1] (analytic) -0.3393291792858752 y1[1] (numeric) -0.9018448663814147 absolute error 0.5625156870955395 relative error 165.77286052421562% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9179999999998996 y2[1] (analytic) 0.9403278932411405 y2[1] (numeric) 2.1153253474309484 absolute error 1.1749974541898078 relative error 124.95614164329463% Correct digits 0 h 0.001 y1[1] (analytic) -0.34026967715721934 y1[1] (numeric) -0.9039594446134775 absolute error 0.5636897674562582 relative error 165.65971207472865% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9189999999998995 y2[1] (analytic) 0.9399871534567875 y2[1] (numeric) 2.1168203772124663 absolute error 1.1768332237556787 relative error 125.19673480939538% Correct digits 0 h 0.001 y1[1] (analytic) -0.34120983475891464 y1[1] (numeric) -0.9060755173958523 absolute error 0.5648656826369377 relative error 165.54789021132683% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9199999999998993 y2[1] (analytic) 0.9396454736853593 y2[1] (numeric) 2.118316366992749 absolute error 1.1786708933073897 relative error 125.43783015146713% Correct digits 0 h 0.001 y1[1] (analytic) -0.34214965115080365 y1[1] (numeric) -0.908193085687902 absolute error 0.5660434345370984 relative error 165.43738467458286% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9209999999998992 y2[1] (analytic) 0.9393028542685359 y2[1] (numeric) 2.1198133180440117 absolute error 1.1805104637754757 relative error 125.67942899468518% Correct digits 0 h 0.001 y1[1] (analytic) -0.34308912539307 y1[1] (numeric) -0.9103121504502615 absolute error 0.5672230250571915 relative error 165.32818532424656% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9219999999998991 y2[1] (analytic) 0.9389592955489363 y2[1] (numeric) 2.1213112316391918 absolute error 1.1823519360902555 relative error 125.92153266867936% Correct digits 0 h 0.001 y1[1] (analytic) -0.3440282565462396 y1[1] (numeric) -0.912432712644838 absolute error 0.5684044560985985 relative error 165.22028213755206% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.922999999999899 y2[1] (analytic) 0.9386147978701195 y2[1] (numeric) 2.1228101090519473 absolute error 1.1841953111818277 relative error 126.1641425075519% Correct digits 0 h 0.001 y1[1] (analytic) -0.34496704367118125 y1[1] (numeric) -0.9145547732348124 absolute error 0.5695877295636311 relative error 165.1136652075541% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.923999999999899 y2[1] (analytic) 0.938269361576583 y2[1] (numeric) 2.124309951556658 absolute error 1.1860405899800752 relative error 126.40725984989638% Correct digits 0 h 0.001 y1[1] (analytic) -0.345905485829108 y1[1] (numeric) -0.9166783331846392 absolute error 0.5707728473555311 relative error 165.0083247414923% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9249999999998988 y2[1] (analytic) 0.9379229870137632 y2[1] (numeric) 2.1258107604284224 absolute error 1.1878877734146593 relative error 126.6508860388159% Correct digits 0 h 0.001 y1[1] (analytic) -0.3468435820815778 y1[1] (numeric) -0.918803393460048 absolute error 0.5719598113784703 relative error 164.9042510591835% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9259999999998987 y2[1] (analytic) 0.9375756745280345 y2[1] (numeric) 2.1273125369430574 absolute error 1.1897368624150229 relative error 126.89502242194196% Correct digits 0 h 0.001 y1[1] (analytic) -0.3477813314904944 y1[1] (numeric) -0.9209299550280436 absolute error 0.5731486235375493 relative error 164.80143459144085% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9269999999998986 y2[1] (analytic) 0.9372274244667094 y2[1] (numeric) 2.128815282377098 absolute error 1.1915878579103887 relative error 127.13967035145313% Correct digits 0 h 0.001 y1[1] (analytic) -0.3487187331181084 y1[1] (numeric) -0.9230580188569072 absolute error 0.5743392857387988 relative error 164.69986587852003% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9279999999998985 y2[1] (analytic) 0.936878237178038 y2[1] (numeric) 2.130318998007796 absolute error 1.193440760829758 relative error 127.38483118409383% Correct digits 0 h 0.001 y1[1] (analytic) -0.34965578602701847 y1[1] (numeric) -0.9251875859161967 absolute error 0.5755317998891782 relative error 164.59953556859088% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9289999999998984 y2[1] (analytic) 0.9365281130112073 y2[1] (numeric) 2.1318236851131185 absolute error 1.1952955721019112 relative error 127.63050628119342% Correct digits 0 h 0.001 y1[1] (analytic) -0.35059248928017156 y1[1] (numeric) -0.9273186571767477 absolute error 0.576726167896576 relative error 164.5004344162355% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9299999999998982 y2[1] (analytic) 0.9361770523163419 y2[1] (numeric) 2.133329344971748 absolute error 1.1971522926554061 relative error 127.87669700868491% Correct digits 0 h 0.001 y1[1] (analytic) -0.35152884194086464 y1[1] (numeric) -0.929451233610674 absolute error 0.5779223916698094 relative error 164.40255328097075% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9309999999998981 y2[1] (analytic) 0.935825055444502 y2[1] (numeric) 2.1348359788630806 absolute error 1.1990109234185786 relative error 128.12340473712445% Correct digits 0 h 0.001 y1[1] (analytic) -0.35246484307274506 y1[1] (numeric) -0.9315853161913688 absolute error 0.5791204731186237 relative error 164.30588312579567% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.931999999999898 y2[1] (analytic) 0.9354721227476847 y2[1] (numeric) 2.136343588067226 absolute error 1.2008714653195414 relative error 128.3706308417103% Correct digits 0 h 0.001 y1[1] (analytic) -0.35340049173981175 y1[1] (numeric) -0.9337209058935044 absolute error 0.5803204141536926 relative error 164.21041501576315% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.932999999999898 y2[1] (analytic) 0.9351182545788226 y2[1] (numeric) 2.137852173865006 absolute error 1.2027339192861835 relative error 128.6183767023022% Correct digits 0 h 0.001 y1[1] (analytic) -0.3543357870064162 y1[1] (numeric) -0.9358580036930344 absolute error 0.5815222166866182 relative error 164.11614011657483% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9339999999998978 y2[1] (analytic) 0.9347634512917838 y2[1] (numeric) 2.139361737537953 absolute error 1.2045982862461693 relative error 128.8666437034408% Correct digits 0 h 0.001 y1[1] (analytic) -0.35527072793726316 y1[1] (numeric) -0.9379966105671929 absolute error 0.5827258826299297 relative error 164.0230496931998% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9349999999998977 y2[1] (analytic) 0.9344077132413717 y2[1] (numeric) 2.1408722803683102 absolute error 1.2064645671269385 relative error 129.11543323436698% Correct digits 0 h 0.001 y1[1] (analytic) -0.35620531359741175 y1[1] (numeric) -0.9401367274944961 absolute error 0.5839314138970844 relative error 163.9311351085155% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9359999999998976 y2[1] (analytic) 0.9340510407833242 y2[1] (numeric) 2.1423838036390297 absolute error 1.2083327628557055 relative error 129.36474668904177% Correct digits 0 h 0.001 y1[1] (analytic) -0.35713954305227646 y1[1] (numeric) -0.9422783554547429 absolute error 0.5851388124024665 relative error 163.84038782197146% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9369999999998975 y2[1] (analytic) 0.9336934342743137 y2[1] (numeric) 2.143896308633772 absolute error 1.2102028743594584 relative error 129.61458546616575% Correct digits 0 h 0.001 y1[1] (analytic) -0.3580734153676279 y1[1] (numeric) -0.9444214954290154 absolute error 0.5863480800613876 relative error 163.75079938827463% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9379999999998974 y2[1] (analytic) 0.9333348940719468 y2[1] (numeric) 2.1454097966369057 absolute error 1.2120749025649589 relative error 129.86495096919896% Correct digits 0 h 0.001 y1[1] (analytic) -0.35900692960959374 y1[1] (numeric) -0.9465661483996799 absolute error 0.5875592187900862 relative error 163.66236145609622% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9389999999998973 y2[1] (analytic) 0.9329754205347636 y2[1] (numeric) 2.146924268933505 absolute error 1.2139488483987415 relative error 130.11584460638088% Correct digits 0 h 0.001 y1[1] (analytic) -0.35994008484465995 y1[1] (numeric) -0.9487123153503871 absolute error 0.5887722305057272 relative error 163.57506576679972% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9399999999998971 y2[1] (analytic) 0.9326150140222376 y2[1] (numeric) 2.1484397268093507 absolute error 1.2158247127871131 relative error 130.36726779075022% Correct digits 0 h 0.001 y1[1] (analytic) -0.3608728801396713 y1[1] (numeric) -0.9508599972660734 absolute error 0.5899871171264022 relative error 163.48890415318965% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.940999999999897 y2[1] (analytic) 0.9322536748947753 y2[1] (numeric) 2.1499561715509268 absolute error 1.2177024966561514 relative error 130.61922194016506% Correct digits 0 h 0.001 y1[1] (analytic) -0.36180531456183257 y1[1] (numeric) -0.9530091951329611 absolute error 0.5912038805711286 relative error 163.40386853828036% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.941999999999897 y2[1] (analytic) 0.9318914035137158 y2[1] (numeric) 2.1514736044454223 absolute error 1.2195822009317066 relative error 130.8717084773233% Correct digits 0 h 0.001 y1[1] (analytic) -0.3627373871787094 y1[1] (numeric) -0.9551599099385596 absolute error 0.5924225227598502 relative error 163.319950934085% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9429999999998968 y2[1] (analytic) 0.9315282002413304 y2[1] (numeric) 2.152992026780728 absolute error 1.2214638265393978 relative error 131.1247288297825% Correct digits 0 h 0.001 y1[1] (analytic) -0.3636690970582293 y1[1] (numeric) -0.9573121426716655 absolute error 0.5936430456134363 relative error 163.23714344042392% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9439999999998967 y2[1] (analytic) 0.9311640654408224 y2[1] (numeric) 2.1545114398454372 absolute error 1.2233473744046148 relative error 131.37828442998065% Correct digits 0 h 0.001 y1[1] (analytic) -0.36460044326868246 y1[1] (numeric) -0.9594658943223642 absolute error 0.5948654510536817 relative error 163.15543824375212% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9449999999998966 y2[1] (analytic) 0.9307989994763266 y2[1] (numeric) 2.1560318449288434 absolute error 1.2252328454525168 relative error 131.6323767152565% Correct digits 0 h 0.001 y1[1] (analytic) -0.36553142487872275 y1[1] (numeric) -0.9616211658820294 absolute error 0.5960897410033066 relative error 163.0748276160057% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9459999999998965 y2[1] (analytic) 0.9304330027129089 y2[1] (numeric) 2.15755324332094 absolute error 1.227120240608031 relative error 131.88700712787022% Correct digits 0 h 0.001 y1[1] (analytic) -0.3664620409573686 y1[1] (numeric) -0.9637779583433248 absolute error 0.5973159173859561 relative error 162.99530391346678% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9469999999998964 y2[1] (analytic) 0.930066075516566 y2[1] (numeric) 2.1590756363124193 absolute error 1.2290095607958533 relative error 132.14217711502397% Correct digits 0 h 0.001 y1[1] (analytic) -0.3673922905740041 y1[1] (numeric) -0.9659362727002044 absolute error 0.5985439821262004 relative error 162.91685957564624% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9479999999998963 y2[1] (analytic) 0.929698218254225 y2[1] (numeric) 2.160599025194672 absolute error 1.230900806940447 relative error 132.39788812888295% Correct digits 0 h 0.001 y1[1] (analytic) -0.36832217279837953 y1[1] (numeric) -0.9680961099479133 absolute error 0.5997739371495338 relative error 162.83948712418447% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9489999999998961 y2[1] (analytic) 0.9293294312937433 y2[1] (numeric) 2.162123411259785 absolute error 1.2327939799660417 relative error 132.65414162659602% Correct digits 0 h 0.001 y1[1] (analytic) -0.3692516867006129 y1[1] (numeric) -0.9702574710829881 absolute error 0.6010057843823752 relative error 162.7631791617697% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.949999999999896 y2[1] (analytic) 0.9289597150039077 y2[1] (numeric) 2.163648795800542 absolute error 1.2346890807966344 relative error 132.910939070317% Correct digits 0 h 0.001 y1[1] (analytic) -0.37018083135119034 y1[1] (numeric) -0.972420357103258 absolute error 0.6022395257520676 relative error 162.68792837107316% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.950999999999896 y2[1] (analytic) 0.9285890697544347 y2[1] (numeric) 2.1651751801104213 absolute error 1.2365861103559865 relative error 133.16828192722554% Correct digits 0 h 0.001 y1[1] (analytic) -0.3711096058209673 y1[1] (numeric) -0.9745847690078455 absolute error 0.6034751631868782 relative error 162.61372751370115% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9519999999998958 y2[1] (analytic) 0.9282174959159691 y2[1] (numeric) 2.1667025654835945 absolute error 1.2384850695676253 relative error 133.4261716695485% Correct digits 0 h 0.001 y1[1] (analytic) -0.37203800918116936 y1[1] (numeric) -0.9767507077971667 absolute error 0.6047126986159973 relative error 162.54056942916378% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9529999999998957 y2[1] (analytic) 0.927844993860085 y2[1] (numeric) 2.1682309532149273 absolute error 1.2403859593548423 relative error 133.68460977458128% Correct digits 0 h 0.001 y1[1] (analytic) -0.3729660405033932 y1[1] (numeric) -0.9789181744729321 absolute error 0.6059521339695388 relative error 162.4684470338596% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9539999999998956 y2[1] (analytic) 0.9274715639592844 y2[1] (numeric) 2.169760344599977 absolute error 1.2422887806406928 relative error 133.94359772470918% Correct digits 0 h 0.001 y1[1] (analytic) -0.37389369885960766 y1[1] (numeric) -0.9810871700381477 absolute error 0.6071934711785401 relative error 162.39735332007655% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9549999999998955 y2[1] (analytic) 0.9270972065869971 y2[1] (numeric) 2.171290740934993 absolute error 1.2441935343479957 relative error 134.2031370074291% Correct digits 0 h 0.001 y1[1] (analytic) -0.3748209833221544 y1[1] (numeric) -0.9832576954971154 absolute error 0.608436712174961 relative error 162.32728135500793% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9559999999998954 y2[1] (analytic) 0.9267219221175805 y2[1] (numeric) 2.1728221435169126 absolute error 1.246100221399332 relative error 134.46322911537095% Correct digits 0 h 0.001 y1[1] (analytic) -0.37574789296374905 y1[1] (numeric) -0.9854297518554334 absolute error 0.6096818588916844 relative error 162.25822427978446% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9569999999998953 y2[1] (analytic) 0.926345710926319 y2[1] (numeric) 2.1743545536433646 absolute error 1.2480088427170455 relative error 134.72387554631982% Correct digits 0 h 0.001 y1[1] (analytic) -0.3766744268574821 y1[1] (numeric) -0.9876033401199974 absolute error 0.6109289132625153 relative error 162.19017530852057% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9579999999998952 y2[1] (analytic) 0.9259685733894237 y2[1] (numeric) 2.175887972612665 absolute error 1.2499193992232414 relative error 134.98507780323743% Correct digits 0 h 0.001 y1[1] (analytic) -0.3776005840768196 y1[1] (numeric) -0.989778461299001 absolute error 0.6121778772221814 relative error 162.12312772737636% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.958999999999895 y2[1] (analytic) 0.9255905098840324 y2[1] (numeric) 2.177422401723817 absolute error 1.2518318918397844 relative error 135.2468373942843% Correct digits 0 h 0.001 y1[1] (analytic) -0.37852636369560455 y1[1] (numeric) -0.9919551164019367 absolute error 0.6134287527063321 relative error 162.05707489363317% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.959999999999895 y2[1] (analytic) 0.9252115207882081 y2[1] (numeric) 2.1789578422765095 absolute error 1.2537463214883013 relative error 135.5091558328421% Correct digits 0 h 0.001 y1[1] (analytic) -0.3794517647880573 y1[1] (numeric) -0.9941333064395959 absolute error 0.6146815416515385 relative error 161.99201023478406% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9609999999998948 y2[1] (analytic) 0.9248316064809402 y2[1] (numeric) 2.1804942955711173 absolute error 1.255662689090177 relative error 135.77203463753537% Correct digits 0 h 0.001 y1[1] (analytic) -0.3803767864287769 y1[1] (numeric) -0.9963130324240703 absolute error 0.6159362459952934 relative error 161.92792724763802% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9619999999998947 y2[1] (analytic) 0.9244507673421429 y2[1] (numeric) 2.182031762908699 absolute error 1.2575809955665562 relative error 136.03547533225426% Correct digits 0 h 0.001 y1[1] (analytic) -0.3813014276927418 y1[1] (numeric) -0.9984942953687524 absolute error 0.6171928676760107 relative error 161.86481949743805% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9629999999998946 y2[1] (analytic) 0.9240690037526552 y2[1] (numeric) 2.1835702455909973 absolute error 1.259501241838342 relative error 136.29947944617692% Correct digits 0 h 0.001 y1[1] (analytic) -0.3822256876553108 y1[1] (numeric) -1.000677096288336 absolute error 0.6184514086330253 relative error 161.80268061699235% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9639999999998945 y2[1] (analytic) 0.9236863160942409 y2[1] (numeric) 2.1851097449204357 absolute error 1.2614234288261947 relative error 136.56404851379173% Correct digits 0 h 0.001 y1[1] (analytic) -0.38314956539222395 y1[1] (numeric) -1.0028614361988168 absolute error 0.619711870806593 relative error 161.7415043058196% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9649999999998944 y2[1] (analytic) 0.9233027047495874 y2[1] (numeric) 2.1866502622001196 absolute error 1.2633475574505322 relative error 136.82918407492045% Correct digits 0 h 0.001 y1[1] (analytic) -0.3840730599796036 y1[1] (numeric) -1.0050473161174935 absolute error 0.6209742561378899 relative error 161.68128432930627% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9659999999998943 y2[1] (analytic) 0.9229181701023061 y2[1] (numeric) 2.188191798733835 absolute error 1.2652736286315287 relative error 137.09488767474068% Correct digits 0 h 0.001 y1[1] (analytic) -0.38499617049395535 y1[1] (numeric) -1.0072347370629684 absolute error 0.6222385665690131 relative error 161.62201451787755% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9669999999998942 y2[1] (analytic) 0.9225327125369317 y2[1] (numeric) 2.1897343558260465 absolute error 1.2672016432891149 relative error 137.36116086380895% Correct digits 0 h 0.001 y1[1] (analytic) -0.38591889601216867 y1[1] (numeric) -1.0094237000551474 absolute error 0.6235048040429787 relative error 161.56368876618018% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.967999999999894 y2[1] (analytic) 0.9221463324389215 y2[1] (numeric) 2.1912779347818976 absolute error 1.2691316023429762 relative error 137.6280051980836% Correct digits 0 h 0.001 y1[1] (analytic) -0.3868412356115181 y1[1] (numeric) -1.0116142061152416 absolute error 0.6247729705037235 relative error 161.50630103227832% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.968999999999894 y2[1] (analytic) 0.9217590301946558 y2[1] (numeric) 2.192822536907208 absolute error 1.2710635067125522 relative error 137.89542223894793% Correct digits 0 h 0.001 y1[1] (analytic) -0.3877631883696642 y1[1] (numeric) -1.0138062562657675 absolute error 0.6260430678961033 relative error 161.44984533686088% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9699999999998938 y2[1] (analytic) 0.9213708061914366 y2[1] (numeric) 2.1943681635084746 absolute error 1.272997357317038 relative error 138.16341355323368% Correct digits 0 h 0.001 y1[1] (analytic) -0.38868475336465425 y1[1] (numeric) -1.015999851530548 absolute error 0.6273150981658937 relative error 161.39431576246122% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9709999999998937 y2[1] (analytic) 0.9209816608174881 y2[1] (numeric) 2.1959148158928685 absolute error 1.2749331550753804 relative error 138.43198071324412% Correct digits 0 h 0.001 y1[1] (analytic) -0.3896059296749233 y1[1] (numeric) -1.0181949929347123 absolute error 0.628589063259789 relative error 161.33970645268843% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9719999999998936 y2[1] (analytic) 0.9205915944619555 y2[1] (numeric) 2.1974624953682356 absolute error 1.27687090090628 relative error 138.70112529677766% Correct digits 0 h 0.001 y1[1] (analytic) -0.39052671637929515 y1[1] (numeric) -1.0203916815046974 absolute error 0.6298649651254022 relative error 161.28601161146995% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9729999999998935 y2[1] (analytic) 0.9202006075149052 y2[1] (numeric) 2.199011203243095 absolute error 1.2788105957281897 relative error 138.9708488871516% Correct digits 0 h 0.001 y1[1] (analytic) -0.39144711255698317 y1[1] (numeric) -1.0225899182682485 absolute error 0.6311428057112654 relative error 161.23322550230577% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9739999999998934 y2[1] (analytic) 0.919808700367324 y2[1] (numeric) 2.2005609408266373 absolute error 1.2807522404593135 relative error 139.2411530732257% Correct digits 0 h 0.001 y1[1] (analytic) -0.3923671172875912 y1[1] (numeric) -1.0247897042544198 absolute error 0.6324225869668286 relative error 161.1813424475337% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9749999999998933 y2[1] (analytic) 0.9194158734111191 y2[1] (numeric) 2.2021117094287255 absolute error 1.2826958360176064 relative error 139.51203944942614% Correct digits 0 h 0.001 y1[1] (analytic) -0.3932867296511147 y1[1] (numeric) -1.0269910404935747 absolute error 0.63370431084246 relative error 161.1303568276052% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9759999999998932 y2[1] (analytic) 0.9190221270391175 y2[1] (numeric) 2.203663510359891 absolute error 1.2846413833207735 relative error 139.78350961576942% Correct digits 0 h 0.001 y1[1] (analytic) -0.3942059487279413 y1[1] (numeric) -1.029193928017387 absolute error 0.6349879792894457 relative error 161.0802630803724% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.976999999999893 y2[1] (analytic) 0.9186274616450653 y2[1] (numeric) 2.205216344931335 absolute error 1.28658888328627 relative error 140.05556517788665% Correct digits 0 h 0.001 y1[1] (analytic) -0.39512477359885206 y1[1] (numeric) -1.0313983678588412 absolute error 0.6362735942599891 relative error 161.0310557003854% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.977999999999893 y2[1] (analytic) 0.9182318776236281 y2[1] (numeric) 2.2067702144549273 absolute error 1.2885383368312993 relative error 140.32820774704743% Correct digits 0 h 0.001 y1[1] (analytic) -0.3960432033450221 y1[1] (numeric) -1.0336043610522336 absolute error 0.6375611577072116 relative error 160.9827292382002% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9789999999998928 y2[1] (analytic) 0.9178353753703897 y2[1] (numeric) 2.2083251202432037 absolute error 1.290489744872814 relative error 140.60143894018475% Correct digits 0 h 0.001 y1[1] (analytic) -0.39696123704802183 y1[1] (numeric) -1.0358119086331725 absolute error 0.6388506715851507 relative error 160.93527829969622% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9799999999998927 y2[1] (analytic) 0.9174379552818526 y2[1] (numeric) 2.2098810636093664 absolute error 1.2924431083275139 relative error 140.8752603799189% Correct digits 0 h 0.001 y1[1] (analytic) -0.39787887378981757 y1[1] (numeric) -1.0380210116385793 absolute error 0.6401421378487617 relative error 160.88869754540463% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9809999999998926 y2[1] (analytic) 0.9170396177554365 y2[1] (numeric) 2.2114380458672827 absolute error 1.2943984281118461 relative error 141.1496736945826% Correct digits 0 h 0.001 y1[1] (analytic) -0.3987961126527727 y1[1] (numeric) -1.0402316711066886 absolute error 0.6414355584539159 relative error 160.84298168984577% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9819999999998925 y2[1] (analytic) 0.9166403631894791 y2[1] (numeric) 2.2129960683314835 absolute error 1.2963557051420045 relative error 141.42468051824534% Correct digits 0 h 0.001 y1[1] (analytic) -0.3997129527196484 y1[1] (numeric) -1.0424438880770492 absolute error 0.6427309353574009 relative error 160.79812550087686% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9829999999998924 y2[1] (analytic) 0.9162401919832349 y2[1] (numeric) 2.214555132317163 absolute error 1.298314940333928 relative error 141.70028249073843% Correct digits 0 h 0.001 y1[1] (analytic) -0.4006293930736047 y1[1] (numeric) -1.0446576635905254 absolute error 0.6440282705169207 relative error 160.7541237990489% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9839999999998923 y2[1] (analytic) 0.9158391045368751 y2[1] (numeric) 2.2161152391401764 absolute error 1.3002761346033012 relative error 141.97648125768004% Correct digits 0 h 0.001 y1[1] (analytic) -0.40154543279820126 y1[1] (numeric) -1.0468729986892962 absolute error 0.6453275658910949 relative error 160.71097145697271% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9849999999998922 y2[1] (analytic) 0.915437101251487 y2[1] (numeric) 2.2176763901170404 absolute error 1.3022392888655534 relative error 142.25327847050028% Correct digits 0 h 0.001 y1[1] (analytic) -0.4024610709773985 y1[1] (numeric) -1.0490898944168572 absolute error 0.6466288234394586 relative error 160.66866339869478% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.985999999999892 y2[1] (analytic) 0.9150341825290741 y2[1] (numeric) 2.219238586564931 absolute error 1.3042044040358571 relative error 142.5306757864663% Correct digits 0 h 0.001 y1[1] (analytic) -0.40337630669555835 y1[1] (numeric) -1.0513083518180206 absolute error 0.6479320451224623 relative error 160.6271945990815% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.986999999999892 y2[1] (analytic) 0.9146303487725548 y2[1] (numeric) 2.220801829801683 absolute error 1.3061714810291285 relative error 142.80867486870807% Correct digits 0 h 0.001 y1[1] (analytic) -0.4042911390374451 y1[1] (numeric) -1.0535283719389166 absolute error 0.6492372329014715 relative error 160.58656008321262% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9879999999998919 y2[1] (analytic) 0.914225600385763 y2[1] (numeric) 2.2223661211457895 absolute error 1.3081405207600265 relative error 143.08727738624347% Correct digits 0 h 0.001 y1[1] (analytic) -0.40520556708822647 y1[1] (numeric) -1.0557499558269932 absolute error 0.6505443887387667 relative error 160.54675492578363% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9889999999998917 y2[1] (analytic) 0.9138199377734469 y2[1] (numeric) 2.2239314619163983 absolute error 1.3101115241429513 relative error 143.3664850140042% Correct digits 0 h 0.001 y1[1] (analytic) -0.4061195899334746 y1[1] (numeric) -1.057973104531017 absolute error 0.6518535145975424 relative error 160.5077742505159% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9899999999998916 y2[1] (analytic) 0.9134133613412693 y2[1] (numeric) 2.225497853433315 absolute error 1.3120844920920458 relative error 143.6462994328616% Correct digits 0 h 0.001 y1[1] (analytic) -0.40703320665916654 y1[1] (numeric) -1.0601978191010746 absolute error 0.653164612441908 relative error 160.46961322957668% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9909999999998915 y2[1] (analytic) 0.9130058714958065 y2[1] (numeric) 2.2270652970169977 absolute error 1.3140594255211913 relative error 143.92672232965225% Correct digits 0 h 0.001 y1[1] (analytic) -0.4079464163516858 y1[1] (numeric) -1.0624241005885724 absolute error 0.6544776842368866 relative error 160.4322670830056% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9919999999998914 y2[1] (analytic) 0.9125974686445482 y2[1] (numeric) 2.228633793988559 absolute error 1.316036325344011 relative error 144.2077553972046% Correct digits 0 h 0.001 y1[1] (analytic) -0.4088592180978227 y1[1] (numeric) -1.0646519500462377 absolute error 0.6557927319484149 relative error 160.39573107815107% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9929999999998913 y2[1] (analytic) 0.9121881531958973 y2[1] (numeric) 2.2302033456697643 absolute error 1.318015192473867 relative error 144.48940033436457% Correct digits 0 h 0.001 y1[1] (analytic) -0.40977161098477555 y1[1] (numeric) -1.0668813685281193 absolute error 0.6571097575433438 relative error 160.3600005291137% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9939999999998912 y2[1] (analytic) 0.9117779255591693 y2[1] (numeric) 2.231773953383029 absolute error 1.3199960278238598 relative error 144.77165884602232% Correct digits 0 h 0.001 y1[1] (analytic) -0.4106835941001516 y1[1] (numeric) -1.069112357089588 absolute error 0.6584287629894363 relative error 160.32507079619748% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.994999999999891 y2[1] (analytic) 0.9113667861445915 y2[1] (numeric) 2.233345618451419 absolute error 1.3219788323068273 relative error 145.05453264313832% Correct digits 0 h 0.001 y1[1] (analytic) -0.41159516653196776 y1[1] (numeric) -1.071344916787337 absolute error 0.6597497502553693 relative error 160.2909372853697% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.995999999999891 y2[1] (analytic) 0.9109547353633037 y2[1] (numeric) 2.23491834219865 absolute error 1.323963606835346 relative error 145.33802344277046% Correct digits 0 h 0.001 y1[1] (analytic) -0.41250632736865167 y1[1] (numeric) -1.0735790486793837 absolute error 0.661072721310732 relative error 160.25759544772745% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9969999999998909 y2[1] (analytic) 0.9105417736273564 y2[1] (numeric) 2.236492125949085 absolute error 1.3259503523217286 relative error 145.6221329681004% Correct digits 0 h 0.001 y1[1] (analytic) -0.41341707569904257 y1[1] (numeric) -1.0758147538250689 absolute error 0.6623976781260263 relative error 160.22504077897244% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9979999999998908 y2[1] (analytic) 0.9101279013497114 y2[1] (numeric) 2.238066971027735 absolute error 1.3279390696780236 relative error 145.9068629484605% Correct digits 0 h 0.001 y1[1] (analytic) -0.41432741061239226 y1[1] (numeric) -1.078052033285058 absolute error 0.6637246226726659 relative error 160.19326881889245% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9989999999998906 y2[1] (analytic) 0.9097131189442409 y2[1] (numeric) 2.2396428787602556 absolute error 1.3299297598160147 relative error 146.19221511936118% Correct digits 0 h 0.001 y1[1] (analytic) -0.41523733119836587 y1[1] (numeric) -1.0802908881213422 absolute error 0.6650535569229763 relative error 160.16227515085077% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 1.9999999999998905 y2[1] (analytic) 0.9092974268257272 y2[1] (numeric) 2.241219850472948 absolute error 1.331922423647221 relative error 146.4781912225176% Correct digits 0 h 0.001 y1[1] (analytic) -0.4161468365470429 y1[1] (numeric) -1.0825313193972386 absolute error 0.6663844828501957 relative error 160.1320554012826% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0009999999998906 y2[1] (analytic) 0.9088808254098625 y2[1] (numeric) 2.2427978874927574 absolute error 1.3339170620828948 relative error 146.76479300587744% Correct digits 0 h 0.001 y1[1] (analytic) -0.4170559257489182 y1[1] (numeric) -1.0847733281773906 absolute error 0.6677174024284724 relative error 160.1026052391978% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0019999999998905 y2[1] (analytic) 0.9084633151132481 y2[1] (numeric) 2.2443769911472713 absolute error 1.3359136760340231 relative error 147.05202222364804% Correct digits 0 h 0.001 y1[1] (analytic) -0.4179645978949023 y1[1] (numeric) -1.0870169155277691 absolute error 0.6690523176328669 relative error 160.07392037569196% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0029999999998904 y2[1] (analytic) 0.9080448963533942 y2[1] (numeric) 2.245957162764719 absolute error 1.3379122664113245 relative error 147.33988063632415% Correct digits 0 h 0.001 y1[1] (analytic) -0.4188728520763234 y1[1] (numeric) -1.089262082515673 absolute error 0.6703892304393495 relative error 160.04599656346238% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0039999999998903 y2[1] (analytic) 0.9076255695487198 y2[1] (numeric) 2.24753840367397 absolute error 1.3399128341252502 relative error 147.62837001071574% Correct digits 0 h 0.001 y1[1] (analytic) -0.4197806873849273 y1[1] (numeric) -1.0915088302097293 absolute error 0.6717281428248021 relative error 160.01882959633298% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.00499999999989 y2[1] (analytic) 0.9072053351185514 y2[1] (numeric) 2.249120715204533 absolute error 1.3419153800859815 relative error 147.9174921199756% Correct digits 0 h 0.001 y1[1] (analytic) -0.4206881029128788 y1[1] (numeric) -1.0937571596798947 absolute error 0.6730690567670159 relative error 159.9924153087836% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.00599999999989 y2[1] (analytic) 0.9067841934831234 y2[1] (numeric) 2.250704098686556 absolute error 1.3439199052034327 relative error 148.2072487436279% Correct digits 0 h 0.001 y1[1] (analytic) -0.42159509775276244 y1[1] (numeric) -1.0960070719974555 absolute error 0.674411974244693 relative error 159.96674957548743% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.00699999999989 y2[1] (analytic) 0.9063621450635776 y2[1] (numeric) 2.2522885554508236 absolute error 1.345926410387246 relative error 148.49764166759576% Correct digits 0 h 0.001 y1[1] (analytic) -0.42250167099758346 y1[1] (numeric) -1.0982585682350285 absolute error 0.675756897237445 relative error 159.94182831085422% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.00799999999989 y2[1] (analytic) 0.9059391902819622 y2[1] (numeric) 2.253874086828757 absolute error 1.3479348965467945 relative error 148.78867268423025% Correct digits 0 h 0.001 y1[1] (analytic) -0.4234078217407687 y1[1] (numeric) -1.1005116494665617 absolute error 0.677103827725793 relative error 159.91764746857928% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0089999999998898 y2[1] (analytic) 0.9055153295612322 y2[1] (numeric) 2.255460694152411 absolute error 1.3499453645911788 relative error 149.08034359233824% Correct digits 0 h 0.001 y1[1] (analytic) -0.4243135490761675 y1[1] (numeric) -1.1027663167673345 absolute error 0.678452767691167 relative error 159.89420304119955% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0099999999998897 y2[1] (analytic) 0.9050905633252478 y2[1] (numeric) 2.257048378754476 absolute error 1.3519578154292282 relative error 149.3726561972116% Correct digits 0 h 0.001 y1[1] (analytic) -0.4252188520980525 y1[1] (numeric) -1.1050225712139592 absolute error 0.6798037191159068 relative error 159.87149105965528% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0109999999998895 y2[1] (analytic) 0.9046648919987758 y2[1] (numeric) 2.2586371419682747 absolute error 1.353972249969499 relative error 149.66561231065563% Correct digits 0 h 0.001 y1[1] (analytic) -0.4261237299011209 y1[1] (numeric) -1.1072804138843806 absolute error 0.6811566839832597 relative error 159.84950759285746% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0119999999998894 y2[1] (analytic) 0.9042383160074869 y2[1] (numeric) 2.260226985127762 absolute error 1.355988669120275 relative error 149.9592137510182% Correct digits 0 h 0.001 y1[1] (analytic) -0.42702818158049494 y1[1] (numeric) -1.1095398458578776 absolute error 0.6825116642773826 relative error 159.8282487472619% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0129999999998893 y2[1] (analytic) 0.9038108357779575 y2[1] (numeric) 2.261817909567522 absolute error 1.3580070737895644 relative error 150.25346234321879% Correct digits 0 h 0.001 y1[1] (analytic) -0.42793220623172296 y1[1] (numeric) -1.1118008682150629 absolute error 0.6838686619833398 relative error 159.80771066644812% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.013999999999889 y2[1] (analytic) 0.9033824517376676 y2[1] (numeric) 2.26340991662277 absolute error 1.3600274648851023 relative error 150.54835991877772% Correct digits 0 h 0.001 y1[1] (analytic) -0.4288358029507804 y1[1] (numeric) -1.1140634820378843 absolute error 0.6852276790871039 relative error 159.7878895307048% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.014999999999889 y2[1] (analytic) 0.9029531643150014 y2[1] (numeric) 2.265003007629349 absolute error 1.3620498433143475 relative error 150.84390831584562% Correct digits 0 h 0.001 y1[1] (analytic) -0.4297389708340706 y1[1] (numeric) -1.1163276884096254 absolute error 0.6865887175755547 relative error 159.76878155662035% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.015999999999889 y2[1] (analytic) 0.902522973939246 y2[1] (numeric) 2.2665971839237287 absolute error 1.3640742099844827 relative error 151.14010937923297% Correct digits 0 h 0.001 y1[1] (analytic) -0.4306417089784258 y1[1] (numeric) -1.1185934884149056 absolute error 0.6879517794364798 relative error 159.7503829966792% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.016999999999889 y2[1] (analytic) 0.9020918810405918 y2[1] (numeric) 2.268192446843006 absolute error 1.3661005658024143 relative error 151.43696496043992% Correct digits 0 h 0.001 y1[1] (analytic) -0.4315440164811079 y1[1] (numeric) -1.1208608831396811 absolute error 0.6893168666585732 relative error 159.73269013886326% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0179999999998888 y2[1] (analytic) 0.9016598860501318 y2[1] (numeric) 2.2697887977249027 absolute error 1.3681289116747708 relative error 151.73447691768598% Correct digits 0 h 0.001 y1[1] (analytic) -0.4324458924398095 y1[1] (numeric) -1.1231298736712458 absolute error 0.6906839812314363 relative error 159.71569930625944% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0189999999998887 y2[1] (analytic) 0.9012269893998609 y2[1] (numeric) 2.271386237907764 absolute error 1.3701592485079028 relative error 152.03264711594025% Correct digits 0 h 0.001 y1[1] (analytic) -0.4333473359526547 y1[1] (numeric) -1.1254004610982313 absolute error 0.6920531251455766 relative error 159.6994068566714% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0199999999998886 y2[1] (analytic) 0.9007931915226757 y2[1] (numeric) 2.272984768730558 absolute error 1.3721915772078823 relative error 152.3314774269517% Correct digits 0 h 0.001 y1[1] (analytic) -0.43424834611820007 y1[1] (numeric) -1.127672646510608 absolute error 0.6934243003924079 relative error 159.68380918223727% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0209999999998884 y2[1] (analytic) 0.900358492852374 y2[1] (numeric) 2.2745843915328754 absolute error 1.3742258986805014 relative error 152.63096972927917% Correct digits 0 h 0.001 y1[1] (analytic) -0.4351489220354355 y1[1] (numeric) -1.1299464309996856 absolute error 0.6947975089642502 relative error 159.6689027090525% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0219999999998883 y2[1] (analytic) 0.8999228938236545 y2[1] (numeric) 2.276185107654926 absolute error 1.3762622138312717 relative error 152.9311259083224% Correct digits 0 h 0.001 y1[1] (analytic) -0.43604906280378514 y1[1] (numeric) -1.1322218156581136 absolute error 0.6961727528543284 relative error 159.65468389679685% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.022999999999888 y2[1] (analytic) 0.8994863948721162 y2[1] (numeric) 2.277786918437541 absolute error 1.3783005235654247 relative error 153.23194785635235% Correct digits 0 h 0.001 y1[1] (analytic) -0.4369487675231083 y1[1] (numeric) -1.1344988015798823 absolute error 0.697550034056774 relative error 159.64114923836777% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.023999999999888 y2[1] (analytic) 0.8990489964342581 y2[1] (numeric) 2.279389825222168 absolute error 1.38034082878791 relative error 153.53343747254223% Correct digits 0 h 0.001 y1[1] (analytic) -0.43784803529370037 y1[1] (numeric) -1.1367773898603226 absolute error 0.6989293545666222 relative error 159.628295259517% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.024999999999888 y2[1] (analytic) 0.8986106989474782 y2[1] (numeric) 2.280993829350873 absolute error 1.3823831304033947 relative error 153.83559666299854% Correct digits 0 h 0.001 y1[1] (analytic) -0.43874686521629364 y1[1] (numeric) -1.139057581596108 absolute error 0.7003107163798143 relative error 159.61611851849355% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.025999999999888 y2[1] (analytic) 0.8981715028500745 y2[1] (numeric) 2.282598932166337 absolute error 1.3844274293162626 relative error 154.1384273407921% Correct digits 0 h 0.001 y1[1] (analytic) -0.43964525639205826 y1[1] (numeric) -1.1413393778852534 absolute error 0.7016941214931951 relative error 159.60461560569007% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.026999999999888 y2[1] (analytic) 0.8977314085812427 y2[1] (numeric) 2.2842051350118573 absolute error 1.3864737264306146 relative error 154.44193142598974% Correct digits 0 h 0.001 y1[1] (analytic) -0.4405432079226031 y1[1] (numeric) -1.1436227798271175 absolute error 0.7030795719045144 relative error 159.593783143295% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0279999999998877 y2[1] (analytic) 0.8972904165810771 y2[1] (numeric) 2.285812439231344 absolute error 1.388522022650267 relative error 154.74611084568554% Correct digits 0 h 0.001 y1[1] (analytic) -0.44144071890997677 y1[1] (numeric) -1.1459077885224018 absolute error 0.7044670696124251 relative error 159.58361778494825% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0289999999998876 y2[1] (analytic) 0.8968485272905697 y2[1] (numeric) 2.2874208461693204 absolute error 1.3905723188787507 relative error 155.0509675340326% Correct digits 0 h 0.001 y1[1] (analytic) -0.44233778845666827 y1[1] (numeric) -1.148194405073153 absolute error 0.7058566166164847 relative error 159.57411621540243% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0299999999998875 y2[1] (analytic) 0.8964057411516098 y2[1] (numeric) 2.2890303571709203 absolute error 1.3926246160193105 relative error 155.35650343227496% Correct digits 0 h 0.001 y1[1] (analytic) -0.4432344156656082 y1[1] (numeric) -1.1504826305827618 absolute error 0.7072482149171536 relative error 159.56527515018755% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0309999999998873 y2[1] (analytic) 0.8959620586069834 y2[1] (numeric) 2.290640973581889 absolute error 1.3946789149749057 relative error 155.66272048877977% Correct digits 0 h 0.001 y1[1] (analytic) -0.4441305996401694 y1[1] (numeric) -1.1527724661559646 absolute error 0.7086418665157952 relative error 159.55709133528075% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0319999999998872 y2[1] (analytic) 0.8955174801003731 y2[1] (numeric) 2.2922526967485806 absolute error 1.3967352166482074 relative error 155.9696206590692% Correct digits 0 h 0.001 y1[1] (analytic) -0.445026339484168 y1[1] (numeric) -1.155063912898844 absolute error 0.710037573414676 relative error 159.5495615467803% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.032999999999887 y2[1] (analytic) 0.8950720060763573 y2[1] (numeric) 2.2938655280179563 absolute error 1.398793521941599 relative error 156.27720590585312% Correct digits 0 h 0.001 y1[1] (analytic) -0.4459216343018641 y1[1] (numeric) -1.1573569719188292 absolute error 0.7114353376169651 relative error 159.54268259058338% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.033999999999887 y2[1] (analytic) 0.89462563698041 y2[1] (numeric) 2.295479468737586 absolute error 1.400853831757176 relative error 156.5854781990616% Correct digits 0 h 0.001 y1[1] (analytic) -0.44681648319796313 y1[1] (numeric) -1.1596516443246967 absolute error 0.7128351611267336 relative error 159.53645130206854% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.034999999999887 y2[1] (analytic) 0.8941783732589003 y2[1] (numeric) 2.2970945202556434 absolute error 1.402916146996743 relative error 156.89443951587756% Correct digits 0 h 0.001 y1[1] (analytic) -0.4477108852776162 y1[1] (numeric) -1.1619479312265706 absolute error 0.7142370459489544 relative error 159.53086454578178% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.035999999999887 y2[1] (analytic) 0.8937302153590918 y2[1] (numeric) 2.2987106839209086 absolute error 1.4049804685618168 relative error 157.20409184076985% Correct digits 0 h 0.001 y1[1] (analytic) -0.44860483964642134 y1[1] (numeric) -1.1642458337359236 absolute error 0.7156409940895023 relative error 159.5259192151275% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0369999999998867 y2[1] (analytic) 0.8932811637291425 y2[1] (numeric) 2.300327961082764 absolute error 1.4070467973536214 relative error 157.5144371655262% Correct digits 0 h 0.001 y1[1] (analytic) -0.44949834541042416 y1[1] (numeric) -1.1665453529655778 absolute error 0.7170470075551536 relative error 159.52161223206247% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0379999999998866 y2[1] (analytic) 0.8928312188181038 y2[1] (numeric) 2.3019463530911937 absolute error 1.4091151342730899 relative error 157.82547748928664% Correct digits 0 h 0.001 y1[1] (analytic) -0.450391401676119 y1[1] (numeric) -1.1688464900297046 absolute error 0.7184550883535856 relative error 159.51794054679442% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0389999999998865 y2[1] (analytic) 0.8923803810759208 y2[1] (numeric) 2.3035658612967844 absolute error 1.4111854802208637 relative error 158.13721481857687% Correct digits 0 h 0.001 y1[1] (analytic) -0.4512840075504498 y1[1] (numeric) -1.171149246043826 absolute error 0.7198652384933761 relative error 159.5149011374841% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0399999999998863 y2[1] (analytic) 0.891928650953431 y2[1] (numeric) 2.305186487050722 absolute error 1.413257836097291 relative error 158.449651167342% Correct digits 0 h 0.001 y1[1] (analytic) -0.4521761621408106 y1[1] (numeric) -1.1734536221248144 absolute error 0.7212774599840038 relative error 159.51249100995142% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0409999999998862 y2[1] (analytic) 0.8914760289023647 y2[1] (numeric) 2.3068082317047907 absolute error 1.415332202802426 relative error 158.76278855698033% Correct digits 0 h 0.001 y1[1] (analytic) -0.4530678645550469 y1[1] (numeric) -1.1757596193908941 absolute error 0.7226917548358472 relative error 159.51070719738533% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.041999999999886 y2[1] (analytic) 0.8910225153753436 y2[1] (numeric) 2.3084310966113732 absolute error 1.4174085812360295 relative error 159.07662901637738% Correct digits 0 h 0.001 y1[1] (analytic) -0.45395911390145643 y1[1] (numeric) -1.1780672389616416 absolute error 0.7241081250601851 relative error 159.50954676005722% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.042999999999886 y2[1] (analytic) 0.8905681108258815 y2[1] (numeric) 2.310055083123448 absolute error 1.4194869722975665 relative error 159.39117458194008% Correct digits 0 h 0.001 y1[1] (analytic) -0.4548499092887899 y1[1] (numeric) -1.1803764819579854 absolute error 0.7255265726691955 relative error 159.5090067850381% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.043999999999886 y2[1] (analytic) 0.8901128157083827 y2[1] (numeric) 2.3116801925945882 absolute error 1.4215673768862054 relative error 159.70642729763108% Correct digits 0 h 0.001 y1[1] (analytic) -0.455740249826252 y1[1] (numeric) -1.182687349502208 absolute error 0.7269470996759562 relative error 159.50908438591938% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.044999999999886 y2[1] (analytic) 0.8896566304781426 y2[1] (numeric) 2.313306426378962 absolute error 1.4236497959008196 relative error 160.02238921500359% Correct digits 0 h 0.001 y1[1] (analytic) -0.4566301346235022 y1[1] (numeric) -1.1849998427179458 absolute error 0.7283697080944436 relative error 159.50977670253724% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0459999999998857 y2[1] (analytic) 0.8891995555913459 y2[1] (numeric) 2.3149337858313306 absolute error 1.4257342302399847 relative error 160.3390623932359% Correct digits 0 h 0.001 y1[1] (analytic) -0.45751956279065586 y1[1] (numeric) -1.1873139627301887 absolute error 0.7297943999395329 relative error 159.5110809007002% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0469999999998856 y2[1] (analytic) 0.8887415915050678 y2[1] (numeric) 2.3165622723070456 absolute error 1.4278206808019778 relative error 160.65644889916643% Correct digits 0 h 0.001 y1[1] (analytic) -0.45840853343828486 y1[1] (numeric) -1.189629710665283 absolute error 0.7312211772269981 relative error 159.5129941719206% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0479999999998855 y2[1] (analytic) 0.8882827386772723 y2[1] (numeric) 2.31819188716205 absolute error 1.429909148484778 relative error 160.97455080732885% Correct digits 0 h 0.001 y1[1] (analytic) -0.45929704567741864 y1[1] (numeric) -1.1919470876509293 absolute error 0.7326500419735107 relative error 159.51551373314908% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0489999999998854 y2[1] (analytic) 0.8878229975668122 y2[1] (numeric) 2.3198226317528765 absolute error 1.4319996341860644 relative error 161.29337019998752% Correct digits 0 h 0.001 y1[1] (analytic) -0.460185098619545 y1[1] (numeric) -1.1942660948161856 absolute error 0.7340809961966406 relative error 159.51863682651253% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0499999999998852 y2[1] (analytic) 0.8873623686334283 y2[1] (numeric) 2.321454507436645 absolute error 1.4340921388032166 relative error 161.61290916717292% Correct digits 0 h 0.001 y1[1] (analytic) -0.46107269137661105 y1[1] (numeric) -1.1965867332914661 absolute error 0.7355140419148551 relative error 159.52236071905554% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.050999999999885 y2[1] (analytic) 0.8869008523377498 y2[1] (numeric) 2.3230875155710624 absolute error 1.4361866632333125 relative error 161.9331698067174% Correct digits 0 h 0.001 y1[1] (analytic) -0.46195982306102423 y1[1] (numeric) -1.1989090042085426 absolute error 0.7369491811475184 relative error 159.52668270248438% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.051999999999885 y2[1] (analytic) 0.886438449141293 y2[1] (numeric) 2.324721657514422 absolute error 1.4382832083731287 relative error 162.2541542242912% Correct digits 0 h 0.001 y1[1] (analytic) -0.46284649278565276 y1[1] (numeric) -1.2012329087005447 absolute error 0.7383864159148918 relative error 159.53160009291534% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.052999999999885 y2[1] (analytic) 0.8859751595064608 y2[1] (numeric) 2.3263569346256006 absolute error 1.44038177511914 relative error 162.57586453343856% Correct digits 0 h 0.001 y1[1] (analytic) -0.46373269966382713 y1[1] (numeric) -1.2035584479019608 absolute error 0.7398257482381336 relative error 159.53711023062513% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.053999999999885 y2[1] (analytic) 0.885510983896543 y2[1] (numeric) 2.3279933482640596 absolute error 1.4424823643675166 relative error 162.89830285561385% Correct digits 0 h 0.001 y1[1] (analytic) -0.46461844280934045 y1[1] (numeric) -1.2058856229486383 absolute error 0.7412671801392978 relative error 159.54321047980486% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0549999999998847 y2[1] (analytic) 0.885045922775715 y2[1] (numeric) 2.3296308997898416 absolute error 1.4445849770141266 relative error 163.22147132021846% Correct digits 0 h 0.001 y1[1] (analytic) -0.4655037213364497 y1[1] (numeric) -1.2082144349777846 absolute error 0.7427107136413349 relative error 159.54989822831723% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0559999999998846 y2[1] (analytic) 0.8845799766090381 y2[1] (numeric) 2.3312695905635707 absolute error 1.4466896139545327 relative error 163.54537206463726% Correct digits 0 h 0.001 y1[1] (analytic) -0.4663885343598764 y1[1] (numeric) -1.2105448851279672 absolute error 0.7441563507680908 relative error 159.5571708874563% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0569999999998845 y2[1] (analytic) 0.8841131458624583 y2[1] (numeric) 2.33290942194645 absolute error 1.4487962760839919 relative error 163.8700072342756% Correct digits 0 h 0.001 y1[1] (analytic) -0.4672728809948076 y1[1] (numeric) -1.2128769745391148 absolute error 0.7456040935443071 relative error 159.56502589171066% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0579999999998844 y2[1] (analytic) 0.8836454310028062 y2[1] (numeric) 2.3345503953002615 absolute error 1.4509049642974552 relative error 164.1953789825964% Correct digits 0 h 0.001 y1[1] (analytic) -0.46815676035689674 y1[1] (numeric) -1.215210704352517 absolute error 0.7470539439956203 relative error 159.57346069852923% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0589999999998843 y2[1] (analytic) 0.8831768324977968 y2[1] (numeric) 2.3361925119873646 absolute error 1.453015679489568 relative error 164.52148947115785% Correct digits 0 h 0.001 y1[1] (analytic) -0.4690401715622646 y1[1] (numeric) -1.2175460757108263 absolute error 0.7485059041485618 relative error 159.58247278809003% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.059999999999884 y2[1] (analytic) 0.8827073508160285 y2[1] (numeric) 2.3378357733706947 absolute error 1.4551284225546661 relative error 164.84834086965026% Correct digits 0 h 0.001 y1[1] (analytic) -0.4699231137274999 y1[1] (numeric) -1.2198830897580573 absolute error 0.7499599760305573 relative error 159.59205966307198% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.060999999999884 y2[1] (analytic) 0.8822369864269829 y2[1] (numeric) 2.3394801808137617 absolute error 1.4572431943867787 relative error 165.1759353559346% Correct digits 0 h 0.001 y1[1] (analytic) -0.47080558596966066 y1[1] (numeric) -1.2222217476395876 absolute error 0.7514161616699269 relative error 159.60221884842912% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.061999999999884 y2[1] (analytic) 0.8817657398010245 y2[1] (numeric) 2.3411257356806496 absolute error 1.459359995879625 relative error 165.50427511607992% Correct digits 0 h 0.001 y1[1] (analytic) -0.4716875874062747 y1[1] (numeric) -1.2245620505021593 absolute error 0.7528744630958846 relative error 159.61294789116798% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.062999999999884 y2[1] (analytic) 0.8812936114093997 y2[1] (numeric) 2.3427724393360148 absolute error 1.461478827926615 relative error 165.8333623444019% Correct digits 0 h 0.001 y1[1] (analytic) -0.4725691171553406 y1[1] (numeric) -1.2269039994938784 absolute error 0.7543348823385378 relative error 159.62424436012742% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0639999999998837 y2[1] (analytic) 0.8808206017242369 y2[1] (numeric) 2.3444202931450846 absolute error 1.4635996914208476 relative error 166.16319924350094% Correct digits 0 h 0.001 y1[1] (analytic) -0.47345017433532877 y1[1] (numeric) -1.229247595764216 absolute error 0.7557974214288872 relative error 159.63610584576136% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0649999999998836 y2[1] (analytic) 0.8803467112185458 y2[1] (numeric) 2.3460692984736564 absolute error 1.4657225872551107 relative error 166.49378802430095% Correct digits 0 h 0.001 y1[1] (analytic) -0.47433075806518205 y1[1] (numeric) -1.2315928404640084 absolute error 0.7572620823988263 relative error 159.64852995992388% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0659999999998835 y2[1] (analytic) 0.8798719403662169 y2[1] (numeric) 2.347719456688097 absolute error 1.4678475163218798 relative error 166.82513090608822% Correct digits 0 h 0.001 y1[1] (analytic) -0.4752108674643168 y1[1] (numeric) -1.2339397347454586 absolute error 0.7587288672811419 relative error 159.66151433565736% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0669999999998834 y2[1] (analytic) 0.8793962896420209 y2[1] (numeric) 2.349370769155339 absolute error 1.469974479513318 relative error 167.1572301165503% Correct digits 0 h 0.001 y1[1] (analytic) -0.4760905016526237 y1[1] (numeric) -1.2362882797621355 absolute error 0.7601977781095118 relative error 159.6750566269825% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0679999999998833 y2[1] (analytic) 0.8789197595216086 y2[1] (numeric) 2.3510232372428828 absolute error 1.4721034777212743 relative error 167.49008789181534% Correct digits 0 h 0.001 y1[1] (analytic) -0.47696965975046857 y1[1] (numeric) -1.238638476668976 absolute error 0.7616688169185074 relative error 159.68915450869184% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.068999999999883 y2[1] (analytic) 0.87844235048151 y2[1] (numeric) 2.3526768623187935 absolute error 1.4742345118372835 relative error 167.82370647649168% Correct digits 0 h 0.001 y1[1] (analytic) -0.47784834087869343 y1[1] (numeric) -1.2409903266222841 absolute error 0.7631419857435907 relative error 159.70380567614484% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.069999999999883 y2[1] (analytic) 0.8779640629991341 y2[1] (numeric) 2.3543316457517 absolute error 1.4763675827525657 relative error 168.1580881237074% Correct digits 0 h 0.001 y1[1] (analytic) -0.47872654415861726 y1[1] (numeric) -1.2433438307797327 absolute error 0.7646172866211154 relative error 159.71900784506602% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.070999999999883 y2[1] (analytic) 0.8774848975527684 y2[1] (numeric) 2.355987588910793 absolute error 1.4785026913580244 relative error 168.49323509515025% Correct digits 0 h 0.001 y1[1] (analytic) -0.4796042687120368 y1[1] (numeric) -1.245698990300363 absolute error 0.7660947215883263 relative error 159.7347587513454% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.071999999999883 y2[1] (analytic) 0.8770048546215782 y2[1] (numeric) 2.3576446931658257 absolute error 1.4806398385442474 relative error 168.82914966110806% Correct digits 0 h 0.001 y1[1] (analytic) -0.48048151366122765 y1[1] (numeric) -1.2480558063445863 absolute error 0.7675742926833586 relative error 159.75105615084104% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0729999999998827 y2[1] (analytic) 0.8765239346856065 y2[1] (numeric) 2.359302959887111 absolute error 1.4827790252015047 relative error 169.16583410050873% Correct digits 0 h 0.001 y1[1] (analytic) -0.4813582781289449 y1[1] (numeric) -1.2504142800741835 absolute error 0.7690560019452386 relative error 159.7678978191845% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0739999999998826 y2[1] (analytic) 0.8760421382257731 y2[1] (numeric) 2.36096239044552 absolute error 1.484920252219747 relative error 169.50329070096103% Correct digits 0 h 0.001 y1[1] (analytic) -0.48223456123842406 y1[1] (numeric) -1.2527744126523064 absolute error 0.7705398514138824 relative error 159.7852815515883% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0749999999998825 y2[1] (analytic) 0.8755594657238746 y2[1] (numeric) 2.3626229862124823 absolute error 1.4870635204886078 relative error 169.84152175879547% Correct digits 0 h 0.001 y1[1] (analytic) -0.4831103621133822 y1[1] (numeric) -1.2551362052434776 absolute error 0.7720258431300954 relative error 159.80320516265536% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0759999999998824 y2[1] (analytic) 0.8750759176625833 y2[1] (numeric) 2.3642847485599834 absolute error 1.4892088308974 relative error 170.18052957910535% Correct digits 0 h 0.001 y1[1] (analytic) -0.4839856798780185 y1[1] (numeric) -1.2574996590135916 absolute error 0.7735139791355732 relative error 159.8216664861915% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.0769999999998823 y2[1] (analytic) 0.8745914945254473 y2[1] (numeric) 2.3659476788605636 absolute error 1.4913561843351162 relative error 170.52031647578792% Correct digits 0 h 0.001 y1[1] (analytic) -0.4848605136570152 y1[1] (numeric) -1.2598647751299152 absolute error 0.7750042614729 relative error 159.84066337501946% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.077999999999882 y2[1] (analytic) 0.8741061967968895 y2[1] (numeric) 2.3676117784873174 absolute error 1.493505581690428 relative error 170.8608847715862% Correct digits 0 h 0.001 y1[1] (analytic) -0.48573486257553866 y1[1] (numeric) -1.262231554761088 absolute error 0.7764966921855494 relative error 159.86019370079558% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.078999999999882 y2[1] (analytic) 0.8736200249622078 y2[1] (numeric) 2.369277048813892 absolute error 1.4956570238516842 relative error 171.20223679813031% Correct digits 0 h 0.001 y1[1] (analytic) -0.4866087257592401 y1[1] (numeric) -1.264599999077123 absolute error 0.777991273317883 relative error 159.88025535382826% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.079999999999882 y2[1] (analytic) 0.8731329795075741 y2[1] (numeric) 2.370943491214485 absolute error 1.497810511706911 relative error 171.54437489597976% Correct digits 0 h 0.001 y1[1] (analytic) -0.48748210233425626 y1[1] (numeric) -1.2669701092494072 absolute error 0.779488006915151 relative error 159.90084624289906% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.080999999999882 y2[1] (analytic) 0.8726450609200335 y2[1] (numeric) 2.3726111070638454 absolute error 1.499966046143812 relative error 171.8873014146658% Correct digits 0 h 0.001 y1[1] (analytic) -0.4883549914272107 y1[1] (numeric) -1.2693418864507018 absolute error 0.7809868950234911 relative error 159.92196429508533% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 5641.8104110401855 Order of pole 99458.02037460144 TOP MAIN SOLVE Loop x[1] 2.0819999999998817 y2[1] (analytic) 0.8721562696875047 y2[1] (numeric) 2.3742798977372694 absolute error 1.5021236280497647 relative error 172.2310187127335% Correct digits 0 h 0.001 y1[1] (analytic) -0.48922739216521444 y1[1] (numeric) -1.271715331855143 absolute error 0.7824879396899287 relative error 159.94360745558555% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 1935.2843972908777 Order of pole 34116.08719776533 TOP MAIN SOLVE Loop x[1] 2.0829999999998816 y2[1] (analytic) 0.8716666062987789 y2[1] (numeric) 2.3759498646106025 absolute error 1.5042832583118235 relative error 172.57552915778493% Correct digits 0 h 0.001 y1[1] (analytic) -0.4900993036758668 y1[1] (numeric) -1.274090446638243 absolute error 0.7839911429623763 relative error 159.9657736875461% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 1169.3021680997642 Order of pole 20612.678834604776 TOP MAIN SOLVE Loop x[1] 2.0839999999998815 y2[1] (analytic) 0.8711760712435195 y2[1] (numeric) 2.377621009060235 absolute error 1.5064449378167157 relative error 172.92083512652172% Correct digits 0 h 0.001 y1[1] (analytic) -0.4909707250872563 y1[1] (numeric) -1.2764672319768897 absolute error 0.7854965068896334 relative error 159.98846097189062% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 838.4186918355671 Order of pole 14779.578813620523 TOP MAIN SOLVE Loop x[1] 2.0849999999998814 y2[1] (analytic) 0.8706846650122615 y2[1] (numeric) 2.379293332463103 absolute error 1.5086086674508414 relative error 173.2669390047884% Correct digits 0 h 0.001 y1[1] (analytic) -0.4918416555279616 y1[1] (numeric) -1.2788456890493478 absolute error 0.7870040335213861 relative error 160.0116673071511% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 653.9144586331619 Order of pole 11526.982469297303 TOP MAIN SOLVE Loop x[1] 2.0859999999998813 y2[1] (analytic) 0.8701923880964109 y2[1] (numeric) 2.380966836196685 absolute error 1.5107744481002743 relative error 173.61384318761608% Correct digits 0 h 0.001 y1[1] (analytic) -0.4927120941270524 y1[1] (numeric) -1.2812258190352595 absolute error 0.788513724908207 relative error 160.03539070930097% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 536.2497146010479 Order of pole 9452.692178646286 TOP MAIN SOLVE Loop x[1] 2.086999999999881 y2[1] (analytic) 0.8696992409882448 y2[1] (numeric) 2.382641521639004 absolute error 1.5129422806507593 relative error 173.96155007926572% Correct digits 0 h 0.001 y1[1] (analytic) -0.4935820400140901 y1[1] (numeric) -1.2836076231156441 absolute error 0.790025583101554 relative error 160.05962921158994% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 454.6747391463615 Order of pole 8014.624480107555 TOP MAIN SOLVE Loop x[1] 2.087999999999881 y2[1] (analytic) 0.8692052241809102 y2[1] (numeric) 2.3843173901686225 absolute error 1.5151121659877123 relative error 174.31006209327242% Correct digits 0 h 0.001 y1[1] (analytic) -0.494451492319129 y1[1] (numeric) -1.2859911024728998 absolute error 0.7915396101537708 relative error 160.08438086438116% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 394.79390658716886 Order of pole 6959.000462850858 TOP MAIN SOLVE Loop x[1] 2.088999999999881 y2[1] (analytic) 0.8687103381684238 y2[1] (numeric) 2.3859944431646434 absolute error 1.5172841049962196 relative error 174.65938165248951% Correct digits 0 h 0.001 y1[1] (analytic) -0.4953204501727167 y1[1] (numeric) -1.2883762582908034 absolute error 0.7930558081180867 relative error 160.10964373499027% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 348.9693206766566 Order of pole 6151.1724892442935 TOP MAIN SOLVE Loop x[1] 2.089999999999881 y2[1] (analytic) 0.8682145834456717 y2[1] (numeric) 2.387672682006708 absolute error 1.519458098561036 relative error 175.00951118913287% Correct digits 0 h 0.001 y1[1] (analytic) -0.49618891270589555 y1[1] (numeric) -1.290763091754511 absolute error 0.7945741790486154 relative error 160.1354159075257% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 312.7719536911069 Order of pole 5513.061713933494 TOP MAIN SOLVE Loop x[1] 2.0909999999998807 y2[1] (analytic) 0.8677179605084084 y2[1] (numeric) 2.3893521080749944 absolute error 1.521634147566586 relative error 175.36045314482584% Correct digits 0 h 0.001 y1[1] (analytic) -0.497056879050203 y1[1] (numeric) -1.2931516040505588 absolute error 0.7960947250003558 relative error 160.16169548273163% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 283.45666141446554 Order of pole 4996.274289774231 TOP MAIN SOLVE Loop x[1] 2.0919999999998806 y2[1] (analytic) 0.867220469853257 y2[1] (numeric) 2.3910327227502184 absolute error 1.5238122528969615 relative error 175.71220997064412% Correct digits 0 h 0.001 y1[1] (analytic) -0.49792434833767285 y1[1] (numeric) -1.2955417963668634 absolute error 0.7976174480291905 relative error 160.1884805778322% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 259.2313933290136 Order of pole 4569.218354201697 TOP MAIN SOLVE Loop x[1] 2.0929999999998805 y2[1] (analytic) 0.866722111977708 y2[1] (numeric) 2.3927145274136286 absolute error 1.5259924154359206 relative error 176.0647841271608% Correct digits 0 h 0.001 y1[1] (analytic) -0.49879131970083584 y1[1] (numeric) -1.297933669892722 absolute error 0.7991423501918862 relative error 160.21576932637768% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 238.87659404797495 Order of pole 4210.394498707529 TOP MAIN SOLVE Loop x[1] 2.0939999999998804 y2[1] (analytic) 0.8662228873801192 y2[1] (numeric) 2.3943975234470076 absolute error 1.5281746360668884 relative error 176.41817808449213% Correct digits 0 h 0.001 y1[1] (analytic) -0.4996577922727207 y1[1] (numeric) -1.3003272258188139 absolute error 0.8006694335460931 relative error 160.24355987809267% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 221.53349714801777 Order of pole 3904.663623964792 TOP MAIN SOLVE Loop x[1] 2.0949999999998803 y2[1] (analytic) 0.8657227965597152 y2[1] (numeric) 2.3960817122326703 absolute error 1.5303589156729551 relative error 176.77239432234302% Correct digits 0 h 0.001 y1[1] (analytic) -0.5005237651868549 y1[1] (numeric) -1.3027224653372 absolute error 0.8021987001503451 relative error 160.2718503987257% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 206.57989496262616 Order of pole 3641.0568991009222 TOP MAIN SOLVE Loop x[1] 2.09599999999988 y2[1] (analytic) 0.8652218400165869 y2[1] (numeric) 2.3977670951534624 absolute error 1.5325452551368755 relative error 177.12743533005312% Correct digits 0 h 0.001 y1[1] (analytic) -0.5013892375772657 y1[1] (numeric) -1.3051193896413242 absolute error 0.8037301520640585 relative error 160.30063906990048% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 193.5539324732106 Order of pole 3411.432332537898 TOP MAIN SOLVE Loop x[1] 2.09699999999988 y2[1] (analytic) 0.8647200182516905 y2[1] (numeric) 2.399453673592759 absolute error 1.5347336553410686 relative error 177.48330360664323% Correct digits 0 h 0.001 y1[1] (analytic) -0.5022542085784807 y1[1] (numeric) -1.3075179999260131 absolute error 0.8052637913475325 relative error 160.32992408896945% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 182.10557731507328 Order of pole 3209.6192420345346 TOP MAIN SOLVE Loop x[1] 2.09799999999988 y2[1] (analytic) 0.864217331766848 y2[1] (numeric) 2.401141448934464 absolute error 1.5369241171676158 relative error 177.84000166086153% Correct digits 0 h 0.001 y1[1] (analytic) -0.503118677325529 y1[1] (numeric) -1.3099182973874772 absolute error 0.8067996200619483 relative error 160.35970366886838% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 171.9647087118248 Order of pole 3030.8556980010794 TOP MAIN SOLVE Loop x[1] 2.09899999999988 y2[1] (analytic) 0.8637137810647458 y2[1] (numeric) 2.4028304225630066 absolute error 1.5391166414982607 relative error 178.1975320112306% Correct digits 0 h 0.001 y1[1] (analytic) -0.5039826429539418 y1[1] (numeric) -1.312320283223311 absolute error 0.8083376402693692 relative error 160.3899760379728% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 162.91954421824943 Order of pole 2871.40821090838 TOP MAIN SOLVE Loop x[1] 2.0999999999998797 y2[1] (analytic) 0.8632093666489344 y2[1] (numeric) 2.4045205958633433 absolute error 1.5413112292144089 relative error 178.5558971860945% Correct digits 0 h 0.001 y1[1] (analytic) -0.5048461045997537 y1[1] (numeric) -1.3147239586324937 absolute error 0.80987785403274 relative error 160.4207394399563% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 154.80169725355842 Order of pole 2728.308312175703 TOP MAIN SOLVE Loop x[1] 2.1009999999998796 y2[1] (analytic) 0.8627040890238284 y2[1] (numeric) 2.4062119702209537 absolute error 1.5435078811971252 relative error 178.9150997236658% Correct digits 0 h 0.001 y1[1] (analytic) -0.505709061399503 y1[1] (numeric) -1.31712932481539 absolute error 0.8114202634158869 relative error 160.4519921336502% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 147.47560356716497 Order of pole 2599.1661544921726 TOP MAIN SOLVE Loop x[1] 2.1019999999998795 y2[1] (analytic) 0.8621979486947052 y2[1] (numeric) 2.407904547021841 absolute error 1.5457065983271359 relative error 179.27514217207369% Correct digits 0 h 0.001 y1[1] (analytic) -0.5065715124902331 y1[1] (numeric) -1.3195363829737499 absolute error 0.8129648704835167 relative error 160.48373239290495% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 140.83089558136675 Order of pole 2482.0360799378586 TOP MAIN SOLVE Loop x[1] 2.1029999999998794 y2[1] (analytic) 0.8616909461677053 y2[1] (numeric) 2.4095983276525295 absolute error 1.547907381484824 relative error 179.63602708941136% Correct digits 0 h 0.001 y1[1] (analytic) -0.5074334570094929 y1[1] (numeric) -1.32194513431071 absolute error 0.8145116773012171 relative error 160.51595850645288% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 134.77680834776578 Order of pole 2375.318003201258 TOP MAIN SOLVE Loop x[1] 2.1039999999998793 y2[1] (analytic) 0.8611830819498308 y2[1] (numeric) 2.4112933135000647 absolute error 1.5501102315502338 relative error 179.99775704378467% Correct digits 0 h 0.001 y1[1] (analytic) -0.508294894095338 y1[1] (numeric) -1.3243555800307938 absolute error 0.8160606859354558 relative error 160.5486687777729% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 129.2380124960213 Order of pole 2277.683951088558 TOP MAIN SOLVE Loop x[1] 2.104999999999879 y2[1] (analytic) 0.8606743565489463 y2[1] (numeric) 2.41298950595201 absolute error 1.5523151494030638 relative error 180.36033461336012% Correct digits 0 h 0.001 y1[1] (analytic) -0.5091558228863313 y1[1] (numeric) -1.3267677213399116 absolute error 0.8176118984535803 relative error 160.5818615249563% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 124.15146681159821 Order of pole 2188.022576960961 TOP MAIN SOLVE Loop x[1] 2.105999999999879 y2[1] (analytic) 0.8601647704737769 y2[1] (numeric) 2.414686906396448 absolute error 1.5545221359226709 relative error 180.72376238641385% Correct digits 0 h 0.001 y1[1] (analytic) -0.5100162425215443 y1[1] (numeric) -1.329181559445362 absolute error 0.8191653169238177 relative error 160.61553508057426% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 119.46401077459778 Order of pole 2105.396719865006 TOP MAIN SOLVE Loop x[1] 2.106999999999879 y2[1] (analytic) 0.8596543242339088 y2[1] (numeric) 2.4163855162219754 absolute error 1.5567311919880666 relative error 181.08804296138058% Correct digits 0 h 0.001 y1[1] (analytic) -0.5108761521405571 y1[1] (numeric) -1.3315970955558316 absolute error 0.8207209434152745 relative error 160.64968779154714% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 115.13050175287304 Order of pole 2029.0105653137243 TOP MAIN SOLVE Loop x[1] 2.107999999999879 y2[1] (analytic) 0.859143018339788 y2[1] (numeric) 2.4180853368177058 absolute error 1.5589423184779179 relative error 181.45317894690285% Correct digits 0 h 0.001 y1[1] (analytic) -0.5117355508834605 y1[1] (numeric) -1.334014330881396 absolute error 0.8222787799979356 relative error 160.68431801901454% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 111.11235831573701 Order of pole 1958.1839655232882 TOP MAIN SOLVE Loop x[1] 2.1089999999998787 y2[1] (analytic) 0.8586308533027205 y2[1] (numeric) 2.419786369573266 absolute error 1.5611555162705455 relative error 181.8191729618807% Correct digits 0 h 0.001 y1[1] (analytic) -0.5125944378908556 y1[1] (numeric) -1.3364332666335204 absolute error 0.8238388287426648 relative error 160.7194241382075% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 107.37640999299661 Order of pole 1892.3321619408212 TOP MAIN SOLVE Loop x[1] 2.1099999999998786 y2[1] (analytic) 0.8581178296348712 y2[1] (numeric) 2.421488615878795 absolute error 1.5633707862439241 relative error 182.18602763552155% Correct digits 0 h 0.001 y1[1] (analytic) -0.5134528123038554 y1[1] (numeric) -1.3388539040250593 absolute error 0.8254010917212039 relative error 160.75500453832186% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 103.89398081485864 Order of pole 1830.9496290696147 TOP MAIN SOLVE Loop x[1] 2.1109999999998785 y2[1] (analytic) 0.8576039478492637 y2[1] (numeric) 2.423192077124943 absolute error 1.5655881292756795 relative error 182.5537456073901% Correct digits 0 h 0.001 y1[1] (analytic) -0.5143106732640859 y1[1] (numeric) -1.3412762442702582 absolute error 0.8269655710061723 relative error 160.7910576223927% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 100.64015301526892 Order of pole 1773.5970943758234 TOP MAIN SOLVE Loop x[1] 2.1119999999998784 y2[1] (analytic) 0.85708920845978 y2[1] (numeric) 2.42489675470287 absolute error 1.56780754624309 relative error 182.92232952745914% Correct digits 0 h 0.001 y1[1] (analytic) -0.5151680199136859 y1[1] (numeric) -1.343700288584753 absolute error 0.8285322686710672 relative error 160.8275818071712% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 97.59317088874704 Order of pole 1719.8910289457942 TOP MAIN SOLVE Loop x[1] 2.1129999999998783 y2[1] (analytic) 0.8565736119811592 y2[1] (numeric) 2.4266026500042432 absolute error 1.5700290380230841 relative error 183.29178205616003% Correct digits 0 h 0.001 y1[1] (analytic) -0.5160248513953088 y1[1] (numeric) -1.3461260381855717 absolute error 0.8301011867902629 relative error 160.86457552300152% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 94.73395463344264 Order of pole 1669.4950770784696 TOP MAIN SOLVE Loop x[1] 2.113999999999878 y2[1] (analytic) 0.8560571589289978 y2[1] (numeric) 2.4283097644212384 absolute error 1.5722526054922406 relative error 183.66210586443384% Correct digits 0 h 0.001 y1[1] (analytic) -0.5168811668521235 y1[1] (numeric) -1.3485534942911335 absolute error 0.83167232743901 relative error 160.90203721369988% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 92.0457012126035 Order of pole 1622.1130199158617 TOP MAIN SOLVE Loop x[1] 2.114999999999878 y2[1] (analytic) 0.8555398498197487 y2[1] (numeric) 2.4300180993465363 absolute error 1.5744782495267877 relative error 184.03330363378285% Correct digits 0 h 0.001 y1[1] (analytic) -0.5177369654278142 y1[1] (numeric) -1.3509826581212503 absolute error 0.8332456926934361 relative error 160.93996533643528% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 89.51355458924166 Order of pole 1577.4829620460466 TOP MAIN SOLVE Loop x[1] 2.115999999999878 y2[1] (analytic) 0.8550216851707212 y2[1] (numeric) 2.431727656173322 absolute error 1.5767059710026006 relative error 184.40537805632164% Correct digits 0 h 0.001 y1[1] (analytic) -0.5185922462665828 y1[1] (numeric) -1.3534135308971271 absolute error 0.8348212846305443 relative error 160.97835836161028% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 87.12433166280371 Order of pole 1535.3725000706927 TOP MAIN SOLVE Loop x[1] 2.116999999999878 y2[1] (analytic) 0.8545026655000798 y2[1] (numeric) 2.4334384362952832 absolute error 1.5789357707952034 relative error 184.77833183482986% Correct digits 0 h 0.001 y1[1] (analytic) -0.5194470085131483 y1[1] (numeric) -1.355846113841362 absolute error 0.8363991053282137 relative error 161.01721477274475% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 84.8662932315243 Order of pole 1495.574684925438 TOP MAIN SOLVE Loop x[1] 2.1179999999998778 y2[1] (analytic) 0.8539827913268441 y2[1] (numeric) 2.4351504411066105 absolute error 1.5811676497797664 relative error 185.15216768280374% Correct digits 0 h 0.001 y1[1] (analytic) -0.5203012513127486 y1[1] (numeric) -1.3582804081779474 absolute error 0.8379791568651987 relative error 161.0565330663594% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 82.72895158028173 Order of pole 1457.9046298672451 TOP MAIN SOLVE Loop x[1] 2.1189999999998776 y2[1] (analytic) 0.8534620631708881 y2[1] (numeric) 2.436863672001993 absolute error 1.583401608831105 relative error 185.5268883245091% Correct digits 0 h 0.001 y1[1] (analytic) -0.5211549738111408 y1[1] (numeric) -1.36071641513227 absolute error 0.8395614413211291 relative error 161.09631175186178% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 80.70290803843723 Order of pole 1422.1966467993082 TOP MAIN SOLVE Loop x[1] 2.1199999999998775 y2[1] (analytic) 0.8529404815529402 y2[1] (numeric) 2.43857813037662 absolute error 1.5856376488236796 relative error 185.90249649503386% Correct digits 0 h 0.001 y1[1] (analytic) -0.5220081751546028 y1[1] (numeric) -1.3631541359311112 absolute error 0.8411459607765084 relative error 161.13654935143242% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 78.77971519933563 Order of pole 1388.3018173537068 TOP MAIN SOLVE Loop x[1] 2.1209999999998774 y2[1] (analytic) 0.8524180469945818 y2[1] (numeric) 2.440293817626177 absolute error 1.5878757706315954 relative error 186.27899494034156% Correct digits 0 h 0.001 y1[1] (analytic) -0.5228608544899331 y1[1] (numeric) -1.3655935718026482 absolute error 0.842732717312715 relative error 161.1772443999134% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 76.95175954112095 Order of pole 1356.0859236265908 TOP MAIN SOLVE Loop x[1] 2.1219999999998773 y2[1] (analytic) 0.8518947600182474 y2[1] (numeric) 2.4420107351468476 absolute error 1.5901159751286003 relative error 186.65638641732463% Correct digits 0 h 0.001 y1[1] (analytic) -0.5237130109644524 y1[1] (numeric) -1.3680347239764539 absolute error 0.8443217130120014 relative error 161.21839544469722% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 75.21216100952648 Order of pole 1325.4276779341776 TOP MAIN SOLVE Loop x[1] 2.122999999999877 y2[1] (analytic) 0.851370621147224 y2[1] (numeric) 2.4437288843353087 absolute error 1.5923582631880846 relative error 187.03467369385825% Correct digits 0 h 0.001 y1[1] (analytic) -0.5245646437260045 y1[1] (numeric) -1.3704775936834979 absolute error 0.8459129499574933 relative error 161.26000104561726% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 73.55468677016172 Order of pole 1296.2172023612477 TOP MAIN SOLVE Loop x[1] 2.123999999999877 y2[1] (analytic) 0.8508456309056504 y2[1] (numeric) 2.445448266588731 absolute error 1.5946026356830805 relative error 187.4138595488545% Correct digits 0 h 0.001 y1[1] (analytic) -0.5254157519229565 y1[1] (numeric) -1.3729221821561461 absolute error 0.8475064302331896 relative error 161.30205977483948% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 71.97367685133037 Order of pole 1268.3547179265156 TOP MAIN SOLVE Loop x[1] 2.124999999999877 y2[1] (analytic) 0.8503197898185167 y2[1] (numeric) 2.4471688833047773 absolute error 1.5968490934862607 relative error 187.7939467723167% Correct digits 0 h 0.001 y1[1] (analytic) -0.5262663347042004 y1[1] (numeric) -1.3753684906281627 absolute error 0.8491021559239623 relative error 161.34457021675516% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 70.46397980780664 Order of pole 1241.7494104063815 TOP MAIN SOLVE Loop x[1] 2.125999999999877 y2[1] (analytic) 0.8497930984116642 y2[1] (numeric) 2.448890735881602 absolute error 1.5990976374699377 relative error 188.17493816539434% Correct digits 0 h 0.001 y1[1] (analytic) -0.5271163912191534 y1[1] (numeric) -1.3778165203347092 absolute error 0.8507001291155558 relative error 161.38753096787488% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 69.0208968645685 Order of pole 1216.3184456509096 TOP MAIN SOLVE Loop x[1] 2.1269999999998768 y2[1] (analytic) 0.849265557211784 y2[1] (numeric) 2.450613825717847 absolute error 1.6013482685060632 relative error 188.55683654043796% Correct digits 0 h 0.001 y1[1] (analytic) -0.5279659206177593 y1[1] (numeric) -1.3802662725123458 absolute error 0.8523003518945865 relative error 161.43094063672365% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 67.640133264591 Order of pole 1191.9861118994017 TOP MAIN SOLVE Loop x[1] 2.1279999999998767 y2[1] (analytic) 0.8487371667464174 y2[1] (numeric) 2.4523381542126437 absolute error 1.6036009874662263 relative error 188.93964472105463% Correct digits 0 h 0.001 y1[1] (analytic) -0.5288149220504883 y1[1] (numeric) -1.3827177483990312 absolute error 0.8539028263485429 relative error 161.4747978437373% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 66.31775575943324 Order of pole 1168.683070386605 TOP MAIN SOLVE Loop x[1] 2.1289999999998765 y2[1] (analytic) 0.8482079275439548 y2[1] (numeric) 2.4540637227656092 absolute error 1.6058557952216543 relative error 189.3233655421639% Correct digits 0 h 0.001 y1[1] (analytic) -0.5296633946683394 y1[1] (numeric) -1.3851709492341238 absolute error 0.8555075545657843 relative error 161.51910122115942% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 65.05015535644652 Order of pole 1146.3456986173153 TOP MAIN SOLVE Loop x[1] 2.1299999999998764 y2[1] (analytic) 0.8476778401336353 y2[1] (numeric) 2.4557905327768466 absolute error 1.6081126926432112 relative error 189.70800185005356% Correct digits 0 h 0.001 y1[1] (analytic) -0.5305113376228401 y1[1] (numeric) -1.3876258762583817 absolute error 0.8571145386355417 relative error 161.5638494129405% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 63.83401457957525 Order of pole 1124.9155132106207 TOP MAIN SOLVE Loop x[1] 2.1309999999998763 y2[1] (analytic) 0.8471469050455464 y2[1] (numeric) 2.457518585646942 absolute error 1.6103716806013955 relative error 190.09355650243623% Correct digits 0 h 0.001 y1[1] (analytic) -0.5313587500660473 y1[1] (numeric) -1.3900825307139637 absolute error 0.8587237806479164 relative error 161.60904107463708% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 62.666278618350894 Order of pole 1104.3386612886716 TOP MAIN SOLVE Loop x[1] 2.131999999999876 y2[1] (analytic) 0.8466151228106229 y2[1] (numeric) 2.4592478827769644 absolute error 1.6126327599663415 relative error 190.48003236850602% Correct digits 0 h 0.001 y1[1] (analytic) -0.5322056311505488 y1[1] (numeric) -1.392540913844429 absolute error 0.8603352826938802 relative error 161.65467487331247% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 61.544129836775724 Order of pole 1084.5654710965812 TOP MAIN SOLVE Loop x[1] 2.132999999999876 y2[1] (analytic) 0.8460824939606472 y2[1] (numeric) 2.4609784255684635 absolute error 1.6148959316078164 relative error 190.8674323289956% Correct digits 0 h 0.001 y1[1] (analytic) -0.5330519800294633 y1[1] (numeric) -1.3950010268947381 absolute error 0.8619490468652748 relative error 161.7007494874388% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 60.464965194338085 Order of pole 1065.550053959972 TOP MAIN SOLVE Loop x[1] 2.133999999999876 y2[1] (analytic) 0.8455490190282481 y2[1] (numeric) 2.4627102154234692 absolute error 1.6171611963952213 relative error 191.25575927623368% Correct digits 0 h 0.001 y1[1] (analytic) -0.5338977958564424 y1[1] (numeric) -1.3974628711112538 absolute error 0.8635650752548114 relative error 161.74726360679935% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 59.42637619823964 Order of pole 1047.2499508649869 TOP MAIN SOLVE Loop x[1] 2.134999999999876 y2[1] (analytic) 0.8450146985469004 y2[1] (numeric) 2.464443253744489 absolute error 1.6194285551975889 relative error 191.64501611420275% Correct digits 0 h 0.001 y1[1] (analytic) -0.53474307778567 y1[1] (numeric) -1.3999264477417406 absolute error 0.8651833699560706 relative error 161.7942159323929% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 58.426131061883396 Order of pole 1029.625817932221 TOP MAIN SOLVE Loop x[1] 2.1359999999998758 y2[1] (analytic) 0.8444795330509245 y2[1] (numeric) 2.466177541934508 absolute error 1.6216980088835835 relative error 192.03520575859716% Correct digits 0 h 0.001 y1[1] (analytic) -0.5355878249718644 y1[1] (numeric) -1.4023917580353658 absolute error 0.8668039330635013 relative error 161.84160517633808% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 57.46215879142961 Order of pole 1012.6411458803627 TOP MAIN SOLVE Loop x[1] 2.1369999999998757 y2[1] (analytic) 0.843943523075486 y2[1] (numeric) 2.467913081396986 absolute error 1.6239695583215 relative error 192.42633113688163% Correct digits 0 h 0.001 y1[1] (analytic) -0.5364320365702785 y1[1] (numeric) -1.4048588032427003 absolute error 0.8684267666724218 relative error 161.88943006177973% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 56.53253496165484 Order of pole 996.2620092703664 TOP MAIN SOLVE Loop x[1] 2.1379999999998756 y2[1] (analytic) 0.8434066691565948 y2[1] (numeric) 2.4696498735358565 absolute error 1.6262432043792616 relative error 192.8183951883499% Correct digits 0 h 0.001 y1[1] (analytic) -0.5372757117367007 y1[1] (numeric) -1.4073275846157185 absolute error 0.8700518728790178 relative error 161.93768932279568% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 55.63546897553795 Order of pole 980.4568419060885 TOP MAIN SOLVE Loop x[1] 2.1389999999998754 y2[1] (analytic) 0.8428689718311047 y2[1] (numeric) 2.4713879197555273 absolute error 1.6285189479244226 relative error 193.2114008641841% Correct digits 0 h 0.001 y1[1] (analytic) -0.5381188496274559 y1[1] (numeric) -1.4097981034077989 absolute error 0.8716792537803429 relative error 161.98638170430448% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 54.769292630066744 Order of pole 965.1962352621458 TOP MAIN SOLVE Loop x[1] 2.1399999999998753 y2[1] (analytic) 0.842330431636713 y2[1] (numeric) 2.473127221460876 absolute error 1.630796789824163 relative error 193.6053511275141% Correct digits 0 h 0.001 y1[1] (analytic) -0.5389614493994064 y1[1] (numeric) -1.4122703608737248 absolute error 0.8733089114743184 relative error 162.03550596197434% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 53.93244983467839 Order of pole 950.4527572314252 TOP MAIN SOLVE Loop x[1] 2.1409999999998752 y2[1] (analytic) 0.8417910491119598 y2[1] (numeric) 2.474867780057251 absolute error 1.6330767309452912 relative error 194.0002489534774% Correct digits 0 h 0.001 y1[1] (analytic) -0.5398035102099524 y1[1] (numeric) -1.4147443582696844 absolute error 0.8749408480597319 relative error 162.08506086213302% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 53.123487349011704 Order of pole 936.2007888419347 TOP MAIN SOLVE Loop x[1] 2.141999999999875 y2[1] (analytic) 0.8412508247962276 y2[1] (numeric) 2.4766095969504676 absolute error 1.63535877215424 relative error 194.39609732927934% Correct digits 0 h 0.001 y1[1] (analytic) -0.5406450312170331 y1[1] (numeric) -1.4172200968532715 absolute error 0.8765750656362384 relative error 162.13504518167886% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 52.34104642395588 Order of pole 922.4163768977614 TOP MAIN SOLVE Loop x[1] 2.142999999999875 y2[1] (analytic) 0.8407097592297408 y2[1] (numeric) 2.47835267354681 absolute error 1.6376429143170692 relative error 194.79289925425385% Correct digits 0 h 0.001 y1[1] (analytic) -0.5414860115791277 y1[1] (numeric) -1.4196975778834864 absolute error 0.8782115663043587 relative error 162.185457707992% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 51.583855244940764 Order of pole 909.0771007626722 TOP MAIN SOLVE Loop x[1] 2.143999999999875 y2[1] (analytic) 0.8401678529535648 y2[1] (numeric) 2.4800970112530267 absolute error 1.639929158299462 relative error 195.19065773992415% Correct digits 0 h 0.001 y1[1] (analytic) -0.5423264504552558 y1[1] (numeric) -1.422176802620735 absolute error 0.8798503521654792 relative error 162.23629723884738% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 50.850722088951166 Order of pole 896.1619517258598 TOP MAIN SOLVE Loop x[1] 2.144999999999875 y2[1] (analytic) 0.8396251065096059 y2[1] (numeric) 2.4818426114763312 absolute error 1.6422175049667254 relative error 195.58937581006427% Correct digits 0 h 0.001 y1[1] (analytic) -0.5431663470049788 y1[1] (numeric) -1.4246577723268314 absolute error 0.8814914253218527 relative error 162.28756258232852% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 50.14052911794376 Order of pole 883.6512235867746 TOP MAIN SOLVE Loop x[1] 2.1459999999998747 y2[1] (analytic) 0.8390815204406105 y2[1] (numeric) 2.483589475624399 absolute error 1.6445079551837885 relative error 195.9890565007605% Correct digits 0 h 0.001 y1[1] (analytic) -0.5440057003883999 y1[1] (numeric) -1.427140488264996 absolute error 0.8831347878765962 relative error 162.3392525567417% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 49.45222674058641 Order of pole 871.5264132588419 TOP MAIN SOLVE Loop x[1] 2.1469999999998746 y2[1] (analytic) 0.8385370952901644 y2[1] (numeric) 2.485337605105367 absolute error 1.6468005098152028 relative error 196.3897028604739% Correct digits 0 h 0.001 y1[1] (analytic) -0.5448445097661659 y1[1] (numeric) -1.4296249516998578 absolute error 0.8847804419336919 relative error 162.39136599053154% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 48.78482848257134 Order of pole 859.7701303387763 TOP MAIN SOLVE Loop x[1] 2.1479999999998745 y2[1] (analytic) 0.8379918316026931 y2[1] (numeric) 2.4870870013278332 absolute error 1.6490951697251401 relative error 196.79131795010213% Correct digits 0 h 0.001 y1[1] (analytic) -0.5456827742994677 y1[1] (numeric) -1.432111163897454 absolute error 0.8864283895979863 relative error 162.4439017221972% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 48.137406312757015 Order of pole 848.3660147116481 TOP MAIN SOLVE Loop x[1] 2.1489999999998743 y2[1] (analytic) 0.8374457299234599 y2[1] (numeric) 2.4888376657008524 absolute error 1.6513919357773925 relative error 197.1939048430428% Correct digits 0 h 0.001 y1[1] (analytic) -0.5465204931500406 y1[1] (numeric) -1.4345991261252304 absolute error 0.8880786329751899 relative error 162.49685860020966% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 47.509086378573855 Order of pole 837.2986613708209 TOP MAIN SOLVE Loop x[1] 2.1499999999998742 y2[1] (analytic) 0.8368987907985665 y2[1] (numeric) 2.4905895996339376 absolute error 1.653690808835371 relative error 197.5974666252563% Correct digits 0 h 0.001 y1[1] (analytic) -0.5473576654801658 y1[1] (numeric) -1.4370888396520425 absolute error 0.8897311741718766 relative error 162.5502354829298% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 46.89904510947219 Order of pole 826.5535517260582 TOP MAIN SOLVE Loop x[1] 2.150999999999874 y2[1] (analytic) 0.8363510147749522 y2[1] (numeric) 2.492342804537057 absolute error 1.6559917897621046 relative error 198.00200639532954% Correct digits 0 h 0.001 y1[1] (analytic) -0.5481942904526712 y1[1] (numeric) -1.439580305748155 absolute error 0.8913860152954839 relative error 162.6040312385272% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 46.306505651914385 Order of pole 816.1169907563943 TOP MAIN SOLVE Loop x[1] 2.151999999999874 y2[1] (analytic) 0.8358024024003927 y2[1] (numeric) 2.494097281820632 absolute error 1.6582948794202395 relative error 198.40752726454% Correct digits 0 h 0.001 y1[1] (analytic) -0.5490303672309319 y1[1] (numeric) -1.4420735256852435 absolute error 0.8930431584543116 relative error 162.65824474489986% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 45.73073460342957 Order of pole 805.9760494351418 TOP MAIN SOLVE Loop x[1] 2.152999999999874 y2[1] (analytic) 0.8352529542235005 y2[1] (numeric) 2.4958530328955395 absolute error 1.660600078672039 relative error 198.8140323569198% Correct digits 0 h 0.001 y1[1] (analytic) -0.5498658949788711 y1[1] (numeric) -1.4445685007363935 absolute error 0.8947026057575225 relative error 162.71287488959504% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 45.171039016867226 Order of pole 796.1185119182069 TOP MAIN SOLVE Loop x[1] 2.153999999999874 y2[1] (analytic) 0.8347026707937237 y2[1] (numeric) 2.4976100591731045 absolute error 1.6629073883793808 relative error 199.2215248093207% Correct digits 0 h 0.001 y1[1] (analytic) -0.550700872860961 y1[1] (numeric) -1.4470652321761022 absolute error 0.8963643593151411 relative error 162.76792056973042% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 44.62676364915251 Order of pole 786.5328270427 TOP MAIN SOLVE Loop x[1] 2.1549999999998737 y2[1] (analytic) 0.8341515526613457 y2[1] (numeric) 2.499368362065104 absolute error 1.6652168094037585 relative error 199.63000777147917% Correct digits 0 h 0.001 y1[1] (analytic) -0.5515353000422242 y1[1] (numeric) -1.4495637212802779 absolute error 0.8980284212380537 relative error 162.82338069191636% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 44.0972884315397 Order of pole 777.2080637303106 TOP MAIN SOLVE Loop x[1] 2.1559999999998736 y2[1] (analytic) 0.8335996003774845 y2[1] (numeric) 2.501127942983763 absolute error 1.6675283426062784 relative error 200.03948440608178% Correct digits 0 h 0.001 y1[1] (analytic) -0.5523691756882331 y1[1] (numeric) -1.4520639693262412 absolute error 0.8996947936380081 relative error 162.87925417217917% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 43.58202614084948 Order of pole 768.1338699338047 TOP MAIN SOLVE Loop x[1] 2.1569999999998735 y2[1] (analytic) 0.8330468144940925 y2[1] (numeric) 2.5028888033417522 absolute error 1.6698419888476597 relative error 200.4499578888314% Correct digits 0 h 0.001 y1[1] (analytic) -0.5532024989651124 y1[1] (numeric) -1.454565977592725 absolute error 0.9013634786276127 relative error 162.93553993588466% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 43.080420253316454 Order of pole 759.3004348027395 TOP MAIN SOLVE Loop x[1] 2.1579999999998734 y2[1] (analytic) 0.8324931955639553 y2[1] (numeric) 2.5046509445521896 absolute error 1.6721577489882344 relative error 200.86143140851328% Correct digits 0 h 0.001 y1[1] (analytic) -0.5540352690395388 y1[1] (numeric) -1.4570697473598755 absolute error 0.9030344783203367 relative error 162.992236917663% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 42.59194296453726 Order of pole 750.6984537773467 TOP MAIN SOLVE Loop x[1] 2.1589999999998732 y2[1] (analytic) 0.8319387441406919 y2[1] (numeric) 2.506414368028636 absolute error 1.6744756238879441 relative error 201.27390816706188% Correct digits 0 h 0.001 y1[1] (analytic) -0.5548674850787424 y1[1] (numeric) -1.4595752799092514 absolute error 0.904707794830509 relative error 163.04934406133387% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 42.11609336071548 Order of pole 742.3190963496095 TOP MAIN SOLVE Loop x[1] 2.159999999999873 y2[1] (analytic) 0.8313834607787537 y2[1] (numeric) 2.508179075185095 absolute error 1.6767956144063416 relative error 201.68739137962808% Correct digits 0 h 0.001 y1[1] (analytic) -0.5556991462505071 y1[1] (numeric) -1.462082576523826 absolute error 0.9063834302733188 relative error 163.10686031983295% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 41.652395727899695 Order of pole 734.1539762570051 TOP MAIN SOLVE Loop x[1] 2.160999999999873 y2[1] (analytic) 0.830827346033424 y2[1] (numeric) 2.5099450674360124 absolute error 1.6791177214025885 relative error 202.10188427464664% Correct digits 0 h 0.001 y1[1] (analytic) -0.5565302517231719 y1[1] (numeric) -1.4645916384879862 absolute error 0.9080613867648143 relative error 163.1647846551386% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 41.200397987202244 Order of pole 726.195123897152 TOP MAIN SOLVE Loop x[1] 2.161999999999873 y2[1] (analytic) 0.8302704004608176 y2[1] (numeric) 2.5117123461962723 absolute error 1.6814419457354548 relative error 202.51739009390425% Correct digits 0 h 0.001 y1[1] (analytic) -0.5573608006656313 y1[1] (numeric) -1.4671024670875343 absolute error 0.909741666421903 relative error 163.2231160381998% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 40.759670245189064 Order of pole 718.4349607727883 TOP MAIN SOLVE Loop x[1] 2.162999999999873 y2[1] (analytic) 0.8297126246178798 y2[1] (numeric) 2.5134809128811977 absolute error 1.6837682882633178 relative error 202.9339120926079% Correct digits 0 h 0.001 y1[1] (analytic) -0.5581907922473366 y1[1] (numeric) -1.469615063609687 absolute error 0.9114242713623504 relative error 163.28185344886424% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 40.32980344966714 Order of pole 710.8662757947995 TOP MAIN SOLVE Loop x[1] 2.1639999999998727 y2[1] (analytic) 0.8291540190623866 y2[1] (numeric) 2.515250768906548 absolute error 1.6860967498441615 relative error 203.35145353945362% Correct digits 0 h 0.001 y1[1] (analytic) -0.5590202256382961 y1[1] (numeric) -1.472129429343077 absolute error 0.9131092037047808 relative error 163.3409958758078% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 39.910408142038236 Order of pole 703.4822032875992 TOP MAIN SOLVE Loop x[1] 2.1649999999998726 y2[1] (analytic) 0.8285945843529434 y2[1] (numeric) 2.517021915688519 absolute error 1.6884273313355755 relative error 203.7700177166959% Correct digits 0 h 0.001 y1[1] (analytic) -0.5598491000090765 y1[1] (numeric) -1.4746455655777524 absolute error 0.9147964655686759 relative error 163.40054231646437% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 39.50111329822747 Order of pole 696.2762025559873 TOP MAIN SOLVE Loop x[1] 2.1659999999998725 y2[1] (analytic) 0.8280343210489849 y2[1] (numeric) 2.518794354643738 absolute error 1.6907600335947532 relative error 204.18960792021701% Correct digits 0 h 0.001 y1[1] (analytic) -0.5606774145308036 y1[1] (numeric) -1.4771634736051784 absolute error 0.9164860590743749 relative error 163.46049177695622% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 39.10156525092005 Order of pole 689.24203888538 TOP MAIN SOLVE Loop x[1] 2.1669999999998724 y2[1] (analytic) 0.8274732297107744 y2[1] (numeric) 2.5205680871892673 absolute error 1.693094857478493 relative error 204.61022745959747% Correct digits 0 h 0.001 y1[1] (analytic) -0.5615051683751628 y1[1] (numeric) -1.4796831547182367 absolute error 0.9181779863430739 relative error 163.52084327202567% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 38.711426686540946 Order of pole 682.3737658596746 TOP MAIN SOLVE Loop x[1] 2.1679999999998723 y2[1] (analytic) 0.8269113108994031 y2[1] (numeric) 2.5223431147425983 absolute error 1.6954318038431953 relative error 205.03187965818634% Correct digits 0 h 0.001 y1[1] (analytic) -0.5623323607144005 y1[1] (numeric) -1.4822046102112263 absolute error 0.9198722494968258 relative error 163.58159582496694% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 38.33037571100687 Order of pole 675.6657088914969 TOP MAIN SOLVE Loop x[1] 2.168999999999872 y2[1] (analytic) 0.8263485651767898 y2[1] (numeric) 2.524119438721652 absolute error 1.6977708735448624 relative error 205.4545678531722% Correct digits 0 h 0.001 y1[1] (analytic) -0.5631589907213244 y1[1] (numeric) -1.484727841379864 absolute error 0.9215688506585396 relative error 163.6427484675588% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 37.958104978787865 Order of pole 669.1124498685228 TOP MAIN SOLVE Loop x[1] 2.169999999999872 y2[1] (analytic) 0.8257849931056802 y2[1] (numeric) 2.5258970605447786 absolute error 1.7001120674390984 relative error 205.87829539565462% Correct digits 0 h 0.001 y1[1] (analytic) -0.5639850575693045 y1[1] (numeric) -1.4872528495212844 absolute error 0.9232677919519799 relative error 163.70430023999802% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 37.59432088035252 Order of pole 662.7088128290419 TOP MAIN SOLVE Loop x[1] 2.170999999999872 y2[1] (analytic) 0.8252205952496463 y2[1] (numeric) 2.5276759816307526 absolute error 1.7024553863811063 relative error 206.30306565071587% Correct digits 0 h 0.001 y1[1] (analytic) -0.564810560432274 y1[1] (numeric) -1.4897796359340412 absolute error 0.9249690755017672 relative error 163.7662501908336% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 37.23874278346207 Order of pole 656.4498505868107 TOP MAIN SOLVE Loop x[1] 2.171999999999872 y2[1] (analytic) 0.8246553721730859 y2[1] (numeric) 2.5294562033987753 absolute error 1.7048008312256893 relative error 206.72888199749343% Correct digits 0 h 0.001 y1[1] (analytic) -0.56563549848473 y1[1] (numeric) -1.4923082019181066 absolute error 0.9266727034333766 relative error 163.82859737690123% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 36.891102324218764 Order of pole 650.3308322330295 TOP MAIN SOLVE Loop x[1] 2.1729999999998717 y2[1] (analytic) 0.8240893244412222 y2[1] (numeric) 2.5312377272684707 absolute error 1.7071484028272486 relative error 207.15574782925248% Correct digits 0 h 0.001 y1[1] (analytic) -0.5664598709017348 y1[1] (numeric) -1.4948385487748725 absolute error 0.9283786778731378 relative error 163.8913408632588% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 36.551142744077566 Order of pole 644.3472314485919 TOP MAIN SOLVE Loop x[1] 2.1739999999998716 y2[1] (analytic) 0.8235224526201026 y2[1] (numeric) 2.5330205546598847 absolute error 1.7094981020397821 relative error 207.58366655345912% Correct digits 0 h 0.001 y1[1] (analytic) -0.5672836768589159 y1[1] (numeric) -1.4973706778071507 absolute error 0.9300870009482348 relative error 163.95447972312246% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 36.218618269392834 Order of pole 638.4947155661815 TOP MAIN SOLVE Loop x[1] 2.1749999999998715 y2[1] (analytic) 0.8229547572765991 y2[1] (numeric) 2.5348046869934837 absolute error 1.7118499297168848 relative error 208.01264159185408% Correct digits 0 h 0.001 y1[1] (analytic) -0.5681069155324674 y1[1] (numeric) -1.499904590319173 absolute error 0.9317976747867056 relative error 164.01801303780348% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 35.89329353036433 Order of pole 632.7691353269399 TOP MAIN SOLVE Loop x[1] 2.1759999999998714 y2[1] (analytic) 0.8223862389784067 y2[1] (numeric) 2.536590125690153 absolute error 1.7142038867117462 relative error 208.44267638052682% Correct digits 0 h 0.001 y1[1] (analytic) -0.5689295860991507 y1[1] (numeric) -1.502440287616592 absolute error 0.9335107015174414 relative error 164.0819398966453% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 35.57494301646283 Order of pole 627.1665152802208 TOP MAIN SOLVE Loop x[1] 2.1769999999998713 y2[1] (analytic) 0.821816898294044 y2[1] (numeric) 2.5383768721711952 absolute error 1.716559973877151 relative error 208.87377436998992% Correct digits 0 h 0.001 y1[1] (analytic) -0.5697516877362953 y1[1] (numeric) -1.5049777710064816 absolute error 0.9352260832701863 relative error 164.14625939696168% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 35.26335056572423 Order of pole 621.6830447804172 TOP MAIN SOLVE Loop x[1] 2.177999999999871 y2[1] (analytic) 0.8212467357928515 y2[1] (numeric) 2.5401649278583296 absolute error 1.7189181920654781 relative error 209.30593902525445% Correct digits 0 h 0.001 y1[1] (analytic) -0.5705732196217996 y1[1] (numeric) -1.5075170417973365 absolute error 0.9369438221755368 relative error 164.21097064397506% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.95830888544826 Order of pole 616.3150695374093 TOP MAIN SOLVE Loop x[1] 2.178999999999871 y2[1] (analytic) 0.8206757520449917 y2[1] (numeric) 2.5419542941736895 absolute error 1.7212785421286978 relative error 209.73917382590494% Correct digits 0 h 0.001 y1[1] (analytic) -0.5713941809341319 y1[1] (numeric) -1.5100581012990741 absolute error 0.9386639203649423 relative error 164.27607275075627% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.65961910211028 Order of pole 611.0590836820138 TOP MAIN SOLVE Loop x[1] 2.179999999999871 y2[1] (analytic) 0.8201039476214481 y2[1] (numeric) 2.543744972539821 absolute error 1.723641024918373 relative error 210.1734822661759% Correct digits 0 h 0.001 y1[1] (analytic) -0.5722145708523309 y1[1] (numeric) -1.512600950823034 absolute error 0.9403863799707032 relative error 164.34156483816366% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.36709033838092 Order of pole 605.9117223093077 TOP MAIN SOLVE Loop x[1] 2.180999999999871 y2[1] (analytic) 0.8195313230940252 y2[1] (numeric) 2.545536964379682 absolute error 1.7260056412856568 relative error 210.60886785502782% Correct digits 0 h 0.001 y1[1] (analytic) -0.5730343885560066 y1[1] (numeric) -1.5151455916819783 absolute error 0.9421112031259716 relative error 164.4074460347841% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.08053931541635 Order of pole 600.8697544674498 TOP MAIN SOLVE Loop x[1] 2.1819999999998707 y2[1] (analytic) 0.8189578790353477 y2[1] (numeric) 2.5473302711166403 absolute error 1.7283723920812926 relative error 211.04533411622418% Correct digits 0 h 0.001 y1[1] (analytic) -0.5738536332253417 y1[1] (numeric) -1.5176920251900923 absolute error 0.9438383919647506 relative error 164.47371547687368% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 33.79978997864088 Order of pole 595.9300765606439 TOP MAIN SOLVE Loop x[1] 2.1829999999998706 y2[1] (analytic) 0.8183836160188592 y2[1] (numeric) 2.5491248941744713 absolute error 1.730741278155612 relative error 211.48288458840895% Correct digits 0 h 0.001 y1[1] (analytic) -0.5746723040410912 y1[1] (numeric) -1.520240252662985 absolute error 0.9455679486218939 relative error 164.54037230829945% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 33.52467314543609 Order of pole 591.0897061382913 TOP MAIN SOLVE Loop x[1] 2.1839999999998705 y2[1] (analytic) 0.817808534618823 y2[1] (numeric) 2.5509208349773584 absolute error 1.7331123003585356 relative error 211.92152282518447% Correct digits 0 h 0.001 y1[1] (analytic) -0.5754904001845846 y1[1] (numeric) -1.5227902754176894 absolute error 0.9472998752331048 relative error 164.60741568048135% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 33.255026173246016 Order of pole 586.3457760440543 TOP MAIN SOLVE Loop x[1] 2.1849999999998704 y2[1] (analytic) 0.8172326354103203 y2[1] (numeric) 2.55271809494989 absolute error 1.73548545953957 relative error 212.36125239518958% Correct digits 0 h 0.001 y1[1] (analytic) -0.5763079208377259 y1[1] (numeric) -1.5253420947726628 absolute error 0.9490341739349369 relative error 164.6748447523354% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.9906926467365 Order of pole 581.695528900823 TOP MAIN SOLVE Loop x[1] 2.1859999999998703 y2[1] (analytic) 0.8166559189692503 y2[1] (numeric) 2.5545166755170587 absolute error 1.7378607565478084 relative error 212.80207688217885% Correct digits 0 h 0.001 y1[1] (analytic) -0.5771248651829942 y1[1] (numeric) -1.5278957120477874 absolute error 0.9507708468647932 relative error 164.74265869021667% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.731522082746515 Order of pole 577.136311909338 TOP MAIN SOLVE Loop x[1] 2.18699999999987 y2[1] (analytic) 0.8160783858723294 y2[1] (numeric) 2.5563165781042585 absolute error 1.7402381922319292 relative error 213.24399988510163% Correct digits 0 h 0.001 y1[1] (analytic) -0.5779412324034455 y1[1] (numeric) -1.5304511285643703 absolute error 0.9525098961609247 relative error 164.8108566678632% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.477369651852285 Order of pole 572.6655719396745 TOP MAIN SOLVE Loop x[1] 2.18799999999987 y2[1] (analytic) 0.8155000366970906 y2[1] (numeric) 2.5581178041372845 absolute error 1.742617767440194 relative error 213.68702501818183% Correct digits 0 h 0.001 y1[1] (analytic) -0.5787570216827126 y1[1] (numeric) -1.5330083456451444 absolute error 0.9542513239624318 relative error 164.87943786634065% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.22809591547382 Order of pole 568.2808508967246 TOP MAIN SOLVE Loop x[1] 2.18899999999987 y2[1] (analytic) 0.8149208720218831 y2[1] (numeric) 2.559920355042332 absolute error 1.744999483020449 relative error 214.1311559109987% Correct digits 0 h 0.001 y1[1] (analytic) -0.5795722322050062 y1[1] (numeric) -1.535567364614269 absolute error 0.9559951324092627 relative error 164.94840147398716% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.983566577516058 Order of pole 563.9797813419069 TOP MAIN SOLVE Loop x[1] 2.18999999999987 y2[1] (analytic) 0.8143408924258715 y2[1] (numeric) 2.561724232245993 absolute error 1.7473833398201215 relative error 214.57639620856736% Correct digits 0 h 0.001 y1[1] (analytic) -0.5803868631551159 y1[1] (numeric) -1.5381281867973287 absolute error 0.9577413236422128 relative error 165.01774668635875% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.743652249612204 Order of pole 559.7600823546695 TOP MAIN SOLVE Loop x[1] 2.1909999999998697 y2[1] (analytic) 0.8137600984890353 y2[1] (numeric) 2.5635294371752564 absolute error 1.749769338686221 relative error 215.02274957142023% Correct digits 0 h 0.001 y1[1] (analytic) -0.5812009137184109 y1[1] (numeric) -1.540690813521336 absolute error 0.9594898998029251 relative error 165.08747270617565% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.508228229120494 Order of pole 555.6195556188196 TOP MAIN SOLVE Loop x[1] 2.1919999999998696 y2[1] (analytic) 0.8131784907921684 y2[1] (numeric) 2.5653359712575057 absolute error 1.7521574804653373 relative error 215.47021967568892% Correct digits 0 h 0.001 y1[1] (analytic) -0.5820143830808404 y1[1] (numeric) -1.5432552461147302 absolute error 0.9612408630338898 relative error 165.1575787432689% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.27717428905439 Order of pole 551.5560817192279 TOP MAIN SOLVE Loop x[1] 2.1929999999998695 y2[1] (analytic) 0.8125960699168785 y2[1] (numeric) 2.567143835920517 absolute error 1.7545477660036384 relative error 215.91881021318665% Correct digits 0 h 0.001 y1[1] (analytic) -0.5828272704289355 y1[1] (numeric) -1.545821485907378 absolute error 0.9629942154784426 relative error 165.22806401452712% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.050374479221315 Order of pole 547.5676166361262 TOP MAIN SOLVE Loop x[1] 2.1939999999998694 y2[1] (analytic) 0.8120128364455864 y2[1] (numeric) 2.5689530325924586 absolute error 1.7569401961468722 relative error 216.36852489149118% Correct digits 0 h 0.001 y1[1] (analytic) -0.5836395749498087 y1[1] (numeric) -1.5483895342305742 absolute error 0.9647499592807656 relative error 165.29892774384453% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.82771693787263 Order of pole 543.6521884247082 TOP MAIN SOLVE Loop x[1] 2.1949999999998693 y2[1] (analytic) 0.8114287909615255 y2[1] (numeric) 2.5707635627018885 absolute error 1.7593347717403631 relative error 216.81936743402827% Correct digits 0 h 0.001 y1[1] (analytic) -0.5844512958311555 y1[1] (numeric) -1.5509593924170422 absolute error 0.9665080965858867 relative error 165.3701691620691% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.6090937132197 Order of pole 539.8078940686569 TOP MAIN SOLVE Loop x[1] 2.195999999999869 y2[1] (analytic) 0.8108439340487413 y2[1] (numeric) 2.5725754276777533 absolute error 1.761731493629012 relative error 217.27134158015556% Correct digits 0 h 0.001 y1[1] (analytic) -0.5852624322612553 y1[1] (numeric) -1.5535310618009335 absolute error 0.9682686295396782 relative error 165.44178750695085% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.394400594217 Order of pole 536.0328964970386 TOP MAIN SOLVE Loop x[1] 2.196999999999869 y2[1] (analytic) 0.8102582662920906 y2[1] (numeric) 2.5743886289493867 absolute error 1.764130362657296 relative error 217.72445108524735% Correct digits 0 h 0.001 y1[1] (analytic) -0.5860729834289715 y1[1] (numeric) -1.5561045437178296 absolute error 0.9700315602888581 relative error 165.51378202309166% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.18353695006594 Order of pole 532.3254217549363 TOP MAIN SOLVE Loop x[1] 2.197999999999869 y2[1] (analytic) 0.8096717882772412 y2[1] (numeric) 2.576203167946508 absolute error 1.7665313796692668 relative error 218.17869972077938% Correct digits 0 h 0.001 y1[1] (analytic) -0.5868829485237532 y1[1] (numeric) -1.5586798395047408 absolute error 0.9717968909809875 relative error 165.58615196189422% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.97640557790644 Order of pole 528.6837563184225 TOP MAIN SOLVE Loop x[1] 2.198999999999869 y2[1] (analytic) 0.8090845005906708 y2[1] (numeric) 2.5780190460992194 absolute error 1.7689345455085486 relative error 218.6340912744146% Correct digits 0 h 0.001 y1[1] (analytic) -0.5876923267356353 y1[1] (numeric) -1.5612569505001077 absolute error 0.9735646237644724 relative error 165.6588965815128% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.772912558225553 Order of pole 525.106244545576 TOP MAIN SOLVE Loop x[1] 2.1999999999998687 y2[1] (analytic) 0.8084964038196675 y2[1] (numeric) 2.5798362648380064 absolute error 1.771339861018339 relative error 219.09062955008898% Correct digits 0 h 0.001 y1[1] (analytic) -0.5885011172552396 y1[1] (numeric) -1.5638358780438013 absolute error 0.9753347607885617 relative error 165.73201514680355% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.57296711751606 Order of pole 521.5912862553047 TOP MAIN SOLVE Loop x[1] 2.2009999999998686 y2[1] (analytic) 0.8079074985523276 y2[1] (numeric) 2.581654825593735 absolute error 1.7737473270414075 relative error 219.54831836809882% Correct digits 0 h 0.001 y1[1] (analytic) -0.5893093192737756 y1[1] (numeric) -1.5664166234771228 absolute error 0.9771073042033472 relative error 165.80550692927565% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.376481497782336 Order of pole 518.1373344268826 TOP MAIN SOLVE Loop x[1] 2.2019999999998685 y2[1] (analytic) 0.8073177853775565 y2[1] (numeric) 2.58347472979765 absolute error 1.7761569444200935 relative error 220.0071615651874% Correct digits 0 h 0.001 y1[1] (analytic) -0.5901169319830416 y1[1] (numeric) -1.568999188142805 absolute error 0.9788822561597633 relative error 165.87937120704305% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.1833708324821 Order of pole 514.7428930129413 TOP MAIN SOLVE Loop x[1] 2.2029999999998684 y2[1] (analytic) 0.8067272648850672 y2[1] (numeric) 2.5852959788813745 absolute error 1.7785687139963073 relative error 220.46716299463318% Correct digits 0 h 0.001 y1[1] (analytic) -0.5909239545754247 y1[1] (numeric) -1.5715835733850114 absolute error 0.9806596188095867 relative error 165.9536072647765% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.993553028547318 Order of pole 511.4065148596312 TOP MAIN SOLVE Loop x[1] 2.2039999999998683 y2[1] (analytic) 0.8061359376653804 y2[1] (numeric) 2.5871185742769067 absolute error 1.7809826366115264 relative error 220.9283265263378% Correct digits 0 h 0.001 y1[1] (analytic) -0.5917303862439024 y1[1] (numeric) -1.5741697805493382 absolute error 0.9824393943054358 relative error 166.02821439365613% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.80694865413248 Order of pole 508.126799727749 TOP MAIN SOLVE Loop x[1] 2.204999999999868 y2[1] (analytic) 0.805543804309823 y2[1] (numeric) 2.58894251741662 absolute error 1.7833987131067972 relative error 221.39065604691535% Correct digits 0 h 0.001 y1[1] (analytic) -0.5925362261820433 y1[1] (numeric) -1.5767578109828133 absolute error 0.98422158480077 relative error 166.10319189132417% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.62348083177938 Order of pole 504.9023924093541 TOP MAIN SOLVE Loop x[1] 2.205999999999868 y2[1] (analytic) 0.8049508654105285 y2[1] (numeric) 2.5907678097332605 absolute error 1.785816944322732 relative error 221.85415545978168% Correct digits 0 h 0.001 y1[1] (analytic) -0.5933414735840074 y1[1] (numeric) -1.5793476660338972 absolute error 0.9860061924498899 relative error 166.17853906183885% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.44307513667892 Order of pole 501.7319809342392 TOP MAIN SOLVE Loop x[1] 2.206999999999868 y2[1] (analytic) 0.8043571215604356 y2[1] (numeric) 2.5925944526599456 absolute error 1.78823733109951 relative error 222.31882868524468% Correct digits 0 h 0.001 y1[1] (analytic) -0.5941461276445472 y1[1] (numeric) -1.5819393470524832 absolute error 0.987793219407936 relative error 166.25425521562792% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.26565949976141 Order of pole 498.61429486151843 TOP MAIN SOLVE Loop x[1] 2.207999999999868 y2[1] (analytic) 0.8037625733532883 y2[1] (numeric) 2.5944224476301625 absolute error 1.7906598742768742 relative error 222.7846796605945% Correct digits 0 h 0.001 y1[1] (analytic) -0.594950187559009 y1[1] (numeric) -1.5845328553898983 absolute error 0.9895826678308893 relative error 166.33033966944325% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.09116411535627 Order of pole 495.54810365177656 TOP MAIN SOLVE Loop x[1] 2.2089999999998677 y2[1] (analytic) 0.8031672213836345 y2[1] (numeric) 2.5962517960777665 absolute error 1.793084574694132 relative error 223.25171234019538% Correct digits 0 h 0.001 y1[1] (analytic) -0.5957536525233328 y1[1] (numeric) -1.5871281923989027 absolute error 0.9913745398755699 relative error 166.4067917463154% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.919521353145285 Order of pole 492.5322151149006 TOP MAIN SOLVE Loop x[1] 2.2099999999998676 y2[1] (analytic) 0.8025710662468262 y2[1] (numeric) 2.598082499436979 absolute error 1.795511433190153 relative error 223.719930695577% Correct digits 0 h 0.001 y1[1] (analytic) -0.5965565217340537 y1[1] (numeric) -1.589725359433691 absolute error 0.9931688376996374 relative error 166.4836107755091% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.750665674207653 Order of pole 489.5654739300513 TOP MAIN SOLVE Loop x[1] 2.2109999999998675 y2[1] (analytic) 0.8019741085390186 y2[1] (numeric) 2.5999145591423876 absolute error 1.797940450603369 relative error 224.18933871552704% Correct digits 0 h 0.001 y1[1] (analytic) -0.5973587943883026 y1[1] (numeric) -1.5923243578498922 absolute error 0.9949655634615896 relative error 166.56079609247865% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.584533550920334 Order of pole 486.646760233594 TOP MAIN SOLVE Loop x[1] 2.2119999999998674 y2[1] (analytic) 0.8013763488571694 y2[1] (numeric) 2.601747976628942 absolute error 1.800371627771773 relative error 224.65994040618438% Correct digits 0 h 0.001 y1[1] (analytic) -0.5981604696838069 y1[1] (numeric) -1.5949251890045697 absolute error 0.9967647193207628 relative error 166.63834703882418% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.42106339051456 Order of pole 483.77498827149094 TOP MAIN SOLVE Loop x[1] 2.2129999999998673 y2[1] (analytic) 0.800777787799038 y2[1] (numeric) 2.603582753331955 absolute error 1.8028049655329168 relative error 225.13173979113242% Correct digits 0 h 0.001 y1[1] (analytic) -0.5989615468188914 y1[1] (numeric) -1.5975278542562223 absolute error 0.998566307437331 relative error 166.71626296224798% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.26019546208864 Order of pole 480.9491051126147 TOP MAIN SOLVE Loop x[1] 2.213999999999867 y2[1] (analytic) 0.8001784259631856 y2[1] (numeric) 2.605418890687098 absolute error 1.8052404647239126 relative error 225.60474091149362% Correct digits 0 h 0.001 y1[1] (analytic) -0.5997620249924789 y1[1] (numeric) -1.6001323549647843 absolute error 1.0003703299723055 relative error 166.7945432165116% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.1018718269088 Order of pole 478.1680894200356 TOP MAIN SOLVE Loop x[1] 2.214999999999867 y2[1] (analytic) 0.7995782639489738 y2[1] (numeric) 2.6072563901304027 absolute error 1.807678126181429 relative error 226.078947826024% Correct digits 0 h 0.001 y1[1] (analytic) -0.6005619034040913 y1[1] (numeric) -1.6027386924916258 absolute error 1.0021767890875344 relative error 166.87318716139313% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.946036271809454 Order of pole 475.4309502769417 TOP MAIN SOLVE Loop x[1] 2.215999999999867 y2[1] (analytic) 0.7989773023565647 y2[1] (numeric) 2.6090952530982565 absolute error 1.8101179507416918 relative error 226.5543646112088% Correct digits 0 h 0.001 y1[1] (analytic) -0.6013611812538505 y1[1] (numeric) -1.6053468681995533 absolute error 1.0039856869457027 relative error 166.9521941626448% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.792634245549994 Order of pole 472.7367260646805 TOP MAIN SOLVE Loop x[1] 2.216999999999867 y2[1] (analytic) 0.7983755417869199 y2[1] (numeric) 2.6109354810274032 absolute error 1.8125599392404834 relative error 227.03099536135855% Correct digits 0 h 0.001 y1[1] (analytic) -0.6021598577424786 y1[1] (numeric) -1.6079568834528095 absolute error 1.005797025710331 relative error 167.0315635919512% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.64161279796527 Order of pole 470.0844833900548 TOP MAIN SOLVE Loop x[1] 2.2179999999998667 y2[1] (analytic) 0.7977729828417999 y2[1] (numeric) 2.61277707535494 absolute error 1.81500409251314 relative error 227.50884418870567% Correct digits 0 h 0.001 y1[1] (analytic) -0.602957932071299 y1[1] (numeric) -1.6105687396170743 absolute error 1.0076108075457753 relative error 167.11129482688796% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.492920521771968 Order of pole 467.4733160594324 TOP MAIN SOLVE Loop x[1] 2.2189999999998666 y2[1] (analytic) 0.7971696261237634 y2[1] (numeric) 2.614620037518316 absolute error 1.8174504113945527 relative error 227.98791522350186% Correct digits 0 h 0.001 y1[1] (analytic) -0.6037554034422377 y1[1] (numeric) -1.6131824380594646 absolute error 1.009427034617227 relative error 167.1913872508804% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.346507496892944 Order of pole 464.9023440972483 TOP MAIN SOLVE Loop x[1] 2.2199999999998665 y2[1] (analytic) 0.7965654722361674 y2[1] (numeric) 2.6164643689553313 absolute error 1.819898896719164 relative error 228.46821261411603% Correct digits 0 h 0.001 y1[1] (analytic) -0.6045522710578232 y1[1] (numeric) -1.6157979801485354 absolute error 1.011245709090712 relative error 167.2718402531632% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.20232523718297 Order of pole 462.37071280684245 TOP MAIN SOLVE Loop x[1] 2.2209999999998664 y2[1] (analytic) 0.7959605217831653 y2[1] (numeric) 2.618310071104135 absolute error 1.8223495493209698 relative error 228.94974052713283% Correct digits 0 h 0.001 y1[1] (analytic) -0.605348534121188 y1[1] (numeric) -1.6184153672542791 absolute error 1.0130668331330912 relative error 167.35265322873977% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.060326639421426 Order of pole 459.8775918712569 TOP MAIN SOLVE Loop x[1] 2.2219999999998663 y2[1] (analytic) 0.7953547753697079 y2[1] (numeric) 2.620157145403224 absolute error 1.824802370033516 relative error 229.43250314745217% Correct digits 0 h 0.001 y1[1] (analytic) -0.6061441918360692 y1[1] (numeric) -1.621034600748127 absolute error 1.0148904089120578 relative error 167.43382557834252% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.920465934471906 Order of pole 457.42217449223796 TOP MAIN SOLVE Loop x[1] 2.222999999999866 y2[1] (analytic) 0.7947482336015415 y2[1] (numeric) 2.6220055932914397 absolute error 1.8272573596898982 relative error 229.91650467838852% Correct digits 0 h 0.001 y1[1] (analytic) -0.606939243406809 y1[1] (numeric) -1.6236556820029486 absolute error 1.0167164385961396 relative error 167.5153567083933% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.782698640497863 Order of pole 455.0036765654796 TOP MAIN SOLVE Loop x[1] 2.223999999999866 y2[1] (analytic) 0.7941408970852075 y2[1] (numeric) 2.623855416207969 absolute error 1.8297145191227613 relative error 230.40174934177224% Correct digits 0 h 0.001 y1[1] (analytic) -0.607733688038356 y1[1] (numeric) -1.6262786123930526 absolute error 1.0185449243546967 relative error 167.5972460309643% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.646981518132847 Order of pole 452.62133589032896 TOP MAIN SOLVE Loop x[1] 2.224999999999866 y2[1] (analytic) 0.7935327664280427 y2[1] (numeric) 2.62570661559234 absolute error 1.8321738491642972 relative error 230.88824137805003% Correct digits 0 h 0.001 y1[1] (analytic) -0.6085275249362656 y1[1] (numeric) -1.6289033932941872 absolute error 1.0203758683579216 relative error 167.67949296373916% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.513272527513834 Order of pole 450.27441141233095 TOP MAIN SOLVE Loop x[1] 2.225999999999866 y2[1] (analytic) 0.7929238422381776 y2[1] (numeric) 2.627559192884423 absolute error 1.8346353506462454 relative error 231.3759850463873% Correct digits 0 h 0.001 y1[1] (analytic) -0.609320753306701 y1[1] (numeric) -1.63153002608354 absolute error 1.022209272776839 relative error 167.76209692997458% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.381530787084067 Order of pole 447.9621824969721 TOP MAIN SOLVE Loop x[1] 2.2269999999998658 y2[1] (analytic) 0.7923141251245364 y2[1] (numeric) 2.6294131495244266 absolute error 1.8370990243998904 relative error 231.86498462477041% Correct digits 0 h 0.001 y1[1] (analytic) -0.6101133723564339 y1[1] (numeric) -1.6341585121397386 absolute error 1.0240451397833046 relative error 167.84505735846218% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.25171653408613 Order of pole 445.6839482332185 TOP MAIN SOLVE Loop x[1] 2.2279999999998656 y2[1] (analytic) 0.791703615696836 y2[1] (numeric) 2.631268486952898 absolute error 1.839564871256062 relative error 232.3552444101101% Correct digits 0 h 0.001 y1[1] (analytic) -0.6109053812928452 y1[1] (numeric) -1.6367888528428516 absolute error 1.0258834715500065 relative error 167.9283736834913% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.12379108665935 Order of pole 443.43902676533713 TOP MAIN SOLVE Loop x[1] 2.2289999999998655 y2[1] (analytic) 0.7910923145655859 y2[1] (numeric) 2.6331252066107194 absolute error 1.8420328920451334 relative error 232.84676871834515% Correct digits 0 h 0.001 y1[1] (analytic) -0.6116967793239262 y1[1] (numeric) -1.6394210495743875 absolute error 1.0277242702504612 relative error 168.01204534481064% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.997716807468162 Order of pole 441.2267546517061 TOP MAIN SOLVE Loop x[1] 2.2299999999998654 y2[1] (analytic) 0.7904802223420871 y2[1] (numeric) 2.634983309939108 absolute error 1.8445030875970208 relative error 233.33956188454718% Correct digits 0 h 0.001 y1[1] (analytic) -0.6124875656582788 y1[1] (numeric) -1.6420551037172966 absolute error 1.029567538059018 relative error 168.09607178759248% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.873457068792792 Order of pole 439.04648624940364 TOP MAIN SOLVE Loop x[1] 2.2309999999998653 y2[1] (analytic) 0.789867339638432 y2[1] (numeric) 2.636842798379613 absolute error 1.846975458741181 relative error 233.83362826302562% Correct digits 0 h 0.001 y1[1] (analytic) -0.6132777395051168 y1[1] (numeric) -1.6446910166559698 absolute error 1.031413277150853 relative error 168.18045246239492% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.75097621901002 Order of pole 436.8975931233052 TOP MAIN SOLVE Loop x[1] 2.231999999999865 y2[1] (analytic) 0.789253667067503 y2[1] (numeric) 2.638703673374116 absolute error 1.849450006306613 relative error 234.32897222743392% Correct digits 0 h 0.001 y1[1] (analytic) -0.6140673000742664 y1[1] (numeric) -1.6473287897762405 absolute error 1.033261489701974 relative error 168.26518682512645% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.630239550402205 Order of pole 434.77946347859245 TOP MAIN SOLVE Loop x[1] 2.232999999999865 y2[1] (analytic) 0.7886392052429727 y2[1] (numeric) 2.6405659363648266 absolute error 1.851926731121854 relative error 234.8255981708761% Correct digits 0 h 0.001 y1[1] (analytic) -0.6148562465761671 y1[1] (numeric) -1.6499684244653836 absolute error 1.0351121778892165 relative error 168.35027433700944% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.511213268230886 Order of pole 432.6915016155578 TOP MAIN SOLVE Loop x[1] 2.233999999999865 y2[1] (analytic) 0.7880239547793029 y2[1] (numeric) 2.6424295887942835 absolute error 1.8544056340149806 relative error 235.3235105060141% Correct digits 0 h 0.001 y1[1] (analytic) -0.6156445782218725 y1[1] (numeric) -1.6526099221121164 absolute error 1.036965343890244 relative error 168.43571446454476% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.3938644610208 Order of pole 430.63312740574685 TOP MAIN SOLVE Loop x[1] 2.234999999999865 y2[1] (analytic) 0.7874079162917439 y2[1] (numeric) 2.64429463210535 absolute error 1.8568867158136064 relative error 235.8227136651758% Correct digits 0 h 0.001 y1[1] (analytic) -0.6164322942230509 y1[1] (numeric) -1.6552532841065992 absolute error 1.0388209898835483 relative error 168.52150667947637% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.27816107199745 Order of pole 428.60377578843634 TOP MAIN SOLVE Loop x[1] 2.2359999999998648 y2[1] (analytic) 0.7867910903963343 y2[1] (numeric) 2.6461610677412155 absolute error 1.859369977344881 relative error 236.3232121004638% Correct digits 0 h 0.001 y1[1] (analytic) -0.6172193937919864 y1[1] (numeric) -1.6578985118404352 absolute error 1.0406791180484487 relative error 168.60765045875655% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.1640718716303 Order of pole 426.60289628660405 TOP MAIN SOLVE Loop x[1] 2.2369999999998647 y2[1] (analytic) 0.7861734777098999 y2[1] (numeric) 2.6480288971453914 absolute error 1.8618554194354915 relative error 236.82501028386525% Correct digits 0 h 0.001 y1[1] (analytic) -0.6180058761415798 y1[1] (numeric) -1.660545606706671 absolute error 1.0425397305650912 relative error 168.69414528451094% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.051566431217996 Order of pole 424.62995254126577 TOP MAIN SOLVE Loop x[1] 2.2379999999998645 y2[1] (analytic) 0.7855550788500533 y2[1] (numeric) 2.6498981217617104 absolute error 1.8643430429116572 relative error 237.32811270736153% Correct digits 0 h 0.001 y1[1] (analytic) -0.6187917404853482 y1[1] (numeric) -1.6631945700997968 absolute error 1.0444028296144485 relative error 168.78099064400453% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.94061509749576 Order of pole 422.684421863837 TOP MAIN SOLVE Loop x[1] 2.2389999999998644 y2[1] (analytic) 0.7849358944351932 y2[1] (numeric) 2.6517687430343244 absolute error 1.8668328485991312 relative error 237.83252388303958% Correct digits 0 h 0.001 y1[1] (analytic) -0.619576986037428 y1[1] (numeric) -1.6658454034157466 absolute error 1.0462684173783185 relative error 168.86818602960741% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.83118896818955 Order of pole 420.7657948051794 TOP MAIN SOLVE Loop x[1] 2.2399999999998643 y2[1] (analytic) 0.7843159250845042 y2[1] (numeric) 2.6536407624077043 absolute error 1.8693248373232 relative error 238.33824834320356% Correct digits 0 h 0.001 y1[1] (analytic) -0.6203616120125732 y1[1] (numeric) -1.668498108051899 absolute error 1.0481364960393258 relative error 168.95573093876135% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.723259868497163 Order of pole 418.87357474099184 TOP MAIN SOLVE Loop x[1] 2.240999999999864 y2[1] (analytic) 0.7836951714179554 y2[1] (numeric) 2.6555141813266356 absolute error 1.8718190099086802 relative error 238.84529064048724% Correct digits 0 h 0.001 y1[1] (analytic) -0.6211456176261582 y1[1] (numeric) -1.6711526854070773 absolute error 1.050007067780919 relative error 169.0436248739462% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.61680032844835 Order of pole 417.007277472698 TOP MAIN SOLVE Loop x[1] 2.241999999999864 y2[1] (analytic) 0.7830736340563005 y2[1] (numeric) 2.65738900123622 absolute error 1.8743153671799193 relative error 239.35365534796716% Correct digits 0 h 0.001 y1[1] (analytic) -0.6219290020941772 y1[1] (numeric) -1.6738091368815493 absolute error 1.051880134787372 relative error 169.13186734264698% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.51178356110392 Order of pole 415.16643084312045 TOP MAIN SOLVE Loop x[1] 2.242999999999864 y2[1] (analytic) 0.7824513136210769 y2[1] (numeric) 2.6592652235818703 absolute error 1.8768139099607934 relative error 239.86334705927675% Correct digits 0 h 0.001 y1[1] (analytic) -0.6227117646332461 y1[1] (numeric) -1.6764674638770285 absolute error 1.0537556992437824 relative error 169.22045785732104% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.408183441561153 Order of pole 413.35057436637345 TOP MAIN SOLVE Loop x[1] 2.243999999999864 y2[1] (analytic) 0.7818282107346047 y2[1] (numeric) 2.661142849809312 absolute error 1.8793146390747073 relative error 240.37437038872082% Correct digits 0 h 0.001 y1[1] (analytic) -0.6234939044606022 y1[1] (numeric) -1.6791276677966738 absolute error 1.0556337633360715 relative error 169.30939593536567% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.305974486728555 Order of pole 411.55925887131605 TOP MAIN SOLVE Loop x[1] 2.2449999999998638 y2[1] (analytic) 0.7812043260199871 y2[1] (numeric) 2.66302188136458 absolute error 1.8818175553445928 relative error 240.8867299713912% Correct digits 0 h 0.001 y1[1] (analytic) -0.6242754207941057 y1[1] (numeric) -1.6817897500450898 absolute error 1.057514329250984 relative error 169.39868109908596% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.205131835840394 Order of pole 409.7920461580472 TOP MAIN SOLVE Loop x[1] 2.2459999999998637 y2[1] (analytic) 0.7805796601011085 y2[1] (numeric) 2.664902319694016 absolute error 1.8843226595929075 relative error 241.40043046328307% Correct digits 0 h 0.001 y1[1] (analytic) -0.6250563128522405 y1[1] (numeric) -1.6844537120283276 absolute error 1.059397399176087 relative error 169.48831287566279% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.105631231677258 Order of pole 408.04850866684853 TOP MAIN SOLVE Loop x[1] 2.2469999999998636 y2[1] (analytic) 0.7799542136026348 y2[1] (numeric) 2.666784166244268 absolute error 1.8868299526416332 relative error 241.91547654141155% Correct digits 0 h 0.001 y1[1] (analytic) -0.6258365798541146 y1[1] (numeric) -1.6871195551538847 absolute error 1.0612829752997701 relative error 169.57829079712153% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.00744900245971 Order of pole 406.3282291589897 TOP MAIN SOLVE Loop x[1] 2.2479999999998634 y2[1] (analytic) 0.7793279871500126 y2[1] (numeric) 2.6686674224622897 absolute error 1.889339435312277 relative error 242.43187290393033% Correct digits 0 h 0.001 y1[1] (analytic) -0.6266162210194609 y1[1] (numeric) -1.6897872808307053 absolute error 1.0631710598112445 relative error 169.6686144003006% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.910562044395856 Order of pole 404.6308004090657 TOP MAIN SOLVE Loop x[1] 2.2489999999998633 y2[1] (analytic) 0.7787009813694681 y2[1] (numeric) 2.6705520897953368 absolute error 1.8918511084258687 relative error 242.94962427024956% Correct digits 0 h 0.001 y1[1] (analytic) -0.6273952355686384 y1[1] (numeric) -1.6924568904691808 absolute error 1.0650616549005423 relative error 169.75928322682046% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.814947804849044 Order of pole 402.9558249082634 TOP MAIN SOLVE Loop x[1] 2.249999999999863 y2[1] (analytic) 0.7780731968880071 y2[1] (numeric) 2.672438169690966 absolute error 1.8943649728029586 relative error 243.46873538115545% Correct digits 0 h 0.001 y1[1] (analytic) -0.6281736227226327 y1[1] (numeric) -1.69512838548115 absolute error 1.0669547627585174 relative error 169.85029682305313% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.72058426609723 Order of pole 401.30291457806 TOP MAIN SOLVE Loop x[1] 2.250999999999863 y2[1] (analytic) 0.7774446343334142 y2[1] (numeric) 2.674325663597033 absolute error 1.8968810292636187 relative error 243.98921099893064% Correct digits 0 h 0.001 y1[1] (analytic) -0.6289513817030565 y1[1] (numeric) -1.6978017672798995 absolute error 1.068850385576843 relative error 169.94165474009145% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.627449929670767 Order of pole 399.67169049411785 TOP MAIN SOLVE Loop x[1] 2.251999999999863 y2[1] (analytic) 0.7768152943342517 y2[1] (numeric) 2.6762145729616926 absolute error 1.899399278627441 relative error 244.5110559074753% Correct digits 0 h 0.001 y1[1] (analytic) -0.6297285117321512 y1[1] (numeric) -1.7004770372801636 absolute error 1.0707485255480125 relative error 170.03335653371923% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.535523801234017 Order of pole 398.0617826197676 TOP MAIN SOLVE Loop x[1] 2.252999999999863 y2[1] (analytic) 0.7761851775198595 y2[1] (numeric) 2.6781048992333942 absolute error 1.9019197217135346 relative error 245.0342749124286% Correct digits 0 h 0.001 y1[1] (analytic) -0.6305050120327864 y1[1] (numeric) -1.7031541968981252 absolute error 1.0726491848653388 relative error 170.12540176438134% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.444785375990858 Order of pole 396.4728295487235 TOP MAIN SOLVE Loop x[1] 2.253999999999863 y2[1] (analytic) 0.7755542845203546 y2[1] (numeric) 2.6799966438608824 absolute error 1.904442359340528 relative error 245.5588728412918% Correct digits 0 h 0.001 y1[1] (analytic) -0.6312808818284623 y1[1] (numeric) -1.7058332475514157 absolute error 1.0745523657229534 relative error 170.21778999715394% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.35521462460262 Order of pole 394.9044782568372 TOP MAIN SOLVE Loop x[1] 2.2549999999998627 y2[1] (analytic) 0.7749226159666297 y2[1] (numeric) 2.681889808293194 absolute error 1.9069671923265643 relative error 246.08485454355142% Correct digits 0 h 0.001 y1[1] (analytic) -0.6320561203433089 y1[1] (numeric) -1.7085141906591153 absolute error 1.0764580703158062 relative error 170.31052080171534% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.266791979581992 Order of pole 393.3563838622391 TOP MAIN SOLVE Loop x[1] 2.2559999999998626 y2[1] (analytic) 0.7742901724903534 y2[1] (numeric) 2.683784393979657 absolute error 1.9094942214893038 relative error 246.61222489080393% Correct digits 0 h 0.001 y1[1] (analytic) -0.6328307268020879 y1[1] (numeric) -1.7111970276417534 absolute error 1.0783663008396656 relative error 170.4035937523171% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.179498322156356 Order of pole 391.8282093937554 TOP MAIN SOLVE Loop x[1] 2.2569999999998624 y2[1] (analytic) 0.7736569547239692 y2[1] (numeric) 2.685680402369888 absolute error 1.912023447645919 relative error 247.14098877688036% Correct digits 0 h 0.001 y1[1] (analytic) -0.6336047004301927 y1[1] (numeric) -1.7138817599213092 absolute error 1.0802770594911166 relative error 170.49700842775488% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.09331496957822 Order of pole 390.3196255672083 TOP MAIN SOLVE Loop x[1] 2.2579999999998623 y2[1] (analytic) 0.7730229633006948 y2[1] (numeric) 2.687577834913792 absolute error 1.9145548716130971 relative error 247.67115111797307% Correct digits 0 h 0.001 y1[1] (analytic) -0.63437804045365 y1[1] (numeric) -1.716568388921211 absolute error 1.0821903484675612 relative error 170.59076441134002% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.0082236628626 Order of pole 388.83031056924216 TOP MAIN SOLVE Loop x[1] 2.2589999999998622 y2[1] (analytic) 0.7723881988545214 y2[1] (numeric) 2.6894766930615592 absolute error 1.9170884942070379 relative error 248.20271685276225% Correct digits 0 h 0.001 y1[1] (analytic) -0.6351507460991196 y1[1] (numeric) -1.719256916066338 absolute error 1.0841061699672183 relative error 170.6848612908716% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.92420655493868 Order of pole 387.35994984845297 TOP MAIN SOLVE Loop x[1] 2.259999999999862 y2[1] (analytic) 0.7717526620202135 y2[1] (numeric) 2.691376978263664 absolute error 1.9196243162434503 relative error 248.73569094254347% Correct digits 0 h 0.001 y1[1] (analytic) -0.6359228165938962 y1[1] (numeric) -1.721947342783019 absolute error 1.0860245261891228 relative error 170.77929865860816% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.841246199196437 Order of pole 385.90823591348067 TOP MAIN SOLVE Loop x[1] 2.260999999999862 y2[1] (analytic) 0.771116353433308 y2[1] (numeric) 2.6932786919708627 absolute error 1.9221623385375546 relative error 249.27007837135668% Correct digits 0 h 0.001 y1[1] (analytic) -0.636694251165909 y1[1] (numeric) -1.7246396704990337 absolute error 1.0879454193331246 relative error 170.87407611123993% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.759325538413893 Order of pole 384.4748681378118 TOP MAIN SOLVE Loop x[1] 2.261999999999862 y2[1] (analytic) 0.7704792737301133 y2[1] (numeric) 2.6951818356341932 absolute error 1.92470256190408 relative error 249.80588414611566% Correct digits 0 h 0.001 y1[1] (analytic) -0.6374650490437238 y1[1] (numeric) -1.7273339006436128 absolute error 1.0898688515998889 relative error 170.96919324986155% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.678427894051534 Order of pole 383.059552571054 TOP MAIN SOLVE Loop x[1] 2.262999999999862 y2[1] (analytic) 0.769841423547709 y2[1] (numeric) 2.697086410704972 absolute error 1.927244987157263 relative error 250.34311329673815% Correct digits 0 h 0.001 y1[1] (analytic) -0.6382352094565427 y1[1] (numeric) -1.730030034647438 absolute error 1.0917948251908953 relative error 171.0646496799446% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.59853695589867 Order of pole 381.6620017564162 TOP MAIN SOLVE Loop x[1] 2.2639999999998617 y2[1] (analytic) 0.7692028035239453 y2[1] (numeric) 2.6989924186347922 absolute error 1.929789615110847 relative error 250.88177087627741% Correct digits 0 h 0.001 y1[1] (analytic) -0.6390047316342052 y1[1] (numeric) -1.7327280739426425 absolute error 1.0937233423084374 relative error 171.16044501131069% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.519636772056085 Order of pole 380.2819345541154 TOP MAIN SOLVE Loop x[1] 2.2649999999998616 y2[1] (analytic) 0.7685634142974423 y2[1] (numeric) 2.700899860875523 absolute error 1.9323364465780806 relative error 251.4218619610542% Correct digits 0 h 0.001 y1[1] (analytic) -0.6397736148071894 y1[1] (numeric) -1.7354280199628112 absolute error 1.0956544051556216 relative error 171.25657885810475% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.441711739250046 Order of pole 378.91907597062857 TOP MAIN SOLVE Loop x[1] 2.2659999999998615 y2[1] (analytic) 0.767923256507589 y2[1] (numeric) 2.7028087388793067 absolute error 1.9348854823717176 relative error 251.96339165079007% Correct digits 0 h 0.001 y1[1] (analytic) -0.6405418582066121 y1[1] (numeric) -1.7381298741429811 absolute error 1.0975880159363691 relative error 171.3530508387686% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.364746593453948 Order of pole 377.57315699336266 TOP MAIN SOLVE Loop x[1] 2.2669999999998613 y2[1] (analytic) 0.7672823307945432 y2[1] (numeric) 2.704719054098558 absolute error 1.9374367233040148 relative error 252.5063650687411% Correct digits 0 h 0.001 y1[1] (analytic) -0.64130946106423 y1[1] (numeric) -1.7408336379196416 absolute error 1.0995241768554116 relative error 171.44986057601437% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.28872640081484 Order of pole 376.24391443070397 TOP MAIN SOLVE Loop x[1] 2.2679999999998612 y2[1] (analytic) 0.7666406377992305 y2[1] (numeric) 2.7066308079859622 absolute error 1.9399901701867317 relative error 253.05078736183304% Correct digits 0 h 0.001 y1[1] (analytic) -0.6420764226124404 y1[1] (numeric) -1.7435393127307344 absolute error 1.101462890118294 relative error 171.5470076967989% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.213636548868205 Order of pole 374.9310907571456 TOP MAIN SOLVE Loop x[1] 2.268999999999861 y2[1] (analytic) 0.7659981781633439 y2[1] (numeric) 2.7085440019944724 absolute error 1.9425458238311286 relative error 253.59666370079717% Correct digits 0 h 0.001 y1[1] (analytic) -0.6428427420842815 y1[1] (numeric) -1.746246900015654 absolute error 1.1034041579313725 relative error 171.6444918322976% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.139462738037206 Order of pole 373.6344339634338 TOP MAIN SOLVE Loop x[1] 2.269999999999861 y2[1] (analytic) 0.7653549525293429 y2[1] (numeric) 2.7104586375773088 absolute error 1.945103685047966 relative error 254.14399928030682% Correct digits 0 h 0.001 y1[1] (analytic) -0.6436084187134341 y1[1] (numeric) -1.748956401215248 absolute error 1.105347982501814 relative error 171.74231261787904% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.066190973395045 Order of pole 372.3536974113473 TOP MAIN SOLVE Loop x[1] 2.270999999999861 y2[1] (analytic) 0.7647109615404533 y2[1] (numeric) 2.7123747161879566 absolute error 1.9476637546475033 relative error 254.69279931911527% Correct digits 0 h 0.001 y1[1] (analytic) -0.6443734517342217 y1[1] (numeric) -1.751667817771818 absolute error 1.1072943660375962 relative error 171.84046969307963% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.993807556693255 Order of pole 371.0886396931718 TOP MAIN SOLVE Loop x[1] 2.271999999999861 y2[1] (analytic) 0.7640662058406658 y2[1] (numeric) 2.7142922392801645 absolute error 1.9502260334394987 relative error 255.24306906019453% Correct digits 0 h 0.001 y1[1] (analytic) -0.6451378403816113 y1[1] (numeric) -1.7543811511291179 absolute error 1.1092433107475066 relative error 171.93896270157833% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.922299078631518 Order of pole 369.8390244954233 TOP MAIN SOLVE Loop x[1] 2.2729999999998607 y2[1] (analytic) 0.7634206860747361 y2[1] (numeric) 2.7162112083079424 absolute error 1.9527905222332063 relative error 255.79481377087484% Correct digits 0 h 0.001 y1[1] (analytic) -0.6459015838912141 y1[1] (numeric) -1.7570964027323568 absolute error 1.1111948188411427 relative error 172.03779129117223% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.851652411379924 Order of pole 368.60462046703185 TOP MAIN SOLVE Loop x[1] 2.2739999999998606 y2[1] (analytic) 0.762774402888184 y2[1] (numeric) 2.71813162472556 absolute error 1.9553572218373758 relative error 256.3480387429852% Correct digits 0 h 0.001 y1[1] (analytic) -0.646664681499287 y1[1] (numeric) -1.759813574028197 absolute error 1.1131488925289101 relative error 172.13695511375124% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.781854701321755 Order of pole 367.3852010914039 TOP MAIN SOLVE Loop x[1] 2.2749999999998605 y2[1] (analytic) 0.7621273569272926 y2[1] (numeric) 2.720053489987545 absolute error 1.9579261330602522 relative error 256.90274929299505% Correct digits 0 h 0.001 y1[1] (analytic) -0.6474271324427322 y1[1] (numeric) -1.762532666464756 absolute error 1.1151055340220237 relative error 172.23645382527428% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.712893362028538 Order of pole 366.1805445625858 TOP MAIN SOLVE Loop x[1] 2.2759999999998604 y2[1] (analytic) 0.7614795488391077 y2[1] (numeric) 2.7219768055486817 absolute error 1.960497256709574 relative error 257.45895076215703% Correct digits 0 h 0.001 y1[1] (analytic) -0.648188935959099 y1[1] (numeric) -1.7652536814916053 absolute error 1.1170647455325065 relative error 172.33628708574466% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.644756067446824 Order of pole 364.9904336651557 TOP MAIN SOLVE Loop x[1] 2.2769999999998602 y2[1] (analytic) 0.7608309792714375 y2[1] (numeric) 2.723901572864009 absolute error 1.9630705935925712 relative error 258.01664851665004% Correct digits 0 h 0.001 y1[1] (analytic) -0.6489500912865838 y1[1] (numeric) -1.7679766205597716 absolute error 1.1190265292731878 relative error 172.43645455918627% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.57743074529407 Order of pole 363.81465565780434 TOP MAIN SOLVE Loop x[1] 2.27799999999986 y2[1] (analytic) 0.7601816488728514 y2[1] (numeric) 2.7258277933888175 absolute error 1.965646144515966 relative error 258.57584794772407% Correct digits 0 h 0.001 y1[1] (analytic) -0.6497105976640314 y1[1] (numeric) -1.7707014851217366 absolute error 1.1209908874577053 relative error 172.53695591361975% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.51090557065601 Order of pole 362.6530021604664 TOP MAIN SOLVE Loop x[1] 2.27899999999986 y2[1] (analytic) 0.7595315582926798 y2[1] (numeric) 2.72775546857865 absolute error 1.96822391028597 relative error 259.13655447184584% Correct digits 0 h 0.001 y1[1] (analytic) -0.6504704543309354 y1[1] (numeric) -1.7734282766314375 absolute error 1.1229578223005021 relative error 172.63779082103898% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.44516895977614 Order of pole 361.50526904483894 TOP MAIN SOLVE Loop x[1] 2.27999999999986 y2[1] (analytic) 0.7588807081810132 y2[1] (numeric) 2.7296845998892976 absolute error 1.9708038917082844 relative error 259.6987735308453% Correct digits 0 h 0.001 y1[1] (analytic) -0.6512296605274394 y1[1] (numeric) -1.7761569965442674 absolute error 1.1249273360168281 relative error 172.7389589573876% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.380209564034317 Order of pole 360.3712563282339 TOP MAIN SOLVE Loop x[1] 2.28099999999986 y2[1] (analytic) 0.7582290991887016 y2[1] (numeric) 2.7316151887767997 absolute error 1.973386089588098 relative error 260.26251059206294% Correct digits 0 h 0.001 y1[1] (analytic) -0.651988215494337 y1[1] (numeric) -1.778887646317075 absolute error 1.126899430822738 relative error 172.84046000253602% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.316016264102892 Order of pole 359.25076807056104 TOP MAIN SOLVE Loop x[1] 2.2819999999998597 y2[1] (analytic) 0.757576731967354 y2[1] (numeric) 2.7335472366974405 absolute error 1.9759705047300864 relative error 260.8277711484988% Correct digits 0 h 0.001 y1[1] (analytic) -0.6527461184730736 y1[1] (numeric) -1.7816202274081654 absolute error 1.1288741089350918 relative error 172.94229364025838% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.252578164281214 Order of pole 358.14361227445386 TOP MAIN SOLVE Loop x[1] 2.2829999999998596 y2[1] (analytic) 0.7569236071693376 y2[1] (numeric) 2.7354807451077483 absolute error 1.9785571379384108 relative error 261.3945607189619% Correct digits 0 h 0.001 y1[1] (analytic) -0.6535033687057461 y1[1] (numeric) -1.7843547412772998 absolute error 1.1308513725715537 relative error 173.04445955820984% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.189884586992804 Order of pole 357.049600788265 TOP MAIN SOLVE Loop x[1] 2.2839999999998595 y2[1] (analytic) 0.7562697254477772 y2[1] (numeric) 2.7374157154644942 absolute error 1.9811459900167172 relative error 261.96288484822094% Correct digits 0 h 0.001 y1[1] (analytic) -0.6542599654351042 y1[1] (numeric) -1.7870911893856962 absolute error 1.132831223950592 relative error 173.1469574479041% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.127925067448835 Order of pole 355.9685492119907 TOP MAIN SOLVE Loop x[1] 2.2849999999998594 y2[1] (analytic) 0.7556150874565541 y2[1] (numeric) 2.739352149224689 absolute error 1.9837370617681347 relative error 262.5327491071563% Correct digits 0 h 0.001 y1[1] (analytic) -0.6550159079045516 y1[1] (numeric) -1.7898295731960299 absolute error 1.1348136652914782 relative error 173.24978700469094% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.066689348468408 Order of pole 354.90027680596415 TOP MAIN SOLVE Loop x[1] 2.2859999999998593 y2[1] (analytic) 0.7549596938503068 y2[1] (numeric) 2.741290047845581 absolute error 1.9863303539952741 relative error 263.1041590929122% Correct digits 0 h 0.001 y1[1] (analytic) -0.6557711953581455 y1[1] (numeric) -1.7925698941724326 absolute error 1.136798698814287 relative error 173.35294792773436% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.006167375447006 Order of pole 353.8446064021554 TOP MAIN SOLVE Loop x[1] 2.286999999999859 y2[1] (analytic) 0.7543035452844284 y2[1] (numeric) 2.7432294127846575 absolute error 1.988925867500229 relative error 263.6771204290517% Correct digits 0 h 0.001 y1[1] (analytic) -0.6565258270405988 y1[1] (numeric) -1.795312153780494 absolute error 1.1387863267398952 relative error 173.45643991999023% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.9463492914751 Order of pole 352.8013643181226 TOP MAIN SOLVE Loop x[1] 2.287999999999859 y2[1] (analytic) 0.7536466424150676 y2[1] (numeric) 2.745170245499639 absolute error 1.9915236030845715 relative error 264.25163876571065% Correct digits 0 h 0.001 y1[1] (analytic) -0.6572798021972797 y1[1] (numeric) -1.7980563534872607 absolute error 1.140776551289981 relative error 173.56026268818496% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.887225432594366 Order of pole 351.770380273387 TOP MAIN SOLVE Loop x[1] 2.288999999999859 y2[1] (analytic) 0.7529889858991273 y2[1] (numeric) 2.7471125474484803 absolute error 1.9941235615493529 relative error 264.8277197797541% Correct digits 0 h 0.001 y1[1] (analytic) -0.6580331200742132 y1[1] (numeric) -1.8008024947612378 absolute error 1.1427693746870244 relative error 173.66441594279365% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.82878632319556 Order of pole 350.7514873083074 TOP MAIN SOLVE Loop x[1] 2.289999999999859 y2[1] (analytic) 0.7523305763942637 y2[1] (numeric) 2.749056320089366 absolute error 1.9967257436951025 relative error 265.40536917493375% Correct digits 0 h 0.001 y1[1] (analytic) -0.6587857799180815 y1[1] (numeric) -1.8035505790723882 absolute error 1.1447647991543066 relative error 173.7688993980191% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.77102267154249 Order of pole 349.74452170517407 TOP MAIN SOLVE Loop x[1] 2.2909999999998587 y2[1] (analytic) 0.7516714145588865 y2[1] (numeric) 2.751001564880712 absolute error 1.9993301503218255 relative error 265.9845926820457% Correct digits 0 h 0.001 y1[1] (analytic) -0.6595377809762247 y1[1] (numeric) -1.8063006078921333 absolute error 1.1467628269159085 relative error 173.8737127717703% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.71392536542747 Order of pole 348.7493229116238 TOP MAIN SOLVE Loop x[1] 2.2919999999998586 y2[1] (analytic) 0.7510115010521573 y2[1] (numeric) 2.752948283281161 absolute error 2.001936782229004 relative error 266.5653960590905% Correct digits 0 h 0.001 y1[1] (analytic) -0.660289122496642 y1[1] (numeric) -1.8090525826933528 absolute error 1.1487634601967107 relative error 173.97885578564154% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.657485467950487 Order of pole 347.7657334662346 TOP MAIN SOLVE Loop x[1] 2.2929999999998585 y2[1] (analytic) 0.7503508365339897 y2[1] (numeric) 2.754896476749582 absolute error 2.0045456402155923 relative error 267.147785091433% Correct digits 0 h 0.001 y1[1] (analytic) -0.6610398037279918 y1[1] (numeric) -1.811806504950385 absolute error 1.1507667012223934 relative error 174.08432816489176% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.60169421341589 Order of pole 346.7935989261934 TOP MAIN SOLVE Loop x[1] 2.2939999999998584 y2[1] (analytic) 0.7496894216650482 y2[1] (numeric) 2.7568461467450676 absolute error 2.0071567250800193 relative error 267.7317655919643% Correct digits 0 h 0.001 y1[1] (analytic) -0.6617898239195928 y1[1] (numeric) -1.8145623761390277 absolute error 1.1527725522194348 relative error 174.1901296384237% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.546543003344116 Order of pole 345.8327677969882 TOP MAIN SOLVE Loop x[1] 2.2949999999998583 y2[1] (analytic) 0.7490272571067473 y2[1] (numeric) 2.758797294726933 absolute error 2.0097700376201857 relative error 268.3173434012648% Correct digits 0 h 0.001 y1[1] (analytic) -0.6625391823214252 y1[1] (numeric) -1.8173201977365374 absolute error 1.1547810154151121 relative error 174.2962599387639% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.492023402598615 Order of pole 344.88309146413553 TOP MAIN SOLVE Loop x[1] 2.295999999999858 y2[1] (analytic) 0.7483643435212518 y2[1] (numeric) 2.7607499221547145 absolute error 2.0123855786334626 relative error 268.9045243877677% Correct digits 0 h 0.001 y1[1] (analytic) -0.6632878781841304 y1[1] (numeric) -1.8200799712216302 absolute error 1.1567920930374997 relative error 174.402718802042% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.438127135616714 Order of pole 343.9444241267387 TOP MAIN SOLVE Loop x[1] 2.296999999999858 y2[1] (analytic) 0.7477006815714752 y2[1] (numeric) 2.7627040304881665 absolute error 2.015003348916691 relative error 269.4933144479246% Correct digits 0 h 0.001 y1[1] (analytic) -0.6640359107590128 y1[1] (numeric) -1.822841698074482 absolute error 1.1588057873154691 relative error 174.50950596797088% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.38484608274694 Order of pole 343.0166227329202 TOP MAIN SOLVE Loop x[1] 2.297999999999858 y2[1] (analytic) 0.7470362719210792 y2[1] (numeric) 2.7646596211872603 absolute error 2.017623349266181 relative error 270.08371950637127% Correct digits 0 h 0.001 y1[1] (analytic) -0.6647832792980397 y1[1] (numeric) -1.8256053797767284 absolute error 1.1608221004786887 relative error 174.61662117982692% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.33217227668893 Order of pole 342.09954691706815 TOP MAIN SOLVE Loop x[1] 2.298999999999858 y2[1] (analytic) 0.7463711152344736 y2[1] (numeric) 2.766616695712182 absolute error 2.0202455804777086 relative error 270.6757455160956% Correct digits 0 h 0.001 y1[1] (analytic) -0.6655299830538427 y1[1] (numeric) -1.8283710178114652 absolute error 1.1628410347576223 relative error 174.72406418443003% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.28009789902963 Order of pole 341.19305893877413 TOP MAIN SOLVE Loop x[1] 2.2999999999998577 y2[1] (analytic) 0.745705212176815 y2[1] (numeric) 2.768575255523332 absolute error 2.022870043346517 relative error 271.26939845860596% Correct digits 0 h 0.001 y1[1] (analytic) -0.6662760212797181 y1[1] (numeric) -1.8311386136632481 absolute error 1.16486259238353 relative error 174.8318347321243% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.228615276872908 Order of pole 340.29702362342186 TOP MAIN SOLVE Loop x[1] 2.3009999999998576 y2[1] (analytic) 0.7450385634140063 y2[1] (numeric) 2.770535302081321 absolute error 2.025496738667315 relative error 271.86468434410125% Correct digits 0 h 0.001 y1[1] (analytic) -0.6670213932296277 y1[1] (numeric) -1.833908168818094 absolute error 1.1668867755884662 relative error 174.93993257675854% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.177716879564155 Order of pole 339.41130830444973 TOP MAIN SOLVE Loop x[1] 2.3019999999998575 y2[1] (analytic) 0.7443711696126963 y2[1] (numeric) 2.77249683684697 absolute error 2.0281256672342733 relative error 272.461609211642% Correct digits 0 h 0.001 y1[1] (analytic) -0.6677660981581998 y1[1] (numeric) -1.83667968476348 absolute error 1.1689135866052802 relative error 175.04835747566722% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.12739531550303 Order of pole 338.53578276716576 TOP MAIN SOLVE Loop x[1] 2.3029999999998574 y2[1] (analytic) 0.7437030314402787 y2[1] (numeric) 2.774459861281307 absolute error 2.030756829841028 relative error 273.06017912932265% Correct digits 0 h 0.001 y1[1] (analytic) -0.6685101353207292 y1[1] (numeric) -1.8394531629883444 absolute error 1.1709430276676152 relative error 175.15710918965127% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.077643329040793 Order of pole 337.670319194056 TOP MAIN SOLVE Loop x[1] 2.3039999999998573 y2[1] (analytic) 0.7430341495648917 y2[1] (numeric) 2.7764243768455668 absolute error 2.033390227280675 relative error 273.66040019444523% Correct digits 0 h 0.001 y1[1] (analytic) -0.6692535039731792 y1[1] (numeric) -1.842228604983086 absolute error 1.1729751010099068 relative error 175.2661874829593% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.02845379746253 Order of pole 336.8147921115877 TOP MAIN SOLVE Loop x[1] 2.304999999999857 y2[1] (analytic) 0.742364524655417 y2[1] (numeric) 2.7783903850011877 absolute error 2.0360258603457706 relative error 274.26227853369363% Correct digits 0 h 0.001 y1[1] (analytic) -0.6699962033721808 y1[1] (numeric) -1.845006012239566 absolute error 1.1750098088673853 relative error 175.37559212326926% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.979819728048753 Order of pole 335.96907833841175 TOP MAIN SOLVE Loop x[1] 2.305999999999857 y2[1] (analytic) 0.7416941573814796 y2[1] (numeric) 2.7803578872098105 absolute error 2.0386637298283308 relative error 274.8658203033105% Correct digits 0 h 0.001 y1[1] (analytic) -0.670738232775035 y1[1] (numeric) -1.8477853862511062 absolute error 1.1770471534760714 relative error 175.4853228816691% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.931734255218927 Order of pole 335.133056935012 TOP MAIN SOLVE Loop x[1] 2.306999999999857 y2[1] (analytic) 0.7410230484134465 y2[1] (numeric) 2.782326884933276 absolute error 2.0413038365198295 relative error 275.471031689274% Correct digits 0 h 0.001 y1[1] (analytic) -0.6714795914397123 y1[1] (numeric) -1.8505667285124907 absolute error 1.1790871370727785 relative error 175.5953795326393% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.884190637745473 Order of pole 334.3066091545934 TOP MAIN SOLVE Loop x[1] 2.307999999999857 y2[1] (analytic) 0.7403511984224268 y2[1] (numeric) 2.7842973796336237 absolute error 2.0439461812111968 relative error 276.0779189074763% Correct digits 0 h 0.001 y1[1] (analytic) -0.672220278624854 y1[1] (numeric) -1.8533500405199652 absolute error 1.1811297618951113 relative error 175.70576185403422% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.83718225604623 Order of pole 333.489618395356 TOP MAIN SOLVE Loop x[1] 2.3089999999998567 y2[1] (analytic) 0.7396786080802704 y2[1] (numeric) 2.78626937277309 absolute error 2.0465907646928194 relative error 276.6864882039041% Correct digits 0 h 0.001 y1[1] (analytic) -0.6729602935897733 y1[1] (numeric) -1.8561353237712377 absolute error 1.1831750301814643 relative error 175.81646962706398% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.790702609546393 Order of pole 332.6819701539927 TOP MAIN SOLVE Loop x[1] 2.3099999999998566 y2[1] (analytic) 0.7390052780595675 y2[1] (numeric) 2.7882428658141065 absolute error 2.049237587754539 relative error 277.2967458548192% Correct digits 0 h 0.001 y1[1] (analytic) -0.6736996355944549 y1[1] (numeric) -1.8589225797654785 absolute error 1.1852229441710236 relative error 175.92750263627707% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.744745314107572 Order of pole 331.88355198037 TOP MAIN SOLVE Loop x[1] 2.3109999999998565 y2[1] (analytic) 0.7383312090336481 y2[1] (numeric) 2.790217860219297 absolute error 2.0518866511856486 relative error 277.9086981669412% Correct digits 0 h 0.001 y1[1] (analytic) -0.6744383038995572 y1[1] (numeric) -1.8617118100033205 absolute error 1.1872735061037634 relative error 176.03886066954195% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.699304099528536 Order of pole 331.0942534334738 TOP MAIN SOLVE Loop x[1] 2.3119999999998564 y2[1] (analytic) 0.7376564016765813 y2[1] (numeric) 2.7921943574514767 absolute error 2.0545379557748955 relative error 278.52235147763133% Correct digits 0 h 0.001 y1[1] (analytic) -0.6751762977664116 y1[1] (numeric) -1.8645030159868594 absolute error 1.1893267182204479 relative error 176.1505435180302% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.654372807107208 Order of pole 330.3139660384341 TOP MAIN SOLVE Loop x[1] 2.3129999999998563 y2[1] (analytic) 0.7369808566631743 y2[1] (numeric) 2.7941723589736505 absolute error 2.0571915023104763 relative error 279.13771215507757% Correct digits 0 h 0.001 y1[1] (analytic) -0.6759136164570246 y1[1] (numeric) -1.8672961992196535 absolute error 1.1913825827626288 relative error 176.26255097619833% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.609945387266063 Order of pole 329.5425832446662 TOP MAIN SOLVE Loop x[1] 2.313999999999856 y2[1] (analytic) 0.7363045746689719 y2[1] (numeric) 2.79615186624901 absolute error 2.059847291580038 relative error 279.7547865984813% Correct digits 0 h 0.001 y1[1] (analytic) -0.6766502592340776 y1[1] (numeric) -1.8700913612067245 absolute error 1.1934411019726467 relative error 176.37488284177138% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.566015897242245 Order of pole 328.78000038515677 TOP MAIN SOLVE Loop x[1] 2.314999999999856 y2[1] (analytic) 0.7356275563702562 y2[1] (numeric) 2.7981328807409325 absolute error 2.0625053243706764 relative error 280.3735812382449% Correct digits 0 h 0.001 y1[1] (analytic) -0.6773862253609276 y1[1] (numeric) -1.872888503454557 absolute error 1.1955022780936293 relative error 176.48753891572522% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.522578498830647 Order of pole 328.0261146366783 TOP MAIN SOLVE Loop x[1] 2.315999999999856 y2[1] (analytic) 0.7349498024440456 y2[1] (numeric) 2.8001154039129794 absolute error 2.0651656014689337 relative error 280.99410253616094% Correct digits 0 h 0.001 y1[1] (analytic) -0.6781215141016087 y1[1] (numeric) -1.8756876274710996 absolute error 1.1975661133694908 relative error 176.60051900226975% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.479627456192844 Order of pole 327.2808249811698 TOP MAIN SOLVE Loop x[1] 2.316999999999856 y2[1] (analytic) 0.7342713135680937 y2[1] (numeric) 2.802099437228894 absolute error 2.0678281236608003 relative error 281.61635698560315% Correct digits 0 h 0.001 y1[1] (analytic) -0.6788561247208322 y1[1] (numeric) -1.8784887347657642 absolute error 1.199632610044932 relative error 176.7138229088321% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.43715713371337 Order of pole 326.5440321679473 TOP MAIN SOLVE Loop x[1] 2.3179999999998557 y2[1] (analytic) 0.7335920904208895 y2[1] (numeric) 2.804084982152599 absolute error 2.0704928917317096 relative error 282.2403511117179% Correct digits 0 h 0.001 y1[1] (analytic) -0.6795900564839876 y1[1] (numeric) -1.8812918268494265 absolute error 1.201701770365439 relative error 176.82745044604007% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.395161993917537 Order of pole 325.8156386770039 TOP MAIN SOLVE Loop x[1] 2.3189999999998556 y2[1] (analytic) 0.7329121336816559 y2[1] (numeric) 2.806072040148195 absolute error 2.073159906466539 relative error 282.8660914716179% Correct digits 0 h 0.001 y1[1] (analytic) -0.6803233086571432 y1[1] (numeric) -1.8840969052344265 absolute error 1.2037735965772833 relative error 176.94140142770544% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.353636595436623 Order of pole 325.09554868314143 TOP MAIN SOLVE Loop x[1] 2.3199999999998555 y2[1] (analytic) 0.7322314440303498 y2[1] (numeric) 2.8080606126799594 absolute error 2.0758291686496095 relative error 283.49358465457675% Correct digits 0 h 0.001 y1[1] (analytic) -0.6810558805070468 y1[1] (numeric) -1.8869039714345683 absolute error 1.2058480909275215 relative error 177.05567567080786% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.31257559102842 Order of pole 324.38366802107936 TOP MAIN SOLVE Loop x[1] 2.3209999999998554 y2[1] (analytic) 0.7315500221476605 y2[1] (numeric) 2.8100507012123437 absolute error 2.078500679064683 relative error 284.12283728222565% Correct digits 0 h 0.001 y1[1] (analytic) -0.6817877713011267 y1[1] (numeric) -1.8897130269651201 absolute error 1.2079252556639934 relative error 177.1702729954783% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.27197372564314 Order of pole 323.67990415136376 TOP MAIN SOLVE Loop x[1] 2.3219999999998553 y2[1] (analytic) 0.7308678687150102 y2[1] (numeric) 2.8120423072099716 absolute error 2.0811744384949615 relative error 284.7538560087502% Correct digits 0 h 0.001 y1[1] (analytic) -0.6825189803074919 y1[1] (numeric) -1.8925240733428148 absolute error 1.2100050930353228 relative error 177.28519322498332% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.231825834541297 Order of pole 322.98416612719177 TOP MAIN SOLVE Loop x[1] 2.322999999999855 y2[1] (analytic) 0.730184984414552 y2[1] (numeric) 2.8140354321376373 absolute error 2.0838504477230853 relative error 285.38664752109025% Correct digits 0 h 0.001 y1[1] (analytic) -0.6832495067949339 y1[1] (numeric) -1.89533711208585 absolute error 1.212087605290916 relative error 177.40043618570866% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.192126841456997 Order of pole 322.29636456203764 TOP MAIN SOLVE Loop x[1] 2.323999999999855 y2[1] (analytic) 0.7295013699291704 y2[1] (numeric) 2.816030077460304 absolute error 2.0865287075311336 relative error 286.02121853914014% Correct digits 0 h 0.001 y1[1] (analytic) -0.6839793500329259 y1[1] (numeric) -1.8981521447138883 absolute error 1.2141727946809624 relative error 177.5160017071442% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.152871756805652 Order of pole 321.61641159806044 TOP MAIN SOLVE Loop x[1] 2.324999999999855 y2[1] (analytic) 0.7288170259424794 y2[1] (numeric) 2.818026244643101 absolute error 2.0892092187006215 relative error 286.6575758159509% Correct digits 0 h 0.001 y1[1] (analytic) -0.684708509291625 y1[1] (numeric) -1.9009691727480573 absolute error 1.2162606634564324 relative error 177.63188962186732% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.114055675938694 Order of pole 320.94422087534275 TOP MAIN SOLVE Loop x[1] 2.325999999999855 y2[1] (analytic) 0.7281319531388234 y2[1] (numeric) 2.8200239351513234 absolute error 2.0918919820125 relative error 287.29572613793346% Correct digits 0 h 0.001 y1[1] (analytic) -0.6854369838418717 y1[1] (numeric) -1.9037881977109496 absolute error 1.218351213869078 relative error 177.74809976552828% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.07567377743629 Order of pole 320.27970750179554 TOP MAIN SOLVE Loop x[1] 2.3269999999998547 y2[1] (analytic) 0.7274461522032748 y2[1] (numeric) 2.8220231504504283 absolute error 2.0945769982471534 relative error 287.935676325064% Correct digits 0 h 0.001 y1[1] (analytic) -0.6861647729551917 y1[1] (numeric) -1.9066092211266235 absolute error 1.2204444481714316 relative error 177.86463197683418% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.037721321448434 Order of pole 319.6227880239206 TOP MAIN SOLVE Loop x[1] 2.3279999999998546 y2[1] (analytic) 0.7267596238216347 y2[1] (numeric) 2.824023892006034 absolute error 2.097264268184399 relative error 288.57743323109% Correct digits 0 h 0.001 y1[1] (analytic) -0.6868918759037961 y1[1] (numeric) -1.9094322445206027 absolute error 1.2225403686168066 relative error 177.9814860975342% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.00019364807008 Order of pole 318.97338039816844 TOP MAIN SOLVE Loop x[1] 2.3289999999998545 y2[1] (analytic) 0.7260723686804313 y2[1] (numeric) 2.826026161283918 absolute error 2.0999537926034866 relative error 289.2210037437393% Correct digits 0 h 0.001 y1[1] (analytic) -0.6876182919605817 y1[1] (numeric) -1.9122572694198763 absolute error 1.2246389774592945 relative error 178.09866197240402% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.963086175761315 Order of pole 318.3314039630952 TOP MAIN SOLVE Loop x[1] 2.3299999999998544 y2[1] (analytic) 0.7253843874669198 y2[1] (numeric) 2.8280299597500154 absolute error 2.1026455722830955 relative error 289.8663947849283% Correct digits 0 h 0.001 y1[1] (analytic) -0.6883440203991327 y1[1] (numeric) -1.9150842973528999 absolute error 1.2267402769537672 relative error 178.21615944923127% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.926394399800323 Order of pole 317.696779412092 TOP MAIN SOLVE Loop x[1] 2.3309999999998543 y2[1] (analytic) 0.7246956808690812 y2[1] (numeric) 2.8300352888704166 absolute error 2.1053396080013353 relative error 290.5136133109744% Correct digits 0 h 0.001 y1[1] (analytic) -0.6890690604937206 y1[1] (numeric) -1.9179133298495945 absolute error 1.2288442693558739 relative error 178.33397837880025% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.89011389077878 Order of pole 317.0694287668679 TOP MAIN SOLVE Loop x[1] 2.331999999999854 y2[1] (analytic) 0.7240062495756222 y2[1] (numeric) 2.8320421501113646 absolute error 2.1080359005357425 relative error 291.1626663128077% Correct digits 0 h 0.001 y1[1] (analytic) -0.6897934115193055 y1[1] (numeric) -1.9207443684413477 absolute error 1.230950956922042 relative error 178.45211861487763% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.854240293129205 Order of pole 316.4492753514921 TOP MAIN SOLVE Loop x[1] 2.332999999999854 y2[1] (analytic) 0.7233160942759739 y2[1] (numeric) 2.8340505449392546 absolute error 2.110734450663281 relative error 291.81356081618605% Correct digits 0 h 0.001 y1[1] (analytic) -0.6905170727515363 y1[1] (numeric) -1.923577414661013 absolute error 1.2330603419094768 relative error 178.57058001419756% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.81876932369052 Order of pole 315.8362437671118 TOP MAIN SOLVE Loop x[1] 2.333999999999854 y2[1] (analytic) 0.7226252156602916 y2[1] (numeric) 2.836060474820631 absolute error 2.1134352591603394 relative error 292.4663038819105% Correct digits 0 h 0.001 y1[1] (analytic) -0.6912400434667519 y1[1] (numeric) -1.9264124700429106 absolute error 1.2351724265761588 relative error 178.68936243644708% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.783696770306864 Order of pole 315.23025986725673 TOP MAIN SOLVE Loop x[1] 2.334999999999854 y2[1] (analytic) 0.7219336144194539 y2[1] (numeric) 2.838071941222186 absolute error 2.1161383268027323 relative error 293.1209026060428% Correct digits 0 h 0.001 y1[1] (analytic) -0.6919623229419817 y1[1] (numeric) -1.9292495361228275 absolute error 1.2372872131808457 relative error 178.8084657442523% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.749018490457956 Order of pole 314.6312507336974 TOP MAIN SOLVE Loop x[1] 2.3359999999998537 y2[1] (analytic) 0.7212412912450619 y2[1] (numeric) 2.8400849456107577 absolute error 2.118843654365696 relative error 293.7773641201249% Correct digits 0 h 0.001 y1[1] (analytic) -0.6926839104549462 y1[1] (numeric) -1.9320886144380172 absolute error 1.239404703983071 relative error 178.92788980316365% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.714730409924698 Order of pole 314.0391446529278 TOP MAIN SOLVE Loop x[1] 2.3369999999998536 y2[1] (analytic) 0.7205482468294387 y2[1] (numeric) 2.842099489453328 absolute error 2.121551242623889 relative error 294.43569559139905% Correct digits 0 h 0.001 y1[1] (analytic) -0.6934048052840579 y1[1] (numeric) -1.9349297065272002 absolute error 1.2415249012431424 relative error 179.04763448164215% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.680828521484777 Order of pole 313.4538710931752 TOP MAIN SOLVE Loop x[1] 2.3379999999998535 y2[1] (analytic) 0.7198544818656288 y2[1] (numeric) 2.8441155742170197 absolute error 2.1242610923513907 relative error 295.0959042230308% Correct digits 0 h 0.001 y1[1] (analytic) -0.6941250067084221 y1[1] (numeric) -1.937772813930564 absolute error 1.243647807222142 relative error 179.167699651045% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.64730888363873 Order of pole 312.8753606819465 TOP MAIN SOLVE Loop x[1] 2.3389999999998534 y2[1] (analytic) 0.7191599970473971 y2[1] (numeric) 2.8461332013690965 absolute error 2.1269732043216996 relative error 295.7579972543327% Correct digits 0 h 0.001 y1[1] (analytic) -0.6948445140078374 y1[1] (numeric) -1.9406179381897637 absolute error 1.2457734241819263 relative error 179.28808518561243% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.614167619366683 Order of pole 312.3035451841178 TOP MAIN SOLVE Loop x[1] 2.3399999999998533 y2[1] (analytic) 0.7184647930692282 y2[1] (numeric) 2.84815237237696 absolute error 2.129687579307732 relative error 296.4219819609901% Correct digits 0 h 0.001 y1[1] (analytic) -0.6955633264627967 y1[1] (numeric) -1.943465080847921 absolute error 1.2479017543851243 relative error 179.4087909624531% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.581400914911995 Order of pole 311.73835748049424 TOP MAIN SOLVE Loop x[1] 2.340999999999853 y2[1] (analytic) 0.7177688706263261 y2[1] (numeric) 2.850173088708148 absolute error 2.1324042180818217 relative error 297.08786565528857% Correct digits 0 h 0.001 y1[1] (analytic) -0.6962814433544875 y1[1] (numeric) -1.9463142434496254 absolute error 1.250032800095138 relative error 179.5298168615313% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.54900501859743 Order of pole 311.1797315469493 TOP MAIN SOLVE Loop x[1] 2.341999999999853 y2[1] (analytic) 0.7170722304146131 y2[1] (numeric) 2.852195351830331 absolute error 2.135123121415718 relative error 297.75565568634335% Correct digits 0 h 0.001 y1[1] (analytic) -0.6969988639647929 y1[1] (numeric) -1.9491654275409342 absolute error 1.2521665635761412 relative error 179.6511627656528% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.51697623966387 Order of pole 310.62760243395485 TOP MAIN SOLVE Loop x[1] 2.342999999999853 y2[1] (analytic) 0.7163748731307296 y2[1] (numeric) 2.854219163211314 absolute error 2.1378442900805843 relative error 298.42535944032954% Correct digits 0 h 0.001 y1[1] (analytic) -0.6977155875762925 y1[1] (numeric) -1.9520186346693724 absolute error 1.2543030470930798 relative error 179.77282856045218% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.48531094713868 Order of pole 310.08190624663877 TOP MAIN SOLVE Loop x[1] 2.343999999999853 y2[1] (analytic) 0.7156767994720326 y2[1] (numeric) 2.8562445243190298 absolute error 2.1405677248469974 relative error 299.09698434071527% Correct digits 0 h 0.001 y1[1] (analytic) -0.6984316134722627 y1[1] (numeric) -1.9548738663839325 absolute error 1.2564422529116697 relative error 179.89481413437875% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.454005568729908 Order of pole 309.54258012529635 TOP MAIN SOLVE Loop x[1] 2.3449999999998528 y2[1] (analytic) 0.7149780101365957 y2[1] (numeric) 2.858271436621541 absolute error 2.143293426484945 relative error 299.77053784849574% Correct digits 0 h 0.001 y1[1] (analytic) -0.6991469409366775 y1[1] (numeric) -1.9577311242350752 absolute error 1.2585841832983977 relative error 180.0171193786842% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.423056589744853 Order of pole 309.00956222633147 TOP MAIN SOLVE Loop x[1] 2.3459999999998526 y2[1] (analytic) 0.7142785058232083 y2[1] (numeric) 2.860299901587036 absolute error 2.1460213957638277 relative error 300.4460274624295% Correct digits 0 h 0.001 y1[1] (analytic) -0.6998615692542097 y1[1] (numeric) -1.9605904097747298 absolute error 1.2607288405205201 relative error 180.13974418740906% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.39246055203417 Order of pole 308.4827917036473 TOP MAIN SOLVE Loop x[1] 2.3469999999998525 y2[1] (analytic) 0.7135782872313746 y2[1] (numeric) 2.862329920683828 absolute error 2.1487516334524535 relative error 301.12346071927635% Correct digits 0 h 0.001 y1[1] (analytic) -0.700575497710231 y1[1] (numeric) -1.963451724556293 absolute error 1.262876226846062 relative error 180.26268845736988% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.362214052959793 Order of pole 307.9622086904588 TOP MAIN SOLVE Loop x[1] 2.3479999999998524 y2[1] (analytic) 0.7128773550613132 y2[1] (numeric) 2.864361495380352 absolute error 2.151484140319039 relative error 301.80284519403676% Correct digits 0 h 0.001 y1[1] (analytic) -0.7012887255908129 y1[1] (numeric) -1.9663150701346306 absolute error 1.2650263445438177 relative error 180.3859520881466% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.332313744386166 Order of pole 307.4477542815144 TOP MAIN SOLVE Loop x[1] 2.3489999999998523 y2[1] (analytic) 0.7121757100139561 y2[1] (numeric) 2.8663946271451635 absolute error 2.1542189171312076 relative error 302.4841885001937% Correct digits 0 h 0.001 y1[1] (analytic) -0.7020012521827277 y1[1] (numeric) -1.9691804480660764 absolute error 1.2671791958833487 relative error 180.50953498206977% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.302756331693264 Order of pole 306.9393705157016 TOP MAIN SOLVE Loop x[1] 2.349999999999852 y2[1] (analytic) 0.7114733527909483 y2[1] (numeric) 2.8684293174469366 absolute error 2.1569559646559884 relative error 303.1674982899557% Correct digits 0 h 0.001 y1[1] (analytic) -0.7027130767734487 y1[1] (numeric) -1.9720478599084332 absolute error 1.2693347831349846 relative error 180.633437044208% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.273538572815365 Order of pole 306.4370003591097 TOP MAIN SOLVE Loop x[1] 2.350999999999852 y2[1] (analytic) 0.710770284094647 y2[1] (numeric) 2.8704655677544624 absolute error 2.1596952836598153 relative error 303.8527822545023% Correct digits 0 h 0.001 y1[1] (analytic) -0.7034241986511516 y1[1] (numeric) -1.9749173072209723 absolute error 1.2714931085698207 relative error 180.75765818235533% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.244657277296493 Order of pole 305.940587688382 TOP MAIN SOLVE Loop x[1] 2.351999999999852 y2[1] (analytic) 0.7100665046281208 y2[1] (numeric) 2.8725033795366457 absolute error 2.1624368749085248 relative error 304.5400481242311% Correct digits 0 h 0.001 y1[1] (analytic) -0.7041346171047145 y1[1] (numeric) -1.9777887915644337 absolute error 1.2736541744597192 relative error 180.88219830701908% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.216109305371475 Order of pole 305.45007727452327 TOP MAIN SOLVE Loop x[1] 2.352999999999852 y2[1] (analytic) 0.7093620150951493 y2[1] (numeric) 2.874542754262504 absolute error 2.1651807391673548 relative error 305.2293036690062% Correct digits 0 h 0.001 y1[1] (analytic) -0.7048443314237188 y1[1] (numeric) -1.9806623145010267 absolute error 1.275817983077308 relative error 181.00705733140768% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.18789156706391 Order of pole 304.96541476700344 TOP MAIN SOLVE Loop x[1] 2.3539999999998518 y2[1] (analytic) 0.7086568162002217 y2[1] (numeric) 2.8765836934011655 absolute error 2.167926877200944 relative error 305.92055669840965% Correct digits 0 h 0.001 y1[1] (analytic) -0.7055533408984506 y1[1] (numeric) -1.9835378775944297 absolute error 1.2779845366959792 relative error 181.13223517141816% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.16000102130694 Order of pole 304.48654667826384 TOP MAIN SOLVE Loop x[1] 2.3549999999998517 y2[1] (analytic) 0.7079509086485369 y2[1] (numeric) 2.8786261984218675 absolute error 2.170675289773331 relative error 306.61381506199393% Correct digits 0 h 0.001 y1[1] (analytic) -0.7062616448199003 y1[1] (numeric) -1.9864154824097897 absolute error 1.2801538375898893 relative error 181.2577317456244% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.13243467508247 Order of pole 304.0134203685494 TOP MAIN SOLVE Loop x[1] 2.3559999999998515 y2[1] (analytic) 0.7072442931460026 y2[1] (numeric) 2.880670270793953 absolute error 2.17342597764795 relative error 307.30908664953637% Correct digits 0 h 0.001 y1[1] (analytic) -0.7069692424797639 y1[1] (numeric) -1.9892951305137239 absolute error 1.2823258880339599 relative error 181.38354697526532% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.105189582578625 Order of pole 303.54598403106075 TOP MAIN SOLVE Loop x[1] 2.3569999999998514 y2[1] (analytic) 0.706536970399234 y2[1] (numeric) 2.88271591198687 absolute error 2.176178941587636 relative error 308.0063793912963% Correct digits 0 h 0.001 y1[1] (analytic) -0.707676133170444 y1[1] (numeric) -1.992176823474318 absolute error 1.284500690303874 relative error 181.50968078423264% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.07826284436711 Order of pole 303.08418667745906 TOP MAIN SOLVE Loop x[1] 2.3579999999998513 y2[1] (analytic) 0.7058289411155538 y2[1] (numeric) 2.88476312347017 absolute error 2.1789341823546162 relative error 308.7057012582734% Correct digits 0 h 0.001 y1[1] (analytic) -0.7083823161850499 y1[1] (numeric) -1.9950605628611278 absolute error 1.286678246676078 relative error 181.63613309905952% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.05165160659818 Order of pole 302.6279781236807 TOP MAIN SOLVE Loop x[1] 2.358999999999851 y2[1] (analytic) 0.7051202060029914 y2[1] (numeric) 2.8868119067135036 absolute error 2.181691700710512 relative error 309.4070602624677% Correct digits 0 h 0.001 y1[1] (analytic) -0.7090877908173986 y1[1] (numeric) -1.9979463502451784 absolute error 1.28885855942778 relative error 181.76290384890882% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.025353060213327 Order of pole 302.1773089760639 TOP MAIN SOLVE Loop x[1] 2.359999999999851 y2[1] (analytic) 0.7044107657702818 y2[1] (numeric) 2.888862263186621 absolute error 2.1844514974163394 relative error 310.1104644571431% Correct digits 0 h 0.001 y1[1] (analytic) -0.7097925563620157 y1[1] (numeric) -2.0008341871989646 absolute error 1.2910416308369488 relative error 181.88999296556142% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.999364440173576 Order of pole 301.73213061775044 TOP MAIN SOLVE Loop x[1] 2.360999999999851 y2[1] (analytic) 0.703700621126865 y2[1] (numeric) 2.890914194359369 absolute error 2.187213573232504 relative error 310.8159219370914% Correct digits 0 h 0.001 y1[1] (analytic) -0.7104966121141355 y1[1] (numeric) -2.0037240752964514 absolute error 1.293227463182316 relative error 182.01740038340526% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.973683024708308 Order of pole 301.2923951954512 TOP MAIN SOLVE Loop x[1] 2.361999999999851 y2[1] (analytic) 0.7029897727828859 y2[1] (numeric) 2.892967701701689 absolute error 2.189977928918803 relative error 311.52344083889886% Correct digits 0 h 0.001 y1[1] (analytic) -0.7111999573697024 y1[1] (numeric) -2.0066160161130733 absolute error 1.295416058743371 relative error 182.14512603942356% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.9483061345768 Order of pole 300.8580556064331 TOP MAIN SOLVE Loop x[1] 2.3629999999998508 y2[1] (analytic) 0.7022782214491925 y2[1] (numeric) 2.8950227866836142 absolute error 2.1927445652344217 relative error 312.23302934121523% Correct digits 0 h 0.001 y1[1] (analytic) -0.7119025914253712 y1[1] (numeric) -2.0095100112257347 absolute error 1.2976074198003635 relative error 182.2731698731837% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.923231132346462 Order of pole 300.42906548580265 TOP MAIN SOLVE Loop x[1] 2.3639999999998507 y2[1] (analytic) 0.7015659678373362 y2[1] (numeric) 2.89707945077527 absolute error 2.195513482937934 relative error 312.9446956650243% Correct digits 0 h 0.001 y1[1] (analytic) -0.7126045135785078 y1[1] (numeric) -2.0124060622128104 absolute error 1.2998015486343024 relative error 182.40153182682627% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.89845542168889 Order of pole 300.00537919410283 TOP MAIN SOLVE Loop x[1] 2.3649999999998506 y2[1] (analytic) 0.7008530126595705 y2[1] (numeric) 2.89913769544687 absolute error 2.1982846827872997 relative error 313.65844807391676% Correct digits 0 h 0.001 y1[1] (analytic) -0.7133057231271904 y1[1] (numeric) -2.015304170654145 absolute error 1.3019984475269546 relative error 182.53021184505394% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.87397644668802 Order of pole 299.58695180512314 TOP MAIN SOLVE Loop x[1] 2.3659999999998504 y2[1] (analytic) 0.7001393566288505 y2[1] (numeric) 2.9011975221687134 absolute error 2.201058165539863 relative error 314.3742948743648% Correct digits 0 h 0.001 y1[1] (analytic) -0.7140062193702092 y1[1] (numeric) -2.018204338131054 absolute error 1.304198118760845 relative error 182.65920987512064% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.849791691165848 Order of pole 299.1737390940205 TOP MAIN SOLVE Loop x[1] 2.3669999999998503 y2[1] (analytic) 0.6994250004588323 y2[1] (numeric) 2.9032589324111853 absolute error 2.203833931952353 relative error 315.092244416% Correct digits 0 h 0.001 y1[1] (analytic) -0.7147060016070682 y1[1] (numeric) -2.021106566226323 absolute error 1.3064005646192545 relative error 182.7885258668205% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.82589867801996 Order of pole 298.7656975256461 TOP MAIN SOLVE Loop x[1] 2.3679999999998502 y2[1] (analytic) 0.6987099448638718 y2[1] (numeric) 2.9053219276447524 absolute error 2.2066119827808803 relative error 315.81230509189186% Correct digits 0 h 0.001 y1[1] (analytic) -0.7154050691379851 y1[1] (numeric) -2.0240108565242068 absolute error 1.3086057873862216 relative error 182.91815977247737% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.802294968577016 Order of pole 298.36278424315606 TOP MAIN SOLVE Loop x[1] 2.36899999999985 y2[1] (analytic) 0.6979941905590248 y2[1] (numeric) 2.9073865093399625 absolute error 2.209392318780938 relative error 316.5344853388295% Correct digits 0 h 0.001 y1[1] (analytic) -0.7161034212638925 y1[1] (numeric) -2.0269172106104327 absolute error 1.3108137893465401 relative error 183.04811154693397% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.778978161960286 Order of pole 297.9649570568693 TOP MAIN SOLVE Loop x[1] 2.36999999999985 y2[1] (analytic) 0.6972777382600454 y2[1] (numeric) 2.9094526789674418 absolute error 2.2121749407073965 relative error 317.258793637605% Correct digits 0 h 0.001 y1[1] (analytic) -0.7168010572864383 y1[1] (numeric) -2.0298256300721973 absolute error 1.313024572785759 relative error 183.17838114754147% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.755945894469214 Order of pole 297.57217443333633 TOP MAIN SOLVE Loop x[1] 2.37099999999985 y2[1] (analytic) 0.6965605886833858 y2[1] (numeric) 2.9115204379978934 absolute error 2.2149598493145075 relative error 317.9852385132995% Correct digits 0 h 0.001 y1[1] (analytic) -0.7174979765079865 y1[1] (numeric) -2.0327361164981683 absolute error 1.3152381399901818 relative error 183.30896853414916% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.73319583897308 Order of pole 297.1843954846575 TOP MAIN SOLVE Loop x[1] 2.37199999999985 y2[1] (analytic) 0.6958427425461955 y2[1] (numeric) 2.913589787902094 absolute error 2.2177470453558987 relative error 318.71382853557134% Correct digits 0 h 0.001 y1[1] (analytic) -0.718194178231618 y1[1] (numeric) -2.035648671478484 absolute error 1.3174544932468661 relative error 183.43987366909374% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.71072570431657 Order of pole 296.80157995801153 TOP MAIN SOLVE Loop x[1] 2.3729999999998497 y2[1] (analytic) 0.6951242005663207 y2[1] (numeric) 2.9156607301508943 absolute error 2.2205365295845736 relative error 319.4445723189457% Correct digits 0 h 0.001 y1[1] (analytic) -0.7188896617611311 y1[1] (numeric) -2.038563296604754 absolute error 1.3196736348436229 relative error 183.57109651718946% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.688533234738784 Order of pole 296.4236882254197 TOP MAIN SOLVE Loop x[1] 2.3739999999998496 y2[1] (analytic) 0.6944049634623033 y2[1] (numeric) 2.917733266215214 absolute error 2.2233283027529107 relative error 320.17747852310777% Correct digits 0 h 0.001 y1[1] (analytic) -0.7195844264010425 y1[1] (numeric) -2.0414799934700576 absolute error 1.3218955670690151 relative error 183.70263704571747% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.666616209305058 Order of pole 296.050681273739 TOP MAIN SOLVE Loop x[1] 2.3749999999998495 y2[1] (analytic) 0.6936850319533803 y2[1] (numeric) 2.919807397566042 absolute error 2.2261223656126616 relative error 320.91255585319743% Correct digits 0 h 0.001 y1[1] (analytic) -0.7202784714565873 y1[1] (numeric) -2.0443987636689465 absolute error 1.3241202922123592 relative error 183.83449522441634% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.64497244134797 Order of pole 295.6825206948125 TOP MAIN SOLVE Loop x[1] 2.3759999999998493 y2[1] (analytic) 0.692964406759483 y2[1] (numeric) 2.921883125674433 absolute error 2.22891871891495 relative error 321.64981306010606% Correct digits 0 h 0.001 y1[1] (analytic) -0.7209717962337208 y1[1] (numeric) -2.047319608797442 absolute error 1.3263478125637214 relative error 183.96667102547147% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.623599777923477 Order of pole 295.3191686758914 TOP MAIN SOLVE Loop x[1] 2.3769999999998492 y2[1] (analytic) 0.6922430886012368 y2[1] (numeric) 2.923960452011506 absolute error 2.231717363410269 relative error 322.38925894077636% Correct digits 0 h 0.001 y1[1] (analytic) -0.721664400039118 y1[1] (numeric) -2.0502425304530383 absolute error 1.3285781304139204 relative error 184.0991644235055% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.602496099276543 Order of pole 294.96058799022194 TOP MAIN SOLVE Loop x[1] 2.377999999999849 y2[1] (analytic) 0.6915210781999598 y2[1] (numeric) 2.926039378048443 absolute error 2.2345182998484834 relative error 323.1309023385042% Correct digits 0 h 0.001 y1[1] (analytic) -0.7223562821801753 y1[1] (numeric) -2.0531675302346986 absolute error 1.3308112480545233 relative error 184.2319753955684% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.581659318316653 Order of pole 294.6067419878054 TOP MAIN SOLVE Loop x[1] 2.378999999999849 y2[1] (analytic) 0.690798376277662 y2[1] (numeric) 2.928119905256486 absolute error 2.237321528978824 relative error 323.87475214324286% Correct digits 0 h 0.001 y1[1] (analytic) -0.7230474419650107 y1[1] (numeric) -2.0560946097428587 absolute error 1.3330471677778482 relative error 184.3651039211278% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.56108738010767 Order of pole 294.25759458641505 TOP MAIN SOLVE Loop x[1] 2.379999999999849 y2[1] (analytic) 0.6900749835570457 y2[1] (numeric) 2.9302020351069347 absolute error 2.240127051549889 relative error 324.62081729190913% Correct digits 0 h 0.001 y1[1] (analytic) -0.7237378787024644 y1[1] (numeric) -2.0590237705794254 absolute error 1.335285891876961 relative error 184.49854998205916% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.54077826136528 Order of pole 293.91311026274315 TOP MAIN SOLVE Loop x[1] 2.380999999999849 y2[1] (analytic) 0.6893509007615033 y2[1] (numeric) 2.9322857690711452 absolute error 2.242934868309642 relative error 325.3691067686929% Correct digits 0 h 0.001 y1[1] (analytic) -0.7244275917020997 y1[1] (numeric) -2.061955014347777 absolute error 1.3375274226456773 relative error 184.63231356263657% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.520729969965842 Order of pole 293.57325404375064 TOP MAIN SOLVE Loop x[1] 2.3819999999998487 y2[1] (analytic) 0.6886261286151175 y2[1] (numeric) 2.9343711086205277 absolute error 2.2457449800054103 relative error 326.1196296053686% Correct digits 0 h 0.001 y1[1] (analytic) -0.7251165802742037 y1[1] (numeric) -2.064888342652763 absolute error 1.3397717623785592 relative error 184.76639464952285% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.500940544465422 Order of pole 293.23799149819683 TOP MAIN SOLVE Loop x[1] 2.3829999999998486 y2[1] (analytic) 0.6879006678426606 y2[1] (numeric) 2.9364580552265447 absolute error 2.248557387383884 relative error 326.87239488160856% Correct digits 0 h 0.001 y1[1] (analytic) -0.7258048437297877 y1[1] (numeric) -2.0678237571007037 absolute error 1.342018913370916 relative error 184.9007932317603% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.481408053629117 Order of pole 292.9072887283497 TOP MAIN SOLVE Loop x[1] 2.3839999999998485 y2[1] (analytic) 0.687174519169593 y2[1] (numeric) 2.938546610360708 absolute error 2.251372091191115 relative error 327.62741172530025% Correct digits 0 h 0.001 y1[1] (analytic) -0.7264923813805886 y1[1] (numeric) -2.070761259299392 absolute error 1.3442688779188032 relative error 185.03550930076156% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.46213059596901 Order of pole 292.5811123618487 TOP MAIN SOLVE Loop x[1] 2.3849999999998484 y2[1] (analytic) 0.6864476833220636 y2[1] (numeric) 2.9406367754945775 absolute error 2.254189092172514 relative error 328.3846893128644% Correct digits 0 h 0.001 y1[1] (analytic) -0.7271791925390686 y1[1] (numeric) -2.0737008508580916 absolute error 1.346521658319023 relative error 185.1705428503002% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.44310629929222 Order of pole 292.2594295437459 TOP MAIN SOLVE Loop x[1] 2.3859999999998482 y2[1] (analytic) 0.6857201610269081 y2[1] (numeric) 2.942728552099759 absolute error 2.257008391072851 relative error 329.1442368695769% Correct digits 0 h 0.001 y1[1] (analytic) -0.7278652765184167 y1[1] (numeric) -2.0766425333875382 absolute error 1.3487772568691216 relative error 185.30589387650153% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.424333320258867 Order of pole 291.9422079287221 TOP MAIN SOLVE Loop x[1] 2.386999999999848 y2[1] (analytic) 0.6849919530116487 y2[1] (numeric) 2.944821941647902 absolute error 2.259829988636253 relative error 329.90606366989294% Correct digits 0 h 0.001 y1[1] (analytic) -0.7285506326325489 y1[1] (numeric) -2.079586308499939 absolute error 1.35103567586739 relative error 185.4415623778337% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.405809843947605 Order of pole 291.6294156734352 TOP MAIN SOLVE Loop x[1] 2.387999999999848 y2[1] (analytic) 0.6842630600044933 y2[1] (numeric) 2.9469169456106976 absolute error 2.262653885606204 relative error 330.67017903777327% Correct digits 0 h 0.001 y1[1] (analytic) -0.7292352601961092 y1[1] (numeric) -2.0825321778089725 absolute error 1.3532969176128633 relative error 185.57754835509857% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.387534083430932 Order of pole 291.32102142904324 TOP MAIN SOLVE Loop x[1] 2.388999999999848 y2[1] (analytic) 0.6835334827343351 y2[1] (numeric) 2.949013565459877 absolute error 2.265480082725542 relative error 331.4365923470135% Correct digits 0 h 0.001 y1[1] (analytic) -0.7299191585244701 y1[1] (numeric) -2.0854801429297893 absolute error 1.3555609844053191 relative error 185.71385181142287% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.36950427935935 Order of pole 291.01699433388166 TOP MAIN SOLVE Loop x[1] 2.389999999999848 y2[1] (analytic) 0.6828032219307509 y2[1] (numeric) 2.951111802667208 absolute error 2.268308580736457 relative error 332.20531302157593% Correct digits 0 h 0.001 y1[1] (analytic) -0.7306023269337333 y1[1] (numeric) -2.088430205479012 absolute error 1.3578278785452786 relative error 185.8504727522495% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.35171869955279 Order of pole 290.71730400626814 TOP MAIN SOLVE Loop x[1] 2.3909999999998477 y2[1] (analytic) 0.6820722783240019 y2[1] (numeric) 2.953211658704494 absolute error 2.2711393803804922 relative error 332.9763505359241% Correct digits 0 h 0.001 y1[1] (analytic) -0.7312847647407303 y1[1] (numeric) -2.091382367074734 absolute error 1.3600976023340037 relative error 185.9874111853284% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.334175638602645 Order of pole 290.4219205374987 TOP MAIN SOLVE Loop x[1] 2.3919999999998476 y2[1] (analytic) 0.6813406526450313 y2[1] (numeric) 2.9553131350435726 absolute error 2.273972482398541 relative error 333.7497144153599% Correct digits 0 h 0.001 y1[1] (analytic) -0.7319664712630237 y1[1] (numeric) -2.0943366293365218 absolute error 1.3623701580734981 relative error 186.12466712070835% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.3168734174785 Order of pole 290.13081448492045 TOP MAIN SOLVE Loop x[1] 2.3929999999998475 y2[1] (analytic) 0.6806083456254648 y2[1] (numeric) 2.957416233156312 absolute error 2.276807887530847 relative error 334.52541423636353% Correct digits 0 h 0.001 y1[1] (analytic) -0.7326474458189067 y1[1] (numeric) -2.0972929938854126 absolute error 1.3646455480665058 relative error 186.26224057072798% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.299810383145726 Order of pole 289.8439568652017 TOP MAIN SOLVE Loop x[1] 2.3939999999998474 y2[1] (analytic) 0.6798753579976095 y2[1] (numeric) 2.9595209545146086 absolute error 2.2796455965169993 relative error 335.3034596269357% Correct digits 0 h 0.001 y1[1] (analytic) -0.733327687727405 y1[1] (numeric) -2.100251462343916 absolute error 1.3669237746165113 relative error 186.40013155000753% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.282984908190056 Order of pole 289.5613191477213 TOP MAIN SOLVE Loop x[1] 2.3949999999998473 y2[1] (analytic) 0.6791416904944527 y2[1] (numeric) 2.9616273005903877 absolute error 2.282485610095935 relative error 336.0838602669436% Correct digits 0 h 0.001 y1[1] (analytic) -0.7340071963082767 y1[1] (numeric) -2.1032120363360143 absolute error 1.3692048400277375 relative error 186.53834007544023% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.266395390448352 Order of pole 289.28287324806956 TOP MAIN SOLVE Loop x[1] 2.395999999999847 y2[1] (analytic) 0.6784073438496621 y2[1] (numeric) 2.9637352728555983 absolute error 2.2853279290059363 relative error 336.8666258884684% Correct digits 0 h 0.001 y1[1] (analytic) -0.7346859708820133 y1[1] (numeric) -2.10617471748716 absolute error 1.3714887466051469 relative error 186.67686616618417% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.250040252648233 Order of pole 289.0085915217036 TOP MAIN SOLVE Loop x[1] 2.396999999999847 y2[1] (analytic) 0.6776723187975842 y2[1] (numeric) 2.965844872782213 absolute error 2.2881725539846287 relative error 337.6517662761564% Correct digits 0 h 0.001 y1[1] (analytic) -0.7353640107698401 y1[1] (numeric) -2.1091395074242794 absolute error 1.373775496654439 relative error 186.81570984365374% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.233917942055125 Order of pole 288.73844675773626 TOP MAIN SOLVE Loop x[1] 2.397999999999847 y2[1] (analytic) 0.6769366160732438 y2[1] (numeric) 2.967956101842224 absolute error 2.29101948576898 relative error 338.43929126757325% Correct digits 0 h 0.001 y1[1] (analytic) -0.7360413152937175 y1[1] (numeric) -2.112106407775769 absolute error 1.3760650924820514 relative error 186.95487113151145% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.218026930125294 Order of pole 288.4724121728275 TOP MAIN SOLVE Loop x[1] 2.398999999999847 y2[1] (analytic) 0.676200236412344 y2[1] (numeric) 2.970068961507643 absolute error 2.293868725095299 relative error 339.2292107535597% Correct digits 0 h 0.001 y1[1] (analytic) -0.736717883776341 y1[1] (numeric) -2.115075420171499 absolute error 1.378357536395158 relative error 187.09435005566002% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.202365712165996 Order of pole 288.2104614052033 TOP MAIN SOLVE Loop x[1] 2.3999999999998467 y2[1] (analytic) 0.675463180551264 y2[1] (numeric) 2.9721834532504987 absolute error 2.296720272699235 relative error 340.02153467859176% Correct digits 0 h 0.001 y1[1] (analytic) -0.737393715541142 y1[1] (numeric) -2.11804654624281 absolute error 1.3806528307016683 relative error 187.2341466442341% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.1869328070029 Order of pole 287.9525685088024 TOP MAIN SOLVE Loop x[1] 2.4009999999998466 y2[1] (analytic) 0.6747254492270597 y2[1] (numeric) 2.974299578542833 absolute error 2.2995741293157734 relative error 340.8162730411429% Correct digits 0 h 0.001 y1[1] (analytic) -0.738068809912289 y1[1] (numeric) -2.1210197876225165 absolute error 1.3829509777102276 relative error 187.37426092759233% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.17172675665562 Order of pole 287.6987079475669 TOP MAIN SOLVE Loop x[1] 2.4019999999998465 y2[1] (analytic) 0.6739870431774625 y2[1] (numeric) 2.976417338856701 absolute error 2.3024302956792386 relative error 341.6134358940492% Correct digits 0 h 0.001 y1[1] (analytic) -0.7387431662146875 y1[1] (numeric) -2.123995145944903 absolute error 1.3852519797302156 relative error 187.51469293830937% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.15674612601615 Order of pole 287.4488545897822 TOP MAIN SOLVE Loop x[1] 2.4029999999998464 y2[1] (analytic) 0.6732479631408782 y2[1] (numeric) 2.9785367356641674 absolute error 2.3052887725232893 relative error 342.41303334487833% Correct digits 0 h 0.001 y1[1] (analytic) -0.7394167837739813 y1[1] (numeric) -2.1269726228457277 absolute error 1.3875558390717464 relative error 187.65544271116826% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.141989502536013 Order of pole 287.202983702572 TOP MAIN SOLVE Loop x[1] 2.4039999999998463 y2[1] (analytic) 0.6725082098563869 y2[1] (numeric) 2.980657770437305 absolute error 2.308149560580918 relative error 343.21507555629984% Correct digits 0 h 0.001 y1[1] (analytic) -0.7400896619165531 y1[1] (numeric) -2.12995221996222 absolute error 1.3898625580456667 relative error 187.7965102831523% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.127455495920238 Order of pole 286.9610709465141 TOP MAIN SOLVE Loop x[1] 2.404999999999846 y2[1] (analytic) 0.6717677840637418 y2[1] (numeric) 2.982780444648193 absolute error 2.311012660584451 relative error 344.01957274646065% Correct digits 0 h 0.001 y1[1] (analytic) -0.7407617999695246 y1[1] (numeric) -2.1329339389330815 absolute error 1.3921721389635568 relative error 187.9378956934377% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.113142737826394 Order of pole 286.72309237034506 TOP MAIN SOLVE Loop x[1] 2.405999999999846 y2[1] (analytic) 0.6710266865033686 y2[1] (numeric) 2.9849047597689142 absolute error 2.3138780732655455 relative error 344.8265351893616% Correct digits 0 h 0.001 y1[1] (analytic) -0.7414331972607578 y1[1] (numeric) -2.1359177813984864 absolute error 1.3944845841377287 relative error 188.07959898338575% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.0990498815687 Order of pole 286.4890244057532 TOP MAIN SOLVE Loop x[1] 2.406999999999846 y2[1] (analytic) 0.6702849179163649 y2[1] (numeric) 2.987030717271553 absolute error 2.3167457993551883 relative error 345.6359732152382% Correct digits 0 h 0.001 y1[1] (analytic) -0.7421038531188556 y1[1] (numeric) -2.13890374900008 absolute error 1.3967998958812244 relative error 188.221620196535% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.08517560183009 Order of pole 286.2588438623141 TOP MAIN SOLVE Loop x[1] 2.407999999999846 y2[1] (analytic) 0.669542479044499 y2[1] (numeric) 2.9891583186281934 absolute error 2.3196158395836943 relative error 346.4478972109443% Correct digits 0 h 0.001 y1[1] (analytic) -0.7427737668731621 y1[1] (numeric) -2.141891843380981 absolute error 1.3991180765078188 relative error 188.36395937859444% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.071518594379697 Order of pole 286.0325279225214 TOP MAIN SOLVE Loop x[1] 2.4089999999998457 y2[1] (analytic) 0.6687993706302099 y2[1] (numeric) 2.991287565310916 absolute error 2.322488194680706 relative error 347.26231762033876% Correct digits 0 h 0.001 y1[1] (analytic) -0.7434429378537637 y1[1] (numeric) -2.1448820661857786 absolute error 1.401439128332015 relative error 188.5066165774353% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.058077575793348 Order of pole 285.8100541368682 TOP MAIN SOLVE Loop x[1] 2.4099999999998456 y2[1] (analytic) 0.6680555934166059 y2[1] (numeric) 2.993418458791798 absolute error 2.325362865375192 relative error 348.07924494467534% Correct digits 0 h 0.001 y1[1] (analytic) -0.7441113653914893 y1[1] (numeric) -2.1478744190605354 absolute error 1.4037630536690462 relative error 188.64959184308432% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.044851283182727 Order of pole 285.5914004190845 TOP MAIN SOLVE Loop x[1] 2.4109999999998455 y2[1] (analytic) 0.6673111481474643 y2[1] (numeric) 2.995551000542909 absolute error 2.328239852395445 relative error 348.8986897429958% Correct digits 0 h 0.001 y1[1] (analytic) -0.7447790488179116 y1[1] (numeric) -2.1508689036527855 absolute error 1.406089854834874 relative error 188.7928852277159% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.031838473928744 Order of pole 285.37654504144757 TOP MAIN SOLVE Loop x[1] 2.4119999999998454 y2[1] (analytic) 0.6665660355672299 y2[1] (numeric) 2.9976851920363097 absolute error 2.3311191564690796 relative error 349.7206626325266% Correct digits 0 h 0.001 y1[1] (analytic) -0.7454459874653471 y1[1] (numeric) -2.1538655216115354 absolute error 1.4084195341461885 relative error 188.93649678564546% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.01903792542032 Order of pole 285.16546663018863 TOP MAIN SOLVE Loop x[1] 2.4129999999998453 y2[1] (analytic) 0.6658202564210157 y2[1] (numeric) 2.9998210347440493 absolute error 2.3340007783230337 relative error 350.5451742890777% Correct digits 0 h 0.001 y1[1] (analytic) -0.7461121806668571 y1[1] (numeric) -2.1568642745872633 absolute error 1.4107520939204061 relative error 189.08042657332172% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.006448434796418 Order of pole 284.95814416095413 TOP MAIN SOLVE Loop x[1] 2.413999999999845 y2[1] (analytic) 0.6650738114546004 y2[1] (numeric) 3.0019585301381637 absolute error 2.3368847186835633 relative error 351.3722354474462% Correct digits 0 h 0.001 y1[1] (analytic) -0.7467776277562488 y1[1] (numeric) -2.159865164231919 absolute error 1.4130875364756703 relative error 189.2246746493198% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.994068818698436 Order of pole 284.7545569544555 TOP MAIN SOLVE Loop x[1] 2.414999999999845 y2[1] (analytic) 0.6643267014144292 y2[1] (numeric) 3.004097679690674 absolute error 2.339770978276245 relative error 352.20185690182245% Correct digits 0 h 0.001 y1[1] (analytic) -0.747442328068075 y1[1] (numeric) -2.1628681921989257 absolute error 1.4154258641308508 relative error 189.36924107433447% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.98189791302047 Order of pole 284.5546846720743 TOP MAIN SOLVE Loop x[1] 2.415999999999845 y2[1] (analytic) 0.6635789270476119 y2[1] (numeric) 3.0062384848735832 absolute error 2.3426595578259715 relative error 353.03404950619915% Correct digits 0 h 0.001 y1[1] (analytic) -0.7481062809376353 y1[1] (numeric) -2.1658733601431774 absolute error 1.4177670792055421 relative error 189.51412591117275% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.969934572670502 Order of pole 284.3585073116663 TOP MAIN SOLVE Loop x[1] 2.416999999999845 y2[1] (analytic) 0.6628304891019229 y2[1] (numeric) 3.008380947158874 absolute error 2.345550458056951 relative error 353.86882417478495% Correct digits 0 h 0.001 y1[1] (analytic) -0.7487694857009771 y1[1] (numeric) -2.1688806697210405 absolute error 1.4201111840200635 relative error 189.65932922474732% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.958177671333328 Order of pole 284.1660052033929 TOP MAIN SOLVE Loop x[1] 2.4179999999998447 y2[1] (analytic) 0.6620813883258 y2[1] (numeric) 3.0105250680185076 absolute error 2.3484436796927075 relative error 354.7061918824208% Correct digits 0 h 0.001 y1[1] (analytic) -0.7494319416948956 y1[1] (numeric) -2.1718901225903533 absolute error 1.4224581808954577 relative error 189.80485108206938% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.946626101237943 Order of pole 283.97715900563156 TOP MAIN SOLVE Loop x[1] 2.4189999999998446 y2[1] (analytic) 0.6613316254683439 y2[1] (numeric) 3.0126708489244214 absolute error 2.3513392234560775 relative error 355.5461636649992% Correct digits 0 h 0.001 y1[1] (analytic) -0.7500936482569347 y1[1] (numeric) -2.174901720410426 absolute error 1.4248080721534915 relative error 189.95069155224235% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.935278772932227 Order of pole 283.7919497010171 TOP MAIN SOLVE Loop x[1] 2.4199999999998445 y2[1] (analytic) 0.6605812012793174 y2[1] (numeric) 3.0148182913485257 absolute error 2.3542370900692084 relative error 356.3887506198882% Correct digits 0 h 0.001 y1[1] (analytic) -0.7507546047253882 y1[1] (numeric) -2.1779154648420413 absolute error 1.4271608601166532 relative error 190.0968507064544% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.924134615058781 Order of pole 283.61035859250035 TOP MAIN SOLVE Loop x[1] 2.4209999999998444 y2[1] (analytic) 0.6598301165091448 y2[1] (numeric) 3.016967396762703 absolute error 2.357137280253558 relative error 357.233963906358% Correct digits 0 h 0.001 y1[1] (analytic) -0.7514148104392995 y1[1] (numeric) -2.180931357547453 absolute error 1.4295165471081537 relative error 190.2433286179728% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.91319257413791 Order of pole 283.4323672995362 TOP MAIN SOLVE Loop x[1] 2.4219999999998443 y2[1] (analytic) 0.6590783719089106 y2[1] (numeric) 3.0191181666388043 absolute error 2.360039794729894 relative error 358.0818147460115% Correct digits 0 h 0.001 y1[1] (analytic) -0.752074264738463 y1[1] (numeric) -2.1839494001903876 absolute error 1.4318751354519246 relative error 190.3901253621363% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.90245161435221 Order of pole 283.25795775429617 TOP MAIN SOLVE Loop x[1] 2.422999999999844 y2[1] (analytic) 0.6583259682303594 y2[1] (numeric) 3.021270602448649 absolute error 2.3629446342182896 relative error 358.93231442321826% Correct digits 0 h 0.001 y1[1] (analytic) -0.7527329669634244 y1[1] (numeric) -2.186969594436042 absolute error 1.4342366274726177 relative error 190.5372410163494% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.89191071733893 Order of pole 283.0871121980228 TOP MAIN SOLVE Loop x[1] 2.423999999999844 y2[1] (analytic) 0.6575729062258949 y2[1] (numeric) 3.0234247056640204 absolute error 2.3658517994381256 relative error 359.7854742855522% Correct digits 0 h 0.001 y1[1] (analytic) -0.7533909164554816 y1[1] (numeric) -2.1899919419510865 absolute error 1.4366010254956048 relative error 190.68467566007538% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.881568881984363 Order of pole 282.9198131774166 TOP MAIN SOLVE Loop x[1] 2.424999999999844 y2[1] (analytic) 0.656819186648579 y2[1] (numeric) 3.025580477756665 absolute error 2.368761291108086 relative error 360.641305744233% Correct digits 0 h 0.001 y1[1] (analytic) -0.7540481125566851 y1[1] (numeric) -2.1930164444036624 absolute error 1.4389683318469773 relative error 190.83242937483033% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.87142512422081 Order of pole 282.7560435410683 TOP MAIN SOLVE Loop x[1] 2.425999999999844 y2[1] (analytic) 0.656064810252131 y2[1] (numeric) 3.02773792019829 absolute error 2.371673109946159 relative error 361.49982027457105% Correct digits 0 h 0.001 y1[1] (analytic) -0.7547045546098389 y1[1] (numeric) -2.1960431034633827 absolute error 1.441338548853544 relative error 190.98050224417628% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.861478476831575 Order of pole 282.5957864360362 TOP MAIN SOLVE Loop x[1] 2.4269999999998437 y2[1] (analytic) 0.6553097777909276 y2[1] (numeric) 3.0298970344605607 absolute error 2.374587256669633 relative error 362.361029416416% Correct digits 0 h 0.001 y1[1] (analytic) -0.7553602419585009 y1[1] (numeric) -2.1990719208013325 absolute error 1.4437116788428317 relative error 191.12889435371534% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.851727989256554 Order of pole 282.43902530442966 TOP MAIN SOLVE Loop x[1] 2.4279999999998436 y2[1] (analytic) 0.654554090020001 y2[1] (numeric) 3.0320578220150987 absolute error 2.377503731995098 relative error 363.2249447746097% Correct digits 0 h 0.001 y1[1] (analytic) -0.756015173946984 y1[1] (numeric) -2.202102898090068 absolute error 1.446087724143084 relative error 191.2776057910832% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.842172727402438 Order of pole 282.28574388007763 TOP MAIN SOLVE Loop x[1] 2.4289999999998435 y2[1] (analytic) 0.6537977476950388 y2[1] (numeric) 3.03422028433348 absolute error 2.380422536638441 relative error 364.09157801944264% Correct digits 0 h 0.001 y1[1] (analytic) -0.7566693499203562 y1[1] (numeric) -2.2051360370036175 absolute error 1.4484666870832612 relative error 191.42663664594326% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.832811773458781 Order of pole 282.13592618529907 TOP MAIN SOLVE Loop x[1] 2.4299999999998434 y2[1] (analytic) 0.6530407515723835 y2[1] (numeric) 3.0363844228872314 absolute error 2.383343671314848 relative error 364.96094088711345% Correct digits 0 h 0.001 y1[1] (analytic) -0.7573227692244414 y1[1] (numeric) -2.2081713392174804 absolute error 1.4508485699930391 relative error 191.57598700998034% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.82364422571485 Order of pole 281.9895565276881 TOP MAIN SOLVE Loop x[1] 2.4309999999998433 y2[1] (analytic) 0.652283102409031 y2[1] (numeric) 3.0385502391478307 absolute error 2.3862671367388 relative error 365.8330451801938% Correct digits 0 h 0.001 y1[1] (analytic) -0.7579754312058206 y1[1] (numeric) -2.211208806408628 absolute error 1.4532333752028075 relative error 191.72565697689436% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.814669198382058 Order of pole 281.84661949699614 TOP MAIN SOLVE Loop x[1] 2.431999999999843 y2[1] (analytic) 0.6515248009626304 y2[1] (numeric) 3.0407177345867025 absolute error 2.389192933624072 relative error 366.7079027680957% Correct digits 0 h 0.001 y1[1] (analytic) -0.7586273352118316 y1[1] (numeric) -2.2142484402555023 absolute error 1.4556211050436707 relative error 191.8756466423949% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.805885821419315 Order of pole 281.707099962068 TOP MAIN SOLVE Loop x[1] 2.432999999999843 y2[1] (analytic) 0.6507658479914833 y2[1] (numeric) 3.042886910675216 absolute error 2.3921210626837324 relative error 367.58552558754417% Correct digits 0 h 0.001 y1[1] (analytic) -0.7592784805905707 y1[1] (numeric) -2.217290242438018 absolute error 1.4580117618474473 relative error 192.0259561041949% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.7972932403611 Order of pole 281.5709830678233 TOP MAIN SOLVE Loop x[1] 2.433999999999843 y2[1] (analytic) 0.6500062442545423 y2[1] (numeric) 3.045057768884684 absolute error 2.3950515246301416 relative error 368.4659256430527% Correct digits 0 h 0.001 y1[1] (analytic) -0.7599288666908925 y1[1] (numeric) -2.22033421463756 absolute error 1.4604053479466674 relative error 192.17658546200477% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.788890616152068 Order of pole 281.4382542323565 TOP MAIN SOLVE Loop x[1] 2.434999999999843 y2[1] (analytic) 0.6492459905114113 y2[1] (numeric) 3.04723031068636 absolute error 2.397984320174949 relative error 369.34911500740355% Correct digits 0 h 0.001 y1[1] (analytic) -0.7605784928624109 y1[1] (numeric) -2.2233803585369847 absolute error 1.4628018656745738 relative error 192.32753481752678% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.78067712498192 Order of pole 281.3088991440392 TOP MAIN SOLVE Loop x[1] 2.4359999999998427 y2[1] (analytic) 0.6484850875223438 y2[1] (numeric) 3.0494045375514363 absolute error 2.4009194500290922 relative error 370.2351058221316% Correct digits 0 h 0.001 y1[1] (analytic) -0.7612273584554998 y1[1] (numeric) -2.22642867582062 absolute error 1.4652013173651204 relative error 192.4788042744491% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.772651958123427 Order of pole 281.1829037586786 TOP MAIN SOLVE Loop x[1] 2.4369999999998426 y2[1] (analytic) 0.6477235360482428 y2[1] (numeric) 3.051580450951041 absolute error 2.403856914902798 relative error 371.1239102980129% Correct digits 0 h 0.001 y1[1] (analytic) -0.7618754628212938 y1[1] (numeric) -2.2294791681742656 absolute error 1.4676037053529718 relative error 192.63039393844005% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.764814321777559 Order of pole 281.0602542968029 TOP MAIN SOLVE Loop x[1] 2.4379999999998425 y2[1] (analytic) 0.6469613368506599 y2[1] (numeric) 3.0537580523562364 absolute error 2.4067967155055765 relative error 372.01554071555665% Correct digits 0 h 0.001 y1[1] (analytic) -0.7625228053116884 y1[1] (numeric) -2.232531837285191 absolute error 1.4700090319735024 relative error 192.78230391714285% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.75716343691697 Order of pole 280.94093724091516 TOP MAIN SOLVE Loop x[1] 2.4389999999998424 y2[1] (analytic) 0.6461984906917939 y2[1] (numeric) 3.055937343238017 absolute error 2.409738852546223 relative error 372.91000942550244% Correct digits 0 h 0.001 y1[1] (analytic) -0.7631693852793412 y1[1] (numeric) -2.235586684842137 absolute error 1.4724172995627955 relative error 192.9345343201693% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.74969853913676 Order of pole 280.8249393328792 TOP MAIN SOLVE Loop x[1] 2.4399999999998423 y2[1] (analytic) 0.6454349983344911 y2[1] (numeric) 3.0581183250673063 absolute error 2.4126833267328154 relative error 373.8073288493202% Correct digits 0 h 0.001 y1[1] (analytic) -0.7638152020776723 y1[1] (numeric) -2.238643712535316 absolute error 1.4748285104576435 relative error 193.08708525909498% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.74241887850558 Order of pole 280.71224757130767 TOP MAIN SOLVE Loop x[1] 2.440999999999842 y2[1] (analytic) 0.6446708605422438 y2[1] (numeric) 3.060300999314956 absolute error 2.415630138772712 relative error 374.707511479716% Correct digits 0 h 0.001 y1[1] (analytic) -0.764460255060865 y1[1] (numeric) -2.241702922056411 absolute error 1.4772426669955459 relative error 193.23995684745316% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.735323719421823 Order of pole 280.6028492090439 TOP MAIN SOLVE Loop x[1] 2.441999999999842 y2[1] (analytic) 0.6439060780791896 y2[1] (numeric) 3.0624853674517425 absolute error 2.418579289372553 relative error 375.6105698811416% Correct digits 0 h 0.001 y1[1] (analytic) -0.7651045435838664 y1[1] (numeric) -2.2447643150985757 absolute error 1.4796597715147093 relative error 193.39314920072977% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.728412340471014 Order of pole 280.4967317506619 TOP MAIN SOLVE Loop x[1] 2.442999999999842 y2[1] (analytic) 0.643140651710111 y2[1] (numeric) 3.0646714309483656 absolute error 2.4215307792382545 relative error 376.5165166903078% Correct digits 0 h 0.001 y1[1] (analytic) -0.765748067002388 y1[1] (numeric) -2.2478278933564346 absolute error 1.4820798263540467 relative error 193.5466624363578% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.721684034287323 Order of pole 280.39388295004073 TOP MAIN SOLVE Loop x[1] 2.443999999999842 y2[1] (analytic) 0.6423745822004344 y2[1] (numeric) 3.066859191275445 absolute error 2.4244846090750105 relative error 377.4253646167027% Correct digits 0 h 0.001 y1[1] (analytic) -0.7663908246729063 y1[1] (numeric) -2.2508936585260826 absolute error 1.4845028338531763 relative error 193.7004966737119% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.715138107418548 Order of pole 280.2942908080005 TOP MAIN SOLVE Loop x[1] 2.4449999999998417 y2[1] (analytic) 0.641607870316229 y2[1] (numeric) 3.069048649903519 absolute error 2.42744077958729 relative error 378.3371264431152% Correct digits 0 h 0.001 y1[1] (analytic) -0.7670328159526638 y1[1] (numeric) -2.2539616123050856 absolute error 1.4869287963524218 relative error 193.85465203410348% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.708773880191758 Order of pole 280.1979435699484 TOP MAIN SOLVE Loop x[1] 2.4459999999998416 y2[1] (analytic) 0.6408405168242068 y2[1] (numeric) 3.071239808303043 absolute error 2.430399291478836 relative error 379.2518150261612% Correct digits 0 h 0.001 y1[1] (analytic) -0.7676740401996693 y1[1] (numeric) -2.25703175639248 absolute error 1.4893577161928109 relative error 194.00912864077497% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.702590686585433 Order of pole 280.1048297236431 TOP MAIN SOLVE Loop x[1] 2.4469999999998415 y2[1] (analytic) 0.6400725224917212 y2[1] (numeric) 3.0734326679443855 absolute error 2.4333601454526645 relative error 380.1694432968161% Correct digits 0 h 0.001 y1[1] (analytic) -0.7683144967726986 y1[1] (numeric) -2.2601040924887723 absolute error 1.4917895957160736 relative error 194.16392661889483% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.696587874099697 Order of pole 280.0149379969205 TOP MAIN SOLVE Loop x[1] 2.4479999999998414 y2[1] (analytic) 0.6393038880867664 y2[1] (numeric) 3.075627230297827 absolute error 2.4363233422110606 relative error 381.0900242609509% Correct digits 0 h 0.001 y1[1] (analytic) -0.7689541850312951 y1[1] (numeric) -2.2631786222959396 absolute error 1.4942244372646445 relative error 194.31904609555278% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.690764803633583 Order of pole 279.9282573555482 TOP MAIN SOLVE Loop x[1] 2.4489999999998413 y2[1] (analytic) 0.6385346143779769 y2[1] (numeric) 3.077823496833557 absolute error 2.43928888245558 relative error 382.0135709998733% Correct digits 0 h 0.001 y1[1] (analytic) -0.7695931043357707 y1[1] (numeric) -2.2662553475174287 absolute error 1.496662243181658 relative error 194.47448719975404% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.685120849362821 Order of pole 279.8447770010876 TOP MAIN SOLVE Loop x[1] 2.449999999999841 y2[1] (analytic) 0.6377647021346261 y2[1] (numeric) 3.0800214690216725 absolute error 2.4422567668870463 relative error 382.9400966708736% Correct digits 0 h 0.001 y1[1] (analytic) -0.770231254047206 y1[1] (numeric) -2.2693342698581573 absolute error 1.4991030158109513 relative error 194.6302500624149% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.679655398620284 Order of pole 279.764486368802 TOP MAIN SOLVE Loop x[1] 2.450999999999841 y2[1] (analytic) 0.6369941521266264 y2[1] (numeric) 3.0822211483321755 absolute error 2.445226996205549 relative error 383.86961450777477% Correct digits 0 h 0.001 y1[1] (analytic) -0.7708686335274516 y1[1] (numeric) -2.272415391024513 absolute error 1.5015467574970613 relative error 194.78633481635745% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.67436785177949 Order of pole 279.6873751256206 TOP MAIN SOLVE Loop x[1] 2.451999999999841 y2[1] (analytic) 0.6362229651245276 y2[1] (numeric) 3.08442253623497 absolute error 2.4481995711104427 relative error 384.8021378214881% Correct digits 0 h 0.001 y1[1] (analytic) -0.7715052421391277 y1[1] (numeric) -2.2754987127243527 absolute error 1.503993470585225 relative error 194.94274159630473% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.66925762214123 Order of pole 279.6134331681569 TOP MAIN SOLVE Loop x[1] 2.452999999999841 y2[1] (analytic) 0.6354511418995167 y2[1] (numeric) 3.0866256341998617 absolute error 2.451174492300345 relative error 385.737680000573% Correct digits 0 h 0.001 y1[1] (analytic) -0.7721410792456261 y1[1] (numeric) -2.2785842366670037 absolute error 1.5064431574213777 relative error 195.09947053887575% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.664324135822682 Order of pole 279.5426506207725 TOP MAIN SOLVE Loop x[1] 2.4539999999998408 y2[1] (analytic) 0.6346786832234168 y2[1] (numeric) 3.088830443696553 absolute error 2.4541517604731364 relative error 386.6762545118026% Correct digits 0 h 0.001 y1[1] (analytic) -0.7727761442111096 y1[1] (numeric) -2.281671964563263 absolute error 1.5088958203521532 relative error 195.2565217825808% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.659566831646691 Order of pole 279.4750178336403 TOP MAIN SOLVE Loop x[1] 2.4549999999998406 y2[1] (analytic) 0.6339055898686866 y2[1] (numeric) 3.091036966194643 absolute error 2.457131376325956 relative error 387.6178749007325% Correct digits 0 h 0.001 y1[1] (analytic) -0.7734104364005133 y1[1] (numeric) -2.284761898125397 absolute error 1.511351461724884 relative error 195.41389546781667% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.654985161036544 Order of pole 279.4105253809086 TOP MAIN SOLVE Loop x[1] 2.4559999999998405 y2[1] (analytic) 0.6331318626084194 y2[1] (numeric) 3.0932452031636233 absolute error 2.460113340555204 relative error 388.56255479227707% Correct digits 0 h 0.001 y1[1] (analytic) -0.774043955179545 y1[1] (numeric) -2.2878540390671427 absolute error 1.5138100838875976 relative error 195.57159173686185% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.650578587911896 Order of pole 279.34916405888487 TOP MAIN SOLVE Loop x[1] 2.4569999999998404 y2[1] (analytic) 0.6323575022163423 y2[1] (numeric) 3.095455156072878 absolute error 2.4630976538565355 relative error 389.51030789128833% Correct digits 0 h 0.001 y1[1] (analytic) -0.7746766999146861 y1[1] (numeric) -2.2909483891037046 absolute error 1.5162716891890184 relative error 195.72961073387168% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.646346588588205 Order of pole 279.29092488428086 TOP MAIN SOLVE Loop x[1] 2.4579999999998403 y2[1] (analytic) 0.6315825094668157 y2[1] (numeric) 3.0976668263916793 absolute error 2.4660843169248636 relative error 390.46114798314176% Correct digits 0 h 0.001 y1[1] (analytic) -0.7753086699731918 y1[1] (numeric) -2.294044949951758 absolute error 1.5187362799785662 relative error 195.8879526048742% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.642288651675003 Order of pole 279.2357990924367 TOP MAIN SOLVE Loop x[1] 2.45899999999984 y2[1] (analytic) 0.6308068851348323 y2[1] (numeric) 3.0998802155891867 absolute error 2.4690733304543544 relative error 391.41508893432587% Correct digits 0 h 0.001 y1[1] (analytic) -0.7759398647230921 y1[1] (numeric) -2.2971437233294476 absolute error 1.5212038586063557 relative error 196.04661749776503% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.638404277981543 Order of pole 279.1837781356771 TOP MAIN SOLVE Loop x[1] 2.45999999999984 y2[1] (analytic) 0.6300306299960163 y2[1] (numeric) 3.102095325134443 absolute error 2.472064695138427 relative error 392.3721446930378% Correct digits 0 h 0.001 y1[1] (analytic) -0.7765702835331924 y1[1] (numeric) -2.300244710956386 absolute error 1.5236744274231935 relative error 196.20560556230302% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.634692980420825 Order of pole 279.1348536816382 TOP MAIN SOLVE Loop x[1] 2.46099999999984 y2[1] (analytic) 0.6292537448266229 y2[1] (numeric) 3.1043121564963747 absolute error 2.475058411669752 relative error 393.33232928978435% Correct digits 0 h 0.001 y1[1] (analytic) -0.7771999257730737 y1[1] (numeric) -2.3033479145536555 absolute error 1.5261479887805818 relative error 196.364916950106% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.631154283917912 Order of pole 279.0890176116702 TOP MAIN SOLVE Loop x[1] 2.46199999999984 y2[1] (analytic) 0.6284762304035371 y2[1] (numeric) 3.1065307111437868 absolute error 2.4780544807402496 relative error 394.2956568379874% Correct digits 0 h 0.001 y1[1] (analytic) -0.7778287908130942 y1[1] (numeric) -2.3064533358438073 absolute error 1.5286245450307132 relative error 196.52455181464592% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.627787725319266 Order of pole 279.046262019258 TOP MAIN SOLVE Loop x[1] 2.4629999999998398 y2[1] (analytic) 0.6276980875042731 y2[1] (numeric) 3.108750990545362 absolute error 2.4810529030410886 relative error 395.2621415345954% Correct digits 0 h 0.001 y1[1] (analytic) -0.7784568780243887 y1[1] (numeric) -2.3095609765508613 absolute error 1.5311040985264728 relative error 196.68451031124476% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.624592853305138 Order of pole 279.0065792084964 TOP MAIN SOLVE Loop x[1] 2.4639999999998397 y2[1] (analytic) 0.626919316906974 y2[1] (numeric) 3.110972996169658 absolute error 2.484053679262684 relative error 396.23179766070007% Correct digits 0 h 0.001 y1[1] (analytic) -0.7790841867788699 y1[1] (numeric) -2.312670838400306 absolute error 1.533586651621436 relative error 196.84479259707% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.621569228304109 Order of pole 278.9699616926039 TOP MAIN SOLVE Loop x[1] 2.4649999999998395 y2[1] (analytic) 0.6261399193904102 y2[1] (numeric) 3.113196729485107 absolute error 2.4870568100946966 relative error 397.20463958215845% Correct digits 0 h 0.001 y1[1] (analytic) -0.7797107164492294 y1[1] (numeric) -2.3157829231190976 absolute error 1.5360722066698682 relative error 197.00539883113035% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.618716422409696 Order of pole 278.93640219247203 TOP MAIN SOLVE Loop x[1] 2.4659999999998394 y2[1] (analytic) 0.6253598957339793 y2[1] (numeric) 3.115422191960009 absolute error 2.4900622962260295 relative error 398.1806817502209% Correct digits 0 h 0.001 y1[1] (analytic) -0.7803364664089373 y1[1] (numeric) -2.3188972324356625 absolute error 1.538560766026725 relative error 197.16632917427168% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.616034019297418 Order of pole 278.90589363522275 TOP MAIN SOLVE Loop x[1] 2.4669999999998393 y2[1] (analytic) 0.6245792467177047 y2[1] (numeric) 3.1176493850625344 absolute error 2.4930701383448297 relative error 399.1599387021643% Correct digits 0 h 0.001 y1[1] (analytic) -0.7809614360322439 y1[1] (numeric) -2.3220137680798936 absolute error 1.5410523320476497 relative error 197.32758378917237% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.613521614148159 Order of pole 278.87842915288024 TOP MAIN SOLVE Loop x[1] 2.467999999999839 y2[1] (analytic) 0.6237979731222354 y2[1] (numeric) 3.119878310260719 absolute error 2.4960803371384834 relative error 400.1424250619307% Correct digits 0 h 0.001 y1[1] (analytic) -0.7815856246941795 y1[1] (numeric) -2.3251325317831526 absolute error 1.5435469070889731 relative error 197.48916284033956% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.611178813567573 Order of pole 278.85400208096706 TOP MAIN SOLVE Loop x[1] 2.468999999999839 y2[1] (analytic) 0.623016075728845 y2[1] (numeric) 3.1221089690224613 absolute error 2.499092893293616 relative error 401.1281555407721% Correct digits 0 h 0.001 y1[1] (analytic) -0.7822090317705556 y1[1] (numeric) -2.3282535252782695 absolute error 1.546044493507714 relative error 197.65106649410478% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.609005235514108 Order of pole 278.8326059572604 TOP MAIN SOLVE Loop x[1] 2.469999999999839 y2[1] (analytic) 0.6222335553194308 y2[1] (numeric) 3.1243413628155223 absolute error 2.5021078074960914 relative error 402.11714493790123% Correct digits 0 h 0.001 y1[1] (analytic) -0.7828316566379651 y1[1] (numeric) -2.3313767502995413 absolute error 1.548545093661576 relative error 197.81329491861993% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.607000509223605 Order of pole 278.8142345204812 TOP MAIN SOLVE Loop x[1] 2.470999999999839 y2[1] (analytic) 0.6214504126765131 y2[1] (numeric) 3.126575493107522 absolute error 2.5051250804310086 relative error 403.1094081411472% Correct digits 0 h 0.001 y1[1] (analytic) -0.7834534986737831 y1[1] (numeric) -2.3345022085827334 absolute error 1.5510487099089503 relative error 197.9758482838534% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.60516427513835 Order of pole 278.7988817090653 TOP MAIN SOLVE Loop x[1] 2.4719999999998388 y2[1] (analytic) 0.6206666485832346 y2[1] (numeric) 3.1288113613659356 absolute error 2.508144712782701 relative error 404.10496012761763% Correct digits 0 h 0.001 y1[1] (analytic) -0.7840745572561678 y1[1] (numeric) -2.3376299018650784 absolute error 1.5535553446089105 relative error 198.13872676158562% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.603496184838624 Order of pole 278.7865416599795 TOP MAIN SOLVE Loop x[1] 2.4729999999998387 y2[1] (analytic) 0.6198822638233592 y2[1] (numeric) 3.131048969058094 absolute error 2.511166705234735 relative error 405.1038159643673% Correct digits 0 h 0.001 y1[1] (analytic) -0.7846948317640606 y1[1] (numeric) -2.3407598318852765 absolute error 1.5560650001212157 relative error 198.3019305254056% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.601995900974877 Order of pole 278.77720870754683 TOP MAIN SOLVE Loop x[1] 2.4739999999998386 y2[1] (analytic) 0.6190972591812716 y2[1] (numeric) 3.1332883176511794 absolute error 2.514191058469908 relative error 406.10599080907144% Correct digits 0 h 0.001 y1[1] (analytic) -0.785314321577187 y1[1] (numeric) -2.343892000383495 absolute error 1.558577678806308 relative error 198.4654597507068% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.600663097202325 Order of pole 278.77087738231626 TOP MAIN SOLVE Loop x[1] 2.4749999999998384 y2[1] (analytic) 0.6183116354419764 y2[1] (numeric) 3.1355294086122236 absolute error 2.5172177731702474 relative error 407.11149991070613% Correct digits 0 h 0.001 y1[1] (analytic) -0.7859330260760572 y1[1] (numeric) -2.347026409101368 absolute error 1.5610933830253106 relative error 198.62931461468304% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.59949745811759 Order of pole 278.7675424099682 TOP MAIN SOLVE Loop x[1] 2.4759999999998383 y2[1] (analytic) 0.6175253933910972 y2[1] (numeric) 3.1377722434081057 absolute error 2.5202468500170085 relative error 408.1203586102347% Correct digits 0 h 0.001 y1[1] (analytic) -0.786550944641967 y1[1] (numeric) -2.3501630597819974 absolute error 1.5636121151400304 relative error 198.79349529632523% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.59849867919592 Order of pole 278.7671987102295 TOP MAIN SOLVE Loop x[1] 2.476999999999838 y2[1] (analytic) 0.6167385338148763 y2[1] (numeric) 3.14001682350555 absolute error 2.5232782896906736 relative error 409.1325823412997% Correct digits 0 h 0.001 y1[1] (analytic) -0.7871680766569975 y1[1] (numeric) -2.353301954169951 absolute error 1.5661338775129536 relative error 198.9580019764171% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.597666466734351 Order of pole 278.76984139589706 TOP MAIN SOLVE Loop x[1] 2.477999999999838 y2[1] (analytic) 0.6159510575001729 y2[1] (numeric) 3.142263150371124 absolute error 2.526312092870951 relative error 410.1481866309227% Correct digits 0 h 0.001 y1[1] (analytic) -0.7877844215040171 y1[1] (numeric) -2.356443094011264 absolute error 1.568658672507247 relative error 199.1228348375315% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.597000537790064 Order of pole 278.77546577177077 TOP MAIN SOLVE Loop x[1] 2.478999999999838 y2[1] (analytic) 0.6151629652344632 y2[1] (numeric) 3.1445112254712333 absolute error 2.52934826023677 relative error 411.1671871002075% Correct digits 0 h 0.001 y1[1] (analytic) -0.7883999785666808 y1[1] (numeric) -2.359586481053438 absolute error 1.5711865024867575 relative error 199.2879940640271% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.596500620127337 Order of pole 278.784067333746 TOP MAIN SOLVE Loop x[1] 2.479999999999838 y2[1] (analytic) 0.6143742578058397 y2[1] (numeric) 3.1467610502721235 absolute error 2.532386792466284 relative error 412.1895994650532% Correct digits 0 h 0.001 y1[1] (analytic) -0.7890147472294315 y1[1] (numeric) -2.3627321170454403 absolute error 1.5737173698160087 relative error 199.453479842044% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.596166452161341 Order of pole 278.79564176784305 TOP MAIN SOLVE Loop x[1] 2.480999999999838 y2[1] (analytic) 0.6135849360030095 y2[1] (numeric) 3.149012626239875 absolute error 2.5354276902368653 relative error 413.2154395368712% Correct digits 0 h 0.001 y1[1] (analytic) -0.7896287268775009 y1[1] (numeric) -2.3658800037377046 absolute error 1.5762512768602037 relative error 199.61929235950095% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.595997782906776 Order of pole 278.81018494932863 TOP MAIN SOLVE Loop x[1] 2.4819999999998377 y2[1] (analytic) 0.6127950006152943 y2[1] (numeric) 3.1512659548404014 absolute error 2.538470954225107 relative error 414.24472322331% Correct digits 0 h 0.001 y1[1] (analytic) -0.7902419168969091 y1[1] (numeric) -2.369030142882131 absolute error 1.578788225985222 relative error 199.78543180609114% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.595994371926228 Order of pole 278.82769294182776 TOP MAIN SOLVE Loop x[1] 2.4829999999998376 y2[1] (analytic) 0.6120044524326297 y2[1] (numeric) 3.1535210375394467 absolute error 2.541516585106817 relative error 415.2774665289859% Correct digits 0 h 0.001 y1[1] (analytic) -0.7908543166744664 y1[1] (numeric) -2.372182536232085 absolute error 1.5813282195576186 relative error 199.95189837327896% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.596155989281584 Order of pole 278.8481619964937 TOP MAIN SOLVE Loop x[1] 2.4839999999998374 y2[1] (analytic) 0.6112132922455636 y2[1] (numeric) 3.1557778758025834 absolute error 2.54456458355702 relative error 416.31368555622066% Correct digits 0 h 0.001 y1[1] (analytic) -0.7914659255977727 y1[1] (numeric) -2.375337185542398 absolute error 1.5838712599446252 relative error 200.11869225429638% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.59648241548699 Order of pole 278.87158855120276 TOP MAIN SOLVE Loop x[1] 2.4849999999998373 y2[1] (analytic) 0.6104215208452564 y2[1] (numeric) 3.158036471095211 absolute error 2.5476149502499545 relative error 417.3533965057864% Correct digits 0 h 0.001 y1[1] (analytic) -0.7920767430552196 y1[1] (numeric) -2.3784940925693667 absolute error 1.5864173495141471 relative error 200.28581364413955% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.596973441462461 Order of pole 278.8979692297617 TOP MAIN SOLVE Loop x[1] 2.4859999999998372 y2[1] (analytic) 0.609629139023479 y2[1] (numeric) 3.160296824882551 absolute error 2.550667685859072 relative error 418.39661567765654% Correct digits 0 h 0.001 y1[1] (analytic) -0.7926867684359893 y1[1] (numeric) -2.3816532590707533 absolute error 1.588966490634764 relative error 200.4532627395654% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.597628868492086 Order of pole 278.92730084119876 TOP MAIN SOLVE Loop x[1] 2.486999999999837 y2[1] (analytic) 0.6088361475726134 y2[1] (numeric) 3.162558938629648 absolute error 2.5537227910570346 relative error 419.4433594717637% Correct digits 0 h 0.001 y1[1] (analytic) -0.7932960011300567 y1[1] (numeric) -2.384814686805785 absolute error 1.5915186856757284 relative error 200.6210397390882% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.598448508178787 Order of pole 278.95958037898913 TOP MAIN SOLVE Loop x[1] 2.487999999999837 y2[1] (analytic) 0.608042547285651 y2[1] (numeric) 3.164822813801364 absolute error 2.5567802665157133 relative error 420.493644388765% Correct digits 0 h 0.001 y1[1] (analytic) -0.793904440528189 y1[1] (numeric) -2.387978377535154 absolute error 1.5940739370069652 relative error 200.7891448429762% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.599432182406114 Order of pole 278.99480502040905 TOP MAIN SOLVE Loop x[1] 2.488999999999837 y2[1] (analytic) 0.607248338956192 y2[1] (numeric) 3.1670884518623788 absolute error 2.559840112906187 relative error 421.547487030814% Correct digits 0 h 0.001 y1[1] (analytic) -0.794512086021947 y1[1] (numeric) -2.3911443330210176 absolute error 1.5966322469990706 relative error 200.9575782532484% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.600579723299001 Order of pole 279.0329721258716 TOP MAIN SOLVE Loop x[1] 2.489999999999837 y2[1] (analytic) 0.6064535233784447 y2[1] (numeric) 3.1693558542771854 absolute error 2.5629023308987406 relative error 422.60490410234036% Correct digits 0 h 0.001 y1[1] (analytic) -0.7951189370036852 y1[1] (numeric) -2.394312555026997 absolute error 1.5991936180233117 relative error 201.12634017367137% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.601890973186034 Order of pole 279.0740792382873 TOP MAIN SOLVE Loop x[1] 2.4909999999998367 y2[1] (analytic) 0.6056581013472244 y2[1] (numeric) 3.171625022510089 absolute error 2.5659669211628646 relative error 423.6659124108361% Correct digits 0 h 0.001 y1[1] (analytic) -0.7957249928665526 y1[1] (numeric) -2.3974830453181784 absolute error 1.6017580524516257 relative error 201.2954308097558% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.60336578456432 Order of pole 279.1181240824725 TOP MAIN SOLVE Loop x[1] 2.4919999999998366 y2[1] (analytic) 0.6048620736579534 y2[1] (numeric) 3.173895958025204 absolute error 2.5690338843672507 relative error 424.73052886764845% Correct digits 0 h 0.001 y1[1] (analytic) -0.7963302530044934 y1[1] (numeric) -2.4006558056611116 absolute error 1.604325552656618 relative error 201.46485036875336% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.605004020065952 Order of pole 279.1651045645862 TOP MAIN SOLVE Loop x[1] 2.4929999999998365 y2[1] (analytic) 0.604065441106659 y2[1] (numeric) 3.176168662286452 absolute error 2.572103221179793 relative error 425.79877048878217% Correct digits 0 h 0.001 y1[1] (analytic) -0.7969347168122477 y1[1] (numeric) -2.403830837823811 absolute error 1.6068961210115633 relative error 201.63459905965385% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.606805552424266 Order of pole 279.2150187715623 TOP MAIN SOLVE Loop x[1] 2.4939999999998363 y2[1] (analytic) 0.603268204489974 y2[1] (numeric) 3.1784431367575587 absolute error 2.5751749322675845 relative error 426.8706543957071% Correct digits 0 h 0.001 y1[1] (analytic) -0.7975383836853515 y1[1] (numeric) -2.4070081435757547 absolute error 1.6094697598904033 relative error 201.80467709318162% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.60877026444547 Order of pole 279.26786497064 TOP MAIN SOLVE Loop x[1] 2.4949999999998362 y2[1] (analytic) 0.6024703646051346 y2[1] (numeric) 3.1807193829020526 absolute error 2.578249018296918 relative error 427.94619781617473% Correct digits 0 h 0.001 y1[1] (analytic) -0.7981412530201382 y1[1] (numeric) -2.410187724687884 absolute error 1.6120464716677458 relative error 201.97508468179274% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.610898048976866 Order of pole 279.32364160882844 TOP MAIN SOLVE Loop x[1] 2.495999999999836 y2[1] (analytic) 0.6016719222499809 y2[1] (numeric) 3.1829974021832617 absolute error 2.5813254799332808 relative error 429.0254180850406% Correct digits 0 h 0.001 y1[1] (analytic) -0.7987433242137382 y1[1] (numeric) -2.4133695829326043 absolute error 1.6146262587188662 relative error 202.14582203967234% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.61318880888175 Order of pole 279.38234731249804 TOP MAIN SOLVE Loop x[1] 2.496999999999836 y2[1] (analytic) 0.6008728782229551 y2[1] (numeric) 3.185277196064311 absolute error 2.584404317841356 relative error 430.108332645097% Correct digits 0 h 0.001 y1[1] (analytic) -0.7993445966640806 y1[1] (numeric) -2.4165537200837837 absolute error 1.617209123419703 relative error 202.3168893827307% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.615642457011544 Order of pole 279.4439808869149 TOP MAIN SOLVE Loop x[1] 2.497999999999836 y2[1] (analytic) 0.6000732333231011 y2[1] (numeric) 3.1875587660081215 absolute error 2.5874855326850206 relative error 431.19495904791086% Correct digits 0 h 0.001 y1[1] (analytic) -0.799945069769893 y1[1] (numeric) -2.4197401379167536 absolute error 1.6197950681468605 relative error 202.48828692860124% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.618258916183018 Order of pole 279.5085413158712 TOP MAIN SOLVE Loop x[1] 2.498999999999836 y2[1] (analytic) 0.5992729883500638 y2[1] (numeric) 3.1898421134774053 absolute error 2.5905691251273417 relative error 432.2853149546709% Correct digits 0 h 0.001 y1[1] (analytic) -0.8005447429307023 y1[1] (numeric) -2.4229288382083083 absolute error 1.622384095277606 relative error 202.66001489663705% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.6210381191539 Order of pole 279.5760277612841 TOP MAIN SOLVE Loop x[1] 2.4999999999998357 y2[1] (analytic) 0.5984721441040881 y2[1] (numeric) 3.1921272399346656 absolute error 2.5936550958305773 relative error 433.3794181370421% Correct digits 0 h 0.001 y1[1] (analytic) -0.8011436155468353 y1[1] (numeric) -2.4261198227367045 absolute error 1.624976207189869 relative error 202.832073507908% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.62398000860293 Order of pole 279.64643956287625 TOP MAIN SOLVE Loop x[1] 2.5009999999998356 y2[1] (analytic) 0.5976707013860182 y2[1] (numeric) 3.1944141468421927 absolute error 2.5967434454561746 relative error 434.4772864780289% Correct digits 0 h 0.001 y1[1] (analytic) -0.8017416870194196 y1[1] (numeric) -2.429313093281661 absolute error 1.6275714062622415 relative error 203.00446298519824% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.627084537109292 Order of pole 279.7197762378429 TOP MAIN SOLVE Loop x[1] 2.5019999999998355 y2[1] (analytic) 0.5968686609972967 y2[1] (numeric) 3.196702835662063 absolute error 2.599834174664766 relative error 435.5789379728451% Correct digits 0 h 0.001 y1[1] (analytic) -0.8023389567503837 y1[1] (numeric) -2.4325086516243597 absolute error 1.6301696948739761 relative error 203.17718355300295% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.630351667134846 Order of pole 279.7960374805708 TOP MAIN SOLVE Loop x[1] 2.5029999999998354 y2[1] (analytic) 0.5960660237399639 y2[1] (numeric) 3.1989933078561346 absolute error 2.602927284116171 relative error 436.6843907297941% Correct digits 0 h 0.001 y1[1] (analytic) -0.8029354241424579 y1[1] (numeric) -2.4357064995474436 absolute error 1.6327710754049858 relative error 203.35023543752595% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.633781371006858 Order of pole 279.8752231623647 TOP MAIN SOLVE Loop x[1] 2.5039999999998352 y2[1] (analytic) 0.5952627904166571 y2[1] (numeric) 3.201285564886047 absolute error 2.6060227744693902 relative error 437.7936629711546% Correct digits 0 h 0.001 y1[1] (analytic) -0.8035310885991749 y1[1] (numeric) -2.4389066388350176 absolute error 1.6353755502358427 relative error 203.52361886667669% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.637373630903497 Order of pole 279.95733333122485 TOP MAIN SOLVE Loop x[1] 2.504999999999835 y2[1] (analytic) 0.5944589618306094 y2[1] (numeric) 3.2035796082132175 absolute error 2.609120646382608 relative error 438.9067730340778% Correct digits 0 h 0.001 y1[1] (analytic) -0.8041259495248702 y1[1] (numeric) -2.442109071272648 absolute error 1.6379831217477778 relative error 203.69733407006757% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.64112843883988 Order of pole 280.0423682116335 TOP MAIN SOLVE Loop x[1] 2.505999999999835 y2[1] (analytic) 0.5936545387856494 y2[1] (numeric) 3.2058754392988384 absolute error 2.612220900513189 relative error 440.0237393714903% Correct digits 0 h 0.001 y1[1] (analytic) -0.804720006324683 y1[1] (numeric) -2.4453137986473634 absolute error 1.6405937923226803 relative error 203.87138127901156% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.645045796655548 Order of pole 280.1303282043658 TOP MAIN SOLVE Loop x[1] 2.506999999999835 y2[1] (analytic) 0.5928495220862002 y2[1] (numeric) 3.2081730596038756 absolute error 2.6153235375176753 relative error 441.1445805530071% Correct digits 0 h 0.001 y1[1] (analytic) -0.8053132584045565 y1[1] (numeric) -2.4485208227476525 absolute error 1.6432075643430961 relative error 204.04576072651912% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.649125716004612 Order of pole 280.2212138863517 TOP MAIN SOLVE Loop x[1] 2.507999999999835 y2[1] (analytic) 0.5920439125372783 y2[1] (numeric) 3.2104724705890653 absolute error 2.6184285580517868 relative error 442.26931526585304% Correct digits 0 h 0.001 y1[1] (analytic) -0.8059057051712387 y1[1] (numeric) -2.451730145363465 absolute error 1.645824440192226 relative error 204.22047264729582% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.653368218346003 Order of pole 280.3150260105364 TOP MAIN SOLVE Loop x[1] 2.5089999999998347 y2[1] (analytic) 0.5912377109444932 y2[1] (numeric) 3.212773673714912 absolute error 2.621535962770419 relative error 443.3979623157927% Correct digits 0 h 0.001 y1[1] (analytic) -0.806497346032283 y1[1] (numeric) -2.454941768286211 absolute error 1.6484444222539278 relative error 204.3955172777398% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.657773334935895 Order of pole 280.4117655057816 TOP MAIN SOLVE Loop x[1] 2.5099999999998346 y2[1] (analytic) 0.5904309181140464 y2[1] (numeric) 3.2150766704416864 absolute error 2.6246457523276403 relative error 444.5305406280688% Correct digits 0 h 0.001 y1[1] (analytic) -0.8070881803960483 y1[1] (numeric) -2.4581556933087616 absolute error 1.6510675129127133 relative error 204.57089485593926% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.662341106820982 Order of pole 280.51143347678106 TOP MAIN SOLVE Loop x[1] 2.5109999999998345 y2[1] (analytic) 0.5896235348527306 y2[1] (numeric) 3.217381462229422 absolute error 2.6277579273766913 relative error 445.6670692483506% Correct digits 0 h 0.001 y1[1] (analytic) -0.8076782076717006 y1[1] (numeric) -2.4613719222254478 absolute error 1.6536937145537471 relative error 204.7466056216697% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.6670715848355 Order of pole 280.6140312040452 TOP MAIN SOLVE Loop x[1] 2.5119999999998344 y2[1] (analytic) 0.5888155619679292 y2[1] (numeric) 3.219688050537913 absolute error 2.6308724885699837 relative error 446.8075673436903% Correct digits 0 h 0.001 y1[1] (analytic) -0.8082674272692125 y1[1] (numeric) -2.4645904568320605 absolute error 1.656323029562848 relative error 204.92264981639184% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.671964829595877 Order of pole 280.7195601438399 TOP MAIN SOLVE Loop x[1] 2.5129999999998343 y2[1] (analytic) 0.5880070002676149 y2[1] (numeric) 3.221996436826713 absolute error 2.633989436559098 relative error 447.9520542034893% Correct digits 0 h 0.001 y1[1] (analytic) -0.8088558385993645 y1[1] (numeric) -2.4678112989258505 absolute error 1.658955460326486 relative error 205.09902768324895% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.677020911500971 Order of pole 280.82802192822925 TOP MAIN SOLVE Loop x[1] 2.513999999999834 y2[1] (analytic) 0.5871978505603492 y2[1] (numeric) 3.22430662255513 absolute error 2.6371087719947806 relative error 449.100549240473% Correct digits 0 h 0.001 y1[1] (analytic) -0.8094434410737453 y1[1] (numeric) -2.4710344503055275 absolute error 1.661591009231782 relative error 205.27573946706437% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.682239910729656 Order of pole 280.939418365068 TOP MAIN SOLVE Loop x[1] 2.514999999999834 y2[1] (analytic) 0.586388113655282 y2[1] (numeric) 3.2266186091822266 absolute error 2.6402304955269447 relative error 450.25307199167554% Correct digits 0 h 0.001 y1[1] (analytic) -0.8100302341047525 y1[1] (numeric) -2.4742599127712603 absolute error 1.6642296786665078 relative error 205.45278541433936% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.687621917244766 Order of pole 281.05375143810926 TOP MAIN SOLVE Loop x[1] 2.515999999999834 y2[1] (analytic) 0.58557779036215 y2[1] (numeric) 3.2289323981668163 absolute error 2.6433546078046666 relative error 451.4096421194333% Correct digits 0 h 0.001 y1[1] (analytic) -0.8106162171055931 y1[1] (numeric) -2.4774876881246777 absolute error 1.6668714710190846 relative error 205.63016577325067% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.693167030792951 Order of pole 281.1710233070383 TOP MAIN SOLVE Loop x[1] 2.516999999999834 y2[1] (analytic) 0.5847668814912763 y2[1] (numeric) 3.2312479909674603 absolute error 2.646481109476184 relative error 452.57027941238925% Correct digits 0 h 0.001 y1[1] (analytic) -0.8112013894902841 y1[1] (numeric) -2.480717778168866 absolute error 1.669516388678582 relative error 205.80788079364825% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.69887536091089 Order of pole 281.29123630762166 TOP MAIN SOLVE Loop x[1] 2.5179999999998337 y2[1] (analytic) 0.58395538785357 y2[1] (numeric) 3.2335653890424667 absolute error 2.6496100011888966 relative error 453.7350037865051% Correct digits 0 h 0.001 y1[1] (analytic) -0.8117857506736532 y1[1] (numeric) -2.483950184708371 absolute error 1.6721644340347177 relative error 205.9859307270529% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.70474702693016 Order of pole 281.4143929518306 TOP MAIN SOLVE Loop x[1] 2.5189999999998336 y2[1] (analytic) 0.5831433102605245 y2[1] (numeric) 3.235884593849887 absolute error 2.6527412835893625 relative error 454.90383528608544% Correct digits 0 h 0.001 y1[1] (analytic) -0.8123693000713393 y1[1] (numeric) -2.487184909549195 absolute error 1.674815609477856 relative error 206.16431582665416% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.710782157984433 Order of pole 281.54049592800715 TOP MAIN SOLVE Loop x[1] 2.5199999999998335 y2[1] (analytic) 0.5823306495242173 y2[1] (numeric) 3.2382056068475134 absolute error 2.655874957323296 relative error 456.07679408480914% Correct digits 0 h 0.001 y1[1] (analytic) -0.812952037099793 y1[1] (numeric) -2.4904219544988004 absolute error 1.6774699173990073 relative error 206.34303634730807% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.71698089301796 Order of pole 281.6695481010535 TOP MAIN SOLVE Loop x[1] 2.5209999999998334 y2[1] (analytic) 0.5815174064573091 y2[1] (numeric) 3.240528429492877 absolute error 2.659011023035568 relative error 457.2539004867731% Correct digits 0 h 0.001 y1[1] (analytic) -0.8135339611762774 y1[1] (numeric) -2.493661321366106 absolute error 1.6801273601898288 relative error 206.52209254553506% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.72334338079594 Order of pole 281.801552512655 TOP MAIN SOLVE Loop x[1] 2.5219999999998333 y2[1] (analytic) 0.5807035818730428 y2[1] (numeric) 3.242853063243245 absolute error 2.6621494813702022 relative error 458.4351749275448% Correct digits 0 h 0.001 y1[1] (analytic) -0.8141150717188684 y1[1] (numeric) -2.496903011961488 absolute error 1.6827879402426196 relative error 206.7014846795175% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.729869779916218 Order of pole 281.93651238152745 TOP MAIN SOLVE Loop x[1] 2.522999999999833 y2[1] (analytic) 0.5798891765852432 y2[1] (numeric) 3.245179509555618 absolute error 2.6652903329703745 relative error 459.6206379752252% Correct digits 0 h 0.001 y1[1] (analytic) -0.8146953681464555 y1[1] (numeric) -2.5001470280967797 absolute error 1.6854516599503242 relative error 206.88121300909805% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.736560258821287 Order of pole 282.0744311036683 TOP MAIN SOLVE Loop x[1] 2.523999999999833 y2[1] (analytic) 0.5790741914083153 y2[1] (numeric) 3.247507769886728 absolute error 2.6684335784784126 relative error 460.8103103315226% Correct digits 0 h 0.001 y1[1] (analytic) -0.8152748498787423 y1[1] (numeric) -2.503393371585272 absolute error 1.6881185217065295 relative error 207.06127779577736% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.743414995814494 Order of pole 282.21531225268683 TOP MAIN SOLVE Loop x[1] 2.524999999999833 y2[1] (analytic) 0.5782586271572442 y2[1] (numeric) 3.249837845693035 absolute error 2.6715792185357907 relative error 462.0042128328361% Correct digits 0 h 0.001 y1[1] (analytic) -0.8158535163362473 y1[1] (numeric) -2.5066420442417114 absolute error 1.6907885279054642 relative error 207.24167930271196% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.750434179074123 Order of pole 282.35915958009144 TOP MAIN SOLVE Loop x[1] 2.525999999999833 y2[1] (analytic) 0.5774424846475941 y2[1] (numeric) 3.252169738430726 absolute error 2.674727253783132 relative error 463.20236645135054% Correct digits 0 h 0.001 y1[1] (analytic) -0.8164313669403038 y1[1] (numeric) -2.5098930478823016 absolute error 1.6934616809419978 relative error 207.42241779471232% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.757618006672923 Order of pole 282.50597701568034 TOP MAIN SOLVE Loop x[1] 2.5269999999998327 y2[1] (analytic) 0.5766257646955075 y2[1] (numeric) 3.2545034495557115 absolute error 2.6778776848602037 relative error 464.4047922961405% Correct digits 0 h 0.001 y1[1] (analytic) -0.8170084011130615 y1[1] (numeric) -2.5131463843247017 absolute error 1.6961379832116403 relative error 207.60349353824097% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.764966686595557 Order of pole 282.65576866789 TOP MAIN SOLVE Loop x[1] 2.5279999999998326 y2[1] (analytic) 0.5758084681177043 y2[1] (numeric) 3.2568389805236224 absolute error 2.6810305124059184 relative error 465.6115116142881% Correct digits 0 h 0.001 y1[1] (analytic) -0.8175846182774862 y1[1] (numeric) -2.5164020553880273 absolute error 1.6988174371105411 relative error 207.78490680141033% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.772480436759103 Order of pole 282.8085388242012 TOP MAIN SOLVE Loop x[1] 2.5289999999998325 y2[1] (analytic) 0.5749905957314809 y2[1] (numeric) 3.2591763327898087 absolute error 2.6841857370583275 relative error 466.82254579200713% Correct digits 0 h 0.001 y1[1] (analytic) -0.8181600178573607 y1[1] (numeric) -2.5196600628928487 absolute error 1.701500045035488 relative error 207.9666578539811% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.780159485035897 Order of pole 282.96429195158726 TOP MAIN SOLVE Loop x[1] 2.5299999999998324 y2[1] (analytic) 0.5741721483547098 y2[1] (numeric) 3.261515507809336 absolute error 2.6873433594546263 relative error 468.0379163557844% Correct digits 0 h 0.001 y1[1] (analytic) -0.8187345992772854 y1[1] (numeric) -2.5229204086611916 absolute error 1.7041858093839062 relative error 208.14874696736007% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.788004069277036 Order of pole 283.1230326969734 TOP MAIN SOLVE Loop x[1] 2.5309999999998323 y2[1] (analytic) 0.573353126805838 y2[1] (numeric) 3.2638565070369845 absolute error 2.6905033802311467 relative error 469.25764497352543% Correct digits 0 h 0.001 y1[1] (analytic) -0.8193083619626792 y1[1] (numeric) -2.526183094516537 absolute error 1.7068747325538576 relative error 208.3311744145983% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.796014437335655 Order of pole 283.2847658876914 TOP MAIN SOLVE Loop x[1] 2.531999999999832 y2[1] (analytic) 0.5725335319038873 y2[1] (numeric) 3.266199331927244 absolute error 2.693665800023357 relative error 470.4817534557172% Correct digits 0 h 0.001 y1[1] (analytic) -0.8198813053397793 y1[1] (numeric) -2.52944812228382 absolute error 1.7095668169440406 relative error 208.5139404703896% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.804190847096836 Order of pole 283.44949653205686 TOP MAIN SOLVE Loop x[1] 2.532999999999832 y2[1] (analytic) 0.5717133644684524 y2[1] (numeric) 3.2685439839343142 absolute error 2.696830619465862 relative error 471.71026375659875% Correct digits 0 h 0.001 y1[1] (analytic) -0.8204534288356424 y1[1] (numeric) -2.5327154937894303 absolute error 1.7122620649537879 relative error 208.69704541106833% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.812533566500967 Order of pole 283.6172298198239 TOP MAIN SOLVE Loop x[1] 2.533999999999832 y2[1] (analytic) 0.5708926253197006 y2[1] (numeric) 3.2708904645121 absolute error 2.6999978391923993 relative error 472.94319797534547% Correct digits 0 h 0.001 y1[1] (analytic) -0.821024731878145 y1[1] (numeric) -2.535985210861212 absolute error 1.7149604789830672 relative error 208.88048951460803% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.82104287357767 Order of pole 283.7879711228343 TOP MAIN SOLVE Loop x[1] 2.534999999999832 y2[1] (analytic) 0.5700713152783712 y2[1] (numeric) 3.27323877511421 absolute error 2.7031674598358384 relative error 474.18057835726324% Correct digits 0 h 0.001 y1[1] (analytic) -0.8215952138959841 y1[1] (numeric) -2.539257275328463 absolute error 1.7176620614324787 relative error 209.0642730606192% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.829719056473792 Order of pole 283.96172599555763 TOP MAIN SOLVE Loop x[1] 2.5359999999998317 y2[1] (analytic) 0.569249435165774 y2[1] (numeric) 3.2755889171939527 absolute error 2.706339482028179 relative error 475.42242729499634% Correct digits 0 h 0.001 y1[1] (analytic) -0.8221648743186778 y1[1] (numeric) -2.542531689021933 absolute error 1.7203668147032554 relative error 209.2483963303481% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.838562413488297 Order of pole 284.138500175757 TOP MAIN SOLVE Loop x[1] 2.5369999999998316 y2[1] (analytic) 0.5684269858037889 y2[1] (numeric) 3.277940892204337 absolute error 2.7095139064005482 relative error 476.6687673297455% Correct digits 0 h 0.001 y1[1] (analytic) -0.8227337125765658 y1[1] (numeric) -2.5458084537738275 absolute error 1.7230747411972618 relative error 209.43285960667473% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.84757325310479 Order of pole 284.3182995851105 TOP MAIN SOLVE Loop x[1] 2.5379999999998315 y2[1] (analytic) 0.5676039680148656 y2[1] (numeric) 3.2802947015980664 absolute error 2.7126907335832007 relative error 477.9196211524996% Correct digits 0 h 0.001 y1[1] (analytic) -0.8233017281008096 y1[1] (numeric) -2.549087571417803 absolute error 1.7257858433169933 relative error 209.61766317411136% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.8567518940274 Order of pole 284.50113032989526 TOP MAIN SOLVE Loop x[1] 2.5389999999998314 y2[1] (analytic) 0.5667803826220215 y2[1] (numeric) 3.2826503468275376 absolute error 2.715869964205516 relative error 479.175011605279% Correct digits 0 h 0.001 y1[1] (analytic) -0.8238689203233941 y1[1] (numeric) -2.552369043788969 absolute error 1.728500123465575 relative error 209.8028073188008% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.866098665219416 Order of pole 284.6869987017201 TOP MAIN SOLVE Loop x[1] 2.5399999999998313 y2[1] (analytic) 0.5659562304488419 y2[1] (numeric) 3.2850078293448384 absolute error 2.7190515988959962 relative error 480.4349616823907% Correct digits 0 h 0.001 y1[1] (analytic) -0.8244352886771268 y1[1] (numeric) -2.555652872723887 absolute error 1.7312175840467603 relative error 209.98829232851486% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.875613905940796 Order of pole 284.87591117823786 TOP MAIN SOLVE Loop x[1] 2.540999999999831 y2[1] (analytic) 0.5651315123194791 y2[1] (numeric) 3.2873671506017446 absolute error 2.7222356382822657 relative error 481.699494531697% Correct digits 0 h 0.001 y1[1] (analytic) -0.8250008325956395 y1[1] (numeric) -2.5589390600605717 absolute error 1.7339382274649322 relative error 210.17411849265287% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.885297965788826 Order of pole 285.0678744239149 TOP MAIN SOLVE Loop x[1] 2.541999999999831 y2[1] (analytic) 0.564306229058651 y2[1] (numeric) 3.289728312049718 absolute error 2.725422082991067 relative error 482.9686334558963% Correct digits 0 h 0.001 y1[1] (analytic) -0.8255655515133884 y1[1] (numeric) -2.5622276076384876 absolute error 1.7366620561250992 relative error 210.36028610223997% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.895151204740488 Order of pole 285.2628952908319 TOP MAIN SOLVE Loop x[1] 2.542999999999831 y2[1] (analytic) 0.563480381491641 y2[1] (numeric) 3.2920913151399023 absolute error 2.728610933648261 relative error 484.2424019138169% Correct digits 0 h 0.001 y1[1] (analytic) -0.8261294448656546 y1[1] (numeric) -2.5655185172985515 absolute error 1.7393890724328969 relative error 210.54679544992572% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.90517399319589 Order of pole 285.4609808195028 TOP MAIN SOLVE Loop x[1] 2.543999999999831 y2[1] (analytic) 0.5626539704442964 y2[1] (numeric) 3.2944561613231236 absolute error 2.731802190878827 relative error 485.5208235217242% Correct digits 0 h 0.001 y1[1] (analytic) -0.8266925120885448 y1[1] (numeric) -2.5688117908831316 absolute error 1.7421192787945867 relative error 210.73364682998277% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.915366712023644 Order of pole 285.6621382397309 TOP MAIN SOLVE Loop x[1] 2.5449999999998307 y2[1] (analytic) 0.5618269967430283 y2[1] (numeric) 3.2968228520498846 absolute error 2.734995855306856 relative error 486.80392205464005% Correct digits 0 h 0.001 y1[1] (analytic) -0.8272547526189918 y1[1] (numeric) -2.572107430236046 absolute error 1.7448526776170539 relative error 210.92084053830507% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.925729752608088 Order of pole 285.8663749714955 TOP MAIN SOLVE Loop x[1] 2.5459999999998306 y2[1] (analytic) 0.5609994612148101 y2[1] (numeric) 3.299191388770364 absolute error 2.7381919275555537 relative error 488.0917214476759% Correct digits 0 h 0.001 y1[1] (analytic) -0.8278161658947552 y1[1] (numeric) -2.5754054372025625 absolute error 1.7475892713078074 relative error 211.10837687240672% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.936263516896716 Order of pole 286.0736986258453 TOP MAIN SOLVE Loop x[1] 2.5469999999998305 y2[1] (analytic) 0.5601713646871777 y2[1] (numeric) 3.301561772934413 absolute error 2.741390408247235 relative error 489.38424579737995% Correct digits 0 h 0.001 y1[1] (analytic) -0.8283767513544215 y1[1] (numeric) -2.578705813629401 absolute error 1.7503290622749796 relative error 211.29625613142062% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.946968417451421 Order of pole 286.28411700585866 TOP MAIN SOLVE Loop x[1] 2.5479999999998304 y2[1] (analytic) 0.559342707988227 y2[1] (numeric) 3.3039340059915534 absolute error 2.7445912980033262 relative error 490.6815193630975% Correct digits 0 h 0.001 y1[1] (analytic) -0.8289365084374055 y1[1] (numeric) -2.582008561364729 absolute error 1.7530720529273234 relative error 211.48447861609668% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.957844877499534 Order of pole 286.49763810760135 TOP MAIN SOLVE Loop x[1] 2.5489999999998303 y2[1] (analytic) 0.5585134919466151 y2[1] (numeric) 3.306308089390974 absolute error 2.747794597444359 relative error 491.98356656834426% Correct digits 0 h 0.001 y1[1] (analytic) -0.8294954365839503 y1[1] (numeric) -2.585313682258165 absolute error 1.7558182456742144 relative error 211.6730446288012% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.968893330988378 Order of pole 286.7142701211477 TOP MAIN SOLVE Loop x[1] 2.54999999999983 y2[1] (analytic) 0.5576837173915579 y2[1] (numeric) 3.30868402458153 absolute error 2.7510003071899725 relative error 493.29041200219496% Correct digits 0 h 0.001 y1[1] (analytic) -0.8300535352351275 y1[1] (numeric) -2.588621178160775 absolute error 1.7585676429256474 relative error 211.861954473515% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.98011422263904 Order of pole 286.93402143158767 TOP MAIN SOLVE Loop x[1] 2.55099999999983 y2[1] (analytic) 0.5568533851528296 y2[1] (numeric) 3.3110618130117375 absolute error 2.754208427858908 relative error 494.6020804206855% Correct digits 0 h 0.001 y1[1] (analytic) -0.8306108038328387 y1[1] (numeric) -2.5919310509250746 absolute error 1.761320247092236 relative error 212.05120845583218% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 15.991508008004581 Order of pole 287.15690062011316 TOP MAIN SOLVE Loop x[1] 2.55199999999983 y2[1] (analytic) 0.5560224960607626 y2[1] (numeric) 3.3134414561297736 absolute error 2.757418960069011 relative error 495.918596748229% Correct digits 0 h 0.001 y1[1] (analytic) -0.8311672418198153 y1[1] (numeric) -2.5952433024050277 absolute error 1.7640760605852124 relative error 212.24080688295916% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.00307515352761 Order of pole 287.38291646509526 TOP MAIN SOLVE Loop x[1] 2.55299999999983 y2[1] (analytic) 0.5551910509462459 y2[1] (numeric) 3.315822955383472 absolute error 2.7606319044372265 relative error 497.2399860790468% Correct digits 0 h 0.001 y1[1] (analytic) -0.8317228486396193 y1[1] (numeric) -2.598557934456046 absolute error 1.7668350858164266 relative error 212.43075006371333% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.014816136601628 Order of pole 287.61207794322803 TOP MAIN SOLVE Loop x[1] 2.5539999999998297 y2[1] (analytic) 0.5543590506407244 y2[1] (numeric) 3.318206312220322 absolute error 2.7638472615795977 relative error 498.5662736786135% Correct digits 0 h 0.001 y1[1] (analytic) -0.8322776237366439 y1[1] (numeric) -2.601874948934989 absolute error 1.7695973251983448 relative error 212.62103830852183% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.026731445631917 Order of pole 287.84439423066357 TOP MAIN SOLVE Loop x[1] 2.5549999999998296 y2[1] (analytic) 0.5535264959761986 y2[1] (numeric) 3.3205915280874643 absolute error 2.7670650321112658 relative error 499.8974849851177% Correct digits 0 h 0.001 y1[1] (analytic) -0.8328315665561142 y1[1] (numeric) -2.6051943477001633 absolute error 1.7723627811440492 relative error 212.81167192942024% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.03882158010081 Order of pole 288.07987470422864 TOP MAIN SOLVE Loop x[1] 2.5559999999998295 y2[1] (analytic) 0.5526933877852229 y2[1] (numeric) 3.3229786044316896 absolute error 2.7702852166464664 relative error 501.23364561093706% Correct digits 0 h 0.001 y1[1] (analytic) -0.8333846765440874 y1[1] (numeric) -2.608516132611323 absolute error 1.7751314560672355 relative error 213.0026512400517% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.05108705063144 Order of pole 288.31852894261175 TOP MAIN SOLVE Loop x[1] 2.5569999999998294 y2[1] (analytic) 0.5518597269009056 y2[1] (numeric) 3.325367542699435 absolute error 2.7735078157985296 relative error 502.5747813441282% Correct digits 0 h 0.001 y1[1] (analytic) -0.8339369531474534 y1[1] (numeric) -2.611840305529668 absolute error 1.7779033523822148 relative error 213.1939765556657% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.063528379057924 Order of pole 288.56036672766845 TOP MAIN SOLVE Loop x[1] 2.5579999999998293 y2[1] (analytic) 0.5510255141569071 y2[1] (numeric) 3.327758344336783 absolute error 2.776732830179876 relative error 503.92091814993313% Correct digits 0 h 0.001 y1[1] (analytic) -0.8344883958139359 y1[1] (numeric) -2.615166868317845 absolute error 1.7806784725039093 relative error 213.38564819311682% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.076146098491208 Order of pole 288.80539804564603 TOP MAIN SOLVE Loop x[1] 2.558999999999829 y2[1] (analytic) 0.5501907503874406 y2[1] (numeric) 3.3301510107894563 absolute error 2.7799602604020155 relative error 505.2720821722987% Correct digits 0 h 0.001 y1[1] (analytic) -0.835039003992092 y1[1] (numeric) -2.6184958228399466 absolute error 1.7834568188478546 relative error 213.57766647086396% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.088940753393295 Order of pole 289.0536330885633 TOP MAIN SOLVE Loop x[1] 2.559999999999829 y2[1] (analytic) 0.5493554364272695 y2[1] (numeric) 3.332545543502818 absolute error 2.7831901070755487 relative error 506.62829973541585% Correct digits 0 h 0.001 y1[1] (analytic) -0.8355887771313137 y1[1] (numeric) -2.621827170961511 absolute error 1.7862383938301971 relative error 213.77003170896919% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.101912899648706 Order of pole 289.30508225553706 TOP MAIN SOLVE Loop x[1] 2.560999999999829 y2[1] (analytic) 0.5485195731117077 y2[1] (numeric) 3.334941943921867 absolute error 2.7864223708101594 relative error 507.9895973452702% Correct digits 0 h 0.001 y1[1] (analytic) -0.836137714681828 y1[1] (numeric) -2.6251609145495207 absolute error 1.7890231998676929 relative error 213.9627442290966% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.115063104638363 Order of pole 289.559756154154 TOP MAIN SOLVE Loop x[1] 2.561999999999829 y2[1] (analytic) 0.5476831612766185 y2[1] (numeric) 3.337340213491237 absolute error 2.7896570522146185 relative error 509.3560016912124% Correct digits 0 h 0.001 y1[1] (analytic) -0.8366858160946972 y1[1] (numeric) -2.6284970554724048 absolute error 1.7918112393777075 relative error 214.15580435451147% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.1283919473189 Order of pole 289.8176656019425 TOP MAIN SOLVE Loop x[1] 2.5629999999998287 y2[1] (analytic) 0.5468462017584138 y2[1] (numeric) 3.3397403536551913 absolute error 2.7928941518967774 relative error 510.7275396475415% Correct digits 0 h 0.001 y1[1] (analytic) -0.83723308082182 y1[1] (numeric) -2.6318355956000348 absolute error 1.7946025147782148 relative error 214.34921241007942% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.141900018298674 Order of pole 290.0788216277811 TOP MAIN SOLVE Loop x[1] 2.5639999999998286 y2[1] (analytic) 0.5460086953940528 y2[1] (numeric) 3.3421423658576233 absolute error 2.79613367046357 relative error 512.1042382751083% Correct digits 0 h 0.001 y1[1] (analytic) -0.8377795083159318 y1[1] (numeric) -2.6351765368037277 absolute error 1.7973970284877958 relative error 214.54296872226507% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.15558791991998 Order of pole 290.3432354734235 TOP MAIN SOLVE Loop x[1] 2.5649999999998285 y2[1] (analytic) 0.5451706430210419 y2[1] (numeric) 3.3445462515420514 absolute error 2.7993756085210095 relative error 513.4861248229322% Correct digits 0 h 0.001 y1[1] (analytic) -0.8383250980306051 y1[1] (numeric) -2.638519880956244 absolute error 1.8001947829256388 relative error 214.73707361913176% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.169456266340582 Order of pole 290.61091859500806 TOP MAIN SOLVE Loop x[1] 2.5659999999998284 y2[1] (analytic) 0.5443320454774335 y2[1] (numeric) 3.3469520121516183 absolute error 2.8026199666741847 relative error 514.8732267298368% Correct digits 0 h 0.001 y1[1] (analytic) -0.8388698494202502 y1[1] (numeric) -2.641865629931787 absolute error 1.8029957805115366 relative error 214.93152743033997% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.18350568361909 Order of pole 290.8818826646392 TOP MAIN SOLVE Loop x[1] 2.5669999999998283 y2[1] (analytic) 0.5434929036018249 y2[1] (numeric) 3.3493596491290867 absolute error 2.8058667455272617 relative error 516.2655716261021% Correct digits 0 h 0.001 y1[1] (analytic) -0.8394137619401159 y1[1] (numeric) -2.645213785606003 absolute error 1.805800023665887 relative error 215.12633048714702% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.197736809800993 Order of pole 291.1561395719807 TOP MAIN SOLVE Loop x[1] 2.567999999999828 y2[1] (analytic) 0.542653218233358 y2[1] (numeric) 3.351769163916838 absolute error 2.8091159456834798 relative error 517.6631873351337% Correct digits 0 h 0.001 y1[1] (analytic) -0.8399568350462895 y1[1] (numeric) -2.6485643498559814 absolute error 1.808607514809692 relative error 215.32148312240605% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.212150295006886 Order of pole 291.43370142588657 TOP MAIN SOLVE Loop x[1] 2.568999999999828 y2[1] (analytic) 0.5418129902117181 y2[1] (numeric) 3.3541805579568678 absolute error 2.8123675677451496 relative error 519.0661018751493% Correct digits 0 h 0.001 y1[1] (analytic) -0.8404990681956981 y1[1] (numeric) -2.651917324560254 absolute error 1.8114182563645558 relative error 215.51698567056508% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.226746801523756 Order of pole 291.7145805560903 TOP MAIN SOLVE Loop x[1] 2.569999999999828 y2[1] (analytic) 0.5409722203771331 y2[1] (numeric) 3.356593832690786 absolute error 2.815621612313653 relative error 520.4743434608845% Correct digits 0 h 0.001 y1[1] (analytic) -0.8410404608461085 y1[1] (numeric) -2.6552727115987933 absolute error 1.814232250752685 relative error 215.7128384676666% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.241527003897573 Order of pole 291.9987895149174 TOP MAIN SOLVE Loop x[1] 2.570999999999828 y2[1] (analytic) 0.5401309095703729 y2[1] (numeric) 3.3590089895598116 absolute error 2.818878079989439 relative error 521.887940505314% Correct digits 0 h 0.001 y1[1] (analytic) -0.8415810124561282 y1[1] (numeric) -2.658630512853014 absolute error 1.8170495003968856 relative error 215.90904185134627% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.256491589026943 Order of pole 292.2863410790149 TOP MAIN SOLVE Loop x[1] 2.5719999999998278 y2[1] (analytic) 0.539289058632748 y2[1] (numeric) 3.361426030004772 absolute error 2.8221369713720237 relative error 523.3069216213931% Correct digits 0 h 0.001 y1[1] (analytic) -0.8421207224852054 y1[1] (numeric) -2.6619907302057717 absolute error 1.8198700077205663 relative error 216.1055961608329% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.27164125626161 Order of pole 292.57724825117276 TOP MAIN SOLVE Loop x[1] 2.5729999999998276 y2[1] (analytic) 0.5384466684061096 y2[1] (numeric) 3.363844955466098 absolute error 2.8253982870599885 relative error 524.7313156238167% Correct digits 0 h 0.001 y1[1] (analytic) -0.8426595903936305 y1[1] (numeric) -2.6653533655413626 absolute error 1.8226937751477321 relative error 216.3025017369469% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.286976717500966 Order of pole 292.8715242621423 TOP MAIN SOLVE Loop x[1] 2.5739999999998275 y2[1] (analytic) 0.5376037397328475 y2[1] (numeric) 3.366265767383824 absolute error 2.828662027650976 relative error 526.1611515307965% Correct digits 0 h 0.001 y1[1] (analytic) -0.8431976156425354 y1[1] (numeric) -2.668718420745523 absolute error 1.8255208051029876 relative error 216.49975892210037% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.302498697294258 Order of pole 293.16918257248705 TOP MAIN SOLVE Loop x[1] 2.5749999999998274 y2[1] (analytic) 0.5367602734558905 y2[1] (numeric) 3.368688467197583 absolute error 2.8319281937416925 relative error 527.5964585658578% Correct digits 0 h 0.001 y1[1] (analytic) -0.8437347976938948 y1[1] (numeric) -2.672085897705429 absolute error 1.8283511000115342 relative error 216.69736806029613% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.318207932945487 Order of pole 293.47023687451895 TOP MAIN SOLVE Loop x[1] 2.5759999999998273 y2[1] (analytic) 0.5359162704187048 y2[1] (numeric) 3.371113056346606 absolute error 2.8351967859279013 relative error 529.0372661596552% Correct digits 0 h 0.001 y1[1] (analytic) -0.844271136010527 y1[1] (numeric) -2.6754557983096965 absolute error 1.8311846622991697 relative error 216.89532949712702% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.334105174618482 Order of pole 293.7747010942371 TOP MAIN SOLVE Loop x[1] 2.576999999999827 y2[1] (analytic) 0.5350717314652933 y2[1] (numeric) 3.3735395362697163 absolute error 2.8384678048044227 relative error 530.4836039518069% Correct digits 0 h 0.001 y1[1] (analytic) -0.8448066300560934 y1[1] (numeric) -2.6788281244483803 absolute error 1.834021494392287 relative error 217.0936435797754% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.35019118544482 Order of pole 294.0825893933194 TOP MAIN SOLVE Loop x[1] 2.577999999999827 y2[1] (analytic) 0.534226657440195 y2[1] (numeric) 3.3759679084053307 absolute error 2.8417412509651356 relative error 531.9355017927496% Correct digits 0 h 0.001 y1[1] (analytic) -0.8453412792951002 y1[1] (numeric) -2.6822028780129736 absolute error 1.8368615987178734 relative error 217.29231065701256% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.36646674163462 Order of pole 294.3939161711648 TOP MAIN SOLVE Loop x[1] 2.578999999999827 y2[1] (analytic) 0.5333810491884837 y2[1] (numeric) 3.378398174191453 absolute error 2.845017125002969 relative error 533.3929897456126% Correct digits 0 h 0.001 y1[1] (analytic) -0.8458750831928981 y1[1] (numeric) -2.6855800608964078 absolute error 1.8397049777035097 relative error 217.49133107919826% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.382932632587814 Order of pole 294.70869606694635 TOP MAIN SOLVE Loop x[1] 2.579999999999827 y2[1] (analytic) 0.5325349075557677 y2[1] (numeric) 3.3808303350656748 absolute error 2.848295427509907 relative error 534.8560980881108% Correct digits 0 h 0.001 y1[1] (analytic) -0.8464080412156834 y1[1] (numeric) -2.688959674993052 absolute error 1.8425516337773689 relative error 217.69070519827991% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.399589661011337 Order of pole 295.0269439617711 TOP MAIN SOLVE Loop x[1] 2.5809999999998268 y2[1] (analytic) 0.5316882333881886 y2[1] (numeric) 3.3832643924651697 absolute error 2.851576159076981 relative error 536.324857314461% Correct digits 0 h 0.001 y1[1] (analytic) -0.846940152830498 y1[1] (numeric) -2.692341722198714 absolute error 1.845401569368216 relative error 217.8904333677925% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.416438643034418 Order of pole 295.34867498080405 TOP MAIN SOLVE Loop x[1] 2.5819999999998267 y2[1] (analytic) 0.5308410275324202 y2[1] (numeric) 3.385700347826693 absolute error 2.854859320294273 relative error 537.7992981373161% Correct digits 0 h 0.001 y1[1] (analytic) -0.8474714175052303 y1[1] (numeric) -2.6957262044106365 absolute error 1.8482547869054062 relative error 218.09051594285768% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.433480408329075 Order of pole 295.6739044954893 TOP MAIN SOLVE Loop x[1] 2.5829999999998265 y2[1] (analytic) 0.5299932908356687 y2[1] (numeric) 3.388138202586578 absolute error 2.8581449117509092 relative error 539.2794514897198% Correct digits 0 h 0.001 y1[1] (analytic) -0.8480018347086157 y1[1] (numeric) -2.6991131235275 absolute error 1.8511112888188843 relative error 218.29095328018363% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.45071580023341 Order of pole 296.00264812582157 TOP MAIN SOLVE Loop x[1] 2.5839999999998264 y2[1] (analytic) 0.5291450241456706 y2[1] (numeric) 3.3905779581807325 absolute error 2.861432934035062 relative error 540.7653485270847% Correct digits 0 h 0.001 y1[1] (analytic) -0.848531403910237 y1[1] (numeric) -2.7025024814494207 absolute error 1.8539710775391838 relative error 218.49174573806448% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.46814567587526 Order of pole 296.33492174262227 TOP MAIN SOLVE Loop x[1] 2.5849999999998263 y2[1] (analytic) 0.5282962283106922 y2[1] (numeric) 3.393019616044638 absolute error 2.864723387733946 relative error 542.2570206291906% Correct digits 0 h 0.001 y1[1] (analytic) -0.8490601245805252 y1[1] (numeric) -2.7058942800779513 absolute error 1.8568341554974261 relative error 218.69289367637984% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.48577090629941 Order of pole 296.6707414698835 TOP MAIN SOLVE Loop x[1] 2.585999999999826 y2[1] (analytic) 0.5274469041795297 y2[1] (numeric) 3.395463177613346 absolute error 2.8680162734338164 relative error 543.7544994022026% Correct digits 0 h 0.001 y1[1] (analytic) -0.8495879961907595 y1[1] (numeric) -2.7092885213160782 absolute error 1.8597005251253187 relative error 218.8943974565946% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.50359237659894 Order of pole 297.01012368718534 TOP MAIN SOLVE Loop x[1] 2.586999999999826 y2[1] (analytic) 0.5265970526015069 y2[1] (numeric) 3.397908644321475 absolute error 2.871311591719968 relative error 545.2578166807141% Correct digits 0 h 0.001 y1[1] (analytic) -0.8501150182130685 y1[1] (numeric) -2.7126852070682244 absolute error 1.8625701888551558 relative error 219.0962574417584% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.5216109860455 Order of pole 297.3530850320934 TOP MAIN SOLVE Loop x[1] 2.587999999999826 y2[1] (analytic) 0.5257466744264754 y2[1] (numeric) 3.4003560176032073 absolute error 2.874609343176732 relative error 546.76700452981% Correct digits 0 h 0.001 y1[1] (analytic) -0.85064119012043 y1[1] (numeric) -2.7160843392402456 absolute error 1.8654431491198156 relative error 219.29847399650544% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.53982764822746 Order of pole 297.69964240270315 TOP MAIN SOLVE Loop x[1] 2.588999999999826 y2[1] (analytic) 0.5248957705048133 y2[1] (numeric) 3.402805298892288 absolute error 2.877909528387475 relative error 548.2820952471525% Correct digits 0 h 0.001 y1[1] (analytic) -0.8511665113866724 y1[1] (numeric) -2.719485919739433 absolute error 1.8683194083527608 relative error 219.501047487054% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.558243291185203 Order of pole 298.0498129601265 TOP MAIN SOLVE Loop x[1] 2.5899999999998258 y2[1] (analytic) 0.5240443416874244 y2[1] (numeric) 3.405256489622021 absolute error 2.8812121479345967 relative error 549.80312136509% Correct digits 0 h 0.001 y1[1] (analytic) -0.8516909814864744 y1[1] (numeric) -2.7228899504745105 absolute error 1.8711989689880362 relative error 219.70397828120628% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.576858857552683 Order of pole 298.4036141310985 TOP MAIN SOLVE Loop x[1] 2.5909999999998257 y2[1] (analytic) 0.5231923888257375 y2[1] (numeric) 3.407709591225267 absolute error 2.88451720239953 relative error 551.3301156527893% Correct digits 0 h 0.001 y1[1] (analytic) -0.8522145998953657 y1[1] (numeric) -2.726296433355635 absolute error 1.8740818334602691 relative error 219.90726674834806% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.59567530470184 Order of pole 298.76106361063245 TOP MAIN SOLVE Loop x[1] 2.5919999999998256 y2[1] (analytic) 0.5223399127717053 y2[1] (numeric) 3.41016460513444 absolute error 2.8878246923627344 relative error 552.86311111839% Correct digits 0 h 0.001 y1[1] (analytic) -0.8527373660897283 y1[1] (numeric) -2.7297053702943965 absolute error 1.8769680042046684 relative error 220.1109132594486% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.61469360488754 Order of pole 299.122179364686 TOP MAIN SOLVE Loop x[1] 2.5929999999998254 y2[1] (analytic) 0.521486914377804 y2[1] (numeric) 3.412621532781505 absolute error 2.891134618403701 relative error 554.4021410111831% Correct digits 0 h 0.001 y1[1] (analytic) -0.8532592795467957 y1[1] (numeric) -2.7331167632038165 absolute error 1.8798574836570208 relative error 220.31491818706004% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.633914745396744 Order of pole 299.48697963290346 TOP MAIN SOLVE Loop x[1] 2.5939999999998253 y2[1] (analytic) 0.5206333944970317 y2[1] (numeric) 3.415080375597975 absolute error 2.8944469811009435 relative error 555.9472388238141% Correct digits 0 h 0.001 y1[1] (analytic) -0.8537803397446548 y1[1] (numeric) -2.736530613998349 absolute error 1.8827502742536943 relative error 220.51928190531768% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.653339728701777 Order of pole 299.85548293143427 TOP MAIN SOLVE Loop x[1] 2.5949999999998252 y2[1] (analytic) 0.5197793539829083 y2[1] (numeric) 3.41754113501491 absolute error 2.8977617810320018 relative error 557.498438294509% Correct digits 0 h 0.001 y1[1] (analytic) -0.8543005461622453 y1[1] (numeric) -2.7399469245938795 absolute error 1.8856463784316342 relative error 220.72400478993956% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.67296957261401 Order of pole 300.2277080557582 TOP MAIN SOLVE Loop x[1] 2.595999999999825 y2[1] (analytic) 0.5189247936894742 y2[1] (numeric) 3.4200038124629106 absolute error 2.9010790187734363 relative error 559.0557734093254% Correct digits 0 h 0.001 y1[1] (analytic) -0.8548198982793607 y1[1] (numeric) -2.743365696907723 absolute error 1.8885457986283622 relative error 220.92908721822633% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.692805310442914 Order of pole 300.6036740836082 TOP MAIN SOLVE Loop x[1] 2.596999999999825 y2[1] (analytic) 0.5180697144712897 y2[1] (numeric) 3.4224684093721187 absolute error 2.904398694900829 relative error 560.6192784044289% Correct digits 0 h 0.001 y1[1] (analytic) -0.8553383955766491 y1[1] (numeric) -2.7467869328586256 absolute error 1.8914485372819765 relative error 221.13452956906093% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.712847991156536 Order of pole 300.98340037792036 TOP MAIN SOLVE Loop x[1] 2.597999999999825 y2[1] (analytic) 0.5172141171834339 y2[1] (numeric) 3.4249349271722136 absolute error 2.9077208099887795 relative error 562.1889877683934% Correct digits 0 h 0.001 y1[1] (analytic) -0.8558560375356132 y1[1] (numeric) -2.750210634366764 absolute error 1.8943545968311508 relative error 221.34033222290898% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.733098679545474 Order of pole 301.36690658984594 TOP MAIN SOLVE Loop x[1] 2.598999999999825 y2[1] (analytic) 0.516358002681504 y2[1] (numeric) 3.4274033672924085 absolute error 2.9110453646109047 relative error 563.764936244529% Correct digits 0 h 0.001 y1[1] (analytic) -0.8563728236386112 y1[1] (numeric) -2.7536368033537433 absolute error 1.897263979715132 relative error 221.54649556181806% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.75355845639104 Order of pole 301.75421266184185 TOP MAIN SOLVE Loop x[1] 2.5999999999998247 y2[1] (analytic) 0.5155013718216145 y2[1] (numeric) 3.429873731161449 absolute error 2.9143723593398345 relative error 565.3471588332324% Correct digits 0 h 0.001 y1[1] (analytic) -0.8568887533688568 y1[1] (numeric) -2.7570654417425984 absolute error 1.9001766883737417 relative error 221.75301996941843% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.774228418635445 Order of pole 302.1453388307969 TOP MAIN SOLVE Loop x[1] 2.6009999999998246 y2[1] (analytic) 0.514644225460396 y2[1] (numeric) 3.4323460202076093 absolute error 2.917701794747213 relative error 566.9356907943666% Correct digits 0 h 0.001 y1[1] (analytic) -0.8574038262104205 y1[1] (numeric) -2.760496551457792 absolute error 1.9030927252473715 relative error 221.95990583092197% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.79510967955558 Order of pole 302.5403056312238 TOP MAIN SOLVE Loop x[1] 2.6019999999998245 y2[1] (analytic) 0.513786564454995 y2[1] (numeric) 3.4348202358586906 absolute error 2.9210336714036957 relative error 568.5305676496652% Correct digits 0 h 0.001 y1[1] (analytic) -0.8579180416482295 y1[1] (numeric) -2.7639301344252156 absolute error 1.9060120927769861 relative error 222.16715353312324% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.816203368939767 Order of pole 302.93913389850525 TOP MAIN SOLVE Loop x[1] 2.6029999999998243 y2[1] (analytic) 0.5129283896630724 y2[1] (numeric) 3.437296379542017 absolute error 2.9243679898789443 relative error 570.1318251851638% Correct digits 0 h 0.001 y1[1] (analytic) -0.8584313991680682 y1[1] (numeric) -2.767366192572187 absolute error 1.9089347934041188 relative error 222.37476346439857% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.837510633270217 Order of pole 303.3418447722452 TOP MAIN SOLVE Loop x[1] 2.6039999999998242 y2[1] (analytic) 0.5120697019428029 y2[1] (numeric) 3.4397744526844334 absolute error 2.9277047507416305 relative error 571.7394994536602% Correct digits 0 h 0.001 y1[1] (analytic) -0.8589438982565794 y1[1] (numeric) -2.7708047278274526 absolute error 1.9118608295708732 relative error 222.5827360147067% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.859032635903397 Order of pole 303.74845969957994 TOP MAIN SOLVE Loop x[1] 2.604999999999824 y2[1] (analytic) 0.5112105021528741 y2[1] (numeric) 3.4422544567123032 absolute error 2.931043954559429 relative error 573.3536267771979% Correct digits 0 h 0.001 y1[1] (analytic) -0.8594555384012639 y1[1] (numeric) -2.7742457421211846 absolute error 1.9147902037199207 relative error 222.79107157558866% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.880770557261364 Order of pole 304.15900043869186 TOP MAIN SOLVE Loop x[1] 2.605999999999824 y2[1] (analytic) 0.5103507911524857 y2[1] (numeric) 3.4447363930515045 absolute error 2.934385601899019 relative error 574.974243749583% Correct digits 0 h 0.001 y1[1] (analytic) -0.8599663190904815 y1[1] (numeric) -2.777689237384981 absolute error 1.9177229182944995 relative error 222.99977054016765% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.902725595020645 Order of pole 304.5734890622772 TOP MAIN SOLVE Loop x[1] 2.606999999999824 y2[1] (analytic) 0.5094905698013488 y2[1] (numeric) 3.447220263127428 absolute error 2.9377296933260792 relative error 576.6013872389248% Correct digits 0 h 0.001 y1[1] (analytic) -0.8604762398134518 y1[1] (numeric) -2.7811352155518665 absolute error 1.9206589757384147 relative error 223.2088333031493% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.924898964307623 Order of pole 304.9919479611315 TOP MAIN SOLVE Loop x[1] 2.607999999999824 y2[1] (analytic) 0.5086298389596844 y2[1] (numeric) 3.4497060683649745 absolute error 2.94107622940529 relative error 578.2350943902073% Correct digits 0 h 0.001 y1[1] (analytic) -0.860985300060254 y1[1] (numeric) -2.78458367855629 absolute error 1.923598378496036 relative error 223.41826026082182% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.947291897895678 Order of pole 305.4143998477692 TOP MAIN SOLVE Loop x[1] 2.6089999999998237 y2[1] (analytic) 0.5077685994882235 y2[1] (numeric) 3.452193810188551 absolute error 2.9444252107003277 relative error 579.8754026278888% Correct digits 0 h 0.001 y1[1] (analytic) -0.8614934993218277 y1[1] (numeric) -2.7880346283341253 absolute error 1.9265411290122976 relative error 223.62805181105614% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.969905646409533 Order of pole 305.8408677601741 TOP MAIN SOLVE Loop x[1] 2.6099999999998236 y2[1] (analytic) 0.5069068522482054 y2[1] (numeric) 3.45468349002207 absolute error 2.947776637773865 relative error 581.5223496585315% Correct digits 0 h 0.001 y1[1] (analytic) -0.8620008370899741 y1[1] (numeric) -2.7914880668226703 absolute error 1.9294872297326962 relative error 223.83820835330576% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 16.99274147852879 Order of pole 306.2713750655336 TOP MAIN SOLVE Loop x[1] 2.6109999999998235 y2[1] (analytic) 0.5060445981013774 y2[1] (numeric) 3.457175109288944 absolute error 2.9511305111875665 relative error 583.1759734734601% Correct digits 0 h 0.001 y1[1] (analytic) -0.8625073128573552 y1[1] (numeric) -2.7949439959606472 absolute error 1.9324366831032922 relative error 224.04873028860754% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.015800681199444 Order of pole 306.70594546412156 TOP MAIN SOLVE Loop x[1] 2.6119999999998234 y2[1] (analytic) 0.5051818379099934 y2[1] (numeric) 3.459668669412084 absolute error 2.954486831502091 relative error 584.8363123514512% Correct digits 0 h 0.001 y1[1] (analytic) -0.8630129261174951 y1[1] (numeric) -2.7984024176882003 absolute error 1.9353894915707053 relative error 224.2596180195812% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.039084559846273 Order of pole 307.1446029931934 TOP MAIN SOLVE Loop x[1] 2.6129999999998232 y2[1] (analytic) 0.5043185725368136 y2[1] (numeric) 3.4621641718138982 absolute error 2.9578455992770847 relative error 586.5034048614523% Correct digits 0 h 0.001 y1[1] (analytic) -0.863517676364781 y1[1] (numeric) -2.8018633339468977 absolute error 1.9383456575821167 relative error 224.47087195043008% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.062594438591645 Order of pole 307.58737203100253 TOP MAIN SOLVE Loop x[1] 2.613999999999823 y2[1] (analytic) 0.5034548028451032 y2[1] (numeric) 3.464661617916286 absolute error 2.9612068150711828 relative error 588.1772898653328% Correct digits 0 h 0.001 y1[1] (analytic) -0.8640215630944625 y1[1] (numeric) -2.8053267466797287 absolute error 1.9413051835852662 relative error 224.68249248694102% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.086331660477093 Order of pole 308.0342773008642 TOP MAIN SOLVE Loop x[1] 2.614999999999823 y2[1] (analytic) 0.5025905296986319 y2[1] (numeric) 3.4671610091406384 absolute error 2.9645704794420062 relative error 589.858006520666% Correct digits 0 h 0.001 y1[1] (analytic) -0.8645245858026529 y1[1] (numeric) -2.8087926578311047 absolute error 1.9442680720284518 relative error 224.894480036485% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.11029758768806 Order of pole 308.48534387527803 TOP MAIN SOLVE Loop x[1] 2.615999999999823 y2[1] (analytic) 0.501725753961673 y2[1] (numeric) 3.4696623469078327 absolute error 2.9679365929461596 relative error 591.545594283542% Correct digits 0 h 0.001 y1[1] (analytic) -0.8650267439863295 y1[1] (numeric) -2.812261069346858 absolute error 1.9472343253605284 relative error 225.10683500801701% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.134493601786907 Order of pole 308.94059718020355 TOP MAIN SOLVE Loop x[1] 2.616999999999823 y2[1] (analytic) 0.5008604764990018 y2[1] (numeric) 3.4721656326382315 absolute error 2.9713051561392296 relative error 593.2400929114141% Correct digits 0 h 0.001 y1[1] (analytic) -0.8655280371433343 y1[1] (numeric) -2.8157319831742416 absolute error 1.9502039460309073 relative error 225.31955781207665% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.158921103943822 Order of pole 309.40006299929337 TOP MAIN SOLVE Loop x[1] 2.6179999999998227 y2[1] (analytic) 0.49999469817589576 y2[1] (numeric) 3.4746708677516787 absolute error 2.974676169575783 relative error 594.9415424659775% Correct digits 0 h 0.001 y1[1] (analytic) -0.8660284647723739 y1[1] (numeric) -2.8192054012619288 absolute error 1.9531769364895548 relative error 225.5326488607884% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.18358151517952 Order of pole 309.86376747834595 TOP MAIN SOLVE Loop x[1] 2.6189999999998226 y2[1] (analytic) 0.49912841985813333 y2[1] (numeric) 3.4771780536674974 absolute error 2.978049633809364 relative error 596.6499833160796% Correct digits 0 h 0.001 y1[1] (analytic) -0.866528026373021 y1[1] (numeric) -2.8226813255600125 absolute error 1.9561532991869917 relative error 225.746108567862% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.208476276605484 Order of pole 310.3317371297112 TOP MAIN SOLVE Loop x[1] 2.6199999999998225 y2[1] (analytic) 0.4982616424119926 y2[1] (numeric) 3.479687191804487 absolute error 2.9814255493924944 relative error 598.3654561406662% Correct digits 0 h 0.001 y1[1] (analytic) -0.8670267214457139 y1[1] (numeric) -2.826159758020004 absolute error 1.9591330365742903 relative error 225.95993734859243% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.23360684967442 Order of pole 310.8039988368824 TOP MAIN SOLVE Loop x[1] 2.6209999999998224 y2[1] (analytic) 0.49739436670425097 y2[1] (numeric) 3.48219828358092 absolute error 2.984803916876669 relative error 600.0880019317595% Correct digits 0 h 0.001 y1[1] (analytic) -0.8675245494917577 y1[1] (numeric) -2.8296407005948345 absolute error 1.9621161511030767 relative error 226.17413561986103% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.258974716431243 Order of pole 311.28057985909936 TOP MAIN SOLVE Loop x[1] 2.6219999999998223 y2[1] (analytic) 0.4965265936021841 y2[1] (numeric) 3.484711330414539 absolute error 2.988184736812355 relative error 601.8176619974722% Correct digits 0 h 0.001 y1[1] (analytic) -0.8680215100133242 y1[1] (numeric) -2.8331241552388517 absolute error 1.9651026452255276 relative error 226.38870380013543% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.284581379771225 Order of pole 311.7615078360815 TOP MAIN SOLVE Loop x[1] 2.622999999999822 y2[1] (analytic) 0.495658323973565 y2[1] (numeric) 3.487226333722555 absolute error 2.99156800974899 relative error 603.5544779650547% Correct digits 0 h 0.001 y1[1] (analytic) -0.8685176025134531 y1[1] (numeric) -2.8366101239078216 absolute error 1.9680925213943685 relative error 226.60364230946988% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.31042836370202 Order of pole 312.24681079283164 TOP MAIN SOLVE Loop x[1] 2.623999999999822 y2[1] (analytic) 0.49478955868666324 y2[1] (numeric) 3.4897432949216434 absolute error 2.9949537362349803 relative error 605.2984917839794% Correct digits 0 h 0.001 y1[1] (analytic) -0.8690128264960518 y1[1] (numeric) -2.840098608558927 absolute error 1.9710857820628753 relative error 226.81895156950603% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.336517213610904 Order of pole 312.736517144536 TOP MAIN SOLVE Loop x[1] 2.624999999999822 y2[1] (analytic) 0.493920298610244 y2[1] (numeric) 3.492262215427941 absolute error 2.9983419168176972 relative error 607.0497457290594% Correct digits 0 h 0.001 y1[1] (analytic) -0.8695071814658965 y1[1] (numeric) -2.843589611150767 absolute error 1.9740824296848705 relative error 227.03463200347326% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.362849496537812 Order of pole 313.2306557015692 TOP MAIN SOLVE Loop x[1] 2.625999999999822 y2[1] (analytic) 0.49305054461356734 y2[1] (numeric) 3.494783096657045 absolute error 3.0017325520434777 relative error 608.8082824036046% Correct digits 0 h 0.001 y1[1] (analytic) -0.8700006669286321 y1[1] (numeric) -2.847083133643357 absolute error 1.9770824667147249 relative error 227.25068403618926% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.38942680145009 Order of pole 313.72925567453075 TOP MAIN SOLVE Loop x[1] 2.6269999999998217 y2[1] (analytic) 0.49218029756638715 y2[1] (numeric) 3.497305940024008 absolute error 3.005125642457621 relative error 610.574144742614% Correct digits 0 h 0.001 y1[1] (analytic) -0.8704932823907733 y1[1] (numeric) -2.850579177998127 absolute error 1.980085895607354 relative error 227.4671080940603% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.41625073952778 Order of pole 314.23234667947526 TOP MAIN SOLVE Loop x[1] 2.6279999999998216 y2[1] (analytic) 0.4913095583389504 y2[1] (numeric) 3.499830746943336 absolute error 3.0085211886043854 relative error 612.3473760160049% Correct digits 0 h 0.001 y1[1] (analytic) -0.8709850273597046 y1[1] (numeric) -2.8540777461779223 absolute error 1.9830927188182177 relative error 227.68390460508203% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.443322944449108 Order of pole 314.739958743144 TOP MAIN SOLVE Loop x[1] 2.6289999999998215 y2[1] (analytic) 0.49043832780199625 y2[1] (numeric) 3.502357518828986 absolute error 3.0119191910269896 relative error 614.128019831881% Correct digits 0 h 0.001 y1[1] (analytic) -0.8714759013436812 y1[1] (numeric) -2.8575788401470024 absolute error 1.9861029388033211 relative error 227.90107399884002% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.47064507268676 Order of pole 315.2521223083967 TOP MAIN SOLVE Loop x[1] 2.6299999999998214 y2[1] (analytic) 0.4895666068267552 y2[1] (numeric) 3.5048862570943626 absolute error 3.0153196502676076 relative error 615.9161201398383% Correct digits 0 h 0.001 y1[1] (analytic) -0.8719659038518291 y1[1] (numeric) -2.86108246187104 absolute error 1.989116558019211 relative error 228.11861670651012% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.498218803802345 Order of pole 315.76886823960683 TOP MAIN SOLVE Loop x[1] 2.6309999999998213 y2[1] (analytic) 0.4886943962849481 y2[1] (numeric) 3.5074169631523153 absolute error 3.018722566867367 relative error 617.7117212343088% Correct digits 0 h 0.001 y1[1] (analytic) -0.8724550343941458 y1[1] (numeric) -2.864588613317122 absolute error 1.9921335789229762 relative error 228.3365331608594% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.526045840754634 Order of pole 316.29022782831225 TOP MAIN SOLVE Loop x[1] 2.631999999999821 y2[1] (analytic) 0.4878216970487854 y2[1] (numeric) 3.509949638415136 absolute error 3.0221279413663504 relative error 619.5148677579459% Correct digits 0 h 0.001 y1[1] (analytic) -0.8729432924815008 y1[1] (numeric) -2.8680972964537466 absolute error 1.9951540039722457 relative error 228.55482379624635% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.55412791020685 Order of pole 316.8162327988452 TOP MAIN SOLVE Loop x[1] 2.632999999999821 y2[1] (analytic) 0.48694850999096634 y2[1] (numeric) 3.512484284294555 absolute error 3.025535774303589 relative error 621.3256047050472% Correct digits 0 h 0.001 y1[1] (analytic) -0.8734306776256361 y1[1] (numeric) -2.8716085132508247 absolute error 1.9981778356251887 relative error 228.77348904862188% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.58246676284494 Order of pole 317.3469153141658 TOP MAIN SOLVE Loop x[1] 2.633999999999821 y2[1] (analytic) 0.4860748359846779 y2[1] (numeric) 3.5150209022017402 absolute error 3.0289460662170624 relative error 623.1439774250197% Correct digits 0 h 0.001 y1[1] (analytic) -0.8739171893391664 y1[1] (numeric) -2.8751222656796784 absolute error 2.0012050763405123 relative error 228.99252935552988% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.61106417369778 Order of pole 317.882307981729 TOP MAIN SOLVE Loop x[1] 2.634999999999821 y2[1] (analytic) 0.48520067590359395 y2[1] (numeric) 3.5175594935472914 absolute error 3.0323588176436975 relative error 624.9700316258848% Correct digits 0 h 0.001 y1[1] (analytic) -0.8744028271355804 y1[1] (numeric) -2.878638555713041 absolute error 2.0042357285774606 relative error 229.21194515610756% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.639921942465104 Order of pole 318.4224438594937 TOP MAIN SOLVE Loop x[1] 2.6359999999998207 y2[1] (analytic) 0.4843260306218745 y2[1] (numeric) 3.5201000597412397 absolute error 3.035774029119365 relative error 626.8038133778257% Correct digits 0 h 0.001 y1[1] (analytic) -0.8748875905292399 y1[1] (numeric) -2.8821573853250557 absolute error 2.007269794795816 relative error 229.43173689108696% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.66904189385315 Order of pole 318.96735646207225 TOP MAIN SOLVE Loop x[1] 2.6369999999998206 y2[1] (analytic) 0.4834509010141648 y2[1] (numeric) 3.5226426021930437 absolute error 3.0391917011788787 relative error 628.6453691167766% Correct digits 0 h 0.001 y1[1] (analytic) -0.875371479035382 y1[1] (numeric) -2.885678756491276 absolute error 2.010307277455894 relative error 229.65190500279462% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.698425877914605 Order of pole 319.51707976696025 TOP MAIN SOLVE Loop x[1] 2.6379999999998205 y2[1] (analytic) 0.4825752879555944 y2[1] (numeric) 3.5251871223115874 absolute error 3.042611834355993 relative error 630.4947456480548% Correct digits 0 h 0.001 y1[1] (analytic) -0.8758544921701179 y1[1] (numeric) -2.889202671188664 absolute error 2.013348179018546 relative error 229.87244993515336% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.728075770394344 Order of pole 320.0716482208693 TOP MAIN SOLVE Loop x[1] 2.6389999999998204 y2[1] (analytic) 0.48169919232177627 y2[1] (numeric) 3.527733621505176 absolute error 3.0460344291834 relative error 632.3519901500357% Correct digits 0 h 0.001 y1[1] (analytic) -0.8763366294504347 y1[1] (numeric) -2.8927291313955905 absolute error 2.016392501945156 relative error 230.09337213368215% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.75799347308441 Order of pole 320.63109674623195 TOP MAIN SOLVE Loop x[1] 2.6399999999998203 y2[1] (analytic) 0.48082261498880596 y2[1] (numeric) 3.5302821011815344 absolute error 3.0494594861927284 relative error 634.2171501778723% Correct digits 0 h 0.001 y1[1] (analytic) -0.876817890394195 y1[1] (numeric) -2.896258139091835 absolute error 2.0194402486976397 relative error 230.31467204549747% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.7881809141844 Order of pole 321.19546074780334 TOP MAIN SOLVE Loop x[1] 2.64099999999982 y2[1] (analytic) 0.4799455568332607 y2[1] (numeric) 3.532832562747803 absolute error 3.0528870059145423 relative error 636.0902736672599% Correct digits 0 h 0.001 y1[1] (analytic) -0.877298274520138 y1[1] (numeric) -2.8997896962585834 absolute error 2.0224914217384455 relative error 230.53635011931397% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.81864004866775 Order of pole 321.76477611937156 TOP MAIN SOLVE Loop x[1] 2.64199999999982 y2[1] (analytic) 0.4790680187321986 y2[1] (numeric) 3.5353850076105355 absolute error 3.056316988878337 relative error 637.9714089382437% Correct digits 0 h 0.001 y1[1] (analytic) -0.8777777813478795 y1[1] (numeric) -2.903323804878429 absolute error 2.0255460235305494 relative error 230.75840680544502% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.849372858656466 Order of pole 322.33907925062215 TOP MAIN SOLVE Loop x[1] 2.64299999999982 y2[1] (analytic) 0.4781900015631577 y2[1] (numeric) 3.5379394371756967 absolute error 3.059749435612539 relative error 639.8606046990753% Correct digits 0 h 0.001 y1[1] (analytic) -0.8782564103979129 y1[1] (numeric) -2.9068604669353717 absolute error 2.028604056537459 relative error 230.98084255580397% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.880381353802683 Order of pole 322.91840703412805 TOP MAIN SOLVE Loop x[1] 2.64399999999982 y2[1] (analytic) 0.4773115062041551 y2[1] (numeric) 3.540495852848658 absolute error 3.063184346644503 relative error 641.7579100501134% Correct digits 0 h 0.001 y1[1] (analytic) -0.8787341611916091 y1[1] (numeric) -2.9103996844148163 absolute error 2.0316655232232073 relative error 231.20365782390473% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.91166757167653 Order of pole 323.5027968724535 TOP MAIN SOLVE Loop x[1] 2.6449999999998197 y2[1] (analytic) 0.47643253353368603 y2[1] (numeric) 3.5430542560341958 absolute error 3.0666217225005097 relative error 643.663374487772% Correct digits 0 h 0.001 y1[1] (analytic) -0.8792110332512173 y1[1] (numeric) -2.9139414593035733 absolute error 2.0347304260523558 relative error 231.42685306486268% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.943233578163465 Order of pole 324.09228668543363 TOP MAIN SOLVE Loop x[1] 2.6459999999998196 y2[1] (analytic) 0.4755530844307232 y2[1] (numeric) 3.545614648136488 absolute error 3.0700615637057647 relative error 645.577047908518% Correct digits 0 h 0.001 y1[1] (analytic) -0.8796870260998655 y1[1] (numeric) -2.917485793589857 absolute error 2.0377987674899916 relative error 231.6504287353958% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 17.975081467866698 Order of pole 324.6869149175435 TOP MAIN SOLVE Loop x[1] 2.6469999999998195 y2[1] (analytic) 0.4746731597747155 y2[1] (numeric) 3.548177030559111 absolute error 3.073503870784396 relative error 647.4989806129148% Correct digits 0 h 0.001 y1[1] (analytic) -0.880162139261561 y1[1] (numeric) -2.9210326892632863 absolute error 2.0408705500017255 relative error 231.87438529382513% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.007213364519217 Order of pole 325.2867205454466 TOP MAIN SOLVE Loop x[1] 2.6479999999998194 y2[1] (analytic) 0.4737927604455876 y2[1] (numeric) 3.550741404705038 absolute error 3.07694864425945 relative error 649.4292233097175% Correct digits 0 h 0.001 y1[1] (analytic) -0.8806363722611905 y1[1] (numeric) -2.924582148314883 absolute error 2.0439457760536923 relative error 232.09872320007608% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.039631421403744 Order of pole 325.89174308568533 TOP MAIN SOLVE Loop x[1] 2.6489999999998193 y2[1] (analytic) 0.47291188732373873 y2[1] (numeric) 3.5533077719766335 absolute error 3.0803958846528947 relative error 651.3678271200158% Correct digits 0 h 0.001 y1[1] (analytic) -0.8811097246245211 y1[1] (numeric) -2.9281341727370718 absolute error 2.0470244481125506 relative error 232.32344291567955% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.072337821779232 Order of pole 326.502022602493 TOP MAIN SOLVE Loop x[1] 2.649999999999819 y2[1] (analytic) 0.472030541290042 y2[1] (numeric) 3.5558761337756533 absolute error 3.0838455924856114 relative error 653.3148435814292% Correct digits 0 h 0.001 y1[1] (analytic) -0.8815821958782005 y1[1] (numeric) -2.931688764523679 absolute error 2.0501065686454782 relative error 232.5485449037722% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.10533477931728 Order of pole 327.11759971578596 TOP MAIN SOLVE Loop x[1] 2.650999999999819 y2[1] (analytic) 0.4711487232258433 y2[1] (numeric) 3.5584464915032394 absolute error 3.0872977682773963 relative error 655.2703246523523% Correct digits 0 h 0.001 y1[1] (analytic) -0.8820537855497576 y1[1] (numeric) -2.9352459256699324 absolute error 2.0531921401201747 relative error 232.77402962909818% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.13862453854683 Order of pole 327.7385156093091 TOP MAIN SOLVE Loop x[1] 2.651999999999819 y2[1] (analytic) 0.4702664340129606 y2[1] (numeric) 3.561018846559919 absolute error 3.090752412546958 relative error 657.2343227162534% Correct digits 0 h 0.001 y1[1] (analytic) -0.8825244931676026 y1[1] (numeric) -2.9388056581724613 absolute error 2.056281165004859 relative error 232.99989755800976% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.17220937530555 Order of pole 328.3648120389003 TOP MAIN SOLVE Loop x[1] 2.652999999999819 y2[1] (analytic) 0.46938367453368307 y2[1] (numeric) 3.563593200345599 absolute error 3.0942095258119156 relative error 659.2068905860241% Correct digits 0 h 0.001 y1[1] (analytic) -0.8829943182610279 y1[1] (numeric) -2.942367964029295 absolute error 2.059373645768267 relative error 233.22614915846853% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.206091597203137 Order of pole 328.99653134097684 TOP MAIN SOLVE Loop x[1] 2.6539999999998187 y2[1] (analytic) 0.46850044567077015 y2[1] (numeric) 3.5661695542595653 absolute error 3.097669108588795 relative error 661.1880815083842% Correct digits 0 h 0.001 y1[1] (analytic) -0.8834632603602086 y1[1] (numeric) -2.945932845239862 absolute error 2.0624695848796533 relative error 233.45278490004623% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.24027354409137 Order of pole 329.6337164411424 TOP MAIN SOLVE Loop x[1] 2.6549999999998186 y2[1] (analytic) 0.4676167483074506 y2[1] (numeric) 3.56874790970048 absolute error 3.1011311613930292 relative error 663.17794916834% Correct digits 0 h 0.001 y1[1] (analytic) -0.8839313189962026 y1[1] (numeric) -2.94950030380499 absolute error 2.0655689848087873 relative error 233.67980525392616% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.274757588543366 Order of pole 330.2764108629627 TOP MAIN SOLVE Loop x[1] 2.6559999999998185 y2[1] (analytic) 0.4667325833274217 y2[1] (numeric) 3.5713282680663756 absolute error 3.1045956847389538 relative error 665.1765476936976% Correct digits 0 h 0.001 y1[1] (analytic) -0.8843984937009511 y1[1] (numeric) -2.953070341726905 absolute error 2.0686718480259536 relative error 233.90721069290407% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.309546136343624 Order of pole 330.92465873694107 TOP MAIN SOLVE Loop x[1] 2.6569999999998184 y2[1] (analytic) 0.4658479516148484 y2[1] (numeric) 3.5739106307546558 absolute error 3.1080626791398074 relative error 667.1839316596323% Correct digits 0 h 0.001 y1[1] (analytic) -0.8848647840072797 y1[1] (numeric) -2.9566429610092304 absolute error 2.0717781770019505 relative error 234.13500169138905% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.344641626987592 Order of pole 331.57850480966465 TOP MAIN SOLVE Loop x[1] 2.6579999999998183 y2[1] (analytic) 0.4649628540543622 y2[1] (numeric) 3.57649499916209 absolute error 3.1115321451077276 relative error 669.2001560933157% Correct digits 0 h 0.001 y1[1] (analytic) -0.8853301894488981 y1[1] (numeric) -2.9602181636569873 absolute error 2.0748879742080892 relative error 234.3631787254052% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.380046534188786 Order of pole 332.23799445309055 TOP MAIN SOLVE Loop x[1] 2.658999999999818 y2[1] (analytic) 0.4640772915310608 y2[1] (numeric) 3.5790813746848107 absolute error 3.11500408315375 relative error 671.2252764785976% Correct digits 0 h 0.001 y1[1] (analytic) -0.8857947095604007 y1[1] (numeric) -2.963795951676593 absolute error 2.078001242116192 relative error 234.5917422725922% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.41576336639779 Order of pole 332.9031736740494 TOP MAIN SOLVE Loop x[1] 2.659999999999818 y2[1] (analytic) 0.46319126493050655 y2[1] (numeric) 3.5816697587183115 absolute error 3.118478493787805 relative error 673.2593487607492% Correct digits 0 h 0.001 y1[1] (analytic) -0.8862583438772678 y1[1] (numeric) -2.9673763270758604 absolute error 2.0811179831985926 relative error 234.82069281220708% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.45179466733317 Order of pole 333.5740891239665 TOP MAIN SOLVE Loop x[1] 2.660999999999818 y2[1] (analytic) 0.4623047751387259 y2[1] (numeric) 3.5842601526574436 absolute error 3.1219553775187174 relative error 675.3024293512647% Correct digits 0 h 0.001 y1[1] (analytic) -0.8867210919358646 y1[1] (numeric) -2.970959291863998 absolute error 2.0842381999281336 relative error 235.0500308251249% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.488143016518954 Order of pole 334.2507881087031 TOP MAIN SOLVE Loop x[1] 2.661999999999818 y2[1] (analytic) 0.4614178230422087 y2[1] (numeric) 3.5868525578964126 absolute error 3.125434734854204 relative error 677.3545751327213% Correct digits 0 h 0.001 y1[1] (analytic) -0.8871829532734434 y1[1] (numeric) -2.9745448480516083 absolute error 2.087361894778165 relative error 235.27975679384% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.524811029835245 Order of pole 334.93331859863787 TOP MAIN SOLVE Loop x[1] 2.6629999999998177 y2[1] (analytic) 0.46053040952790686 y2[1] (numeric) 3.5894469758287757 absolute error 3.1289165663008687 relative error 679.4158434637018% Correct digits 0 h 0.001 y1[1] (analytic) -0.887643927428143 y1[1] (numeric) -2.9781329976506883 absolute error 2.0904890702225454 relative error 235.50987120246768% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.56180136007931 Order of pole 335.62172923893957 TOP MAIN SOLVE Loop x[1] 2.6639999999998176 y2[1] (analytic) 0.45964253548323386 y2[1] (numeric) 3.5920434078474393 absolute error 3.1324008723642054 relative error 681.4862921837799% Correct digits 0 h 0.001 y1[1] (analytic) -0.8881040139389891 y1[1] (numeric) -2.9817237426746277 absolute error 2.0936197287356384 relative error 235.74037453674495% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.599116697539273 Order of pole 336.31606936007165 TOP MAIN SOLVE Loop x[1] 2.6649999999998175 y2[1] (analytic) 0.45875420179606374 y2[1] (numeric) 3.594641855344655 absolute error 3.135887653548591 relative error 683.5659796185648% Correct digits 0 h 0.001 y1[1] (analytic) -0.8885632123458952 y1[1] (numeric) -2.985317085138209 absolute error 2.096753872792314 relative error 235.9712672840321% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.63675977057601 Order of pole 337.0163889884458 TOP MAIN SOLVE Loop x[1] 2.6659999999998174 y2[1] (analytic) 0.45786540935473 y2[1] (numeric) 3.597242319712017 absolute error 3.139376910357287 relative error 685.6549645848138% Correct digits 0 h 0.001 y1[1] (analytic) -0.889021522189663 y1[1] (numeric) -2.988913027057607 absolute error 2.099891504867944 relative error 236.20254993331366% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.674733346219746 Order of pole 337.7227388573435 TOP MAIN SOLVE Loop x[1] 2.6669999999998173 y2[1] (analytic) 0.4569761590480251 y2[1] (numeric) 3.5998448023404594 absolute error 3.1428686432924344 relative error 687.7533063956057% Correct digits 0 h 0.001 y1[1] (analytic) -0.8894789430119827 y1[1] (numeric) -2.992511570450387 absolute error 2.103032627438404 relative error 236.43422297520007% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.71304023077737 Order of pole 338.43517041803653 TOP MAIN SOLVE Loop x[1] 2.667999999999817 y2[1] (analytic) 0.4560864517651992 y2[1] (numeric) 3.6024493046202535 absolute error 3.1463628528550545 relative error 689.8610648655825% Correct digits 0 h 0.001 y1[1] (analytic) -0.8899354743554336 y1[1] (numeric) -2.996112717335505 absolute error 2.1061772429800714 relative error 236.6662869019288% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.751683270451956 Order of pole 339.15373585112746 TOP MAIN SOLVE Loop x[1] 2.668999999999817 y2[1] (analytic) 0.45519628839595955 y2[1] (numeric) 3.6050558279410034 absolute error 3.149859539545044 relative error 691.9783003162561% Correct digits 0 h 0.001 y1[1] (analytic) -0.8903911157634843 y1[1] (numeric) -2.9997164697333076 absolute error 2.1093253539698233 relative error 236.89874220736564% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.790665351975598 Order of pole 339.8784880781366 TOP MAIN SOLVE Loop x[1] 2.669999999999817 y2[1] (analytic) 0.45430566983046944 y2[1] (numeric) 3.607664373691645 absolute error 3.1533587038611754 relative error 694.1050735813832% Correct digits 0 h 0.001 y1[1] (analytic) -0.8908458667804934 y1[1] (numeric) -3.0033228296655303 absolute error 2.112476962885037 relative error 237.13158938700633% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.829989403253435 Order of pole 340.6094807732911 TOP MAIN SOLVE Loop x[1] 2.670999999999817 y2[1] (analytic) 0.4534145969593474 y2[1] (numeric) 3.6102749432604413 absolute error 3.156860346301094 relative error 696.2414460124085% Correct digits 0 h 0.001 y1[1] (analytic) -0.8912997269517099 y1[1] (numeric) -3.006931799155297 absolute error 2.115632072203587 relative error 237.36482893797753% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.869658394022885 Order of pole 341.346768375594 TOP MAIN SOLVE Loop x[1] 2.6719999999998167 y2[1] (analytic) 0.45252307067366615 y2[1] (numeric) 3.6128875380349803 absolute error 3.160364467361314 relative error 698.3874794839772% Correct digits 0 h 0.001 y1[1] (analytic) -0.8917526958232738 y1[1] (numeric) -3.0105433802271198 absolute error 2.118790684403846 relative error 237.59846135903862% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.909675336524135 Order of pole 342.09040610109884 TOP MAIN SOLVE Loop x[1] 2.6729999999998166 y2[1] (analytic) 0.45163109186495193 y2[1] (numeric) 3.615502159402172 absolute error 3.16387106753722 relative error 700.5432363995193% Correct digits 0 h 0.001 y1[1] (analytic) -0.8922047729422161 y1[1] (numeric) -3.014157574906898 absolute error 2.121952801964682 relative error 237.83248715058275% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.950043286188006 Order of pole 342.8404499555019 TOP MAIN SOLVE Loop x[1] 2.6739999999998165 y2[1] (analytic) 0.4507386614251835 y2[1] (numeric) 3.6181188087482448 absolute error 3.1673801473230614 relative error 702.7087796969028% Correct digits 0 h 0.001 y1[1] (analytic) -0.8926559578564599 y1[1] (numeric) -3.017774385221917 absolute error 2.1251184273654573 relative error 238.06690681463851% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18.990765342330832 Order of pole 343.5969567468625 TOP MAIN SOLVE Loop x[1] 2.6749999999998164 y2[1] (analytic) 0.44984578024679117 y2[1] (numeric) 3.6207374874587424 absolute error 3.1708917072119513 relative error 704.8841728541635% Correct digits 0 h 0.001 y1[1] (analytic) -0.8931062501148201 y1[1] (numeric) -3.021393813200849 absolute error 2.1282875630860287 relative error 238.30172085487143% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.031844648872685 Order of pole 344.35998409875117 TOP MAIN SOLVE Loop x[1] 2.6759999999998163 y2[1] (analytic) 0.4489524492226561 y2[1] (numeric) 3.623358196918522 absolute error 3.174405747695866 relative error 707.0694798953047% Correct digits 0 h 0.001 y1[1] (analytic) -0.8935556492670047 y1[1] (numeric) -3.0250158608737507 absolute error 2.131460211606746 relative error 238.5369297765853% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.073284395063162 Order of pole 345.1295904635356 TOP MAIN SOLVE Loop x[1] 2.676999999999816 y2[1] (analytic) 0.4480586692461092 y2[1] (numeric) 3.6259809385117507 absolute error 3.1779222692656415 relative error 709.2647653961752% Correct digits 0 h 0.001 y1[1] (analytic) -0.8940041548636145 y1[1] (numeric) -3.028640530272064 absolute error 2.134636375408449 relative error 238.77253408672362% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.115087816225284 Order of pole 345.9058351359972 TOP MAIN SOLVE Loop x[1] 2.677999999999816 y2[1] (analytic) 0.4471644412109304 y2[1] (numeric) 3.6286057136219014 absolute error 3.181441272410971 relative error 711.4700944904214% Correct digits 0 h 0.001 y1[1] (analytic) -0.894451766456144 y1[1] (numeric) -3.0322678234286133 absolute error 2.1378160569724693 relative error 239.00853429387115% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.15725819451581 Order of pole 346.68877826725054 TOP MAIN SOLVE Loop x[1] 2.678999999999816 y2[1] (analytic) 0.4462697660113477 y2[1] (numeric) 3.631232523631751 absolute error 3.1849627576204034 relative error 713.6855328755156% Correct digits 0 h 0.001 y1[1] (analytic) -0.8948984835969815 y1[1] (numeric) -3.0358977423776077 absolute error 2.140999258780626 relative error 239.24493090825567% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.19979885969757 Order of pole 347.47848087887974 TOP MAIN SOLVE Loop x[1] 2.679999999999816 y2[1] (analytic) 0.4453746445420361 y2[1] (numeric) 3.6338613699233773 absolute error 3.188486725381341 relative error 715.9111468188665% Correct digits 0 h 0.001 y1[1] (analytic) -0.89534430583941 y1[1] (numeric) -3.0395302891546376 absolute error 2.1441859833152277 relative error 239.48172444174912% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.242713189931816 Order of pole 348.27500487744214 TOP MAIN SOLVE Loop x[1] 2.6809999999998158 y2[1] (analytic) 0.4444790776981172 y2[1] (numeric) 3.6364922538781554 absolute error 3.1920131761800383 relative error 718.1470031640051% Correct digits 0 h 0.001 y1[1] (analytic) -0.8957892327376072 y1[1] (numeric) -3.0431654657966756 absolute error 2.1473762330590684 relative error 239.71891540786956% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.286004612585675 Order of pole 349.07841306924956 TOP MAIN SOLVE Loop x[1] 2.6819999999998156 y2[1] (analytic) 0.44358306637515754 y2[1] (numeric) 3.639125176876755 absolute error 3.1955421105015973 relative error 720.3931693368538% Correct digits 0 h 0.001 y1[1] (analytic) -0.8962332638466465 y1[1] (numeric) -3.046803274342075 absolute error 2.1505700104954286 relative error 239.9565043217823% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.329676605055287 Order of pole 349.88876917543445 TOP MAIN SOLVE Loop x[1] 2.6829999999998155 y2[1] (analytic) 0.4426866114691685 y2[1] (numeric) 3.6417601402991373 absolute error 3.199073528829969 relative error 722.649713352077% Correct digits 0 h 0.001 y1[1] (analytic) -0.8966763987224965 y1[1] (numeric) -3.05044371683057 absolute error 2.1537673181080734 relative error 240.19449170030197% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.373732695608155 Order of pole 350.7061378473682 TOP MAIN SOLVE Loop x[1] 2.6839999999998154 y2[1] (analytic) 0.4417897138766048 y2[1] (numeric) 3.644397145524552 absolute error 3.202607431647947 relative error 724.9167038195143% Correct digits 0 h 0.001 y1[1] (analytic) -0.8971186369220225 y1[1] (numeric) -3.054086795303274 absolute error 2.1569681583812517 relative error 240.43287806189394% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.418176464242634 Order of pole 351.530584682395 TOP MAIN SOLVE Loop x[1] 2.6849999999998153 y2[1] (analytic) 0.44089237449436414 y2[1] (numeric) 3.6470361939315343 absolute error 3.20614381943717 relative error 727.1942099506995% Correct digits 0 h 0.001 y1[1] (analytic) -0.8975599780029864 y1[1] (numeric) -3.05773251180268 absolute error 2.1601725337996935 relative error 240.6716639266759% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.463011543565106 Order of pole 352.3621762398853 TOP MAIN SOLVE Loop x[1] 2.685999999999815 y2[1] (analytic) 0.4399945942197857 y2[1] (numeric) 3.6496772868979015 absolute error 3.2096826926781157 relative error 729.4823015654638% Correct digits 0 h 0.001 y1[1] (analytic) -0.898000421524047 y1[1] (numeric) -3.061380868372657 absolute error 2.16338044684861 relative error 240.91084981641941% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.508241619685236 Order of pole 353.2009800576238 TOP MAIN SOLVE Loop x[1] 2.686999999999815 y2[1] (analytic) 0.4390963739506497 y2[1] (numeric) 3.6523204258007507 absolute error 3.213224051850101 relative error 731.7810490986284% Correct digits 0 h 0.001 y1[1] (analytic) -0.8984399670447609 y1[1] (numeric) -3.065031867058454 absolute error 2.1665919000136933 relative error 241.1504362545519% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.553870433133923 Order of pole 354.04706466861154 TOP MAIN SOLVE Loop x[1] 2.687999999999815 y2[1] (analytic) 0.43819771458517637 y2[1] (numeric) 3.6549656120164546 absolute error 3.216767897431278 relative error 734.0905236067831% Correct digits 0 h 0.001 y1[1] (analytic) -0.8988786141255828 y1[1] (numeric) -3.068685509906696 absolute error 2.169806895781113 relative error 241.39042376615808% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.599901779794763 Order of pole 354.90049961811303 TOP MAIN SOLVE Loop x[1] 2.688999999999815 y2[1] (analytic) 0.43729861702202494 y2[1] (numeric) 3.6576128469206597 absolute error 3.220314229898635 relative error 736.4107967751567% Correct digits 0 h 0.001 y1[1] (analytic) -0.8993163623278654 y1[1] (numeric) -3.072341798965383 absolute error 2.1730254366375177 relative error 241.63081287798187% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.646339511860173 Order of pole 355.7613554811582 TOP MAIN SOLVE Loop x[1] 2.6899999999998148 y2[1] (analytic) 0.43639908216029294 y2[1] (numeric) 3.6602621318882824 absolute error 3.2238630497279894 relative error 738.7419409245774% Correct digits 0 h 0.001 y1[1] (analytic) -0.8997532112138605 y1[1] (numeric) -3.0760007362838917 absolute error 2.176247525070031 relative error 241.87160411842788% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.693187538808772 Order of pole 356.6297038804311 TOP MAIN SOLVE Loop x[1] 2.6909999999998147 y2[1] (analytic) 0.43549911089951515 y2[1] (numeric) 3.662913468293506 absolute error 3.227414357393991 relative error 741.0840290185272% Correct digits 0 h 0.001 y1[1] (analytic) -0.9001891603467195 y1[1] (numeric) -3.0796623239129723 absolute error 2.1794731635662528 relative error 242.1127980175634% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.740449828397367 Order of pole 357.5056175044249 TOP MAIN SOLVE Loop x[1] 2.6919999999998145 y2[1] (analytic) 0.43459870413966273 y2[1] (numeric) 3.6655668575097775 absolute error 3.2309681533701147 relative error 743.437134670289% Correct digits 0 h 0.001 y1[1] (analytic) -0.9006242092904931 y1[1] (numeric) -3.083326563904749 absolute error 2.182702354614256 relative error 242.3543951071199% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.78813040768311 Order of pole 358.38917012615246 TOP MAIN SOLVE Loop x[1] 2.6929999999998144 y2[1] (analytic) 0.4336978627811424 y2[1] (numeric) 3.6682223009098056 absolute error 3.234524438128663 relative error 745.80133215019% Correct digits 0 h 0.001 y1[1] (analytic) -0.9010583576101324 y1[1] (numeric) -3.08699345831272 absolute error 2.1859351007025873 relative error 242.5963959204951% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.836233364060888 Order of pole 359.28043662213116 TOP MAIN SOLVE Loop x[1] 2.6939999999998143 y2[1] (analytic) 0.43279658772479546 y2[1] (numeric) 3.6708797998655562 absolute error 3.2380832121407606 relative error 748.1766963929431% Correct digits 0 h 0.001 y1[1] (analytic) -0.9014916048714894 y1[1] (numeric) -3.090663009191754 absolute error 2.189171404320265 relative error 242.8388009927545% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.884762846326872 Order of pole 360.17949299184977 TOP MAIN SOLVE Loop x[1] 2.694999999999814 y2[1] (analytic) 0.4318948798718968 y2[1] (numeric) 3.6735393557482503 absolute error 3.2416444758763534 relative error 750.5633030050851% Correct digits 0 h 0.001 y1[1] (analytic) -0.9019239506413165 y1[1] (numeric) -3.0943352185980935 absolute error 2.192411267956777 relative error 243.0816108606335% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.933723065763736 Order of pole 361.0864163776303 TOP MAIN SOLVE Loop x[1] 2.695999999999814 y2[1] (analytic) 0.4309927401241543 y2[1] (numeric) 3.67620096992836 absolute error 3.2452082298042058 relative error 752.9612282725162% Correct digits 0 h 0.001 y1[1] (analytic) -0.9023553944872681 y1[1] (numeric) -3.09801008858935 absolute error 2.195654694102082 relative error 243.3248260625389% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 19.983118297251302 Order of pole 362.0012850849551 TOP MAIN SOLVE Loop x[1] 2.696999999999814 y2[1] (analytic) 0.4300901693837076 y2[1] (numeric) 3.6788646437756065 absolute error 3.248774474391899 relative error 755.3705491681408% Correct digits 0 h 0.001 y1[1] (analytic) -0.9027859359779005 y1[1] (numeric) -3.101687621224506 absolute error 2.1989016852466055 relative error 243.568447138551% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.032952880399538 Order of pole 362.9241786032034 TOP MAIN SOLVE Loop x[1] 2.697999999999814 y2[1] (analytic) 0.42918716855312733 y2[1] (numeric) 3.681530378658956 absolute error 3.252343210105829 relative error 757.7913433596127% Correct digits 0 h 0.001 y1[1] (analytic) -0.903215574682672 y1[1] (numeric) -3.1053678185639133 absolute error 2.2021522438812413 relative error 243.8124746304255% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.083231220708292 Order of pole 363.8551776268764 TOP MAIN SOLVE Loop x[1] 2.6989999999998138 y2[1] (analytic) 0.4282837385354143 y2[1] (numeric) 3.684198175946618 absolute error 3.255914437411204 relative error 760.2236892171837% Correct digits 0 h 0.001 y1[1] (analytic) -0.9036443101719442 y1[1] (numeric) -3.109050682669292 absolute error 2.2054063724973476 relative error 244.05690908159494% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.133957790752213 Order of pole 364.79436407728423 TOP MAIN SOLVE Loop x[1] 2.6999999999998137 y2[1] (analytic) 0.4273798802339984 y2[1] (numeric) 3.6868680370060396 absolute error 3.2594881567720413 relative error 762.66766582166% Correct digits 0 h 0.001 y1[1] (analytic) -0.9040721420169815 y1[1] (numeric) -3.1127362156037304 absolute error 2.208664073586749 relative error 244.30175103717139% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.185137131389965 Order of pole 365.741821124676 TOP MAIN SOLVE Loop x[1] 2.7009999999998136 y2[1] (analytic) 0.42647559455273787 y2[1] (numeric) 3.6895399632039054 absolute error 3.2630643686511673 relative error 765.1233529724659% Correct digits 0 h 0.001 y1[1] (analytic) -0.9044990697899521 y1[1] (numeric) -3.1164244194316835 absolute error 2.2119253496417315 relative error 244.54700104394772% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.236773853004408 Order of pole 366.6976332109376 TOP MAIN SOLVE Loop x[1] 2.7019999999998134 y2[1] (analytic) 0.4255708823959184 y2[1] (numeric) 3.6922139559061327 absolute error 3.266643073510214 relative error 767.5908311958196% Correct digits 0 h 0.001 y1[1] (analytic) -0.9049250930639283 y1[1] (numeric) -3.120115296218973 absolute error 2.2151902031550446 relative error 244.79265965039968% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.288872636767774 Order of pole 367.6618860727464 TOP MAIN SOLVE Loop x[1] 2.7029999999998133 y2[1] (analytic) 0.4246657446682519 y2[1] (numeric) 3.6948900164778684 absolute error 3.2702242718096164 relative error 770.0701817530183% Correct digits 0 h 0.001 y1[1] (analytic) -0.905350211412887 y1[1] (numeric) -3.1238088480327857 absolute error 2.2184586366198986 relative error 245.0387274066881% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.341438235934564 Order of pole 368.63466676523296 TOP MAIN SOLVE Loop x[1] 2.703999999999813 y2[1] (analytic) 0.42376018227487616 y2[1] (numeric) 3.6975681462834866 absolute error 3.2738079640086104 relative error 772.5614866488382% Correct digits 0 h 0.001 y1[1] (analytic) -0.9057744244117095 y1[1] (numeric) -3.1275050769416732 absolute error 2.221730652529964 relative error 245.2852048646608% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.394475477166186 Order of pole 369.61606368622375 TOP MAIN SOLVE Loop x[1] 2.704999999999813 y2[1] (analytic) 0.4228541961213535 y2[1] (numeric) 3.700248346686585 absolute error 3.2773941505652315 relative error 775.0648286400506% Correct digits 0 h 0.001 y1[1] (analytic) -0.9061977316361832 y1[1] (numeric) -3.1312039850155515 absolute error 2.225006253379368 relative error 245.5320925778542% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.447989261884036 Order of pole 370.6061666010047 TOP MAIN SOLVE Loop x[1] 2.705999999999813 y2[1] (analytic) 0.4219477871136699 y2[1] (numeric) 3.7029306190499813 absolute error 3.2809828319363112 relative error 777.580291244053% Correct digits 0 h 0.001 y1[1] (analytic) -0.9066201326630008 y1[1] (numeric) -3.1349055743256997 absolute error 2.228285441662699 relative error 245.77939110149603% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.5019845676514 Order of pole 371.6050666676105 TOP MAIN SOLVE Loop x[1] 2.706999999999813 y2[1] (analytic) 0.4210409561582344 y2[1] (numeric) 3.7056149647357115 absolute error 3.284574008577477 relative error 780.1079587476231% Correct digits 0 h 0.001 y1[1] (analytic) -0.9070416270697612 y1[1] (numeric) -3.138609846944759 absolute error 2.2315682198749975 relative error 246.02710099250672% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.556466449592158 Order of pole 372.61285646278986 TOP MAIN SOLVE Loop x[1] 2.707999999999813 y2[1] (analytic) 0.4201337041618778 y2[1] (numeric) 3.7083013851050253 absolute error 3.2881676809431477 relative error 782.6479162157899% Correct digits 0 h 0.001 y1[1] (analytic) -0.9074622144349701 y1[1] (numeric) -3.1423168049467325 absolute error 2.2348545905117625 relative error 246.27522280950188% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.611440041835092 Order of pole 373.6296300084365 TOP MAIN SOLVE Loop x[1] 2.7089999999998127 y2[1] (analytic) 0.41922603203185205 y2[1] (numeric) 3.7109898815183837 absolute error 3.291763849486532 relative error 785.20024950083% Correct digits 0 h 0.001 y1[1] (analytic) -0.9078818943380403 y1[1] (numeric) -3.1460264504069837 absolute error 2.2381445560689435 relative error 246.523757112794% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.666910558997117 Order of pole 374.65548279873457 TOP MAIN SOLVE Loop x[1] 2.7099999999998126 y2[1] (analytic) 0.41831794067582917 y2[1] (numeric) 3.7136804553354557 absolute error 3.2953625146596264 relative error 787.7650452513896% Correct digits 0 h 0.001 y1[1] (analytic) -0.9083006663592917 y1[1] (numeric) -3.149738785402237 absolute error 2.2414381190429453 relative error 246.77270446439496% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.722883297697965 Order of pole 375.69051182787814 TOP MAIN SOLVE Loop x[1] 2.7109999999998124 y2[1] (analytic) 0.41740943100190053 y2[1] (numeric) 3.716373107915115 absolute error 3.2989636769132145 relative error 790.3423909217312% Correct digits 0 h 0.001 y1[1] (analytic) -0.9087185300799525 y1[1] (numeric) -3.1534538120105755 absolute error 2.244735281930623 relative error 247.02206542801795% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.77936363810771 Order of pole 376.7348156183919 TOP MAIN SOLVE Loop x[1] 2.7119999999998123 y2[1] (analytic) 0.4165005039185756 y2[1] (numeric) 3.719067840615437 absolute error 3.3025673366968613 relative error 792.9323747811122% Correct digits 0 h 0.001 y1[1] (analytic) -0.909135485082159 y1[1] (numeric) -3.1571715323114407 absolute error 2.2480360472292817 relative error 247.27184056907927% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.836357045535447 Order of pole 377.7884942502049 TOP MAIN SOLVE Loop x[1] 2.7129999999998122 y2[1] (analytic) 0.41559116033478155 y2[1] (numeric) 3.721764654793697 absolute error 3.3061734944589154 relative error 795.5350859232931% Correct digits 0 h 0.001 y1[1] (analytic) -0.9095515309489561 y1[1] (numeric) -3.160891948385632 absolute error 2.2513404174366762 relative error 247.52203045470122% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.89386907205201 Order of pole 378.85164939034865 TOP MAIN SOLVE Loop x[1] 2.713999999999812 y2[1] (analytic) 0.41468140115986174 y2[1] (numeric) 3.7244635518063633 absolute error 3.3097821506465017 relative error 798.1506142761788% Correct digits 0 h 0.001 y1[1] (analytic) -0.9099666672642981 y1[1] (numeric) -3.164615062315306 absolute error 2.2546483950510083 relative error 247.77263565371345% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 20.951905358147926 Order of pole 379.9243843232962 TOP MAIN SOLVE Loop x[1] 2.714999999999812 y2[1] (analytic) 0.41377122730357535 y2[1] (numeric) 3.7271645330090983 absolute error 3.313393305705523 relative error 800.7790506115969% Correct digits 0 h 0.001 y1[1] (analytic) -0.9103808936130486 y1[1] (numeric) -3.168340876183975 absolute error 2.2579599825709264 relative error 248.02365673665568% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.01047163443511 Order of pole 381.00680398210574 TOP MAIN SOLVE Loop x[1] 2.715999999999812 y2[1] (analytic) 0.41286063967609615 y2[1] (numeric) 3.7298675997567527 absolute error 3.3170069600806564 relative error 803.420486555213% Correct digits 0 h 0.001 y1[1] (analytic) -0.9107942095809815 y1[1] (numeric) -3.172069392076506 absolute error 2.2612751824955244 relative error 248.27509427577974% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.069573723387172 Order of pole 382.0990149802683 TOP MAIN SOLVE Loop x[1] 2.716999999999812 y2[1] (analytic) 0.41194963918801164 y2[1] (numeric) 3.7325727534033635 absolute error 3.3206231142153517 relative error 806.0750145965869% Correct digits 0 h 0.001 y1[1] (analytic) -0.9112066147547805 y1[1] (numeric) -3.1758006120791213 absolute error 2.264593997324341 relative error 248.52694884505175% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.12921754111699 Order of pole 383.2011256442372 TOP MAIN SOLVE Loop x[1] 2.7179999999998117 y2[1] (analytic) 0.4110382267503223 y2[1] (numeric) 3.7352799953021503 absolute error 3.324241768551828 relative error 808.7427280993693% Correct digits 0 h 0.001 y1[1] (analytic) -0.9116181087220409 y1[1] (numeric) -3.179534538279397 absolute error 2.267916429557356 relative error 248.77922102015424% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.189409099201896 Order of pole 384.3132460468303 TOP MAIN SOLVE Loop x[1] 2.7189999999998116 y2[1] (analytic) 0.41012640327444044 y2[1] (numeric) 3.7379893268055118 absolute error 3.3278629235310713 relative error 811.4237213116455% Correct digits 0 h 0.001 y1[1] (analytic) -0.9120286910712684 y1[1] (numeric) -3.183271172766261 absolute error 2.2712424816949923 relative error 249.0319113784888% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.250154506550082 Order of pole 385.43548804138544 TOP MAIN SOLVE Loop x[1] 2.7199999999998115 y2[1] (analytic) 0.40921416967218954 y2[1] (numeric) 3.740700749265024 absolute error 3.3314865795928346 relative error 814.1180893764258% Correct digits 0 h 0.001 y1[1] (analytic) -0.9124383613918808 y1[1] (numeric) -3.1870105176299934 absolute error 2.2745721562381127 relative error 249.28502049917785% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.311459971309716 Order of pole 386.56796529669685 TOP MAIN SOLVE Loop x[1] 2.7209999999998113 y2[1] (analytic) 0.408301526855803 y2[1] (numeric) 3.743414264031436 absolute error 3.335112737175633 relative error 816.825928342284% Correct digits 0 h 0.001 y1[1] (analytic) -0.9128471192742079 y1[1] (numeric) -3.1907525749622265 absolute error 2.2779054556880185 relative error 249.53854896306729% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.373331802826073 Order of pole 387.71079333283063 TOP MAIN SOLVE Loop x[1] 2.7219999999998112 y2[1] (analytic) 0.40738847573792364 y2[1] (numeric) 3.7461298724546657 absolute error 3.338741396716742 relative error 819.54733517415% Correct digits 0 h 0.001 y1[1] (analytic) -0.9132549643094918 y1[1] (numeric) -3.194497346855942 absolute error 2.2812423825464503 relative error 249.79249735272865% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.435776413645883 Order of pole 388.86408955780587 TOP MAIN SOLVE Loop x[1] 2.722999999999811 y2[1] (analytic) 0.4064750172316025 y2[1] (numeric) 3.7488475758837994 absolute error 3.3423725586521966 relative error 822.2824077642563% Correct digits 0 h 0.001 y1[1] (analytic) -0.9136618960898876 y1[1] (numeric) -3.198244835405471 absolute error 2.2845829393155834 relative error 250.0468662524613% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.49880032156831 Order of pole 390.02797330512476 TOP MAIN SOLVE Loop x[1] 2.723999999999811 y2[1] (analytic) 0.40556115225029804 y2[1] (numeric) 3.7515673756670864 absolute error 3.346006223416788 relative error 825.0312449432414% Correct digits 0 h 0.001 y1[1] (analytic) -0.9140679142084632 y1[1] (numeric) -3.201995042706494 absolute error 2.2879271284980307 relative error 250.30165624829533% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.56241015174836 Order of pole 391.2025658722678 TOP MAIN SOLVE Loop x[1] 2.724999999999811 y2[1] (analytic) 0.4046468817078751 y2[1] (numeric) 3.754289273151936 absolute error 3.349642391444061 relative error 827.7939464914135% Correct digits 0 h 0.001 y1[1] (analytic) -0.914473018259201 y1[1] (numeric) -3.205747970856039 absolute error 2.291274952596838 relative error 250.55686792799304% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.626612638847742 Order of pole 392.3879905600513 TOP MAIN SOLVE Loop x[1] 2.725999999999811 y2[1] (analytic) 0.40373220651860414 y2[1] (numeric) 3.757013269684916 absolute error 3.3532810631663117 relative error 830.5706131501777% Correct digits 0 h 0.001 y1[1] (analytic) -0.9148772078369967 y1[1] (numeric) -3.2095036219524804 absolute error 2.2946264141154837 relative error 250.81250188105204% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.691414629240995 Order of pole 393.5843727130003 TOP MAIN SOLVE Loop x[1] 2.7269999999998107 y2[1] (analytic) 0.4028171275971604 y2[1] (numeric) 3.759739366611747 absolute error 3.3569222390145868 relative error 833.3613466336258% Correct digits 0 h 0.001 y1[1] (analytic) -0.9152804825376607 y1[1] (numeric) -3.2132619980955397 absolute error 2.297981515557879 relative error 251.06855869870742% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.756823083278324 Order of pole 394.7918397607587 TOP MAIN SOLVE Loop x[1] 2.7279999999998106 y2[1] (analytic) 0.40190164585862254 y2[1] (numeric) 3.762467565277301 absolute error 3.3605659194186783 relative error 836.1662496402986% Correct digits 0 h 0.001 y1[1] (analytic) -0.9156828419579185 y1[1] (numeric) -3.217023101386283 absolute error 2.3013402594283647 relative error 251.32503897393397% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.822845077595893 Order of pole 396.0105212603652 TOP MAIN SOLVE Loop x[1] 2.7289999999998105 y2[1] (analytic) 0.4009857622184723 y2[1] (numeric) 3.7651978670255977 absolute error 3.3642121048071254 relative error 838.9854258651145% Correct digits 0 h 0.001 y1[1] (analytic) -0.9160842856954107 y1[1] (numeric) -3.220786933927122 absolute error 2.3047026482317112 relative error 251.58194330144892% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.889487807492856 Order of pole 397.24054893975295 TOP MAIN SOLVE Loop x[1] 2.7299999999998104 y2[1] (analytic) 0.4000694775925933 y2[1] (numeric) 3.767930273199801 absolute error 3.3678607956072075 relative error 841.8189800114754% Correct digits 0 h 0.001 y1[1] (analytic) -0.9164848133486935 y1[1] (numeric) -3.2245534978218098 absolute error 2.3080686844731164 relative error 251.83927227771414% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 21.95675858936055 Order of pole 398.4820567422021 TOP MAIN SOLVE Loop x[1] 2.7309999999998102 y2[1] (analytic) 0.39915279289727007 y2[1] (numeric) 3.7706647851422153 absolute error 3.3715119922449452 relative error 844.6670178035484% Correct digits 0 h 0.001 y1[1] (analytic) -0.9168844245172393 y1[1] (numeric) -3.228322795175444 absolute error 2.311438370658205 relative error 252.0970265009388% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.024664863175996 Order of pole 399.7351808719712 TOP MAIN SOLVE Loop x[1] 2.73199999999981 y2[1] (analytic) 0.39823570904918715 y2[1] (numeric) 3.7734014041942845 absolute error 3.3751656951450975 relative error 847.5296459987272% Correct digits 0 h 0.001 y1[1] (analytic) -0.917283118801437 y1[1] (numeric) -3.232094828094464 absolute error 2.314811709293027 relative error 252.3552065710817% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.093214195056234 Order of pole 401.0000598410384 TOP MAIN SOLVE Loop x[1] 2.73299999999981 y2[1] (analytic) 0.3973182269654284 y2[1] (numeric) 3.776140131696587 absolute error 3.3788219047311583 relative error 850.4069724002765% Correct digits 0 h 0.001 y1[1] (analytic) -0.9176808958025924 y1[1] (numeric) -3.2358695986866497 absolute error 2.3181887028840573 relative error 252.61381308985386% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.16241427987655 Order of pole 402.2768345170145 TOP MAIN SOLVE Loop x[1] 2.73399999999981 y2[1] (analytic) 0.3964003475634758 y2[1] (numeric) 3.778880968988831 absolute error 3.3824806214253553 relative error 853.2991058701625% Correct digits 0 h 0.001 y1[1] (analytic) -0.9180777551229283 y1[1] (numeric) -3.2396471090611207 absolute error 2.3215693539381923 relative error 252.872846660721% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.232272943957355 Order of pole 403.5656481723111 TOP MAIN SOLVE Loop x[1] 2.73499999999981 y2[1] (analytic) 0.39548207176120864 y2[1] (numeric) 3.781623917409855 absolute error 3.3861418456486465 relative error 856.2061563420739% Correct digits 0 h 0.001 y1[1] (analytic) -0.9184736963655857 y1[1] (numeric) -3.243427361328337 absolute error 2.3249536649627514 relative error 253.13230788890613% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.30279814781673 Order of pole 404.86664653451135 TOP MAIN SOLVE Loop x[1] 2.7359999999998097 y2[1] (analytic) 0.3945634004769027 y2[1] (numeric) 3.7843689782976218 absolute error 3.3898055778207192 relative error 859.1282348346333% Correct digits 0 h 0.001 y1[1] (analytic) -0.9188687191346233 y1[1] (numeric) -3.247210357600096 absolute error 2.328341638465473 relative error 253.39219738139195% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.373997988990492 Order of pole 406.1799778379727 TOP MAIN SOLVE Loop x[1] 2.7369999999998096 y2[1] (analytic) 0.39364433462922915 y2[1] (numeric) 3.7871161529892157 absolute error 3.3934718183599863 relative error 862.065453464807% Correct digits 0 h 0.001 y1[1] (analytic) -0.9192628230350184 y1[1] (numeric) -3.2509960999895338 absolute error 2.331733276954515 relative error 253.65251574692368% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.445880704933103 Order of pole 407.5057928769142 TOP MAIN SOLVE Loop x[1] 2.7379999999998095 y2[1] (analytic) 0.3927248751372538 y2[1] (numeric) 3.78986544282084 absolute error 3.397140567683586 relative error 865.0179254615119% Correct digits 0 h 0.001 y1[1] (analytic) -0.919656007672667 y1[1] (numeric) -3.2547845906111217 absolute error 2.335128582938455 relative error 253.91326359601152% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.5184546759829 Order of pole 408.8442450596768 TOP MAIN SOLVE Loop x[1] 2.7389999999998094 y2[1] (analytic) 0.391805022920436 y2[1] (numeric) 3.7926168491278127 absolute error 3.4008118262073768 relative error 867.9857651794272% Correct digits 0 h 0.001 y1[1] (analytic) -0.9200482726543845 y1[1] (numeric) -3.2585758315806674 absolute error 2.338527558926283 relative error 254.17444154093306% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.591728428411226 Order of pole 410.19549046452033 TOP MAIN SOLVE Loop x[1] 2.7399999999998093 y2[1] (analytic) 0.390884778898628 y2[1] (numeric) 3.7953703732445647 absolute error 3.4044855943459367 relative error 870.9690881130103% Correct digits 0 h 0.001 y1[1] (analytic) -0.920439617587906 y1[1] (numeric) -3.262369825015314 absolute error 2.3419302074274078 relative error 254.43605019573627% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.66571063754565 Order of pole 411.55968789677587 TOP MAIN SOLVE Loop x[1] 2.740999999999809 y2[1] (analytic) 0.38996414399207363 y2[1] (numeric) 3.798126016504635 absolute error 3.408161872512561 relative error 873.968010910725% Correct digits 0 h 0.001 y1[1] (analytic) -0.9208300420818867 y1[1] (numeric) -3.2661665730335376 absolute error 2.345336530951651 relative error 254.69809017624203% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.740410130977057 Order of pole 412.93699894753206 TOP MAIN SOLVE Loop x[1] 2.741999999999809 y2[1] (analytic) 0.38904311912140777 y2[1] (numeric) 3.8008837802406683 absolute error 3.4118406611192604 relative error 876.9826513894814% Correct digits 0 h 0.001 y1[1] (analytic) -0.921219545745902 y1[1] (numeric) -3.2699660777551482 absolute error 2.348746532009246 relative error 254.96056210004645% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.815835891850345 Order of pole 414.32758805385384 TOP MAIN SOLVE Loop x[1] 2.742999999999809 y2[1] (analytic) 0.38812170520765515 y2[1] (numeric) 3.803643665784412 absolute error 3.415521960576757 relative error 880.0131285492947% Correct digits 0 h 0.001 y1[1] (analytic) -0.9216081281904485 y1[1] (numeric) -3.273768341301288 absolute error 2.3521602131108397 relative error 255.22346658652413% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.891997062238932 Order of pole 415.7316225605306 TOP MAIN SOLVE Loop x[1] 2.743999999999809 y2[1] (analytic) 0.38719990317222974 y2[1] (numeric) 3.8064056744667125 absolute error 3.4192057712944828 relative error 883.0595625881631% Correct digits 0 h 0.001 y1[1] (analytic) -0.9219957890269433 y1[1] (numeric) -3.27757336579443 absolute error 2.355577576767487 relative error 255.4868042568305% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 22.968902946612662 Order of pole 417.1492727835374 TOP MAIN SOLVE Loop x[1] 2.7449999999998087 y2[1] (analytic) 0.3862777139369334 y2[1] (numeric) 3.8091698076175113 absolute error 3.422892093680578 relative error 886.1220749171736% Correct digits 0 h 0.001 y1[1] (analytic) -0.9223825278677261 y1[1] (numeric) -3.2813811533583777 absolute error 2.3589986254906514 relative error 255.75057573390447% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.046563015393154 Order of pole 418.5807120750938 TOP MAIN SOLVE Loop x[1] 2.7459999999998086 y2[1] (analytic) 0.3853551384239553 y2[1] (numeric) 3.811936066565843 absolute error 3.4265809281418873 relative error 889.2007881758341% Correct digits 0 h 0.001 y1[1] (analytic) -0.9227683443260579 y1[1] (numeric) -3.285191706118264 absolute error 2.362423361792206 relative error 256.01478164247146% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.12498690860512 Order of pole 420.026116890479 TOP MAIN SOLVE Loop x[1] 2.7469999999998085 y2[1] (analytic) 0.38443217755587095 y2[1] (numeric) 3.8147044526398304 absolute error 3.4302722750839596 relative error 892.2958262476417% Correct digits 0 h 0.001 y1[1] (analytic) -0.9231532380161223 y1[1] (numeric) -3.289005026200551 absolute error 2.365851788184429 relative error 256.27942260904587% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.204184439625905 Order of pole 421.4856668566456 TOP MAIN SOLVE Loop x[1] 2.7479999999998084 y2[1] (analytic) 0.38350883225564103 y2[1] (numeric) 3.8174749671666834 absolute error 3.433966134911042 relative error 895.4073142758845% Correct digits 0 h 0.001 y1[1] (analytic) -0.9235372085530256 y1[1] (numeric) -3.292821115733028 absolute error 2.3692839071800025 relative error 256.544499261934% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.284165599033077 Order of pole 422.95954484262535 TOP MAIN SOLVE Loop x[1] 2.7489999999998083 y2[1] (analytic) 0.3825851034466108 y2[1] (numeric) 3.8202476114726944 absolute error 3.437662508026084 relative error 898.535378679689% Correct digits 0 h 0.001 y1[1] (analytic) -0.9239202555527972 y1[1] (numeric) -3.2966399768448107 absolute error 2.3727197212920137 relative error 256.8100122312369% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.364940558560267 Order of pole 424.4479370319173 TOP MAIN SOLVE Loop x[1] 2.749999999999808 y2[1] (analytic) 0.38166099205250903 y2[1] (numeric) 3.8230223868832343 absolute error 3.441361394830725 relative error 901.680147170309% Correct digits 0 h 0.001 y1[1] (analytic) -0.9243023786323903 y1[1] (numeric) -3.3004616116663414 absolute error 2.376159233033951 relative error 257.07596214885297% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.446519675154825 Order of pole 425.9510329967393 TOP MAIN SOLVE Loop x[1] 2.750999999999808 y2[1] (analytic) 0.380736498997447 y2[1] (numeric) 3.82579929472275 absolute error 3.445062795725303 relative error 904.8417487676704% Correct digits 0 h 0.001 y1[1] (analytic) -0.9246835774096819 y1[1] (numeric) -3.304286022329387 absolute error 2.3796024449197053 relative error 257.34234964848093% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.528913495148004 Order of pole 427.46902577433633 TOP MAIN SOLVE Loop x[1] 2.751999999999808 y2[1] (analytic) 0.3798116252059177 y2[1] (numeric) 3.8285783363147625 absolute error 3.4487667111088447 relative error 908.0203138171639% Correct digits 0 h 0.001 y1[1] (analytic) -0.9250638515034729 y1[1] (numeric) -3.308113210967038 absolute error 2.3830493594635653 relative error 257.6091753656227% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.612132758539023 Order of pole 429.00211194537485 TOP MAIN SOLVE Loop x[1] 2.752999999999808 y2[1] (analytic) 0.37888637160279487 y2[1] (numeric) 3.831359512981861 absolute error 3.452473141379066 relative error 911.2159740067037% Correct digits 0 h 0.001 y1[1] (analytic) -0.9254432005334897 y1[1] (numeric) -3.3119431797137087 absolute error 2.386499979180219 relative error 257.87643993758604% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.696188403396143 Order of pole 430.5504917144774 TOP MAIN SOLVE Loop x[1] 2.7539999999998077 y2[1] (analytic) 0.377960739113332 y2[1] (numeric) 3.8341428260457007 absolute error 3.4561820869323685 relative error 914.4288623840446% Correct digits 0 h 0.001 y1[1] (analytic) -0.925821624120383 y1[1] (numeric) -3.315775930705134 absolute error 2.3899543065847513 relative error 258.14414400348784% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.781091570380514 Order of pole 432.1143689930037 TOP MAIN SOLVE Loop x[1] 2.7549999999998076 y2[1] (analytic) 0.3770347286631615 y2[1] (numeric) 3.8369282768270003 absolute error 3.459893548163839 relative error 917.6591133743724% Correct digits 0 h 0.001 y1[1] (analytic) -0.9261991218857294 y1[1] (numeric) -3.3196114660783724 absolute error 2.393412344192643 relative error 258.41228820425636% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.86685360738915 Order of pole 433.6939514840107 TOP MAIN SOLVE Loop x[1] 2.7559999999998075 y2[1] (analytic) 0.3761083411782937 y2[1] (numeric) 3.839715866645538 absolute error 3.4636075254672445 relative error 920.9068627981651% Correct digits 0 h 0.001 y1[1] (analytic) -0.9265756934520311 y1[1] (numeric) -3.323449787971801 absolute error 2.3968740945197697 relative error 258.680873182635% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 23.95348607433725 Order of pole 435.28945076976447 TOP MAIN SOLVE Loop x[1] 2.7569999999998074 y2[1] (analytic) 0.37518157758511617 y2[1] (numeric) 3.8425055968201476 absolute error 3.4673240192350314 relative error 924.1722478893333% Correct digits 0 h 0.001 y1[1] (analytic) -0.9269513384427165 y1[1] (numeric) -3.3272908985251157 absolute error 2.4003395600823993 relative error 258.9498995831845% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.041000748063436 Order of pole 436.9010824014994 TOP MAIN SOLVE Loop x[1] 2.7579999999998073 y2[1] (analytic) 0.3742544388103923 y2[1] (numeric) 3.8452974686687162 absolute error 3.471043029858324 relative error 927.4554073136461% Correct digits 0 h 0.001 y1[1] (analytic) -0.9273260564821406 y1[1] (numeric) -3.3311347998793326 absolute error 2.403808743397192 relative error 259.21936805228626% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.12940962737863 Order of pole 438.529065991806 TOP MAIN SOLVE Loop x[1] 2.758999999999807 y2[1] (analytic) 0.37332692578126075 y2[1] (numeric) 3.8480914835081808 absolute error 3.47476455772692 relative error 930.7564811874432% Correct digits 0 h 0.001 y1[1] (analytic) -0.9276998471955856 y1[1] (numeric) -3.3349814941767835 absolute error 2.4072816469811977 relative error 259.489279238145% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.218724938255903 Order of pole 440.17362530959934 TOP MAIN SOLVE Loop x[1] 2.759999999999807 y2[1] (analytic) 0.3723990394252346 y2[1] (numeric) 3.850887642654523 absolute error 3.4784886032292883 relative error 934.0756110966429% Correct digits 0 h 0.001 y1[1] (analytic) -0.9280727102092609 y1[1] (numeric) -3.3388309835611176 absolute error 2.4107582733518567 relative error 259.75963379079224% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.30895913916749 Order of pole 441.83498837777904 TOP MAIN SOLVE Loop x[1] 2.760999999999807 y2[1] (analytic) 0.3714707806702 y2[1] (numeric) 3.8536859474227696 absolute error 3.4822151667525696 relative error 937.4129401160511% Correct digits 0 h 0.001 y1[1] (analytic) -0.928444645150303 y1[1] (numeric) -3.3426832701772997 absolute error 2.4142386250269965 relative error 260.0304323620891% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.400124926569912 Order of pole 443.5133875735995 TOP MAIN SOLVE Loop x[1] 2.761999999999807 y2[1] (analytic) 0.37054215044441574 y2[1] (numeric) 3.8564863991269847 absolute error 3.4859442486825687 relative error 940.768612828971% Correct digits 0 h 0.001 y1[1] (analytic) -0.9288156516467775 y1[1] (numeric) -3.3465383561716084 absolute error 2.417722704524831 relative error 260.3016756057288% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.49223524055369 Order of pole 445.20905973205356 TOP MAIN SOLVE Loop x[1] 2.7629999999998067 y2[1] (analytic) 0.3696131496765119 y2[1] (numeric) 3.85928899908027 absolute error 3.489675849403758 relative error 944.1427753471291% Correct digits 0 h 0.001 y1[1] (analytic) -0.9291857293276777 y1[1] (numeric) -3.3503962436916366 absolute error 2.421210514363959 relative error 260.5733641772406% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.585303270644943 Order of pole 446.9222462520318 TOP MAIN SOLVE Loop x[1] 2.7639999999998066 y2[1] (analytic) 0.3686837792954891 y2[1] (numeric) 3.8620937485947597 absolute error 3.493409969299271 relative error 947.5355753309142% Correct digits 0 h 0.001 y1[1] (analytic) -0.9295548778229261 y1[1] (numeric) -3.354256934886289 absolute error 2.424702057063363 relative error 260.84549873399214% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.679342461783836 Order of pole 448.6531932057224 TOP MAIN SOLVE Loop x[1] 2.7649999999998065 y2[1] (analytic) 0.36775404023071784 y2[1] (numeric) 3.8649006489816173 absolute error 3.4971466087508993 relative error 950.9471620099387% Correct digits 0 h 0.001 y1[1] (analytic) -0.929923096763374 y1[1] (numeric) -3.3581204319057836 absolute error 2.4281973351424098 relative error 261.11807993519307% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.774366520470604 Order of pole 450.40215145107385 TOP MAIN SOLVE Loop x[1] 2.7659999999998064 y2[1] (analytic) 0.3668239334119369 y2[1] (numeric) 3.867709701551033 absolute error 3.500885768139096 relative error 954.3776862039322% Correct digits 0 h 0.001 y1[1] (analytic) -0.9302903857808028 y1[1] (numeric) -3.3619867369016467 absolute error 2.431696351120844 relative error 261.3911084418974% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.870389421090593 Order of pole 452.1693767475336 TOP MAIN SOLVE Loop x[1] 2.7669999999998063 y2[1] (analytic) 0.3658934597692532 y2[1] (numeric) 3.8705209076122187 absolute error 3.5046274478429655 relative error 957.8273003439639% Correct digits 0 h 0.001 y1[1] (analytic) -0.9306567445079232 y1[1] (numeric) -3.365855852026716 absolute error 2.435199107518793 relative error 261.6645849170076% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 24.96742541242856 Order of pole 453.95512987525285 TOP MAIN SOLVE Loop x[1] 2.767999999999806 y2[1] (analytic) 0.3649626202331402 y2[1] (numeric) 3.873334268473407 absolute error 3.5083716482402667 relative error 961.296158494012% Correct digits 0 h 0.001 y1[1] (analytic) -0.9310221725783767 y1[1] (numeric) -3.369727779435138 absolute error 2.438705606856761 relative error 261.93851002527674% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.06548902436865 Order of pole 455.75967675768425 TOP MAIN SOLVE Loop x[1] 2.768999999999806 y2[1] (analytic) 0.36403141573443737 y2[1] (numeric) 3.8761497854418456 absolute error 3.5121183697074083 relative error 964.7844163728756% Correct digits 0 h 0.001 y1[1] (analytic) -0.9313866696267352 y1[1] (numeric) -3.3736025212823653 absolute error 2.44221585165563 relative error 262.2128844333126% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.164595074799262 Order of pole 457.58328858793385 TOP MAIN SOLVE Loop x[1] 2.769999999999806 y2[1] (analytic) 0.3630998472043491 y2[1] (numeric) 3.8789674598237953 absolute error 3.5158676126194464 relative error 968.2922313764427% Correct digits 0 h 0.001 y1[1] (analytic) -0.9317502352885018 y1[1] (numeric) -3.377480079725159 absolute error 2.4457298444366575 relative error 262.48770880957983% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.264758676714447 Order of pole 459.426241958704 TOP MAIN SOLVE Loop x[1] 2.770999999999806 y2[1] (analytic) 0.36216791557444394 y2[1] (numeric) 3.8817872929245265 absolute error 3.5196193773500823 relative error 971.8197626003183% Correct digits 0 h 0.001 y1[1] (analytic) -0.9321128692001106 y1[1] (numeric) -3.381360456921586 absolute error 2.449247587721475 relative error 262.76298382440405% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.365995245533743 Order of pole 461.28881899623667 TOP MAIN SOLVE Loop x[1] 2.7719999999998057 y2[1] (analytic) 0.3612356217766534 y2[1] (numeric) 3.884609286048315 absolute error 3.5233736642716615 relative error 975.3671708628201% Correct digits 0 h 0.001 y1[1] (analytic) -0.9324745709989279 y1[1] (numeric) -3.385243655031016 absolute error 2.452769084032088 relative error 263.03871014997446% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.468320506642463 Order of pole 463.17130749829096 TOP MAIN SOLVE Loop x[1] 2.7729999999998056 y2[1] (analytic) 0.36030296674327117 y2[1] (numeric) 3.887433440498439 absolute error 3.527130473755168 relative error 978.9346187283479% Correct digits 0 h 0.001 y1[1] (analytic) -0.9328353403232519 y1[1] (numeric) -3.3891296762141248 absolute error 2.456294335890873 relative error 263.31488846034745% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.57175050314862 Order of pole 465.07400107608134 TOP MAIN SOLVE Loop x[1] 2.7739999999998055 y2[1] (analytic) 0.3593699514069522 y2[1] (numeric) 3.8902597575771773 absolute error 3.530889806170225 relative error 982.5222705311355% Correct digits 0 h 0.001 y1[1] (analytic) -0.9331951768123133 y1[1] (numeric) -3.393018522632889 absolute error 2.459823345820576 relative error 263.5915194314492% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.676301603891574 Order of pole 466.9971993008259 TOP MAIN SOLVE Loop x[1] 2.7749999999998054 y2[1] (analytic) 0.3584365767007118 y2[1] (numeric) 3.8930882385858028 absolute error 3.534651661885091 relative error 986.1302923993895% Correct digits 0 h 0.001 y1[1] (analytic) -0.9335540801062757 y1[1] (numeric) -3.396910196450589 absolute error 2.463356116344313 relative error 263.86860374108% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.78199051167796 Order of pole 468.94120785445045 TOP MAIN SOLVE Loop x[1] 2.7759999999998053 y2[1] (analytic) 0.3575028435579245 y2[1] (numeric) 3.8959188848245816 absolute error 3.538416041266657 relative error 989.7588522798264% Correct digits 0 h 0.001 y1[1] (analytic) -0.9339120498462359 y1[1] (numeric) -3.400804699831804 absolute error 2.466892649985568 relative error 264.14614206891645% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.888834271779633 Order of pole 470.9063386850886 TOP MAIN SOLVE Loop x[1] 2.776999999999805 y2[1] (analytic) 0.3565687529123235 y2[1] (numeric) 3.8987516975927687 absolute error 3.5421829446804454 relative error 993.4081199626123% Correct digits 0 h 0.001 y1[1] (analytic) -0.934269085674224 y1[1] (numeric) -3.4047020349424146 absolute error 2.470432949268191 relative error 264.4241350965156% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 25.996850280691007 Order of pole 472.89291016732795 TOP MAIN SOLVE Loop x[1] 2.777999999999805 y2[1] (analytic) 0.3556343056979993 y2[1] (numeric) 3.901586678188605 absolute error 3.5459523724906057 relative error 997.0782671067141% Correct digits 0 h 0.001 y1[1] (analytic) -0.9346251872332042 y1[1] (numeric) -3.408602203949599 absolute error 2.473977016716395 relative error 264.7025835073175% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.10605629515413 Order of pole 474.90124726735564 TOP MAIN SOLVE Loop x[1] 2.778999999999805 y2[1] (analytic) 0.354699502849399 y2[1] (numeric) 3.904423827909313 absolute error 3.549724325059914 relative error 1000.769467265671% Correct digits -1 h 0.001 y1[1] (analytic) -0.9349803541670751 y1[1] (numeric) -3.4125052090218335 absolute error 2.4775248548547584 relative error 264.9814879866492% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.216470441466594 Order of pole 476.93168171327744 TOP MAIN SOLVE Loop x[1] 2.779999999999805 y2[1] (analytic) 0.35376434530132544 y2[1] (numeric) 3.907263148051095 absolute error 3.5534988027497696 relative error 1004.4818959137925% Correct digits -1 h 0.001 y1[1] (analytic) -0.9353345861206698 y1[1] (numeric) -3.4164110523288915 absolute error 2.4810764662082216 relative error 265.26084922172777% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.328111225080573 Order of pole 478.9845521707676 TOP MAIN SOLVE Loop x[1] 2.7809999999998047 y2[1] (analytic) 0.35282883398893605 y2[1] (numeric) 3.910104639909127 absolute error 3.5572758059201908 relative error 1008.2157304727933% Correct digits -1 h 0.001 y1[1] (analytic) -0.9356878827397562 y1[1] (numeric) -3.4203197360418414 absolute error 2.4846318533020852 relative error 265.54066790166377% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.44099754050213 Order of pole 481.0602044242098 TOP MAIN SOLVE Loop x[1] 2.7819999999998046 y2[1] (analytic) 0.3518929698477421 y2[1] (numeric) 3.912948304777559 absolute error 3.561055334929817 relative error 1011.9711503388723% Correct digits -1 h 0.001 y1[1] (analytic) -0.9360402436710379 y1[1] (numeric) -3.4242312623330466 absolute error 2.488191018662009 relative error 265.82094471746444% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.555148681500658 Order of pole 483.1589915635129 TOP MAIN SOLVE Loop x[1] 2.7829999999998045 y2[1] (analytic) 0.3509567538136076 y2[1] (numeric) 3.915794143949508 absolute error 3.5648373901359003 relative error 1015.7483369102446% Correct digits -1 h 0.001 y1[1] (analytic) -0.936391668562154 y1[1] (numeric) -3.428145633376164 absolute error 2.49175396481401 relative error 266.10168036203726% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.67058435164699 Order of pole 485.28127417694424 TOP MAIN SOLVE Loop x[1] 2.7839999999998044 y2[1] (analytic) 0.35002018682274855 y2[1] (numeric) 3.918642158717057 absolute error 3.5686219718943084 relative error 1019.547473615135% Correct digits -1 h 0.001 y1[1] (analytic) -0.9367421570616795 y1[1] (numeric) -3.432062851346144 absolute error 2.4953206942844646 relative error 266.3828755301936% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.787324675185015 Order of pole 487.42742055006204 TOP MAIN SOLVE Loop x[1] 2.7849999999998043 y2[1] (analytic) 0.3490832698117318 y2[1] (numeric) 3.921492350371251 absolute error 3.572409080559519 relative error 1023.3687459402441% Correct digits -1 h 0.001 y1[1] (analytic) -0.937091708819126 y1[1] (numeric) -3.435982918419227 absolute error 2.4988912096001012 relative error 266.66453091865185% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 26.905390208247987 Order of pole 489.59780687095594 TOP MAIN SOLVE Loop x[1] 2.785999999999804 y2[1] (analytic) 0.3481460037174744 y2[1] (numeric) 3.924344720202092 absolute error 3.576198716484617 relative error 1027.2123414596927% Correct digits -1 h 0.001 y1[1] (analytic) -0.9374403234849418 y1[1] (numeric) -3.439905836772945 absolute error 2.502465513288003 relative error 266.9466472260408% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.024801950445898 Order of pole 491.7928174422783 TOP MAIN SOLVE Loop x[1] 2.786999999999804 y2[1] (analytic) 0.34720838947724225 y2[1] (numeric) 3.9271992694985376 absolute error 3.5799908800212954 relative error 1031.0784498644568% Correct digits -1 h 0.001 y1[1] (analytic) -0.9377880007105123 y1[1] (numeric) -3.4438316085861196 absolute error 2.506043607875607 relative error 267.2292251529035% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.14558135681879 Order of pole 494.0128448999708 TOP MAIN SOLVE Loop x[1] 2.787999999999804 y2[1] (analytic) 0.34627042802864955 y2[1] (numeric) 3.930055999548497 absolute error 3.5837855715198477 relative error 1034.9672629923032% Correct digits -1 h 0.001 y1[1] (analytic) -0.9381347401481601 y1[1] (numeric) -3.44776023603886 absolute error 2.5096254958907 relative error 267.5122654017006% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.26775035018406 Order of pole 496.25829043920015 TOP MAIN SOLVE Loop x[1] 2.788999999999804 y2[1] (analytic) 0.3453321203096577 y2[1] (numeric) 3.9329149116388273 absolute error 3.5875827913291696 relative error 1038.8789748582324% Correct digits -1 h 0.001 y1[1] (analytic) -0.938480541451146 y1[1] (numeric) -3.4516917213125637 absolute error 2.513211179861418 relative error 267.7957686768135% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.39133133388582 Order of pole 498.52956404765087 TOP MAIN SOLVE Loop x[1] 2.7899999999998037 y2[1] (analytic) 0.3443934672585743 y2[1] (numeric) 3.93577600705533 absolute error 3.5913825397967556 relative error 1042.8137816854428% Correct digits -1 h 0.001 y1[1] (analytic) -0.9388254042736687 y1[1] (numeric) -3.4556260665899132 absolute error 2.5168006623162444 relative error 268.07973568454844% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.516347204968344 Order of pole 500.82708474657886 TOP MAIN SOLVE Loop x[1] 2.7909999999998036 y2[1] (analytic) 0.3434544698140523 y2[1] (numeric) 3.938639287082747 absolute error 3.5951848172686947 relative error 1046.7718819368235% Correct digits -1 h 0.001 y1[1] (analytic) -0.9391693282708652 y1[1] (numeric) -3.459563274054878 absolute error 2.5203939457840128 relative error 268.36416713314% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.642821367782446 Order of pole 503.1512808397855 TOP MAIN SOLVE Loop x[1] 2.7919999999998035 y2[1] (analytic) 0.3425151289150892 y2[1] (numeric) 3.9415047530047596 absolute error 3.59898962408967 relative error 1050.753476346989% Correct digits -1 h 0.001 y1[1] (analytic) -0.9395123130988118 y1[1] (numeric) -3.4635033458927107 absolute error 2.523991032793899 relative error 268.6490637327541% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.770777748044296 Order of pole 505.5025901708729 TOP MAIN SOLVE Loop x[1] 2.7929999999998034 y2[1] (analytic) 0.3415754455010257 y2[1] (numeric) 3.9443724061039815 absolute error 3.602796960602956 relative error 1054.7587679548637% Correct digits -1 h 0.001 y1[1] (analytic) -0.9398543584145236 y1[1] (numeric) -3.467446284289947 absolute error 2.5275919258754236 relative error 268.9344261954922% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 27.90024080736766 Order of pole 507.8814603891576 TOP MAIN SOLVE Loop x[1] 2.7939999999998033 y2[1] (analytic) 0.3406354205115451 y2[1] (numeric) 3.9472422476619577 absolute error 3.606606827150413 relative error 1058.7879621368309% Correct digits -1 h 0.001 y1[1] (analytic) -0.9401954638759553 y1[1] (numeric) -3.471392091434405 absolute error 2.53119662755845 relative error 269.2202552353947% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.031235558281438 Order of pole 510.28834922446913 TOP MAIN SOLVE Loop x[1] 2.794999999999803 y2[1] (analytic) 0.33969505488667245 y2[1] (numeric) 3.950114278959161 absolute error 3.6104192240724884 relative error 1062.841266640452% Correct digits -1 h 0.001 y1[1] (analytic) -0.9405356291420015 y1[1] (numeric) -3.475340769515184 absolute error 2.534805140373183 relative error 269.50655156844454% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.1637875797645 Order of pole 512.7237247714123 TOP MAIN SOLVE Loop x[1] 2.795999999999803 y2[1] (analytic) 0.3387543495667732 y2[1] (numeric) 3.952988501274987 absolute error 3.6142341517082137 relative error 1066.918891618777% Correct digits -1 h 0.001 y1[1] (analytic) -0.9408748538724969 y1[1] (numeric) -3.479292320722663 absolute error 2.5384174668501664 relative error 269.793315912571% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.297923033295152 Order of pole 515.1880657830452 TOP MAIN SOLVE Loop x[1] 2.796999999999803 y2[1] (analytic) 0.3378133054925526 y2[1] (numeric) 3.955864915887752 absolute error 3.618051610395199 relative error 1071.0210496652455% Correct digits -1 h 0.001 y1[1] (analytic) -0.9412131377282169 y1[1] (numeric) -3.4832467472485 absolute error 2.542033609520283 relative error 270.080548987653% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.433668679466134 Order of pole 517.6818619749066 TOP MAIN SOLVE Loop x[1] 2.797999999999803 y2[1] (analytic) 0.33687192360505464 y2[1] (numeric) 3.9587435240746895 absolute error 3.621871600469635 relative error 1075.1479558492033% Correct digits -1 h 0.001 y1[1] (analytic) -0.9415504803708775 y1[1] (numeric) -3.48720405128563 absolute error 2.5456535709147525 relative error 270.36825151552335% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.571051895158554 Order of pole 520.205614339271 TOP MAIN SOLVE Loop x[1] 2.7989999999998028 y2[1] (analytic) 0.33593020484566116 y2[1] (numeric) 3.961624327111946 absolute error 3.625694122266285 relative error 1079.2998277520367% Correct digits -1 h 0.001 y1[1] (analytic) -0.9418868814631363 y1[1] (numeric) -3.491164235028266 absolute error 2.54927735356513 relative error 270.65642421997194% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.710100691320015 Order of pole 522.7598354704594 TOP MAIN SOLVE Loop x[1] 2.7999999999998026 y2[1] (analytic) 0.33498815015609085 y2[1] (numeric) 3.964507326274578 absolute error 3.629519176118487 relative error 1083.4768855039435% Correct digits -1 h 0.001 y1[1] (analytic) -0.942222340668592 y1[1] (numeric) -3.495127300671896 absolute error 2.552904960003304 relative error 270.94506782674955% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.85084373135976 Order of pole 525.3450499014397 TOP MAIN SOLVE Loop x[1] 2.8009999999998025 y2[1] (analytic) 0.3340457604783983 y2[1] (numeric) 3.9673925228365476 absolute error 3.6333467623581495 relative error 1087.6793518213522% Correct digits -1 h 0.001 y1[1] (analytic) -0.9425568576517857 y1[1] (numeric) -3.499093250413282 absolute error 2.556536392761496 relative error 271.234183063572% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 28.993310350182348 Order of pole 527.9617944521106 TOP MAIN SOLVE Loop x[1] 2.8019999999998024 y2[1] (analytic) 0.3331030367549731 y2[1] (numeric) 3.970279918070721 absolute error 3.6371768813157477 relative error 1091.9074520450004% Correct digits -1 h 0.001 y1[1] (analytic) -0.9428904320782002 y1[1] (numeric) -3.50306208645046 absolute error 2.56017165437226 relative error 271.5237706601235% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.13753057390048 Order of pole 530.6106185900151 TOP MAIN SOLVE Loop x[1] 2.8029999999998023 y2[1] (analytic) 0.3321599799285389 y2[1] (numeric) 3.9731695132488625 absolute error 3.6410095333203234 relative error 1096.1614141786897% Correct digits -1 h 0.001 y1[1] (analytic) -0.9432230636142612 y1[1] (numeric) -3.507033810982738 absolute error 2.563810747368477 relative error 271.8138313480605% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.283535140247192 Order of pole 533.2920848038489 TOP MAIN SOLVE Loop x[1] 2.803999999999802 y2[1] (analytic) 0.33121659094215244 y2[1] (numeric) 3.9760613096416337 absolute error 3.6448447186994812 relative error 1100.441468928729% Correct digits -1 h 0.001 y1[1] (analytic) -0.9435547519273372 y1[1] (numeric) -3.511008426210696 absolute error 2.567453674283359 relative error 272.10436586101554% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.431355519705292 Order of pole 536.0067689900934 TOP MAIN SOLVE Loop x[1] 2.804999999999802 y2[1] (analytic) 0.3302728707392027 y2[1] (numeric) 3.9789553085185876 absolute error 3.6486824377793847 relative error 1104.7478497440793% Correct digits -1 h 0.001 y1[1] (analytic) -0.94388549668574 y1[1] (numeric) -3.514985934336183 absolute error 2.571100437650443 relative error 272.3953749346011% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.581023937409515 Order of pole 538.7552608537899 TOP MAIN SOLVE Loop x[1] 2.805999999999802 y2[1] (analytic) 0.3293288202634097 y2[1] (numeric) 3.981851511148166 absolute error 3.652522690884756 relative error 1109.0807928572208% Correct digits -1 h 0.001 y1[1] (analytic) -0.9442152975587246 y1[1] (numeric) -3.5189663375623175 absolute error 2.574751040003593 relative error 272.6868593064135% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.73257339582834 Order of pole 541.5381643235777 TOP MAIN SOLVE Loop x[1] 2.806999999999802 y2[1] (analytic) 0.32838444045882387 y2[1] (numeric) 3.984749918797696 absolute error 3.656365478338872 relative error 1113.4405373257457% Correct digits -1 h 0.001 y1[1] (analytic) -0.9445441542164904 y1[1] (numeric) -3.522949638093486 absolute error 2.578405483876996 relative error 272.9788197160366% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 29.886037698275516 Order of pole 544.3560979819164 TOP MAIN SOLVE Loop x[1] 2.8079999999998018 y2[1] (analytic) 0.3274397322698249 y2[1] (numeric) 3.9876505327333875 absolute error 3.6602108004635627 relative error 1117.8273250747059% Correct digits -1 h 0.001 y1[1] (analytic) -0.9448720663301807 y1[1] (numeric) -3.526935838135342 absolute error 2.5820637718051613 relative error 273.2712569050456% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.041451473274716 Order of pole 547.2096955109163 TOP MAIN SOLVE Loop x[1] 2.8089999999998017 y2[1] (analytic) 0.326494696641121 y2[1] (numeric) 3.990553354220328 absolute error 3.664058657579207 relative error 1122.2414009397205% Correct digits -1 h 0.001 y1[1] (analytic) -0.9451990335718834 y1[1] (numeric) -3.5309249398948035 absolute error 2.58572590632292 relative error 273.5641716170113% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.198850199831327 Order of pole 550.0996061547729 TOP MAIN SOLVE Loop x[1] 2.8099999999998015 y2[1] (analytic) 0.3255493345177477 y2[1] (numeric) 3.993458384522479 absolute error 3.6679090500047313 relative error 1126.683012710865% Correct digits -1 h 0.001 y1[1] (analytic) -0.9455250556146313 y1[1] (numeric) -3.534916945580054 absolute error 2.589391889965423 relative error 273.8575645975039% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.35827023362366 Order of pole 553.0264951990189 TOP MAIN SOLVE Loop x[1] 2.8109999999998014 y2[1] (analytic) 0.324603646845067 y2[1] (numeric) 3.996365624902675 absolute error 3.671761978057608 relative error 1131.152411177357% Correct digits -1 h 0.001 y1[1] (analytic) -0.9458501321324023 y1[1] (numeric) -3.538911857400541 absolute error 2.5930617252681385 relative error 274.15143659409625% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.519748834181353 Order of pole 555.9910444678444 TOP MAIN SOLVE Loop x[1] 2.8119999999998013 y2[1] (analytic) 0.32365763456876645 y2[1] (numeric) 3.9992750766226166 absolute error 3.6756174420538503 relative error 1135.649850173055% Correct digits -1 h 0.001 y1[1] (analytic) -0.9461742628001202 y1[1] (numeric) -3.5429096775669726 absolute error 2.5967354147668527 relative error 274.445788356369% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.683324193076835 Order of pole 558.9939528399535 TOP MAIN SOLVE Loop x[1] 2.812999999999801 y2[1] (analytic) 0.32271129863485837 y2[1] (numeric) 4.00218674094287 absolute error 3.6794754423080116 relative error 1140.1755866227873% Correct digits -1 h 0.001 y1[1] (analytic) -0.9464974472936539 y1[1] (numeric) -3.5469104082913194 absolute error 2.6004129609976654 relative error 274.7406206359138% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 30.849035463176104 Order of pole 562.0359367838024 TOP MAIN SOLVE Loop x[1] 2.813999999999801 y2[1] (analytic) 0.3217646399896785 y2[1] (numeric) 4.00510061912286 absolute error 3.6833359791331817 relative error 1144.7298805895311% Correct digits -1 h 0.001 y1[1] (analytic) -0.9468196852898194 y1[1] (numeric) -3.5509140517868114 absolute error 2.6040943664969918 relative error 275.0359341863371% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.016922789009648 Order of pole 565.1177309133375 TOP MAIN SOLVE Loop x[1] 2.814999999999801 y2[1] (analytic) 0.3208176595798855 y2[1] (numeric) 4.008016712420871 absolute error 3.6871990528409855 relative error 1149.312995322457% Correct digits -1 h 0.001 y1[1] (analytic) -0.9471409764663784 y1[1] (numeric) -3.5549206102679376 absolute error 2.607779633801559 relative error 275.33172976326506% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.18702733828327 Order of pole 568.2400885645889 TOP MAIN SOLVE Loop x[1] 2.815999999999801 y2[1] (analytic) 0.3198703583524596 y2[1] (numeric) 4.010935022094039 absolute error 3.69106466374158 relative error 1153.92519730586% Correct digits -1 h 0.001 y1[1] (analytic) -0.9474613205020398 y1[1] (numeric) -3.5589300859504447 absolute error 2.611468765448405 relative error 275.6280081243467% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.359391334622412 Order of pole 571.4037823948361 TOP MAIN SOLVE Loop x[1] 2.8169999999998008 y2[1] (analytic) 0.31892273725470205 y2[1] (numeric) 4.013855549398352 absolute error 3.69493281214365 relative error 1158.566756308992% Correct digits -1 h 0.001 y1[1] (analytic) -0.9477807170764597 y1[1] (numeric) -3.562942481051336 absolute error 2.6151617639748763 relative error 275.92477002925824% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.534058091565363 Order of pole 574.609605004626 TOP MAIN SOLVE Loop x[1] 2.8179999999998007 y2[1] (analytic) 0.3179747972342338 y2[1] (numeric) 4.016778295588642 absolute error 3.6988034983544082 relative error 1163.237945436824% Correct digits -1 h 0.001 y1[1] (analytic) -0.9480991658702416 y1[1] (numeric) -3.56695779778887 absolute error 2.6188586319186284 relative error 276.22201623970733% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.711072047882183 Order of pole 577.8583695840495 TOP MAIN SOLVE Loop x[1] 2.8189999999998006 y2[1] (analytic) 0.3170265392389948 y2[1] (numeric) 4.019703261918585 absolute error 3.7026767226795902 relative error 1167.9390411817467% Correct digits -1 h 0.001 y1[1] (analytic) -0.9484166665649366 y1[1] (numeric) -3.5709760383825597 absolute error 2.622559371817623 relative error 276.519747519437% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 31.89047880428209 Order of pole 581.1509105844223 TOP MAIN SOLVE Loop x[1] 2.8199999999998004 y2[1] (analytic) 0.316077964217243 y2[1] (numeric) 4.022630449640697 absolute error 3.7065524854234537 relative error 1172.6703234762388% Correct digits -1 h 0.001 y1[1] (analytic) -0.9487332188430441 y1[1] (numeric) -3.574997205053171 absolute error 2.626263986210127 relative error 276.8179646342297% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.07232516156485 Order of pole 584.4880844163929 TOP MAIN SOLVE Loop x[1] 2.8209999999998003 y2[1] (analytic) 0.31512907311755334 y2[1] (numeric) 4.025559860006328 absolute error 3.7104307868887743 relative error 1177.432075746519% Correct digits -1 h 0.001 y1[1] (analytic) -0.9490488223880117 y1[1] (numeric) -3.5790213000227222 absolute error 2.6299724776347104 relative error 277.11666835191176% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.25665916028499 Order of pole 587.8707701757271 TOP MAIN SOLVE Loop x[1] 2.8219999999998002 y2[1] (analytic) 0.3141798668888168 y2[1] (numeric) 4.028491494265662 absolute error 3.714311627376845 relative error 1182.2245849672095% Correct digits -1 h 0.001 y1[1] (analytic) -0.9493634768842361 y1[1] (numeric) -3.583048325514482 absolute error 2.6336848486302458 relative error 277.41585944235703% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.44353012199629 Order of pole 591.2998703980131 TOP MAIN SOLVE Loop x[1] 2.8229999999998 y2[1] (analytic) 0.3132303464802395 y2[1] (numeric) 4.031425353667711 absolute error 3.718195007187471 relative error 1187.0481417170215% Correct digits -1 h 0.001 y1[1] (analytic) -0.9496771820170626 y1[1] (numeric) -3.5870782837529678 absolute error 2.637401101735905 relative error 277.7155386774913% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.6329886921664 Order of pole 594.776311843926 TOP MAIN SOLVE Loop x[1] 2.8239999999998 y2[1] (analytic) 0.3122805128413419 y2[1] (numeric) 4.034361439460311 absolute error 3.7220809266189696 relative error 1191.9030402355015% Correct digits -1 h 0.001 y1[1] (analytic) -0.9499899374727864 y1[1] (numeric) -3.591111176963947 absolute error 2.6411212394911607 relative error 278.0157068312967% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 32.82508688481817 Order of pole 598.3010463160862 TOP MAIN SOLVE Loop x[1] 2.8249999999998 y2[1] (analytic) 0.3113303669219575 y2[1] (numeric) 4.037299752890122 absolute error 3.725969385968164 relative error 1196.7895784808454% Correct digits -1 h 0.001 y1[1] (analytic) -0.9503017429386518 y1[1] (numeric) -3.5951470073744343 absolute error 2.6448452644357827 relative error 278.3163646798157% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 33.019878128992055 Order of pole 601.8750515092427 TOP MAIN SOLVE Loop x[1] 2.8259999999998 y2[1] (analytic) 0.31037990967223206 y2[1] (numeric) 4.040240295202619 absolute error 3.7298603855303867 relative error 1201.7080581888179% Correct digits -1 h 0.001 y1[1] (analytic) -0.9506125981028534 y1[1] (numeric) -3.5991857772126887 absolute error 2.6485731791098353 relative error 278.61751300115503% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 33.21741731711858 Order of pole 605.499331895405 TOP MAIN SOLVE Loop x[1] 2.8269999999997997 y2[1] (analytic) 0.3094291420426228 y2[1] (numeric) 4.043183067642092 absolute error 3.733753925599469 relative error 1206.65878493279% Correct digits -1 h 0.001 y1[1] (analytic) -0.9509225026545362 y1[1] (numeric) -3.603227488708215 absolute error 2.652304986053679 relative error 278.9191525754906% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 33.41776085538664 Order of pole 609.1749196454984 TOP MAIN SOLVE Loop x[1] 2.8279999999997996 y2[1] (analytic) 0.30847806498389735 y2[1] (numeric) 4.046128071451642 absolute error 3.737650006467745 relative error 1211.6420681849295% Correct digits -1 h 0.001 y1[1] (analytic) -0.9512314562837956 y1[1] (numeric) -3.607272144091763 absolute error 2.6560406878079674 relative error 279.2212841850711% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 33.62096671620876 Order of pole 612.9028755893859 TOP MAIN SOLVE Loop x[1] 2.8289999999997995 y2[1] (analytic) 0.3075266794471326 y2[1] (numeric) 4.049075307873179 absolute error 3.741548628426046 relative error 1216.6582213785657% Correct digits -1 h 0.001 y1[1] (analytic) -0.9515394586816779 y1[1] (numeric) -3.6113197455953228 absolute error 2.659780286913645 relative error 279.52390861422293% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 33.827094492881464 Order of pole 616.68429021606 TOP MAIN SOLVE Loop x[1] 2.8299999999997993 y2[1] (analytic) 0.306574986383714 y2[1] (numeric) 4.052024778147412 absolute error 3.7454497917636975 relative error 1221.7075619717502% Correct digits -1 h 0.001 y1[1] (analytic) -0.9518465095401808 y1[1] (numeric) -3.615370295452127 absolute error 2.6635237859119463 relative error 279.82702664935385% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.03620545655537 Order of pole 620.5202847160972 TOP MAIN SOLVE Loop x[1] 2.8309999999997992 y2[1] (analytic) 0.30562298674533456 y2[1] (numeric) 4.054976483513853 absolute error 3.7493534967685185 relative error 1226.7904115120534% Correct digits -1 h 0.001 y1[1] (analytic) -0.9521526085522536 y1[1] (numeric) -3.6194237958966484 absolute error 2.6672711873443946 relative error 280.1306390789577% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.24836261562138 Order of pole 624.4120120683215 TOP MAIN SOLVE Loop x[1] 2.831999999999799 y2[1] (analytic) 0.3046706814839939 y2[1] (numeric) 4.05793042521081 absolute error 3.7532597437268165 relative error 1231.9070957026092% Correct digits -1 h 0.001 y1[1] (analytic) -0.9524577554117971 y1[1] (numeric) -3.623480249164598 absolute error 2.671022493752801 relative error 280.4347466936189% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.463630777646934 Order of pole 628.3606581731345 TOP MAIN SOLVE Loop x[1] 2.832999999999799 y2[1] (analytic) 0.3037180715519971 y2[1] (numeric) 4.0608866044753835 absolute error 3.7571685329233864 relative error 1237.0579444694492% Correct digits -1 h 0.001 y1[1] (analytic) -0.9527619498136646 y1[1] (numeric) -3.6275396574929255 absolute error 2.6747777076792607 relative error 280.7393502860161% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.68207661396636 Order of pole 632.3674430344033 TOP MAIN SOLVE Loop x[1] 2.833999999999799 y2[1] (analytic) 0.3027651579019541 y2[1] (numeric) 4.063845022543462 absolute error 3.761079864641508 relative error 1242.2432920301471% Correct digits -1 h 0.001 y1[1] (analytic) -0.9530651914536618 y1[1] (numeric) -3.6316020231198167 absolute error 2.678536831666155 relative error 281.0444506509276% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 34.90376872708948 Order of pole 636.4336219929241 TOP MAIN SOLVE Loop x[1] 2.834999999999799 y2[1] (analytic) 0.30181194148677837 y2[1] (numeric) 4.06680568064972 absolute error 3.764993739162942 relative error 1247.463476963809% Correct digits -1 h 0.001 y1[1] (analytic) -0.9533674800285468 y1[1] (numeric) -3.635667348284692 absolute error 2.682299868256145 relative error 281.3500485852348% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 35.128777721047975 Order of pole 640.560487013638 TOP MAIN SOLVE Loop x[1] 2.8359999999997987 y2[1] (analytic) 0.3008584232596863 y2[1] (numeric) 4.069768580027614 absolute error 3.768910156767928 relative error 1252.718842282434% Correct digits -1 h 0.001 y1[1] (analytic) -0.9536688152360312 y1[1] (numeric) -3.6397356352282064 absolute error 2.6860668199921753 relative error 281.65614488792727% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 35.35717627484741 Order of pole 644.7493680296768 TOP MAIN SOLVE Loop x[1] 2.8369999999997986 y2[1] (analytic) 0.29990460417419607 y2[1] (numeric) 4.072733721909378 absolute error 3.772829117735182 relative error 1258.0097355036867% Correct digits -1 h 0.001 y1[1] (analytic) -0.9539691967747799 y1[1] (numeric) -3.643806886192248 absolute error 2.6898376894174683 relative error 281.9627403601067% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 35.589039219170786 Order of pole 649.0016343459048 TOP MAIN SOLVE Loop x[1] 2.8379999999997985 y2[1] (analytic) 0.2989504851841267 y2[1] (numeric) 4.0757011075260206 absolute error 3.776750622341894 relative error 1263.3365087251002% Correct digits -1 h 0.001 y1[1] (analytic) -0.9542686243444114 y1[1] (numeric) -3.6478811034199365 absolute error 2.693612479075525 relative error 282.2698358049919% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 35.82444361651722 Order of pole 653.3186961053177 TOP MAIN SOLVE Loop x[1] 2.8389999999997984 y2[1] (analytic) 0.297996067243597 y2[1] (numeric) 4.078670738107322 absolute error 3.780674670863725 relative error 1268.699518699759% Correct digits -1 h 0.001 y1[1] (analytic) -0.954567097645498 y1[1] (numeric) -3.6519582891556217 absolute error 2.697391191510124 relative error 282.57743202792295% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 36.0634688449479 Order of pole 657.7020058214498 TOP MAIN SOLVE Loop x[1] 2.8399999999997982 y2[1] (analytic) 0.2970413513070249 y2[1] (numeric) 4.081642614881828 absolute error 3.7846012635748028 relative error 1274.0991269134784% Correct digits -1 h 0.001 y1[1] (analytic) -0.9548646163795664 y1[1] (numeric) -3.6560384456448825 absolute error 2.701173829265316 relative error 282.88552983636555% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 36.30619668562727 Order of pole 662.1530599802242 TOP MAIN SOLVE Loop x[1] 2.840999999999798 y2[1] (analytic) 0.2960863383291263 y2[1] (numeric) 4.084616739076849 absolute error 3.7885304007477227 relative error 1279.5356996635333% Correct digits -1 h 0.001 y1[1] (analytic) -0.9551611802490981 y1[1] (numeric) -3.6601215751345255 absolute error 2.7049603948854273 relative error 283.194130039916% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 36.552711414376446 Order of pole 666.6734007152238 TOP MAIN SOLVE Loop x[1] 2.841999999999798 y2[1] (analytic) 0.29513102926491397 y2[1] (numeric) 4.087593111918456 absolute error 3.792462082653542 relative error 1285.0096081389572% Correct digits -1 h 0.001 y1[1] (analytic) -0.9554567889575292 y1[1] (numeric) -3.664207679872585 absolute error 2.7087508909150557 relative error 283.5032334503054% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 36.803099897435985 Order of pole 671.2646175599823 TOP MAIN SOLVE Loop x[1] 2.842999999999798 y2[1] (analytic) 0.294175425069697 y2[1] (numeric) 4.0905717346314745 absolute error 3.7963963095617776 relative error 1290.5212285024566% Correct digits -1 h 0.001 y1[1] (analytic) -0.9557514422092509 y1[1] (numeric) -3.66829676210832 absolute error 2.712545319899069 relative error 283.81284088140444% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 37.05745169167916 Order of pole 675.9283492817138 TOP MAIN SOLVE Loop x[1] 2.843999999999798 y2[1] (analytic) 0.29321952669907947 y2[1] (numeric) 4.0935526084394835 absolute error 3.800333081740404 relative error 1296.0709419739796% Correct digits -1 h 0.001 y1[1] (analytic) -0.95604513970961 y1[1] (numeric) -3.672388824092213 absolute error 2.7163436843826028 relative error 284.12295314922756% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 37.315859149511844 Order of pole 680.6662858007987 TOP MAIN SOLVE Loop x[1] 2.8449999999997977 y2[1] (analytic) 0.2922633351089597 y2[1] (numeric) 4.096535734564811 absolute error 3.804272399455851 relative error 1301.6591349159714% Correct digits -1 h 0.001 y1[1] (analytic) -0.9563378811649091 y1[1] (numeric) -3.676483868075971 absolute error 2.720145986911062 relative error 284.43357107193845% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 37.578417528724444 Order of pole 685.4801702008841 TOP MAIN SOLVE Loop x[1] 2.8459999999997976 y2[1] (analytic) 0.29130685125552913 y2[1] (numeric) 4.09952111422853 absolute error 3.8082142629730007 relative error 1307.2861989203625% Correct digits -1 h 0.001 y1[1] (analytic) -0.9566296662824068 y1[1] (numeric) -3.6805818963125216 absolute error 2.7239522300301147 relative error 284.74469546985347% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 37.845225107559536 Order of pole 690.3718008344204 TOP MAIN SOLVE Loop x[1] 2.8469999999997975 y2[1] (analytic) 0.29035007609527164 y2[1] (numeric) 4.102508748650454 absolute error 3.8121586725551824 relative error 1312.9525308973264% Correct digits -1 h 0.001 y1[1] (analytic) -0.9569204947703179 y1[1] (numeric) -3.6846829110560138 absolute error 2.727762416285696 relative error 285.05632716544744% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 38.11638330529841 Order of pole 695.3430335291866 TOP MAIN SOLVE Loop x[1] 2.8479999999997974 y2[1] (analytic) 0.2893930105849622 y2[1] (numeric) 4.105498639049136 absolute error 3.816105628464174 relative error 1318.6585331658564% Correct digits -1 h 0.001 y1[1] (analytic) -0.957210366337814 y1[1] (numeric) -3.6887869145618146 absolute error 2.731576548224001 relative error 285.3684669833576% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 38.39199680866181 Order of pole 700.3957839012048 TOP MAIN SOLVE Loop x[1] 2.8489999999997973 y2[1] (analytic) 0.2884356556816663 y2[1] (numeric) 4.1084907866418625 absolute error 3.8200551309601964 relative error 1324.4046135461915% Correct digits -1 h 0.001 y1[1] (analytic) -0.9574992806950234 y1[1] (numeric) -3.69289390908651 absolute error 2.7353946283914863 relative error 285.6811157503884% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 38.672173704377876 Order of pole 705.5320297805009 TOP MAIN SOLVE Loop x[1] 2.849999999999797 y2[1] (analytic) 0.2874780123427388 y2[1] (numeric) 4.11148519264465 absolute error 3.8240071803019107 relative error 1330.191185454152% Correct digits -1 h 0.001 y1[1] (analytic) -0.957787237553032 y1[1] (numeric) -3.6970038968879018 absolute error 2.7392166593348697 relative error 285.9942742955166% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 38.957025618256075 Order of pole 710.7538137559199 TOP MAIN SOLVE Loop x[1] 2.850999999999797 y2[1] (analytic) 0.28652008152582287 y2[1] (numeric) 4.114481858272242 absolute error 3.8279617767464194 relative error 1336.0186679974195% Correct digits -1 h 0.001 y1[1] (analytic) -0.9580742366238828 y1[1] (numeric) -3.7011168802250074 absolute error 2.7430426436011244 relative error 286.3079434498955% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 39.24666786112284 Order of pole 716.0632458454886 TOP MAIN SOLVE Loop x[1] 2.851999999999797 y2[1] (analytic) 0.28556186418884927 y2[1] (numeric) 4.117480784738106 absolute error 3.8319189205492568 relative error 1341.88748607381% Correct digits -1 h 0.001 y1[1] (analytic) -0.9583602776205769 y1[1] (numeric) -3.7052328613580587 absolute error 2.746872583737482 relative error 286.62212404686005% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 39.541219582077915 Order of pole 721.4625063007459 TOP MAIN SOLVE Loop x[1] 2.852999999999797 y2[1] (analytic) 0.28460336129003533 y2[1] (numeric) 4.120481973254428 absolute error 3.8358786119643926 relative error 1347.7980704715928% Correct digits -1 h 0.001 y1[1] (analytic) -0.9586453602570731 y1[1] (numeric) -3.7093518425485 absolute error 2.750706482291427 relative error 286.9368169219313% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 39.84080392942699 Order of pole 726.9538485515258 TOP MAIN SOLVE Loop x[1] 2.8539999999997967 y2[1] (analytic) 0.28364457378788377 y2[1] (numeric) 4.12348542503211 absolute error 3.839840851244226 relative error 1353.7508579719035% Correct digits -1 h 0.001 y1[1] (analytic) -0.958929484248289 y1[1] (numeric) -3.713473826058988 absolute error 2.754544341810699 relative error 287.25202291282176% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 40.14554821980737 Order of pole 732.5396023006662 TOP MAIN SOLVE Loop x[1] 2.8549999999997966 y2[1] (analytic) 0.2826855026411821 y2[1] (numeric) 4.1264911412807646 absolute error 3.8438056386395827 relative error 1359.7462914532962% Correct digits -1 h 0.001 y1[1] (analytic) -0.9592126493101008 y1[1] (numeric) -3.717598814153388 absolute error 2.7583861648432872 relative error 287.5677428594395% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 40.45558411595261 Order of pole 738.2221767767903 TOP MAIN SOLVE Loop x[1] 2.8559999999997965 y2[1] (analytic) 0.2817261488090013 y2[1] (numeric) 4.129499123208716 absolute error 3.8477729743997147 relative error 1365.7848199984962% Correct digits -1 h 0.001 y1[1] (analytic) -0.959494855159343 y1[1] (numeric) -3.7217268090967757 absolute error 2.762231953937433 relative error 287.88397760389347% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 40.77104781364373 Order of pole 744.0040641551886 TOP MAIN SOLVE Loop x[1] 2.8569999999997964 y2[1] (analytic) 0.28076651325069524 y2[1] (numeric) 4.13250937202299 absolute error 3.851742858772295 relative error 1371.8668990034041% Correct digits -1 h 0.001 y1[1] (analytic) -0.9597761015138099 y1[1] (numeric) -3.725857813155434 absolute error 2.766081711641624 relative error 288.2007279904983% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 41.09208023838968 Order of pole 749.8878431567289 TOP MAIN SOLVE Loop x[1] 2.8579999999997963 y2[1] (analytic) 0.27980659692589926 y2[1] (numeric) 4.135521888929314 absolute error 3.855715292003415 relative error 1377.9929902884019% Correct digits -1 h 0.001 y1[1] (analytic) -0.9600563880922555 y1[1] (numeric) -3.7299918285968525 absolute error 2.769935440504597 relative error 288.51799486577903% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 41.41882725244355 Order of pole 755.876182835895 TOP MAIN SOLVE Loop x[1] 2.858999999999796 y2[1] (analytic) 0.2788464007945297 y2[1] (numeric) 4.138536675132113 absolute error 3.8596902743375834 relative error 1384.1635622120252% Correct digits -1 h 0.001 y1[1] (analytic) -0.9603357146143928 y1[1] (numeric) -3.734128857689725 absolute error 2.7737931430753324 relative error 288.83577907847615% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 41.75143987278518 Order of pole 761.9718465694841 TOP MAIN SOLVE Loop x[1] 2.859999999999796 y2[1] (analytic) 0.2778859258167826 y2[1] (numeric) 4.141553731834505 absolute error 3.8636678060177223 relative error 1390.3790897870583% Correct digits -1 h 0.001 y1[1] (analytic) -0.9606140808008956 y1[1] (numeric) -3.73826890270395 absolute error 2.777654821903054 relative error 289.15408147955026% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 42.090074500755705 Order of pole 768.1776962585244 TOP MAIN SOLVE Loop x[1] 2.860999999999796 y2[1] (analytic) 0.2769251729531328 y2[1] (numeric) 4.144573060238297 absolute error 3.8676478872851643 relative error 1396.64005479911% Correct digits -1 h 0.001 y1[1] (analytic) -0.9608914863733977 y1[1] (numeric) -3.742411965910628 absolute error 2.7815204795372304 relative error 289.47290292218753% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 42.43489316408388 Order of pole 774.4966967569299 TOP MAIN SOLVE Loop x[1] 2.861999999999796 y2[1] (analytic) 0.27596414316433315 y2[1] (numeric) 4.147594661543984 absolute error 3.871630518379651 relative error 1402.9469459277339% Correct digits -1 h 0.001 y1[1] (analytic) -0.9611679310544934 y1[1] (numeric) -3.746558049582061 absolute error 2.785390118527568 relative error 289.7922442618043% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 42.78606377208264 Order of pole 780.9319205411559 TOP MAIN SOLVE Loop x[1] 2.8629999999997957 y2[1] (analytic) 0.27500283741141335 y2[1] (numeric) 4.1506185369507405 absolute error 3.875615699539327 relative error 1409.3002588701577% Correct digits -1 h 0.001 y1[1] (analytic) -0.9614434145677382 y1[1] (numeric) -3.75070715599175 absolute error 2.789263741424012 relative error 290.1121063560517% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 43.14376038487251 Order of pole 787.4865526365201 TOP MAIN SOLVE Loop x[1] 2.8639999999997956 y2[1] (analytic) 0.274041256655679 y2[1] (numeric) 4.1536446876564215 absolute error 3.8796034310007426 relative error 1415.7004964676894% Correct digits -1 h 0.001 y1[1] (analytic) -0.9617179366376486 y1[1] (numeric) -3.7548592874143956 absolute error 2.793141350776747 relative error 290.4324900648217% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 43.508163497509216 Order of pole 794.1638958162381 TOP MAIN SOLVE Loop x[1] 2.8649999999997955 y2[1] (analytic) 0.2730794018587109 y2[1] (numeric) 4.156673114857556 absolute error 3.883593712998845 relative error 1422.14816883486% Correct digits -1 h 0.001 y1[1] (analytic) -0.9619914969897024 y1[1] (numeric) -3.759014446125895 absolute error 2.7970229491361924 relative error 290.75339625025117% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 43.879460340032495 Order of pole 800.9673760917948 TOP MAIN SOLVE Loop x[1] 2.8659999999997954 y2[1] (analytic) 0.2721172739823636 y2[1] (numeric) 4.1597038197493434 absolute error 3.88758654576698 relative error 1428.6437934913831% Correct digits -1 h 0.001 y1[1] (analytic) -0.9622640953503395 y1[1] (numeric) -3.763172634403341 absolute error 2.8009085390530015 relative error 291.07482577672727% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 44.257845194454525 Order of pole 807.9005485132848 TOP MAIN SOLVE Loop x[1] 2.8669999999997953 y2[1] (analytic) 0.2711548739887651 y2[1] (numeric) 4.162736803525651 absolute error 3.891581929536886 relative error 1435.187895496995% Correct digits -1 h 0.001 y1[1] (analytic) -0.9625357314469614 y1[1] (numeric) -3.7673338545250217 absolute error 2.8047981230780605 relative error 291.39677951089277% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 44.64351972981385 Order of pole 814.9671033003082 TOP MAIN SOLVE Loop x[1] 2.867999999999795 y2[1] (analytic) 0.27019220284031514 y2[1] (numeric) 4.1657720673790095 absolute error 3.8955798645386945 relative error 1441.7810075892532% Correct digits -1 h 0.001 y1[1] (analytic) -0.962806405007932 y1[1] (numeric) -3.771498108770418 absolute error 2.8086917037624857 relative error 291.7192583216505% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 45.03669335652708 Order of pole 822.1708723259919 TOP MAIN SOLVE Loop x[1] 2.868999999999795 y2[1] (analytic) 0.2692292614996849 y2[1] (numeric) 4.168809612500609 absolute error 3.899580351000924 relative error 1448.4236703243669% Correct digits -1 h 0.001 y1[1] (analytic) -0.9630761157625779 y1[1] (numeric) -3.7756653994202023 absolute error 2.8125892836576245 relative error 292.0422630801694% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 45.43758360133477 Order of pole 829.5158359778477 TOP MAIN SOLVE Loop x[1] 2.869999999999795 y2[1] (analytic) 0.2682660509298156 y2[1] (numeric) 4.171849440080295 absolute error 3.903583389150479 relative error 1455.11643222114% Correct digits -1 h 0.001 y1[1] (analytic) -0.9633448634411882 y1[1] (numeric) -3.7798357287562383 absolute error 2.81649086531505 relative error 292.36579465988876% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 45.84641650425296 Order of pole 837.0061304212904 TOP MAIN SOLVE Loop x[1] 2.870999999999795 y2[1] (analytic) 0.26730257209391767 y2[1] (numeric) 4.174891551306565 absolute error 3.907588979212648 relative error 1461.8598499081047% Correct digits -1 h 0.001 y1[1] (analytic) -0.9636126477750154 y1[1] (numeric) -3.7840090990615782 absolute error 2.820396451286563 relative error 292.68985393652383% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 46.26342703904031 Order of pole 844.6460552934511 TOP MAIN SOLVE Loop x[1] 2.8719999999997947 y2[1] (analytic) 0.2663388259554699 y2[1] (numeric) 4.177935947366567 absolute error 3.911597121411097 relative error 1468.654488273929% Correct digits -1 h 0.001 y1[1] (analytic) -0.9638794684962751 y1[1] (numeric) -3.7881855126204624 absolute error 2.8243060441241874 relative error 293.0144417880711% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 46.68885955886174 Order of pole 852.4400818580505 TOP MAIN SOLVE Loop x[1] 2.8729999999997946 y2[1] (analytic) 0.26537481347821845 y2[1] (numeric) 4.180982629446091 absolute error 3.9156078159678724 relative error 1475.5009206211876% Correct digits -1 h 0.001 y1[1] (analytic) -0.9641453253381467 y1[1] (numeric) -3.792364971718318 absolute error 2.8282196463801714 relative error 293.3395590948132% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 47.122968268874914 Order of pole 860.3928616529012 TOP MAIN SOLVE Loop x[1] 2.8739999999997945 y2[1] (analytic) 0.2644105356261756 y2[1] (numeric) 4.184031598729569 absolute error 3.9196210631033934 relative error 1482.3997288235764% Correct digits -1 h 0.001 y1[1] (analytic) -0.9644102180347732 y1[1] (numeric) -3.796547478641756 absolute error 2.8321372606069826 relative error 293.66520673932405% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 47.56601772769069 Order of pole 868.5092356657616 TOP MAIN SOLVE Loop x[1] 2.8749999999997944 y2[1] (analytic) 0.2634459933636192 y2[1] (numeric) 4.187082856400069 absolute error 3.92363686303645 relative error 1489.3515034866682% Correct digits -1 h 0.001 y1[1] (analytic) -0.9646741463212621 y1[1] (numeric) -3.8007330356785727 absolute error 2.8360588893573104 relative error 293.9913856064748% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 48.01828337978452 Order of pole 876.7942440765362 TOP MAIN SOLVE Loop x[1] 2.8759999999997943 y2[1] (analytic) 0.2624811876550913 y2[1] (numeric) 4.190136403639294 absolute error 3.927655215984203 relative error 1496.356844112298% Correct digits -1 h 0.001 y1[1] (analytic) -0.9649371099336851 y1[1] (numeric) -3.8049216451177457 absolute error 2.8399845351840605 relative error 294.3180965834382% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 48.48005212109707 Order of pole 885.2531366067782 TOP MAIN SOLVE Loop x[1] 2.876999999999794 y2[1] (analytic) 0.2615161194653977 y2[1] (numeric) 4.193192241627575 absolute error 3.9316761221621768 relative error 1503.4163592666773% Correct digits -1 h 0.001 y1[1] (analytic) -0.9651991086090785 y1[1] (numeric) -3.809113309249434 absolute error 2.8439142006403557 relative error 294.64534055969455% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 48.951622900279254 Order of pole 893.8913835214285 TOP MAIN SOLVE Loop x[1] 2.877999999999794 y2[1] (analytic) 0.26055078975960644 y2[1] (numeric) 4.196250371543868 absolute error 3.9356995817842613 relative error 1510.5306667523364% Correct digits -1 h 0.001 y1[1] (analytic) -0.9654601420854438 y1[1] (numeric) -3.8133080303649765 absolute error 2.8478478882795324 relative error 294.97311842703664% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 49.43330735819913 Order of pole 902.7146873306696 TOP MAIN SOLVE Loop x[1] 2.878999999999794 y2[1] (analytic) 0.2595851995030471 y2[1] (numeric) 4.199310794565752 absolute error 3.9397255950627055 relative error 1517.7003937839916% Correct digits -1 h 0.001 y1[1] (analytic) -0.9657202101017475 y1[1] (numeric) -3.81750581075689 absolute error 2.851785600655143 relative error 295.3014310795755% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 49.92543050863676 Order of pole 911.7289952454581 TOP MAIN SOLVE Loop x[1] 2.879999999999794 y2[1] (analytic) 0.25861934966130984 y2[1] (numeric) 4.202373511869425 absolute error 3.9437541622081147 relative error 1524.9261771684485% Correct digits -1 h 0.001 y1[1] (analytic) -0.9659793123979215 y1[1] (numeric) -3.8217066527188686 absolute error 2.8557273403209473 relative error 295.6302794137449% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 50.428331463237676 Order of pole 920.9405124429077 TOP MAIN SOLVE Loop x[1] 2.8809999999997937 y2[1] (analytic) 0.2576532412002445 y2[1] (numeric) 4.205438524629695 absolute error 3.9477852834294507 relative error 1532.2086634886487% Correct digits -1 h 0.001 y1[1] (analytic) -0.9662374487148636 y1[1] (numeric) -3.825910558545781 absolute error 2.8596731098309176 relative error 295.959664328308% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 50.94236420415748 Order of pole 930.3557162043357 TOP MAIN SOLVE Loop x[1] 2.8819999999997936 y2[1] (analytic) 0.2566868750859595 y2[1] (numeric) 4.208505834019985 absolute error 3.951818958934026 relative error 1539.548509291968% Correct digits -1 h 0.001 y1[1] (analytic) -0.9664946187944374 y1[1] (numeric) -3.830117530533671 absolute error 2.863622911739234 relative error 296.2895867243617% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 51.46789840807722 Order of pole 939.9813709933067 TOP MAIN SOLVE Loop x[1] 2.8829999999997935 y2[1] (analytic) 0.2557202522848207 y2[1] (numeric) 4.2115754412123225 absolute error 3.9558551889275018 relative error 1546.9463812828867% Correct digits -1 h 0.001 y1[1] (analytic) -0.9667508223794732 y1[1] (numeric) -3.834327570979755 absolute error 2.867576748600282 relative error 296.6200475053424% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 52.005320325627984 Order of pole 949.824544547566 TOP MAIN SOLVE Loop x[1] 2.8839999999997934 y2[1] (analytic) 0.25475337376345103 y2[1] (numeric) 4.214647347377337 absolute error 3.959893973613886 relative error 1554.4029565201404% Correct digits -1 h 0.001 y1[1] (analytic) -0.967006059213767 y1[1] (numeric) -3.83854068218242 absolute error 2.871534622968653 relative error 296.9510475770318% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 52.55503372063082 Order of pole 959.892625065494 TOP MAIN SOLVE Loop x[1] 2.8849999999997933 y2[1] (analytic) 0.2537862404887287 y2[1] (numeric) 4.217721553684258 absolute error 3.963935313195529 relative error 1561.9189226184928% Correct digits -1 h 0.001 y1[1] (analytic) -0.9672603290420823 y1[1] (numeric) -3.8427568664412237 absolute error 2.8754965373991412 relative error 297.28258784756156% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 53.11746087392529 Order of pole 970.1933395744137 TOP MAIN SOLVE Loop x[1] 2.885999999999793 y2[1] (analytic) 0.25281885342778715 y2[1] (numeric) 4.220798061300909 absolute error 3.9679792078731215 relative error 1569.4949779552333% Correct digits -1 h 0.001 y1[1] (analytic) -0.967513631610149 y1[1] (numeric) -3.8469761260568918 absolute error 2.879462494446743 relative error 297.6146692274199% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 53.69304365705858 Order of pole 980.7347735772285 TOP MAIN SOLVE Loop x[1] 2.886999999999793 y2[1] (analytic) 0.2518512135480132 y2[1] (numeric) 4.2238768713937045 absolute error 3.972025657845691 relative error 1577.1318318815484% Correct digits -1 h 0.001 y1[1] (analytic) -0.9677659666646647 y1[1] (numeric) -3.8511984633313174 absolute error 2.8834324966666527 relative error 297.94729262945606% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 54.2822446815399 Order of pole 991.5253920817693 TOP MAIN SOLVE Loop x[1] 2.887999999999793 y2[1] (analytic) 0.25088332181704665 y2[1] (numeric) 4.226957985127648 absolute error 3.9760746633106017 relative error 1584.8302049388924% Correct digits -1 h 0.001 y1[1] (analytic) -0.9680173339532946 y1[1] (numeric) -3.8554238805675594 absolute error 2.887406546614265 relative error 298.2804589688864% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 54.88554853000069 Order of pole 1002.5740621288803 TOP MAIN SOLVE Loop x[1] 2.888999999999793 y2[1] (analytic) 0.24991517920277925 y2[1] (numeric) 4.230041403666326 absolute error 3.9801262244635467 relative error 1592.5908290804948% Correct digits -1 h 0.001 y1[1] (analytic) -0.9682677332246711 y1[1] (numeric) -3.859652380069841 absolute error 2.89138464684517 relative error 298.6141691633% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 55.50346307605415 Order of pole 1013.8900769435405 TOP MAIN SOLVE Loop x[1] 2.8899999999997927 y2[1] (analytic) 0.24894678667335343 y2[1] (numeric) 4.233127128171903 absolute error 3.9841803414985497 relative error 1600.4144478981561% Correct digits -1 h 0.001 y1[1] (analytic) -0.968517164228395 y1[1] (numeric) -3.8638839641435476 absolute error 2.895366799915153 relative error 298.9484241326641% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 56.13652090050705 Order of pole 1025.4831818490707 TOP MAIN SOLVE Loop x[1] 2.8909999999997926 y2[1] (analytic) 0.24797814519716171 y2[1] (numeric) 4.236215159805121 absolute error 3.988237014607959 relative error 1608.3018168544666% Correct digits -1 h 0.001 y1[1] (analytic) -0.9687656267150354 y1[1] (numeric) -3.868118635095227 absolute error 2.8993530083801917 relative error 299.2832247993294% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 56.78528081215231 Order of pole 1037.3636020949798 TOP MAIN SOLVE Loop x[1] 2.8919999999997925 y2[1] (analytic) 0.24700925574284543 y2[1] (numeric) 4.239305499725292 absolute error 3.9922962439824468 relative error 1616.2537035206149% Correct digits -1 h 0.001 y1[1] (analytic) -0.9690131204361299 y1[1] (numeric) -3.8723563952325866 absolute error 2.9033432747964567 relative error 299.6185720880364% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 57.450329482298045 Order of pole 1049.5420727659935 TOP MAIN SOLVE Loop x[1] 2.8929999999997924 y2[1] (analytic) 0.246040119279294 y2[1] (numeric) 4.242398149090299 absolute error 3.996358029811005 relative error 1624.2708878199305% Correct digits -1 h 0.001 y1[1] (analytic) -0.9692596451441846 y1[1] (numeric) -3.8765972468644923 absolute error 2.9073376017203074 relative error 299.9544669259205% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 58.132283203088 Order of pole 1062.029870956248 TOP MAIN SOLVE Loop x[1] 2.8939999999997923 y2[1] (analytic) 0.2450707367756438 y2[1] (numeric) 4.245493109056587 absolute error 4.000422372280942 relative error 1632.3541622773305% Correct digits -1 h 0.001 y1[1] (analytic) -0.9695052005926751 y1[1] (numeric) -3.8808411923009674 absolute error 2.911335991708292 relative error 300.2909102425178% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 58.83178978067322 Order of pole 1074.8388504110276 TOP MAIN SOLVE Loop x[1] 2.894999999999792 y2[1] (analytic) 0.24410110920127726 y2[1] (numeric) 4.24859038077916 absolute error 4.004489271577883 relative error 1640.5043322748365% Correct digits -1 h 0.001 y1[1] (analytic) -0.9697497865360456 y1[1] (numeric) -3.8850882338531907 absolute error 2.9153384473171453 relative error 300.62790296977107% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 59.549530575454234 Order of pole 1087.9814788596314 TOP MAIN SOLVE Loop x[1] 2.895999999999792 y2[1] (analytic) 0.24313123752582186 y2[1] (numeric) 4.2516899654115825 absolute error 4.00855872788576 relative error 1648.7222163133315% Correct digits -1 h 0.001 y1[1] (analytic) -0.9699934027297106 y1[1] (numeric) -3.8893383738334957 absolute error 2.919344971103785 relative error 300.9654460420349% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 60.28622270290965 Order of pole 1101.4708782866933 TOP MAIN SOLVE Loop x[1] 2.896999999999792 y2[1] (analytic) 0.24216112271914916 y2[1] (numeric) 4.254791864105967 absolute error 4.012630741386818 relative error 1657.0086462807412% Correct digits -1 h 0.001 y1[1] (analytic) -0.9702360489300536 y1[1] (numeric) -3.893591614555368 absolute error 2.9233555656253145 relative error 301.3035403960821% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 61.04262140999273 Order of pole 1115.320868416095 TOP MAIN SOLVE Loop x[1] 2.897999999999792 y2[1] (analytic) 0.24119076575137396 y2[1] (numeric) 4.257896078012978 absolute error 4.016705312261604 relative error 1665.3644677268173% Correct digits -1 h 0.001 y1[1] (analytic) -0.9704777248944284 y1[1] (numeric) -3.8978479583334456 absolute error 2.9273702334390173 relative error 301.6421869711091% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 61.81952264354705 Order of pole 1129.5460137084824 TOP MAIN SOLVE Loop x[1] 2.8989999999997917 y2[1] (analytic) 0.24022016759285308 y2[1] (numeric) 4.2610026082818235 absolute error 4.02078244068897 relative error 1673.7905401447213% Correct digits -1 h 0.001 y1[1] (analytic) -0.9707184303811592 y1[1] (numeric) -3.902107407483515 absolute error 2.9313889771023556 relative error 301.98138670874164% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 62.617765829208025 Order of pole 1144.161674210311 TOP MAIN SOLVE Loop x[1] 2.8999999999997916 y2[1] (analytic) 0.23924932921418465 y2[1] (numeric) 4.2641114560602515 absolute error 4.024862126846067 relative error 1682.2877372595954% Correct digits -1 h 0.001 y1[1] (analytic) -0.9709581651495407 y1[1] (numeric) -3.9063699643225123 absolute error 2.9354117991729716 relative error 302.32114055304106% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 63.43823688112477 Order of pole 1159.1840606265046 TOP MAIN SOLVE Loop x[1] 2.9009999999997915 y2[1] (analytic) 0.2382782515862069 y2[1] (numeric) 4.267222622494549 absolute error 4.0289443709083415 relative error 1690.8569473243367% Correct digits -1 h 0.001 y1[1] (analytic) -0.9711969289598378 y1[1] (numeric) -3.9106356311685206 absolute error 2.9394387022086828 relative error 302.6614494505098% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 64.28187146519711 Order of pole 1174.6302940319886 TOP MAIN SOLVE Loop x[1] 2.9019999999997914 y2[1] (analytic) 0.23730693567999747 y2[1] (numeric) 4.270336108729533 absolute error 4.033029173049536 relative error 1699.499073422774% Correct digits -1 h 0.001 y1[1] (analytic) -0.9714347215732869 y1[1] (numeric) -3.9149044103407684 absolute error 2.9434696887674816 relative error 303.00231435009715% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 65.14965854112565 Order of pole 1190.5184706850266 TOP MAIN SOLVE Loop x[1] 2.9029999999997913 y2[1] (analytic) 0.23633538246687213 y2[1] (numeric) 4.273451915908554 absolute error 4.037116533441682 relative error 1708.2150337804696% Correct digits -1 h 0.001 y1[1] (analytic) -0.9716715427520954 y1[1] (numeric) -3.919176304159628 absolute error 2.9475047614075325 relative error 303.34373620320537% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 66.04264421141232 Order of pole 1206.8677324572038 TOP MAIN SOLVE Loop x[1] 2.903999999999791 y2[1] (analytic) 0.235363592918384 y2[1] (numeric) 4.276570045173483 absolute error 4.041206452255099 relative error 1717.0057620833697% Correct digits -1 h 0.001 y1[1] (analytic) -0.9719073922594422 y1[1] (numeric) -3.923451314946614 absolute error 2.951543922687172 relative error 303.6857159636957% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 66.96193590885824 Order of pole 1223.6983434573274 TOP MAIN SOLVE Loop x[1] 2.904999999999791 y2[1] (analytic) 0.23439156800632258 y2[1] (numeric) 4.279690497664716 absolute error 4.045298929658394 relative error 1725.8722078045378% Correct digits -1 h 0.001 y1[1] (analytic) -0.9721422698594776 y1[1] (numeric) -3.9277294450243834 absolute error 2.9555871751649057 relative error 304.02825458789414% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 67.90870695775237 Order of pole 1241.0317734932137 TOP MAIN SOLVE Loop x[1] 2.905999999999791 y2[1] (analytic) 0.23341930870271266 y2[1] (numeric) 4.282813274521164 absolute error 4.049393965818451 relative error 1734.8153365392054% Correct digits -1 h 0.001 y1[1] (analytic) -0.9723761753173242 y1[1] (numeric) -3.932010696716732 absolute error 2.9596345213994075 relative error 304.37135303459723% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 68.8842015483042 Order of pole 1258.8907890951202 TOP MAIN SOLVE Loop x[1] 2.906999999999791 y2[1] (analytic) 0.2324468159798135 y2[1] (numeric) 4.285938376880252 absolute error 4.053491560900438 relative error 1743.8361303483966% Correct digits -1 h 0.001 y1[1] (analytic) -0.9726091083990765 y1[1] (numeric) -3.936295072348593 absolute error 2.9636859639495166 relative error 304.7150122650785% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 69.889740168603 Order of pole 1277.299552911111 TOP MAIN SOLVE Loop x[1] 2.9079999999997908 y2[1] (analytic) 0.23147409081011774 y2[1] (numeric) 4.289065805877915 absolute error 4.057591715067797 relative error 1752.9355881113759% Correct digits -1 h 0.001 y1[1] (analytic) -0.9728410688718016 y1[1] (numeric) -3.9405825742460383 absolute error 2.967741505374237 relative error 305.0592332430939% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 70.92672554402685 Order of pole 1296.2837323878714 TOP MAIN SOLVE Loop x[1] 2.9089999999997906 y2[1] (analytic) 0.23050113416635046 y2[1] (numeric) 4.292195562648595 absolute error 4.0616944284822445 relative error 1762.1147258871874% Correct digits -1 h 0.001 y1[1] (analytic) -0.9730720565035388 y1[1] (numeric) -3.944873204736273 absolute error 2.9718011482327342 relative error 305.4040169348884% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 71.99664914020751 Order of pole 1315.8706187636071 TOP MAIN SOLVE Loop x[1] 2.9099999999997905 y2[1] (analytic) 0.22952794702146823 y2[1] (numeric) 4.295327648325232 absolute error 4.065799701303764 relative error 1771.374577285563% Correct digits -1 h 0.001 y1[1] (analytic) -0.9733020710633005 y1[1] (numeric) -3.9491669661476374 absolute error 2.975864895084337 relative error 305.74936430920184% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 73.10109829306869 Order of pole 1336.0892575352966 TOP MAIN SOLVE Loop x[1] 2.9109999999997904 y2[1] (analytic) 0.22855453034865808 y2[1] (numeric) 4.298462064039267 absolute error 4.069907533690609 relative error 1780.7161938474806% Correct digits -1 h 0.001 y1[1] (analytic) -0.9735311123210724 y1[1] (numeric) -3.953463860809603 absolute error 2.9799327484885305 relative error 306.0952763372747% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 74.2417640374222 Order of pole 1356.9705917083209 TOP MAIN SOLVE Loop x[1] 2.9119999999997903 y2[1] (analytic) 0.22758088512133665 y2[1] (numeric) 4.301598810920633 absolute error 4.074017925799296 relative error 1790.1406454356654% Correct digits -1 h 0.001 y1[1] (analytic) -0.9737591800478129 y1[1] (numeric) -3.957763891052772 absolute error 2.984004711004959 relative error 306.44175399285484% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 75.42044971556076 Order of pole 1378.5476193186862 TOP MAIN SOLVE Loop x[1] 2.91299999999979 y2[1] (analytic) 0.22660701231314906 y2[1] (numeric) 4.304737890097754 absolute error 4.078130877784605 relative error 1799.649020635346% Correct digits -1 h 0.001 y1[1] (analytic) -0.9739862740154547 y1[1] (numeric) -3.9620670592088763 absolute error 2.9880807851934215 relative error 306.78879825220287% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 76.6390804578147 Order of pole 1400.85556691065 TOP MAIN SOLVE Loop x[1] 2.91399999999979 y2[1] (analytic) 0.22563291289796802 y2[1] (numeric) 4.307879302697539 absolute error 4.082246389799571 relative error 1809.242427165569% Correct digits -1 h 0.001 y1[1] (analytic) -0.9742123939969035 y1[1] (numeric) -3.966373367610775 absolute error 2.9921609736138715 relative error 307.13641009409923% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 77.8997136399851 Order of pole 1423.9320808894845 TOP MAIN SOLVE Loop x[1] 2.91499999999979 y2[1] (analytic) 0.2246585878498929 y2[1] (numeric) 4.311023049845379 absolute error 4.086364461995486 relative error 1818.9219923014102% Correct digits -1 h 0.001 y1[1] (analytic) -0.9744375397660395 y1[1] (numeric) -3.970682818592454 absolute error 2.9962452788264144 relative error 307.4845904998495% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 79.20455043717526 Order of pole 1447.8174389364149 TOP MAIN SOLVE Loop x[1] 2.91599999999979 y2[1] (analytic) 0.22368403814324866 y2[1] (numeric) 4.314169132665143 absolute error 4.090485094521894 relative error 1828.6888633074127% Correct digits -1 h 0.001 y1[1] (analytic) -0.974661711097717 y1[1] (numeric) -3.974995414489023 absolute error 3.000333703391306 relative error 307.83334045329093% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 80.55594861043907 Order of pole 1472.554783981954 TOP MAIN SOLVE Loop x[1] 2.9169999999997898 y2[1] (analytic) 0.2227092647525849 y2[1] (numeric) 4.317317552279174 absolute error 4.094608287526588 relative error 1838.544207882606% Correct digits -1 h 0.001 y1[1] (analytic) -0.9748849077677647 y1[1] (numeric) -3.9793111576367157 absolute error 3.004426249868951 relative error 308.182660940799% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 81.95643668250787 Order of pole 1498.1903835969463 TOP MAIN SOLVE Loop x[1] 2.9179999999997897 y2[1] (analytic) 0.22173426865267495 y2[1] (numeric) 4.320468309808285 absolute error 4.09873404115561 relative error 1848.4892146174645% Correct digits -1 h 0.001 y1[1] (analytic) -0.9751071295529857 y1[1] (numeric) -3.9836300503728865 absolute error 3.008522920819901 relative error 308.53255295129316% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 83.40872968193828 Order of pole 1524.7739180829756 TOP MAIN SOLVE Loop x[1] 2.9189999999997895 y2[1] (analytic) 0.22075905081851485 y2[1] (numeric) 4.323621406371755 absolute error 4.10286235555324 relative error 1858.5250934631836% Correct digits -1 h 0.001 y1[1] (analytic) -0.9753283762311585 y1[1] (numeric) -3.9879520950360106 absolute error 3.012623718804852 relative error 308.8830174762436% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 84.91574666189936 Order of pole 1552.3588010355734 TOP MAIN SOLVE Loop x[1] 2.9199999999997894 y2[1] (analytic) 0.2197836122253223 y2[1] (numeric) 4.326776843087326 absolute error 4.106993230862003 relative error 1868.6530762136676% Correct digits -1 h 0.001 y1[1] (analytic) -0.9755486475810364 y1[1] (numeric) -3.9922772939656808 absolute error 3.016728646384644 relative error 309.23405550967686% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 86.4806302314605 Order of pole 1581.0025367326818 TOP MAIN SOLVE Loop x[1] 2.9209999999997893 y2[1] (analytic) 0.21880795384853585 y2[1] (numeric) 4.329934621071197 absolute error 4.111126667222661 relative error 1878.8744170006187% Correct digits -1 h 0.001 y1[1] (analytic) -0.975767943382348 y1[1] (numeric) -3.996605649502608 absolute error 3.02083770612026 relative error 309.5856680481832% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 88.1067683743341 Order of pole 1610.7671193795334 TOP MAIN SOLVE Loop x[1] 2.921999999999789 y2[1] (analytic) 0.2178320766638138 y2[1] (numeric) 4.33309474143802 absolute error 4.115262664774207 relative error 1889.1903928021602% Correct digits -1 h 0.001 y1[1] (analytic) -0.9759862634157974 y1[1] (numeric) -4.000937163988618 absolute error 3.0249509005728203 relative error 309.9378560909219% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 89.79781887384651 Order of pole 1641.7194800429584 TOP MAIN SOLVE Loop x[1] 2.922999999999789 y2[1] (analytic) 0.2168559816470332 y2[1] (numeric) 4.3362572053009 absolute error 4.119401223653867 relative error 1899.602303965418% Correct digits -1 h 0.001 y1[1] (analytic) -0.9762036074630649 y1[1] (numeric) -4.00527183976665 absolute error 3.029068232303585 relative error 310.2906206396283% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 91.55773671486429 Order of pole 1673.9319880587934 TOP MAIN SOLVE Loop x[1] 2.923999999999789 y2[1] (analytic) 0.21587966977428905 y2[1] (numeric) 4.339422013771384 absolute error 4.123542343997095 relative error 1910.1114747435115% Correct digits -1 h 0.001 y1[1] (analytic) -0.9764199753068061 y1[1] (numeric) -4.009609679180755 absolute error 3.0331897038739495 relative error 310.64396269862% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 93.3908048944221 Order of pole 1707.4830148125425 TOP MAIN SOLVE Loop x[1] 2.924999999999789 y2[1] (analytic) 0.21490314202189312 y2[1] (numeric) 4.342589167959465 absolute error 4.127686025937572 relative error 1920.7192538474224% Correct digits -1 h 0.001 y1[1] (analytic) -0.9766353667306535 y1[1] (numeric) -4.013950684576098 absolute error 3.0373153178454446 relative error 310.99788327480326% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 95.30166914659722 Order of pole 1742.4575691439475 TOP MAIN SOLVE Loop x[1] 2.9259999999997888 y2[1] (analytic) 0.21392639936637306 y2[1] (numeric) 4.3457586689735725 absolute error 4.1318322696072 relative error 1931.4270150132204% Correct digits -1 h 0.001 y1[1] (analytic) -0.9768497815192155 y1[1] (numeric) -4.01829485829895 absolute error 3.0414450767797345 relative error 311.35238337767976% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 97.29537717413267 Order of pole 1778.9480152171711 TOP MAIN SOLVE Loop x[1] 2.9269999999997887 y2[1] (analytic) 0.21294944278447148 y2[1] (numeric) 4.34893051792057 absolute error 4.135981075136098 relative error 1942.2361575851462% Correct digits -1 h 0.001 y1[1] (analytic) -0.9770632194580774 y1[1] (numeric) -4.02264220269669 absolute error 3.0455789832386126 relative error 311.70746401935236% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 99.37742308427384 Order of pole 1817.0548856189953 TOP MAIN SOLVE Loop x[1] 2.9279999999997885 y2[1] (analytic) 0.21197227325314486 y2[1] (numeric) 4.3521047159057495 absolute error 4.140132442652605 relative error 1953.1481071150806% Correct digits -1 h 0.001 y1[1] (analytic) -0.9772756803338013 y1[1] (numeric) -4.0269927201178035 absolute error 3.049717039784002 relative error 312.0631262145326% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 101.55379785256922 Order of pole 1856.8878047582464 TOP MAIN SOLVE Loop x[1] 2.9289999999997884 y2[1] (analytic) 0.21099489174956262 y2[1] (numeric) 4.355281264032833 absolute error 4.14428637228327 relative error 1964.164315978925% Correct digits -1 h 0.001 y1[1] (analytic) -0.9774871639339262 y1[1] (numeric) -4.031346412911882 absolute error 3.0538592489779557 relative error 312.4193709805465% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 103.83104679059338 Order of pole 1898.5665404247538 TOP MAIN SOLVE Loop x[1] 2.9299999999997883 y2[1] (analytic) 0.21001729925110627 y2[1] (numeric) 4.35846016340396 absolute error 4.1484428641528535 relative error 1975.2862640104643% Correct digits -1 h 0.001 y1[1] (analytic) -0.9776976700469687 y1[1] (numeric) -4.035703283429617 absolute error 3.0580056133826488 relative error 312.7761993373413% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 106.21633517863431 Order of pole 1942.2222047529071 TOP MAIN SOLVE Loop x[1] 2.930999999999788 y2[1] (analytic) 0.20903949673536812 y2[1] (numeric) 4.36164141511969 absolute error 4.152601918384322 relative error 1986.5154591532887% Correct digits -1 h 0.001 y1[1] (analytic) -0.9779071984624226 y1[1] (numeric) -4.040063334022805 absolute error 3.0621561355603824 relative error 313.1336123074924% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 108.71752344951126 Order of pole 1987.9986299542093 TOP MAIN SOLVE Loop x[1] 2.931999999999788 y2[1] (analytic) 0.20806148518015066 y2[1] (numeric) 4.364825020278998 absolute error 4.156763535098847 relative error 1997.8534381313777% Correct digits -1 h 0.001 y1[1] (analytic) -0.9781157489707596 y1[1] (numeric) -4.044426567044338 absolute error 3.0663108180735787 relative error 313.49161091620914% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 111.34325358543883 Order of pole 2036.0539492289997 TOP MAIN SOLVE Loop x[1] 2.932999999999788 y2[1] (analytic) 0.20708326556346537 y2[1] (numeric) 4.368010979979266 absolute error 4.1609277144158 relative error 2009.3017671389723% Correct digits -1 h 0.001 y1[1] (analytic) -0.978323321363429 y1[1] (numeric) -4.04879298484821 absolute error 3.070469663484781 relative error 313.8501961913426% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 114.10304872875008 Order of pole 2086.562419468714 TOP MAIN SOLVE Loop x[1] 2.933999999999788 y2[1] (analytic) 0.2061048388635318 y2[1] (numeric) 4.371199295316282 absolute error 4.165094456452751 relative error 2020.8620425503864% Correct digits -1 h 0.001 y1[1] (analytic) -0.9785299154328587 y1[1] (numeric) -4.053162589789509 absolute error 3.0746326743566503 relative error 314.20936916339116% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 117.00742842596969 Order of pole 2139.716530021158 TOP MAIN SOLVE Loop x[1] 2.934999999999788 y2[1] (analytic) 0.20512620605877652 y2[1] (numeric) 4.374389967384239 absolute error 4.169263761325463 relative error 2032.5358916504356% Correct digits -1 h 0.001 y1[1] (analytic) -0.9787355309724545 y1[1] (numeric) -4.05753538422442 absolute error 3.0787998532519656 relative error 314.5691308655081% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 120.06804244443386 Order of pole 2195.729451300932 TOP MAIN SOLVE Loop x[1] 2.9359999999997877 y2[1] (analytic) 0.20414736812783227 y2[1] (numeric) 4.377582997275725 absolute error 4.173435629147893 relative error 2044.3249733861799% Correct digits -1 h 0.001 y1[1] (analytic) -0.9789401677766008 y1[1] (numeric) -4.061911370510219 absolute error 3.0829712027336185 relative error 314.92948233350745% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 123.29782675019194 Order of pole 2254.83788891262 TOP MAIN SOLVE Loop x[1] 2.9369999999997876 y2[1] (analytic) 0.20316832604953688 y2[1] (numeric) 4.380778386081722 absolute error 4.177610060032186 relative error 2056.230979140712% Correct digits -1 h 0.001 y1[1] (analytic) -0.9791438256406609 y1[1] (numeric) -4.0662905510052765 absolute error 3.0871467253646157 relative error 315.2904246058717% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 126.71118605006757 Order of pole 2317.3054238516966 TOP MAIN SOLVE Loop x[1] 2.9379999999997874 y2[1] (analytic) 0.2021890808029324 y2[1] (numeric) 4.383976134891602 absolute error 4.18178705408867 relative error 2068.2556335297513% Correct digits -1 h 0.001 y1[1] (analytic) -0.979346504360977 y1[1] (numeric) -4.070672928069051 absolute error 3.091326423708074 relative error 315.65195872375756% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 130.32420833054908 Order of pole 2383.4264381915327 TOP MAIN SOLVE Loop x[1] 2.9389999999997873 y2[1] (analytic) 0.20120963336726397 y2[1] (numeric) 4.387176244793123 absolute error 4.185966611425859 relative error 2080.400695221832% Correct digits -1 h 0.001 y1[1] (analytic) -0.9795482037348704 y1[1] (numeric) -4.07505850406209 absolute error 3.09551030032722 relative error 316.01408573100366% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 134.1549181335512 Order of pole 2453.530749587487 TOP MAIN SOLVE Loop x[1] 2.9399999999997872 y2[1] (analytic) 0.20022998472197892 y2[1] (numeric) 4.390378716872423 absolute error 4.190148732150444 relative error 2092.6679577828977% Correct digits -1 h 0.001 y1[1] (analytic) -0.9797489235606417 y1[1] (numeric) -4.079447281346029 absolute error 3.0996983577853876 relative error 316.3768066741368% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 138.22357698208592 Order of pole 2527.989108541983 TOP MAIN SOLVE Loop x[1] 2.940999999999787 y2[1] (analytic) 0.19925013584672585 y2[1] (numeric) 4.393583552214019 absolute error 4.194333416367293 relative error 2105.05925054616% Correct digits -1 h 0.001 y1[1] (analytic) -0.979948663637571 y1[1] (numeric) -4.083839262283589 absolute error 3.103890598646018 relative error 316.7401226023791% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 142.55304152449312 Order of pole 2607.2197518184425 TOP MAIN SOLVE Loop x[1] 2.941999999999787 y2[1] (analytic) 0.19827008772135354 y2[1] (numeric) 4.3967907519008005 absolute error 4.198520664179447 relative error 2117.576439508111% Correct digits -1 h 0.001 y1[1] (analytic) -0.9801474237659183 y1[1] (numeric) -4.0882344492385725 absolute error 3.108087025472654 relative error 317.10403456765465% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 147.16919276191624 Order of pole 2691.696256554429 TOP MAIN SOLVE Loop x[1] 2.942999999999787 y2[1] (analytic) 0.19728984132591004 y2[1] (numeric) 4.400000317014026 absolute error 4.202710475688116 relative error 2130.2214282516% Correct digits -1 h 0.001 y1[1] (analytic) -0.9803452037469237 y1[1] (numeric) -4.092632844575866 absolute error 3.1122876408289426 relative error 317.4685436245966% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 152.10145338233093 Order of pole 2781.957006570863 TOP MAIN SOLVE Loop x[1] 2.943999999999787 y2[1] (analytic) 0.19630939764064165 y2[1] (numeric) 4.403212248633321 absolute error 4.206902850992679 relative error 2142.9961588969445% Correct digits -1 h 0.001 y1[1] (analytic) -0.9805420033828068 y1[1] (numeric) -4.097034450661436 absolute error 3.1164924472786293 relative error 317.833650830554% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 157.38341504776818 Order of pole 2878.6166706326317 TOP MAIN SOLVE Loop x[1] 2.9449999999997867 y2[1] (analytic) 0.19532875764599195 y2[1] (numeric) 4.40642654783667 absolute error 4.211097790190678 relative error 2155.902613082067% Correct digits -1 h 0.001 y1[1] (analytic) -0.9807378224767684 y1[1] (numeric) -4.101439269862327 absolute error 3.1207014473855588 relative error 318.1993572455988% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 163.0536039005052 Order of pole 2982.3802098749325 TOP MAIN SOLVE Loop x[1] 2.9459999999997866 y2[1] (analytic) 0.1943479223226009 y2[1] (numeric) 4.409643215700415 absolute error 4.215295293377814 relative error 2168.942812972698% Correct digits -1 h 0.001 y1[1] (analytic) -0.9809326608329892 y1[1] (numeric) -4.105847304546662 absolute error 3.124914643713673 relative error 318.5656639325329% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 169.1564211743723 Order of pole 3094.060089347406 TOP MAIN SOLVE Loop x[1] 2.9469999999997865 y2[1] (analytic) 0.19336689265130372 y2[1] (numeric) 4.412862253299251 absolute error 4.219495360647947 relative error 2182.1188223037307% Correct digits -1 h 0.001 y1[1] (analytic) -0.981126518256631 y1[1] (numeric) -4.11025855708364 absolute error 3.1291320388270085 relative error 318.932571956895% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 175.74330749316528 Order of pole 3214.59758264164 TOP MAIN SOLVE Loop x[1] 2.9479999999997863 y2[1] (analytic) 0.19238566961313003 y2[1] (numeric) 4.416083661706224 absolute error 4.2236979920930935 relative error 2195.432747452845% Correct digits -1 h 0.001 y1[1] (analytic) -0.9813193945538362 y1[1] (numeric) -4.11467302984353 absolute error 3.133353635289694 relative error 319.3000823869679% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 182.87419547839326 Order of pole 3345.0893520759546 TOP MAIN SOLVE Loop x[1] 2.9489999999997862 y2[1] (analytic) 0.1914042541893027 y2[1] (numeric) 4.41930744199272 absolute error 4.227903187803417 relative error 2208.8867385475846% Correct digits -1 h 0.001 y1[1] (analytic) -0.9815112895317286 y1[1] (numeric) -4.119090725197679 absolute error 3.13757943566595 relative error 319.6681962937854% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 190.6193375437807 Order of pole 3486.820894142557 TOP MAIN SOLVE Loop x[1] 2.949999999999786 y2[1] (analytic) 0.19042264736123718 y2[1] (numeric) 4.422533595228469 absolute error 4.232110947867231 relative error 2222.4829906070977% Correct digits -1 h 0.001 y1[1] (analytic) -0.9817022029984133 y1[1] (numeric) -4.123511645518499 absolute error 3.1418094425200858 relative error 320.0369147511391% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 199.0616270173437 Order of pole 3641.309011987685 TOP MAIN SOLVE Loop x[1] 2.950999999999786 y2[1] (analytic) 0.18944085011054015 y2[1] (numeric) 4.4257621224815376 absolute error 4.236321272370997 relative error 2236.2237447198277% Correct digits -1 h 0.001 y1[1] (analytic) -0.9818921347629769 y1[1] (numeric) -4.127935793179475 absolute error 3.146043658416498 relative error 320.406238835586% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 208.2995752511565 Order of pole 3810.3562913208066 TOP MAIN SOLVE Loop x[1] 2.951999999999786 y2[1] (analytic) 0.1884588634190088 y2[1] (numeric) 4.428993024818323 absolute error 4.240534161399314 relative error 2250.1112892584674% Correct digits -1 h 0.001 y1[1] (analytic) -0.9820810846354874 y1[1] (numeric) -4.1323631705551565 absolute error 3.150282085919669 relative error 320.7761696264559% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 218.45117170186663 Order of pole 3996.121733146392 TOP MAIN SOLVE Loop x[1] 2.952999999999786 y2[1] (analytic) 0.18747668826862976 y2[1] (numeric) 4.432226303303551 absolute error 4.244749615034921 relative error 2264.147961133571% Correct digits -1 h 0.001 y1[1] (analytic) -0.9822690524269951 y1[1] (numeric) -4.1367937800211605 absolute error 3.1545247275941652 relative error 321.1467082058577% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 229.65894839344983 Order of pole 4201.213424587252 TOP MAIN SOLVE Loop x[1] 2.9539999999997857 y2[1] (analytic) 0.18649432564157803 y2[1] (numeric) 4.435461959000272 absolute error 4.248967633358694 relative error 2278.3361470872583% Correct digits -1 h 0.001 y1[1] (analytic) -0.9824560379495324 y1[1] (numeric) -4.141227623954167 absolute error 3.158771586004635 relative error 321.5178556586872% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 242.09671121925447 Order of pole 4428.811709955692 TOP MAIN SOLVE Loop x[1] 2.9549999999997856 y2[1] (analytic) 0.18551177652021622 y2[1] (numeric) 4.438699992969857 absolute error 4.253188216449641 relative error 2292.678285028524% Correct digits -1 h 0.001 y1[1] (analytic) -0.9826420410161135 y1[1] (numeric) -4.145664704731919 absolute error 3.1630226637158056 relative error 321.88961307263446% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 255.9786152595023 Order of pole 4682.835253213709 TOP MAIN SOLVE Loop x[1] 2.9559999999997855 y2[1] (analytic) 0.18452904188709335 y2[1] (numeric) 4.441940406271991 absolute error 4.257411364384898 relative error 2307.1768654117077% Correct digits -1 h 0.001 y1[1] (analytic) -0.9828270614407355 y1[1] (numeric) -4.150105024733218 absolute error 3.1672779632924826 relative error 322.2619815381904% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 271.57159507846063 Order of pole 4968.168490701706 TOP MAIN SOLVE Loop x[1] 2.9569999999997854 y2[1] (analytic) 0.18354612272494397 y2[1] (numeric) 4.4451831999646725 absolute error 4.261637077239729 relative error 2321.834432659781% Correct digits -1 h 0.001 y1[1] (analytic) -0.983011099038378 y1[1] (numeric) -4.154548586337927 absolute error 3.171537487299549 relative error 322.63496214865506% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 289.2126919942557 Order of pole 5290.978689913924 TOP MAIN SOLVE Loop x[1] 2.9579999999997852 y2[1] (analytic) 0.18256302001668717 y2[1] (numeric) 4.448428375104206 absolute error 4.265865355087519 relative error 2336.6535866341374% Correct digits -1 h 0.001 y1[1] (analytic) -0.9831941536250034 y1[1] (numeric) -4.158995391926964 absolute error 3.1758012383019603 relative error 323.0085560001439% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 309.33368720403774 Order of pole 5659.166692667145 TOP MAIN SOLVE Loop x[1] 2.958999999999785 y2[1] (analytic) 0.18157973474542555 y2[1] (numeric) 4.4516759327452 absolute error 4.2700961979997745 relative error 2351.636984152687% Correct digits -1 h 0.001 y1[1] (analytic) -0.983376225017557 y1[1] (numeric) -4.163445443882303 absolute error 3.180069218864746 relative error 323.3827641915961% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 332.4969062443776 Order of pole 6083.022074193357 TOP MAIN SOLVE Loop x[1] 2.959999999999785 y2[1] (analytic) 0.18059626789444433 y2[1] (numeric) 4.454925873940562 absolute error 4.274329606046118 relative error 2366.78734055811% Correct digits -1 h 0.001 y1[1] (analytic) -0.9835573130339675 y1[1] (numeric) -4.167898744586973 absolute error 3.184341431553005 relative error 323.7575878247812% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 359.44858875033486 Order of pole 6576.199716520228 TOP MAIN SOLVE Loop x[1] 2.960999999999785 y2[1] (analytic) 0.17961262044721027 y2[1] (numeric) 4.4581781997414955 absolute error 4.278565579294285 relative error 2382.107431338208% Correct digits -1 h 0.001 y1[1] (analytic) -0.9837374174931471 y1[1] (numeric) -4.172355296425053 absolute error 3.1886178789319057 relative error 324.13302800430665% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 391.20077232858694 Order of pole 7157.218140338961 TOP MAIN SOLVE Loop x[1] 2.961999999999785 y2[1] (analytic) 0.1786287933873707 y2[1] (numeric) 4.461432911197494 absolute error 4.282804117810123 relative error 2397.6000938004% Correct digits -1 h 0.001 y1[1] (analytic) -0.9839165382149911 y1[1] (numeric) -4.176815101781674 absolute error 3.192898563566683 relative error 324.50908583762595% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 429.1612013204282 Order of pole 7851.836608481086 TOP MAIN SOLVE Loop x[1] 2.9629999999997847 y2[1] (analytic) 0.17764478769875267 y2[1] (numeric) 4.464690009356336 absolute error 4.287045221657584 relative error 2413.2682288024625% Correct digits -1 h 0.001 y1[1] (analytic) -0.9840946750203788 y1[1] (numeric) -4.181278163043015 absolute error 3.1971834880226364 relative error 324.885762435045% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 475.34768166835505 Order of pole 8696.977445605553 TOP MAIN SOLVE Loop x[1] 2.9639999999997846 y2[1] (analytic) 0.1766606043653617 y2[1] (numeric) 4.467949495264087 absolute error 4.291288890898725 relative error 2429.1148025417538% Correct digits -1 h 0.001 y1[1] (analytic) -0.9842718277311736 y1[1] (numeric) -4.185744482596303 absolute error 3.2014726548651296 relative error 325.2630589097306% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 532.7587056840322 Order of pole 9747.50782415518 TOP MAIN SOLVE Loop x[1] 2.9649999999997845 y2[1] (analytic) 0.17567624437138113 y2[1] (numeric) 4.471211369965086 absolute error 4.295535125593705 relative error 2445.142848405221% Correct digits -1 h 0.001 y1[1] (analytic) -0.9844479961702227 y1[1] (numeric) -4.190214062829808 absolute error 3.2057660666595855 relative error 325.6409763777172% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 606.051641643198 Order of pole 11088.649449483211 TOP MAIN SOLVE Loop x[1] 2.9659999999997844 y2[1] (analytic) 0.1746917087011708 y2[1] (numeric) 4.4744756345019505 absolute error 4.29978392580078 relative error 2461.35546888263% Correct digits -1 h 0.001 y1[1] (analytic) -0.9846231801613576 y1[1] (numeric) -4.194686906132845 absolute error 3.2100637259714873 relative error 326.01951595791496% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 702.8740567647909 Order of pole 12860.339445211574 TOP MAIN SOLVE Loop x[1] 2.9669999999997843 y2[1] (analytic) 0.17370699833926634 y2[1] (numeric) 4.477742289915564 absolute error 4.304035291576297 relative error 2477.7558375455346% Correct digits -1 h 0.001 y1[1] (analytic) -0.9847973795293944 y1[1] (numeric) -4.199163014895771 absolute error 3.2143656353663768 relative error 326.39867877211725% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 836.7223184358609 Order of pole 15309.537763090866 TOP MAIN SOLVE Loop x[1] 2.967999999999784 y2[1] (analytic) 0.172722114270378 y2[1] (numeric) 4.481011337245078 absolute error 4.308289222974699 relative error 2494.347201094663% Correct digits -1 h 0.001 y1[1] (analytic) -0.9849705941001338 y1[1] (numeric) -4.203642391509982 absolute error 3.2186717974098484 relative error 326.778465945008% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 1033.8547778281654 Order of pole 18916.726369287277 TOP MAIN SOLVE Loop x[1] 2.968999999999784 y2[1] (analytic) 0.1717370574793898 y2[1] (numeric) 4.4842827775279055 absolute error 4.312545720048516 relative error 2511.1328814784574% Correct digits -1 h 0.001 y1[1] (analytic) -0.9851428237003611 y1[1] (numeric) -4.208125038367912 absolute error 3.2229822146675513 relative error 327.15887860416944% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 1353.0460709657505 Order of pole 24757.378452971097 TOP MAIN SOLVE Loop x[1] 2.969999999999784 y2[1] (analytic) 0.17075182895135843 y2[1] (numeric) 4.487556611799716 absolute error 4.316804782848358 relative error 2528.1162780857085% Correct digits -1 h 0.001 y1[1] (analytic) -0.9853140681578468 y1[1] (numeric) -4.212610957863034 absolute error 3.2272968897051872 relative error 327.5399178800902% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 1958.487751087713 Order of pole 35835.9126773739 TOP MAIN SOLVE Loop x[1] 2.970999999999784 y2[1] (analytic) 0.16976642967151231 y2[1] (numeric) 4.490832841094434 absolute error 4.321066411422922 relative error 2545.3008700153036% Correct digits -1 h 0.001 y1[1] (analytic) -0.9854843273013465 y1[1] (numeric) -4.217100152389853 absolute error 3.2316158250885065 relative error 327.92158490617237% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 3548.2501568924213 Order of pole 64925.797058671036 TOP MAIN SOLVE Loop x[1] 2.9719999999997837 y2[1] (analytic) 0.16878086062525072 y2[1] (numeric) 4.494111466444231 absolute error 4.32533060581898 relative error 2562.690218426272% Correct digits -1 h 0.001 y1[1] (analytic) -0.9856536009606011 y1[1] (numeric) -4.221592624343908 absolute error 3.2359390233833074 relative error 328.30388081873963% Correct digits 0 h 0.001 NO POLE for equation 1 Real estimate of pole used for equation 2 Radius of convergence 18951.3417341501 Order of pole 346775.48025128664 TOP MAIN SOLVE Loop x[1] 2.9729999999997836 y2[1] (analytic) 0.16779512279814252 y2[1] (numeric) 4.497392488879523 absolute error 4.329597366081381 relative error 2580.287968971473% Correct digits -1 h 0.001 y1[1] (analytic) -0.9858218889663367 y1[1] (numeric) -4.22608837612177 absolute error 3.2402664871554334 relative error 328.68680675704496% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9739999999997835 y2[1] (analytic) 0.16680921717592553 y2[1] (numeric) 4.500675909428969 absolute error 4.333866692253043 relative error 2598.097854318401% Correct digits -1 h 0.001 y1[1] (analytic) -0.9859891911502655 y1[1] (numeric) -4.230587410121038 absolute error 3.244598218970773 relative error 329.07036386327826% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9749999999997834 y2[1] (analytic) 0.16582314474450527 y2[1] (numeric) 4.503961729119462 absolute error 4.338138584374957 relative error 2616.123696760796% Correct digits -1 h 0.001 y1[1] (analytic) -0.9861555073450854 y1[1] (numeric) -4.235089728740341 absolute error 3.248934221395256 relative error 329.4545532825744% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9759999999997833 y2[1] (analytic) 0.16483690648995405 y2[1] (numeric) 4.507249948976129 absolute error 4.342413042486174 relative error 2634.369410924866% Correct digits -1 h 0.001 y1[1] (analytic) -0.9863208373844802 y1[1] (numeric) -4.239595334379333 absolute error 3.2532744969948526 relative error 329.83937616302086% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.976999999999783 y2[1] (analytic) 0.16385050339851012 y2[1] (numeric) 4.510540570022322 absolute error 4.346690066623811 relative error 2652.839006574169% Correct digits -1 h 0.001 y1[1] (analytic) -0.9864851811031197 y1[1] (numeric) -4.24410422943869 absolute error 3.2576190483355707 relative error 330.22483365566586% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.977999999999783 y2[1] (analytic) 0.1628639364565764 y2[1] (numeric) 4.513833593279619 absolute error 4.350969656823043 relative error 2671.536591517374% Correct digits -1 h 0.001 y1[1] (analytic) -0.9866485383366603 y1[1] (numeric) -4.2486164163201146 absolute error 3.2619678779834542 relative error 330.6109269145259% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.978999999999783 y2[1] (analytic) 0.16187720665071983 y2[1] (numeric) 4.517129019767817 absolute error 4.355251813117097 relative error 2690.466374623305% Correct digits -1 h 0.001 y1[1] (analytic) -0.9868109089217448 y1[1] (numeric) -4.253131897426327 absolute error 3.266320988504582 relative error 330.99765709659425% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.979999999999783 y2[1] (analytic) 0.1608903149676701 y2[1] (numeric) 4.520426850504928 absolute error 4.359536535537258 relative error 2709.63266894796% Correct digits -1 h 0.001 y1[1] (analytic) -0.9869722926960026 y1[1] (numeric) -4.2576506751610665 absolute error 3.270678382465064 relative error 331.38502536184825% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9809999999997827 y2[1] (analytic) 0.1599032623943188 y2[1] (numeric) 4.523727086507176 absolute error 4.363823824112857 relative error 2729.0398949783403% Correct digits -1 h 0.001 y1[1] (analytic) -0.98713268949805 y1[1] (numeric) -4.262172751929092 absolute error 3.275040062431042 relative error 331.77303287325805% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9819999999997826 y2[1] (analytic) 0.15891604991771843 y2[1] (numeric) 4.527029728788988 absolute error 4.36811367887127 relative error 2748.692583998241% Correct digits -1 h 0.001 y1[1] (analytic) -0.9872920991674902 y1[1] (numeric) -4.266698130136175 absolute error 3.2794060309686843 relative error 332.16168079679386% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9829999999997825 y2[1] (analytic) 0.15792867852508138 y2[1] (numeric) 4.530334778362997 absolute error 4.3724060998379155 relative error 2768.595381581385% Correct digits -1 h 0.001 y1[1] (analytic) -0.9874505215449134 y1[1] (numeric) -4.2712268121891 absolute error 3.283776290644187 relative error 332.5509703014347% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9839999999997824 y2[1] (analytic) 0.15694114920377897 y2[1] (numeric) 4.533642236240032 absolute error 4.3767010870362535 relative error 2788.753051217537% Correct digits -1 h 0.001 y1[1] (analytic) -0.9876079564718974 y1[1] (numeric) -4.275758800495668 absolute error 3.2881508440237703 relative error 332.9409025591761% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9849999999997823 y2[1] (analytic) 0.15595346294134044 y2[1] (numeric) 4.536952103429117 absolute error 4.3809986404877765 relative error 2809.170478077568% Correct digits -1 h 0.001 y1[1] (analytic) -0.9877644037910073 y1[1] (numeric) -4.280294097464684 absolute error 3.2925296936736768 relative error 333.3314787450384% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.985999999999782 y2[1] (analytic) 0.15496562072545197 y2[1] (numeric) 4.540264380937465 absolute error 4.385298760212013 relative error 2829.8526729237046% Correct digits -1 h 0.001 y1[1] (analytic) -0.9879198633457955 y1[1] (numeric) -4.284832705505965 absolute error 3.29691284216017 relative error 333.72270003707496% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.986999999999782 y2[1] (analytic) 0.15397762354395567 y2[1] (numeric) 4.543579069770476 absolute error 4.3896014462265205 relative error 2850.804776171539% Correct digits -1 h 0.001 y1[1] (analytic) -0.9880743349808029 y1[1] (numeric) -4.289374627030334 absolute error 3.301300292049531 relative error 334.11456761638% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.987999999999782 y2[1] (analytic) 0.15298947238484867 y2[1] (numeric) 4.546896170931728 absolute error 4.393906698546879 relative error 2872.03206211072% Correct digits -1 h 0.001 y1[1] (analytic) -0.9882278185415576 y1[1] (numeric) -4.293919864449616 absolute error 3.3056920459080583 relative error 334.5070826670971% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.988999999999782 y2[1] (analytic) 0.15200116823628204 y2[1] (numeric) 4.550215685422977 absolute error 4.398214517186695 relative error 2893.539943291606% Correct digits -1 h 0.001 y1[1] (analytic) -0.988380313874576 y1[1] (numeric) -4.298468420176641 absolute error 3.310088106302065 relative error 334.90024637642773% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9899999999997817 y2[1] (analytic) 0.15101271208655984 y2[1] (numeric) 4.553537614244151 absolute error 4.402524902157591 relative error 2915.333975085543% Correct digits -1 h 0.001 y1[1] (analytic) -0.988531820827363 y1[1] (numeric) -4.303020296625238 absolute error 3.314488475797875 relative error 335.2940599346388% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9909999999997816 y2[1] (analytic) 0.15002410492413812 y2[1] (numeric) 4.556861958393348 absolute error 4.40683785346921 relative error 2937.419860426824% Correct digits -1 h 0.001 y1[1] (analytic) -0.9886823392484115 y1[1] (numeric) -4.307575496210238 absolute error 3.3188931569618267 relative error 335.6885245350719% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9919999999997815 y2[1] (analytic) 0.14903534773762397 y2[1] (numeric) 4.560188718866828 absolute error 4.411153371129204 relative error 2959.803454744856% Correct digits -1 h 0.001 y1[1] (analytic) -0.9888318689872032 y1[1] (numeric) -4.312134021347466 absolute error 3.323302152360263 relative error 336.08364137415066% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9929999999997814 y2[1] (analytic) 0.14804644151577454 y2[1] (numeric) 4.563517896659012 absolute error 4.415471455143237 relative error 2982.4907710954762% Correct digits -1 h 0.001 y1[1] (analytic) -0.9889804098942083 y1[1] (numeric) -4.316695874453744 absolute error 3.327715464559536 relative error 336.4794116513899% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9939999999997813 y2[1] (analytic) 0.1470573872474959 y2[1] (numeric) 4.566849492762474 absolute error 4.419792105514978 relative error 3005.4879855008703% Correct digits -1 h 0.001 y1[1] (analytic) -0.9891279618208859 y1[1] (numeric) -4.321261057946888 absolute error 3.332133096126002 relative error 336.87583656940376% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.994999999999781 y2[1] (analytic) 0.1460681859218423 y2[1] (numeric) 4.57018350816794 absolute error 4.424115322246098 relative error 3028.801442508049% Correct digits -1 h 0.001 y1[1] (analytic) -0.9892745246196841 y1[1] (numeric) -4.325829574245703 absolute error 3.336555049626019 relative error 337.2729173339141% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.995999999999781 y2[1] (analytic) 0.14507883852801493 y2[1] (numeric) 4.573519943864283 absolute error 4.428441105336268 relative error 3052.437660976401% Correct digits -1 h 0.001 y1[1] (analytic) -0.9894200981440402 y1[1] (numeric) -4.330401425769987 absolute error 3.340981327625947 relative error 337.67065515375907% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.996999999999781 y2[1] (analytic) 0.1440893460553611 y2[1] (numeric) 4.576858800838518 absolute error 4.432769454783156 relative error 3076.4033401053994% Correct digits -1 h 0.001 y1[1] (analytic) -0.9895646822483806 y1[1] (numeric) -4.334976614940524 absolute error 3.345411932692144 relative error 338.0690512409017% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.997999999999781 y2[1] (analytic) 0.14309970949337325 y2[1] (numeric) 4.580200080075798 absolute error 4.437100370582424 relative error 3100.7053657141773% Correct digits -1 h 0.001 y1[1] (analytic) -0.9897082767881211 y1[1] (numeric) -4.339555144179085 absolute error 3.3498468673909643 relative error 338.46810681043814% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9989999999997807 y2[1] (analytic) 0.14210992983168783 y2[1] (numeric) 4.583543782559409 absolute error 4.441433852727721 relative error 3125.3508167853347% Correct digits -1 h 0.001 y1[1] (analytic) -0.9898508816196674 y1[1] (numeric) -4.344137015908425 absolute error 3.354286134288757 relative error 338.8678230806064% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 2.9999999999997806 y2[1] (analytic) 0.1411200080600844 y2[1] (numeric) 4.586889909270767 absolute error 4.445769901210683 relative error 3150.346972286039% Correct digits -1 h 0.001 y1[1] (analytic) -0.9899924966004146 y1[1] (numeric) -4.34872223255228 absolute error 3.3587297359518655 relative error 339.2682012727953% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0009999999997805 y2[1] (analytic) 0.1401299451684847 y2[1] (numeric) 4.590238461189413 absolute error 4.450108516020928 relative error 3175.701318280227% Correct digits -1 h 0.001 y1[1] (analytic) -0.9901331215887476 y1[1] (numeric) -4.353310796535369 absolute error 3.363177674946621 relative error 339.66924261155253% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0019999999997804 y2[1] (analytic) 0.1391397421469515 y2[1] (numeric) 4.593589439293007 absolute error 4.454449697146056 relative error 3201.4215553465083% Correct digits -1 h 0.001 y1[1] (analytic) -0.9902727564440414 y1[1] (numeric) -4.357902710283387 absolute error 3.3676299538393453 relative error 340.07094832459364% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0029999999997803 y2[1] (analytic) 0.13814939998568773 y2[1] (numeric) 4.596942844557327 absolute error 4.458793444571639 relative error 3227.5156063171967% Correct digits -1 h 0.001 y1[1] (analytic) -0.9904114010266615 y1[1] (numeric) -4.3624979762230085 absolute error 3.372086575196347 relative error 340.4733196428109% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.00399999999978 y2[1] (analytic) 0.1371589196750355 y2[1] (numeric) 4.600298677956261 absolute error 4.463139758281226 relative error 3253.991624354832% Correct digits -1 h 0.001 y1[1] (analytic) -0.990549055197963 y1[1] (numeric) -4.36709659678188 absolute error 3.376547541583917 relative error 340.87635780028154% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.00499999999978 y2[1] (analytic) 0.13616830220547502 y2[1] (numeric) 4.603656940461808 absolute error 4.467488638256333 relative error 3280.858001383456% Correct digits -1 h 0.001 y1[1] (analytic) -0.9906857188202919 y1[1] (numeric) -4.371698574388623 absolute error 3.3810128555683314 relative error 341.2800640342772% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.00599999999978 y2[1] (analytic) 0.13517754856762368 y2[1] (numeric) 4.607017633044065 absolute error 4.471840084476441 relative error 3308.1233768929956% Correct digits -1 h 0.001 y1[1] (analytic) -0.9908213917569845 y1[1] (numeric) -4.37630391147283 absolute error 3.385482519715845 relative error 341.68443958527206% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.00699999999978 y2[1] (analytic) 0.13418665975223507 y2[1] (numeric) 4.6103807566712325 absolute error 4.476194096918998 relative error 3335.79664713611% Correct digits -1 h 0.001 y1[1] (analytic) -0.990956073872368 y1[1] (numeric) -4.38091261046506 absolute error 3.3899565365926922 relative error 342.0894856969521% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0079999999997797 y2[1] (analytic) 0.13319563675019785 y2[1] (numeric) 4.613746312309603 absolute error 4.480550675559405 relative error 3363.886974738119% Correct digits -1 h 0.001 y1[1] (analytic) -0.99108976503176 y1[1] (numeric) -4.3855246737968425 absolute error 3.3944349087650822 relative error 342.495203616224% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0089999999997796 y2[1] (analytic) 0.132204480552535 y2[1] (numeric) 4.617114300923559 absolute error 4.484909820371024 relative error 3392.403798741771% Correct digits -1 h 0.001 y1[1] (analytic) -0.9912224651014697 y1[1] (numeric) -4.390140103900671 absolute error 3.398917638799201 relative error 342.9015945932238% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0099999999997795 y2[1] (analytic) 0.13121319215040259 y2[1] (numeric) 4.6204847234755695 absolute error 4.4892715313251665 relative error 3421.356845110023% Correct digits -1 h 0.001 y1[1] (analytic) -0.9913541739487969 y1[1] (numeric) -4.394758903210002 absolute error 3.4034047292612053 relative error 343.30865988132615% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0109999999997794 y2[1] (analytic) 0.130221772535089 y2[1] (numeric) 4.623857580926184 absolute error 4.493635808391095 relative error 3450.756137711349% Correct digits -1 h 0.001 y1[1] (analytic) -0.9914848914420328 y1[1] (numeric) -4.399381074159255 absolute error 3.407896182717222 relative error 343.7164007371528% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0119999999997793 y2[1] (analytic) 0.1292302226980137 y2[1] (numeric) 4.6272328742340285 absolute error 4.498002651536015 relative error 3480.612009813669% Correct digits -1 h 0.001 y1[1] (analytic) -0.9916146174504599 y1[1] (numeric) -4.404006619183807 absolute error 3.4123920017333473 relative error 344.12481842058236% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.012999999999779 y2[1] (analytic) 0.12823854363072648 y2[1] (numeric) 4.6306106043558035 absolute error 4.502372060725077 relative error 3510.9351161145673% Correct digits -1 h 0.001 y1[1] (analytic) -0.991743351844352 y1[1] (numeric) -4.408635540719994 absolute error 3.4168921888756425 relative error 344.5339141947586% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.013999999999779 y2[1] (analytic) 0.12724673632490632 y2[1] (numeric) 4.633990772246275 absolute error 4.506744035921368 relative error 3541.7364453372247% Correct digits -1 h 0.001 y1[1] (analytic) -0.9918710944949751 y1[1] (numeric) -4.4132678412051085 absolute error 3.4213967467101334 relative error 344.94368932609984% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.014999999999779 y2[1] (analytic) 0.12625480177236043 y2[1] (numeric) 4.637373378858274 absolute error 4.511118577085913 relative error 3573.0273334233552% Correct digits -1 h 0.001 y1[1] (analytic) -0.9919978452745862 y1[1] (numeric) -4.417903523077395 absolute error 3.4259056778028083 relative error 345.35414508430847% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.015999999999779 y2[1] (analytic) 0.1252627409650233 y2[1] (numeric) 4.64075842514269 absolute error 4.515495684177667 relative error 3604.8194773564105% Correct digits -1 h 0.001 y1[1] (analytic) -0.9921236040564348 y1[1] (numeric) -4.422542588776049 absolute error 3.4304189847196143 relative error 345.76528274237916% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0169999999997787 y2[1] (analytic) 0.12427055489495563 y2[1] (numeric) 4.644145912048469 absolute error 4.519875357153513 relative error 3637.1249496504684% Correct digits -1 h 0.001 y1[1] (analytic) -0.992248370714762 y1[1] (numeric) -4.42718504074122 absolute error 3.434936670026458 relative error 346.1771035766091% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0179999999997786 y2[1] (analytic) 0.12327824455434343 y2[1] (numeric) 4.647535840522605 absolute error 4.524257595968262 relative error 3669.9562135425135% Correct digits -1 h 0.001 y1[1] (analytic) -0.9923721451248012 y1[1] (numeric) -4.431830881414002 absolute error 3.439458736289201 relative error 346.58960886660645% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0189999999997785 y2[1] (analytic) 0.12228581093549694 y2[1] (numeric) 4.650928211510139 absolute error 4.5286424005746415 relative error 3703.3261389282525% Correct digits -1 h 0.001 y1[1] (analytic) -0.992494927162778 y1[1] (numeric) -4.436480113236437 absolute error 3.4439851860736588 relative error 347.0027998953001% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0199999999997784 y2[1] (analytic) 0.12129325503084971 y2[1] (numeric) 4.654323025954154 absolute error 4.533029770923305 relative error 3737.248019084305% Correct digits -1 h 0.001 y1[1] (analytic) -0.9926167167059102 y1[1] (numeric) -4.4411327386515085 absolute error 3.4485160219455984 relative error 347.4166779489485% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0209999999997783 y2[1] (analytic) 0.12030057783295757 y2[1] (numeric) 4.65772028479577 absolute error 4.537419706962813 relative error 3771.7355882223706% Correct digits -1 h 0.001 y1[1] (analytic) -0.9927375136324086 y1[1] (numeric) -4.445788760103144 absolute error 3.4530512464707357 relative error 347.83124431714924% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.021999999999778 y2[1] (analytic) 0.1193077803344976 y2[1] (numeric) 4.66111998897414 absolute error 4.541812208639643 relative error 3806.803039924117% Correct digits -1 h 0.001 y1[1] (analytic) -0.9928573178214759 y1[1] (numeric) -4.450448180036212 absolute error 3.4575908622147367 relative error 348.2465002928488% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.022999999999778 y2[1] (analytic) 0.11831486352826726 y2[1] (numeric) 4.664522139426444 absolute error 4.546207275898176 relative error 3842.4650465087316% Correct digits -1 h 0.001 y1[1] (analytic) -0.9929761291533082 y1[1] (numeric) -4.455111000896517 absolute error 3.462134871743209 relative error 348.662447172351% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.023999999999778 y2[1] (analytic) 0.11732182840718323 y2[1] (numeric) 4.667926737087885 absolute error 4.550604908680702 relative error 3878.736779388688% Correct digits -1 h 0.001 y1[1] (analytic) -0.9930939475090942 y1[1] (numeric) -4.459777225130801 absolute error 3.4666832776217067 relative error 349.0790862553274% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.024999999999778 y2[1] (analytic) 0.11632867596428058 y2[1] (numeric) 4.671333782891689 absolute error 4.555005106927409 relative error 3915.6339304730423% Correct digits -1 h 0.001 y1[1] (analytic) -0.9932107727710153 y1[1] (numeric) -4.46444685518674 absolute error 3.4712360824157242 relative error 349.49641884482634% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0259999999997778 y2[1] (analytic) 0.11533540719271167 y2[1] (numeric) 4.674743277769093 absolute error 4.559407870576382 relative error 3953.1727346816897% Correct digits -1 h 0.001 y1[1] (analytic) -0.9933266048222464 y1[1] (numeric) -4.469119893512942 absolute error 3.4757932886906957 relative error 349.9144462472825% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0269999999997776 y2[1] (analytic) 0.11434202308574516 y2[1] (numeric) 4.678155222649347 absolute error 4.563813199563602 relative error 3991.369993638468% Correct digits -1 h 0.001 y1[1] (analytic) -0.9934414435469556 y1[1] (numeric) -4.473796342558946 absolute error 3.4803548990119904 relative error 350.3331697725261% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0279999999997775 y2[1] (analytic) 0.1133485246367651 y2[1] (numeric) 4.681569618459705 absolute error 4.56822109382294 relative error 4030.2431006157244% Correct digits -1 h 0.001 y1[1] (analytic) -0.993555288830304 y1[1] (numeric) -4.478476204775218 absolute error 3.484920915944914 relative error 350.7525907337933% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0289999999997774 y2[1] (analytic) 0.11235491283926985 y2[1] (numeric) 4.684986466125424 absolute error 4.572631553286154 relative error 4069.8100668081743% Correct digits -1 h 0.001 y1[1] (analytic) -0.9936681405584462 y1[1] (numeric) -4.483159482613151 absolute error 3.4894913420547047 relative error 351.17271044773497% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0299999999997773 y2[1] (analytic) 0.11136118868687113 y2[1] (numeric) 4.6884057665697565 absolute error 4.577044577882885 relative error 4110.089549019419% Correct digits -1 h 0.001 y1[1] (analytic) -0.9937799986185308 y1[1] (numeric) -4.487846178525062 absolute error 3.4940661799065307 relative error 351.5935302344268% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.030999999999777 y2[1] (analytic) 0.11036735317329299 y2[1] (numeric) 4.691827520713949 absolute error 4.581460167540656 relative error 4151.1008788505505% Correct digits -1 h 0.001 y1[1] (analytic) -0.9938908628986995 y1[1] (numeric) -4.49253629496419 absolute error 3.4986454320654907 relative error 352.01505141737914% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.031999999999777 y2[1] (analytic) 0.10937340729237088 y2[1] (numeric) 4.695251729477236 absolute error 4.585878322184865 relative error 4192.864093486775% Correct digits -1 h 0.001 y1[1] (analytic) -0.9940007332880882 y1[1] (numeric) -4.497229834384696 absolute error 3.503229101096608 relative error 352.43727532354626% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.032999999999777 y2[1] (analytic) 0.10837935203805059 y2[1] (numeric) 4.698678393776833 absolute error 4.590299041738782 relative error 4235.399968185072% Correct digits -1 h 0.001 y1[1] (analytic) -0.9941096096768265 y1[1] (numeric) -4.501926799241657 absolute error 3.5078171895648307 relative error 352.86020328333626% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.033999999999777 y2[1] (analytic) 0.10738518840438731 y2[1] (numeric) 4.702107514527937 absolute error 4.59472232612355 relative error 4278.730050573557% Correct digits -1 h 0.001 y1[1] (analytic) -0.9942174919560379 y1[1] (numeric) -4.5066271919910665 absolute error 3.5124097000350285 relative error 353.28383663062124% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0349999999997768 y2[1] (analytic) 0.10639091738554456 y2[1] (numeric) 4.70553909264372 absolute error 4.5991481752581755 relative error 4322.876696881521% Correct digits -1 h 0.001 y1[1] (analytic) -0.9943243800178402 y1[1] (numeric) -4.511331015089834 absolute error 3.5170066350719935 relative error 353.70817670274675% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0359999999997767 y2[1] (analytic) 0.10539653997579328 y2[1] (numeric) 4.708973129035322 absolute error 4.603576589059529 relative error 4367.86311022814% Correct digits -1 h 0.001 y1[1] (analytic) -0.9944302737553453 y1[1] (numeric) -4.516038270995779 absolute error 3.5216079972404333 relative error 354.1332248405419% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0369999999997765 y2[1] (analytic) 0.10440205716951083 y2[1] (numeric) 4.71240962461185 absolute error 4.608007567442339 relative error 4413.713381107632% Correct digits -1 h 0.001 y1[1] (analytic) -0.9945351730626596 y1[1] (numeric) -4.520748962167632 absolute error 3.5262137891049723 relative error 354.55898238832896% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0379999999997764 y2[1] (analytic) 0.10340746996117989 y2[1] (numeric) 4.715848580280372 absolute error 4.612441110319192 relative error 4460.4525302192815% Correct digits -1 h 0.001 y1[1] (analytic) -0.9946390778348836 y1[1] (numeric) -4.525463091065033 absolute error 3.5308240132301494 relative error 354.9854506939339% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0389999999997763 y2[1] (analytic) 0.10241277934538762 y2[1] (numeric) 4.719289996945911 absolute error 4.616877217600523 relative error 4508.106553802315% Correct digits -1 h 0.001 y1[1] (analytic) -0.9947419879681128 y1[1] (numeric) -4.530180660148526 absolute error 3.5354386721804127 relative error 355.4126311086955% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.039999999999776 y2[1] (analytic) 0.10141798631682453 y2[1] (numeric) 4.722733875511443 absolute error 4.621315889194618 relative error 4556.702471648241% Correct digits -1 h 0.001 y1[1] (analytic) -0.9948439033594367 y1[1] (numeric) -4.534901671879559 absolute error 3.540057768520122 relative error 355.84052498747644% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.040999999999776 y2[1] (analytic) 0.10042309187028357 y2[1] (numeric) 4.726180216877892 absolute error 4.625757125007608 relative error 4606.268377976945% Correct digits -1 h 0.001 y1[1] (analytic) -0.9949448239069404 y1[1] (numeric) -4.539626128720482 absolute error 3.544681304813542 relative error 356.26913368867224% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.041999999999776 y2[1] (analytic) 0.09942809700065913 y2[1] (numeric) 4.729629021944124 absolute error 4.630200924943464 relative error 4656.83349537784% Correct digits -1 h 0.001 y1[1] (analytic) -0.995044749509703 y1[1] (numeric) -4.544354033134548 absolute error 3.5493092836248445 relative error 356.69845857422257% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.042999999999776 y2[1] (analytic) 0.09843300270294596 y2[1] (numeric) 4.733080291606943 absolute error 4.634647288903997 relative error 4708.428232033694% Correct digits -1 h 0.001 y1[1] (analytic) -0.995143680067799 y1[1] (numeric) -4.549085387585903 absolute error 3.5539417075181037 relative error 357.12850100962044% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0439999999997758 y2[1] (analytic) 0.09743780997223829 y2[1] (numeric) 4.736534026761088 absolute error 4.63909621678885 relative error 4761.084242462561% Correct digits -1 h 0.001 y1[1] (analytic) -0.9952416154822978 y1[1] (numeric) -4.5538201945395915 absolute error 3.5585785790572935 relative error 357.55926236392287% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0449999999997757 y2[1] (analytic) 0.09644251980372877 y2[1] (numeric) 4.739990228299227 absolute error 4.643547708495499 relative error 4814.834492032803% Correct digits -1 h 0.001 y1[1] (analytic) -0.9953385556552642 y1[1] (numeric) -4.558558456461553 absolute error 3.5632199008062884 relative error 357.9907440097609% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0459999999997756 y2[1] (analytic) 0.09544713319270748 y2[1] (numeric) 4.743448897111952 absolute error 4.648001763919244 relative error 4869.713325527486% Correct digits -1 h 0.001 y1[1] (analytic) -0.9954345004897578 y1[1] (numeric) -4.563300175818615 absolute error 3.567865675328857 relative error 358.42294732335006% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0469999999997754 y2[1] (analytic) 0.09445165113456096 y2[1] (numeric) 4.746910034087775 absolute error 4.652458382953214 relative error 4925.7565400578005% Correct digits -1 h 0.001 y1[1] (analytic) -0.9955294498898338 y1[1] (numeric) -4.568045355078497 absolute error 3.5725159051886632 relative error 358.85587368450035% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0479999999997753 y2[1] (analytic) 0.09345607462477117 y2[1] (numeric) 4.750373640113126 absolute error 4.656917565488355 relative error 4983.001462650784% Correct digits -1 h 0.001 y1[1] (analytic) -0.995623403760543 y1[1] (numeric) -4.572793996709806 absolute error 3.577170592949263 relative error 359.28952447662704% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0489999999997752 y2[1] (analytic) 0.09246040465891454 y2[1] (numeric) 4.753839716072343 absolute error 4.6613793114134285 relative error 5041.487032864725% Correct digits -1 h 0.001 y1[1] (analytic) -0.9957163620079313 y1[1] (numeric) -4.577546103182034 absolute error 3.581829741174103 relative error 359.7239010867607% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.049999999999775 y2[1] (analytic) 0.09146464223266096 y2[1] (numeric) 4.757308262847672 absolute error 4.665843620615011 relative error 5101.253890816502% Correct digits -1 h 0.001 y1[1] (analytic) -0.9958083245390407 y1[1] (numeric) -4.582301676965557 absolute error 3.586493352426516 relative error 360.15900490555777% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.050999999999775 y2[1] (analytic) 0.09046878834177277 y2[1] (numeric) 4.760779281319261 absolute error 4.670310492977488 relative error 5162.344471039007% Correct digits -1 h 0.001 y1[1] (analytic) -0.9958992912619085 y1[1] (numeric) -4.587060720531629 absolute error 3.5911614292697207 relative error 360.59483732731087% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.051999999999775 y2[1] (analytic) 0.08947284398210378 y2[1] (numeric) 4.764252772365154 absolute error 4.6747799283830505 relative error 5224.803102624181% Correct digits -1 h 0.001 y1[1] (analytic) -0.9959892620855679 y1[1] (numeric) -4.591823236352387 absolute error 3.595833974266819 relative error 361.0313997499596% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.052999999999775 y2[1] (analytic) 0.08847681014959827 y2[1] (numeric) 4.767728736861289 absolute error 4.679251926711691 relative error 5288.676116148314% Correct digits -1 h 0.001 y1[1] (analytic) -0.9960782369200484 y1[1] (numeric) -4.596589226900843 absolute error 3.6005109899807946 relative error 361.46869357510064% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0539999999997747 y2[1] (analytic) 0.08748068784028996 y2[1] (numeric) 4.771207175681493 absolute error 4.683726487841203 relative error 5354.011957921613% Correct digits -1 h 0.001 y1[1] (analytic) -0.9961662156763749 y1[1] (numeric) -4.601358694650884 absolute error 3.6051924789745087 relative error 361.9067202079989% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0549999999997746 y2[1] (analytic) 0.08648447805030111 y2[1] (numeric) 4.774688089697475 absolute error 4.6882036116471735 relative error 5420.861312154095% Correct digits -1 h 0.001 y1[1] (analytic) -0.9962531982665687 y1[1] (numeric) -4.606131642077271 absolute error 3.609878443810702 relative error 362.34548105759785% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0559999999997745 y2[1] (analytic) 0.08548818177584143 y2[1] (numeric) 4.7781714797788215 absolute error 4.69268329800298 relative error 5489.277231685271% Correct digits -1 h 0.001 y1[1] (analytic) -0.9963391846036472 y1[1] (numeric) -4.610908071655634 absolute error 3.6145688870519863 relative error 362.7849775365299% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0569999999997743 y2[1] (analytic) 0.0844918000132071 y2[1] (numeric) 4.781657346792997 absolute error 4.69716554677979 relative error 5559.315277986227% Correct digits -1 h 0.001 y1[1] (analytic) -0.9964241746016242 y1[1] (numeric) -4.615687985862472 absolute error 3.619263811260848 relative error 363.22521106112754% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0579999999997742 y2[1] (analytic) 0.08349533375877978 y2[1] (numeric) 4.785145691605334 absolute error 4.701650357846554 relative error 5631.033671210592% Correct digits -1 h 0.001 y1[1] (analytic) -0.9965081681755097 y1[1] (numeric) -4.620471387175152 absolute error 3.6239632189996422 relative error 363.66618305143413% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.058999999999774 y2[1] (analytic) 0.08249878400902566 y2[1] (numeric) 4.7886365150790295 absolute error 4.706137731070004 relative error 5704.493451146062% Correct digits -1 h 0.001 y1[1] (analytic) -0.9965911652413101 y1[1] (numeric) -4.625258278071903 absolute error 3.628667112830593 relative error 364.1078949312143% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.059999999999774 y2[1] (analytic) 0.08150215176049441 y2[1] (numeric) 4.792129818075141 absolute error 4.710627666314647 relative error 5779.758650001649% Correct digits -1 h 0.001 y1[1] (analytic) -0.9966731657160282 y1[1] (numeric) -4.630048661031817 absolute error 3.6333754953157893 relative error 364.5503481279649% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.060999999999774 y2[1] (analytic) 0.0805054380098182 y2[1] (numeric) 4.795625601452583 absolute error 4.715120163442765 relative error 5856.896478058691% Correct digits -1 h 0.001 y1[1] (analytic) -0.9967541695176636 y1[1] (numeric) -4.634842538534847 absolute error 3.6380883690171832 relative error 364.9935440729262% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.061999999999774 y2[1] (analytic) 0.07950864375371068 y2[1] (numeric) 4.799123866068121 absolute error 4.7196152223144106 relative error 5935.977523316948% Correct digits -1 h 0.001 y1[1] (analytic) -0.9968341765652127 y1[1] (numeric) -4.639639913061802 absolute error 3.642805736496589 relative error 365.43748420109245% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0629999999997737 y2[1] (analytic) 0.07851176998896603 y2[1] (numeric) 4.802624612776366 absolute error 4.724112842787401 relative error 6017.075966382267% Correct digits -1 h 0.001 y1[1] (analytic) -0.9969131867786681 y1[1] (numeric) -4.644440787094347 absolute error 3.647527600315679 relative error 365.8821699512229% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0639999999997736 y2[1] (analytic) 0.07751481771245794 y2[1] (numeric) 4.806127842429773 absolute error 4.7286130247173155 relative error 6100.269811970864% Correct digits -1 h 0.001 y1[1] (analytic) -0.99699120007902 y1[1] (numeric) -4.649245163115003 absolute error 3.652253963035983 relative error 366.327602765853% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0649999999997735 y2[1] (analytic) 0.0765177879211386 y2[1] (numeric) 4.809633555878633 absolute error 4.733115767957494 relative error 6185.641138548826% Correct digits -1 h 0.001 y1[1] (analytic) -0.9970682163882548 y1[1] (numeric) -4.654053043607139 absolute error 3.6569848272188836 relative error 366.773784091305% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0659999999997734 y2[1] (analytic) 0.0755206816120377 y2[1] (numeric) 4.813141753971069 absolute error 4.737621072359031 relative error 6273.276367786214% Correct digits -1 h 0.001 y1[1] (analytic) -0.9971442356293563 y1[1] (numeric) -4.658864431054974 absolute error 3.6617201954256178 relative error 367.2207153776997% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0669999999997732 y2[1] (analytic) 0.0745234997822615 y2[1] (numeric) 4.816652437553032 absolute error 4.7421289377707705 relative error 6363.266555685189% Correct digits -1 h 0.001 y1[1] (analytic) -0.9972192577263053 y1[1] (numeric) -4.663679327943577 absolute error 3.666460070217272 relative error 367.668398078967% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.067999999999773 y2[1] (analytic) 0.07352624342899172 y2[1] (numeric) 4.8201656074683 absolute error 4.746639364039308 relative error 6455.707707443798% Correct digits -1 h 0.001 y1[1] (analytic) -0.9972932826040797 y1[1] (numeric) -4.668497736758859 absolute error 3.671204454154779 relative error 368.11683365285717% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.068999999999773 y2[1] (analytic) 0.07252891354948464 y2[1] (numeric) 4.823681264558465 absolute error 4.75115235100898 relative error 6550.701118344189% Correct digits -1 h 0.001 y1[1] (analytic) -0.9973663101886545 y1[1] (numeric) -4.673319659987572 absolute error 3.6759533497989176 relative error 368.5660235609524% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.069999999999773 y2[1] (analytic) 0.07153151114107005 y2[1] (numeric) 4.827199409662934 absolute error 4.755667898521864 relative error 6648.353743209797% Correct digits -1 h 0.001 y1[1] (analytic) -0.9974383404070023 y1[1] (numeric) -4.678145100117313 absolute error 3.680706759710311 relative error 369.01596926867757% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.070999999999773 y2[1] (analytic) 0.07053403720115028 y2[1] (numeric) 4.830720043618927 absolute error 4.760186006417777 relative error 6748.7785972644515% Correct digits -1 h 0.001 y1[1] (analytic) -0.9975093731870928 y1[1] (numeric) -4.682974059636515 absolute error 3.6854646864494223 relative error 369.46667224531205% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0719999999997727 y2[1] (analytic) 0.0695364927271992 y2[1] (numeric) 4.834243167261464 absolute error 4.764706674534265 relative error 6852.095191551918% Correct digits -1 h 0.001 y1[1] (analytic) -0.9975794084578933 y1[1] (numeric) -4.687806541034447 absolute error 3.6902271325765534 relative error 369.9181339640005% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0729999999997726 y2[1] (analytic) 0.06853887871676118 y2[1] (numeric) 4.837768781423369 absolute error 4.769229902706608 relative error 6958.430006442888% Correct digits -1 h 0.001 y1[1] (analytic) -0.9976484461493683 y1[1] (numeric) -4.692642546801212 absolute error 3.694994100651843 relative error 370.3703559017649% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0739999999997725 y2[1] (analytic) 0.06754119616745013 y2[1] (numeric) 4.841296886935259 absolute error 4.773755690767809 relative error 7067.9170071737735% Correct digits -1 h 0.001 y1[1] (analytic) -0.9977164861924804 y1[1] (numeric) -4.697482079427744 absolute error 3.6997655932352638 relative error 370.82333953951536% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0749999999997724 y2[1] (analytic) 0.06654344607694858 y2[1] (numeric) 4.844827484625542 absolute error 4.778284038548593 relative error 7180.69820583555% Correct digits -1 h 0.001 y1[1] (analytic) -0.9977835285191895 y1[1] (numeric) -4.702325141405809 absolute error 3.7045416128866195 relative error 371.2770863620619% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0759999999997722 y2[1] (analytic) 0.06554562944300647 y2[1] (numeric) 4.848360575320412 absolute error 4.782814945877406 relative error 7296.924274769808% Correct digits -1 h 0.001 y1[1] (analytic) -0.9978495730624531 y1[1] (numeric) -4.707171735227997 absolute error 3.7093221621655443 relative error 371.7315978581259% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.076999999999772 y2[1] (analytic) 0.0645477472634404 y2[1] (numeric) 4.851896159843845 absolute error 4.787348412580404 relative error 7416.755216943009% Correct digits -1 h 0.001 y1[1] (analytic) -0.997914619756227 y1[1] (numeric) -4.712021863387726 absolute error 3.714107243631499 relative error 372.18687552035163% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.077999999999772 y2[1] (analytic) 0.06354980053613243 y2[1] (numeric) 4.855434239017592 absolute error 4.79188443848146 relative error 7540.361099570948% Correct digits -1 h 0.001 y1[1] (analytic) -0.9979786685354641 y1[1] (numeric) -4.7168755283792345 absolute error 3.7188968598437704 relative error 372.6429208453182% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.078999999999772 y2[1] (analytic) 0.06255179025902922 y2[1] (numeric) 4.8589748136611774 absolute error 4.7964230234021485 relative error 7667.922858066871% Correct digits -1 h 0.001 y1[1] (analytic) -0.998041719336116 y1[1] (numeric) -4.721732732697584 absolute error 3.723691013361468 relative error 373.09973533355077% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.079999999999772 y2[1] (analytic) 0.06155371743014097 y2[1] (numeric) 4.862517884591893 absolute error 4.800964167161752 relative error 7799.633178305598% Correct digits -1 h 0.001 y1[1] (analytic) -0.9981037720951316 y1[1] (numeric) -4.7265934788386526 absolute error 3.728489706743521 relative error 373.5573204895323% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0809999999997717 y2[1] (analytic) 0.060555583047540426 y2[1] (numeric) 4.866063452624791 absolute error 4.80550786957725 relative error 7935.697466251107% Correct digits -1 h 0.001 y1[1] (analytic) -0.9981648267504583 y1[1] (numeric) -4.731457769299135 absolute error 3.733292942548677 relative error 374.0156778217153% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0819999999997716 y2[1] (analytic) 0.05955738810936187 y2[1] (numeric) 4.869611518572682 absolute error 4.810054130463319 relative error 8076.33491520966% Correct digits -1 h 0.001 y1[1] (analytic) -0.9982248832410414 y1[1] (numeric) -4.736325606576541 absolute error 3.7381007233354993 relative error 374.4748088425341% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0829999999997715 y2[1] (analytic) 0.05855913361380017 y2[1] (numeric) 4.873162083246131 absolute error 4.814602949632331 relative error 8221.77968237172% Correct digits -1 h 0.001 y1[1] (analytic) -0.9982839415068245 y1[1] (numeric) -4.741196993169189 absolute error 3.7429130516623648 relative error 374.934715068416% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0839999999997714 y2[1] (analytic) 0.057560820559109736 y2[1] (numeric) 4.87671514745345 absolute error 4.81915432689434 relative error 8372.28218792591% Correct digits -1 h 0.001 y1[1] (analytic) -0.9983420014887493 y1[1] (numeric) -4.7460719315762105 absolute error 3.7477299300874614 relative error 375.39539801979333% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0849999999997713 y2[1] (analytic) 0.05656244994360354 y2[1] (numeric) 4.880270712000695 absolute error 4.8237082620570915 relative error 8528.110551906157% Correct digits -1 h 0.001 y1[1] (analytic) -0.9983990631287558 y1[1] (numeric) -4.750950424297542 absolute error 3.752551361168787 relative error 375.8568592211158% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.085999999999771 y2[1] (analytic) 0.055564022765652116 y2[1] (numeric) 4.883828777691661 absolute error 4.828264754926009 relative error 8689.552186114728% Correct digits -1 h 0.001 y1[1] (analytic) -0.9984551263697824 y1[1] (numeric) -4.755832473833927 absolute error 3.757377347464144 relative error 376.3191002008619% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.086999999999771 y2[1] (analytic) 0.05456554002368256 y2[1] (numeric) 4.887389345327875 absolute error 4.8328238053041925 relative error 8856.91556100544% Correct digits -1 h 0.001 y1[1] (analytic) -0.9985101911557658 y1[1] (numeric) -4.760718082686908 absolute error 3.762207891531142 relative error 376.78212249155143% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.087999999999771 y2[1] (analytic) 0.05356700271617752 y2[1] (numeric) 4.890952415708597 absolute error 4.837385412992419 relative error 9030.532170379402% Correct digits -1 h 0.001 y1[1] (analytic) -0.9985642574316412 y1[1] (numeric) -4.765607253358831 absolute error 3.7670429959271896 relative error 377.245927629757% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.088999999999771 y2[1] (analytic) 0.05256841184167423 y2[1] (numeric) 4.894517989630807 absolute error 4.841949577789133 relative error 9210.758720221826% Correct digits -1 h 0.001 y1[1] (analytic) -0.9986173251433424 y1[1] (numeric) -4.770499988352839 absolute error 3.7718826632094964 relative error 377.7105171561165% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0899999999997707 y2[1] (analytic) 0.05156976839876348 y2[1] (numeric) 4.898086067889208 absolute error 4.846516299490444 relative error 9397.979572091024% Correct digits -1 h 0.001 y1[1] (analytic) -0.9986693942378018 y1[1] (numeric) -4.775396290172871 absolute error 3.7767268959350693 relative error 378.17589261534533% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0909999999997706 y2[1] (analytic) 0.05057107338608863 y2[1] (numeric) 4.901656651276217 absolute error 4.851085577890128 relative error 9592.609476279362% Correct digits -1 h 0.001 y1[1] (analytic) -0.9987204646629501 y1[1] (numeric) -4.78029616132366 absolute error 3.78157569666071 relative error 378.64205555624847% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0919999999997705 y2[1] (analytic) 0.04957232780234461 y2[1] (numeric) 4.9052297405819605 absolute error 4.855657412779616 relative error 9795.096635647518% Correct digits -1 h 0.001 y1[1] (analytic) -0.9987705363677168 y1[1] (numeric) -4.78519960431073 absolute error 3.786429067943013 relative error 379.1090075317326% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0929999999997704 y2[1] (analytic) 0.04857353264627691 y2[1] (numeric) 4.908805336594271 absolute error 4.860231803947994 relative error 10005.926147767068% Correct digits -2 h 0.001 y1[1] (analytic) -0.9988196093020306 y1[1] (numeric) -4.790106621640393 absolute error 3.7912870123383624 relative error 379.5767500988183% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0939999999997703 y2[1] (analytic) 0.04757468891668062 y2[1] (numeric) 4.912383440098682 absolute error 4.864808751182001 relative error 10225.623881013553% Correct digits -2 h 0.001 y1[1] (analytic) -0.9988676834168183 y1[1] (numeric) -4.795017215819749 absolute error 3.796149532402931 relative error 380.0452848186532% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.09499999999977 y2[1] (analytic) 0.04657579761239937 y2[1] (numeric) 4.915964051878422 absolute error 4.869388254266023 relative error 10454.760849806034% Correct digits -2 h 0.001 y1[1] (analytic) -0.9989147586640057 y1[1] (numeric) -4.799931389356682 absolute error 3.8010166306926765 relative error 380.51461325652355% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.09599999999977 y2[1] (analytic) 0.04557685973232439 y2[1] (numeric) 4.919547172714412 absolute error 4.873970312982088 relative error 10693.9581656288% Correct digits -2 h 0.001 y1[1] (analytic) -0.9989608349965178 y1[1] (numeric) -4.804849144759858 absolute error 3.8058883097633407 relative error 380.9847369818665% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.09699999999977 y2[1] (analytic) 0.04457787627539348 y2[1] (numeric) 4.923132803385258 absolute error 4.878554927109864 relative error 10943.892654219544% Correct digits -2 h 0.001 y1[1] (analytic) -0.9990059123682781 y1[1] (numeric) -4.809770484538722 absolute error 3.810764572170444 relative error 381.4556575682834% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.09799999999977 y2[1] (analytic) 0.04357884824059001 y2[1] (numeric) 4.926720944667246 absolute error 4.883142096426656 relative error 11205.303245895386% Correct digits -2 h 0.001 y1[1] (analytic) -0.9990499907342093 y1[1] (numeric) -4.814695411203498 absolute error 3.815645420469289 relative error 381.9273765935519% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0989999999997697 y2[1] (analytic) 0.042579776626941936 y2[1] (numeric) 4.9303115973343425 absolute error 4.8877318207074 relative error 11478.998266079996% Correct digits -2 h 0.001 y1[1] (analytic) -0.999093070050233 y1[1] (numeric) -4.819623927265185 absolute error 3.8205308572149517 relative error 382.39989563963854% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.0999999999997696 y2[1] (analytic) 0.04158066243352077 y2[1] (numeric) 4.933904762158182 absolute error 4.892324099724661 relative error 11765.863777534849% Correct digits -2 h 0.001 y1[1] (analytic) -0.9991351502732699 y1[1] (numeric) -4.8245560352355525 absolute error 3.8254208849622824 relative error 382.8732162927113% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1009999999997695 y2[1] (analytic) 0.040581506659440644 y2[1] (numeric) 4.937500439908068 absolute error 4.896918933248627 relative error 12066.873155655585% Correct digits -2 h 0.001 y1[1] (analytic) -0.9991762313612398 y1[1] (numeric) -4.829491737627143 absolute error 3.8303155062659036 relative error 383.3473401431524% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1019999999997694 y2[1] (analytic) 0.03958231030385724 y2[1] (numeric) 4.941098631350966 absolute error 4.901516321047109 relative error 12383.09811484011% Correct digits -2 h 0.001 y1[1] (analytic) -0.9992163132730616 y1[1] (numeric) -4.834431036953267 absolute error 3.835214723680205 relative error 383.82226878557117% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1029999999997693 y2[1] (analytic) 0.03858307436596683 y2[1] (numeric) 4.9446993372515 absolute error 4.906116262885533 relative error 12715.721449126138% Correct digits -2 h 0.001 y1[1] (analytic) -0.9992553959686534 y1[1] (numeric) -4.8393739357279975 absolute error 3.8401185397593443 relative error 384.2980038188163% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.103999999999769 y2[1] (analytic) 0.03758379984500527 y2[1] (numeric) 4.948302558371942 absolute error 4.910718758526937 relative error 13066.051806306517% Correct digits -2 h 0.001 y1[1] (analytic) -0.9992934794089325 y1[1] (numeric) -4.844320436466176 absolute error 3.845026957057243 relative error 384.7745468459897% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.104999999999769 y2[1] (analytic) 0.036584487740246995 y2[1] (numeric) 4.951908295472219 absolute error 4.915323807731972 relative error 13435.540884516939% Correct digits -2 h 0.001 y1[1] (analytic) -0.9993305635558155 y1[1] (numeric) -4.849270541683401 absolute error 3.8499399781275856 relative error 385.25189947445807% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.105999999999769 y2[1] (analytic) 0.03558513905100403 y2[1] (numeric) 4.955516549309893 absolute error 4.919931410258889 relative error 13825.80352772311% Correct digits -2 h 0.001 y1[1] (analytic) -0.9993666483722181 y1[1] (numeric) -4.8542242538960325 absolute error 3.854857605523814 relative error 385.7300633158669% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.106999999999769 y2[1] (analytic) 0.034585754776624976 y2[1] (numeric) 4.959127320640169 absolute error 4.924541565863544 relative error 14238.641306714608% Correct digits -2 h 0.001 y1[1] (analytic) -0.9994017338220558 y1[1] (numeric) -4.859181575621185 absolute error 3.859779841799129 relative error 386.20903998615296% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1079999999997687 y2[1] (analytic) 0.033586335916494035 y2[1] (numeric) 4.962740610215885 absolute error 4.929154274299391 relative error 14676.070311911322% Correct digits -2 h 0.001 y1[1] (analytic) -0.9994358198702428 y1[1] (numeric) -4.864142509376728 absolute error 3.8647066895064848 relative error 386.68883110555726% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1089999999997686 y2[1] (analytic) 0.03258688347002997 y2[1] (numeric) 4.966356418787505 absolute error 4.9337695353174755 relative error 15140.354062563376% Correct digits -2 h 0.001 y1[1] (analytic) -0.9994689064826933 y1[1] (numeric) -4.869107057681282 absolute error 3.8696381511985884 relative error 387.16943829863857% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1099999999997685 y2[1] (analytic) 0.031587398436685156 y2[1] (numeric) 4.969974747103118 absolute error 4.938387348666432 relative error 15634.042665986253% Correct digits -2 h 0.001 y1[1] (analytic) -0.9995009936263206 y1[1] (numeric) -4.874075223054217 absolute error 3.8745742294278966 relative error 387.65086319428593% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1109999999997684 y2[1] (analytic) 0.03058788181594453 y2[1] (numeric) 4.973595595908431 absolute error 4.943007714092486 relative error 16160.01965692128% Correct digits -2 h 0.001 y1[1] (analytic) -0.9995320812690375 y1[1] (numeric) -4.879047008015651 absolute error 3.8795149267466136 relative error 388.1331074257326% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1119999999997683 y2[1] (analytic) 0.029588334607324643 y2[1] (numeric) 4.977218965946764 absolute error 4.94763063133944 relative error 16721.558333717927% Correct digits -2 h 0.001 y1[1] (analytic) -0.9995621693797565 y1[1] (numeric) -4.884022415086445 absolute error 3.8844602457066886 relative error 388.6161726305683% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.112999999999768 y2[1] (analytic) 0.028588757810372612 y2[1] (numeric) 4.980844857959048 absolute error 4.952256100148675 relative error 17322.389916332395% Correct digits -2 h 0.001 y1[1] (analytic) -0.9995912579283894 y1[1] (numeric) -4.889001446788202 absolute error 3.889410188859813 relative error 389.10006045075374% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.113999999999768 y2[1] (analytic) 0.027589152424665152 y2[1] (numeric) 4.984473272683816 absolute error 4.956884120259152 relative error 17966.78652522727% Correct digits -2 h 0.001 y1[1] (analytic) -0.9996193468858476 y1[1] (numeric) -4.893984105643267 absolute error 3.8943647587574195 relative error 389.5847725326328% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.114999999999768 y2[1] (analytic) 0.02658951944980757 y2[1] (numeric) 4.988104210857201 absolute error 4.961514691407394 relative error 18659.66288248696% Correct digits -2 h 0.001 y1[1] (analytic) -0.9996464362240424 y1[1] (numeric) -4.89897039417472 absolute error 3.8993239579506773 relative error 390.0703105269466% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.115999999999768 y2[1] (analytic) 0.02558985988543275 y2[1] (numeric) 4.991737673212929 absolute error 4.966147813327495 relative error 19406.70185597428% Correct digits -2 h 0.001 y1[1] (analytic) -0.9996725259158841 y1[1] (numeric) -4.903960314906376 absolute error 3.904287788990492 relative error 390.5566760888468% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1169999999997677 y2[1] (analytic) 0.02459017473120018 y2[1] (numeric) 4.995373660482316 absolute error 4.970783485751116 relative error 20214.51063316013% Correct digits -2 h 0.001 y1[1] (analytic) -0.9996976159352833 y1[1] (numeric) -4.908953870362784 absolute error 3.9092562544275005 relative error 391.04387087790866% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1179999999997676 y2[1] (analytic) 0.023590464986794926 y2[1] (numeric) 4.999012173394263 absolute error 4.975421708407468 relative error 21090.816612527673% Correct digits -2 h 0.001 y1[1] (analytic) -0.9997217062571497 y1[1] (numeric) -4.913951063069222 absolute error 3.914229356812072 relative error 391.53189655814566% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1189999999997675 y2[1] (analytic) 0.02259073165192665 y2[1] (numeric) 5.002653212675249 absolute error 4.980062481023323 relative error 22044.71531845494% Correct digits -2 h 0.001 y1[1] (analytic) -0.9997447968573934 y1[1] (numeric) -4.918951895551696 absolute error 3.9192070986943026 relative error 392.02075479802176% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1199999999997674 y2[1] (analytic) 0.021590975726328607 y2[1] (numeric) 5.00629677904933 absolute error 4.984705803323001 relative error 23086.987204772402% Correct digits -2 h 0.001 y1[1] (analytic) -0.9997668877129233 y1[1] (numeric) -4.923956370336937 absolute error 3.9241894826240133 relative error 392.51044727046605% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1209999999997673 y2[1] (analytic) 0.020591198209756637 y2[1] (numeric) 5.009942873238129 absolute error 4.989351675028372 relative error 24230.506764119677% Correct digits -2 h 0.001 y1[1] (analytic) -0.9997879788016489 y1[1] (numeric) -4.928964489952399 absolute error 3.92917651115075 relative error 393.0009756528861% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.121999999999767 y2[1] (analytic) 0.019591400101988173 y2[1] (numeric) 5.013591495960834 absolute error 4.994000095858846 relative error 25490.776921819106% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998080701024791 y1[1] (numeric) -4.9339762569262575 absolute error 3.9341681868237783 relative error 393.4923416271816% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.122999999999767 y2[1] (analytic) 0.01859158240282124 y2[1] (numeric) 5.017242647934195 absolute error 4.998651065531374 relative error 26886.635882983457% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998271615953225 y1[1] (numeric) -4.938991673787404 absolute error 3.9391645121920815 relative error 393.98454687975845% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.123999999999767 y2[1] (analytic) 0.017591746112073453 y2[1] (numeric) 5.020896329872514 absolute error 5.00330458376044 relative error 28441.20505085396% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998452532610875 y1[1] (numeric) -4.944010743065448 absolute error 3.9441654898043605 relative error 394.47759310154254% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.124999999999767 y2[1] (analytic) 0.016591892229581018 y2[1] (numeric) 5.024552542487644 absolute error 5.007960650258063 relative error 30183.179717920128% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998623450816827 y1[1] (numeric) -4.949033467290708 absolute error 3.9491711222090258 relative error 394.97148198799334% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1259999999997667 y2[1] (analytic) 0.015592021755197739 y2[1] (numeric) 5.028211286488984 absolute error 5.012619264733787 relative error 32148.616410586947% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998784370400161 y1[1] (numeric) -4.954059848994218 absolute error 3.954181411954202 relative error 395.4662152391183% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1269999999997666 y2[1] (analytic) 0.014592135688794004 y2[1] (numeric) 5.031872562583472 absolute error 5.017280426894678 relative error 34383.455128831396% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998935291199957 y1[1] (numeric) -4.959089890707717 absolute error 3.959196361587721 relative error 395.9617945594869% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1279999999997665 y2[1] (analytic) 0.013592235030255794 y2[1] (numeric) 5.035536371475581 absolute error 5.021944136445326 relative error 36947.1549400571% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999076213065297 y1[1] (numeric) -4.964123594963651 absolute error 3.964215973657121 relative error 396.45822165824444% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1289999999997664 y2[1] (analytic) 0.012592320779483688 y2[1] (numeric) 5.039202713867315 absolute error 5.026610393087831 relative error 39918.06181810064% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999207135855255 y1[1] (numeric) -4.969160964295168 absolute error 3.9692402507096425 relative error 396.9554982491264% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1299999999997663 y2[1] (analytic) 0.01159239393639185 y2[1] (numeric) 5.042871590458202 absolute error 5.03127919652181 relative error 43401.55471017234% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999328059438911 y1[1] (numeric) -4.974202001236118 absolute error 3.974269195292227 relative error 397.4536260504722% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.130999999999766 y2[1] (analytic) 0.010592455500907044 y2[1] (numeric) 5.046543001945291 absolute error 5.035950546444384 relative error 47542.80578297591% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999438983695342 y1[1] (numeric) -4.97924670832105 absolute error 3.9793028099515153 relative error 397.9526067852403% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.131999999999766 y2[1] (analytic) 0.009592506472967619 y2[1] (numeric) 5.050216949023145 absolute error 5.040624442550177 relative error 52547.521930321585% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999539908513622 y1[1] (numeric) -4.984295088085206 absolute error 3.9843410972338438 relative error 398.4524421810218% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.132999999999766 y2[1] (analytic) 0.00859254785252252 y2[1] (numeric) 5.053893432383839 absolute error 5.045300884531317 relative error 58717.169472034584% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999630833792826 y1[1] (numeric) -4.989347143064524 absolute error 3.9893840596852415 relative error 398.9531339700549% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.133999999999766 y2[1] (analytic) 0.007592580639530285 y2[1] (numeric) 5.057572452716952 absolute error 5.049979872077422 relative error 66512.034732763% Correct digits -2 h 0.001 y1[1] (analytic) -0.999971175944203 y1[1] (numeric) -4.994402875795632 absolute error 3.9944316998514284 relative error 399.4546838892396% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1349999999997658 y2[1] (analytic) 0.006592605833958043 y2[1] (numeric) 5.061254010709565 absolute error 5.054661404875606 relative error 76671.67630194733% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999782685380308 y1[1] (numeric) -4.999462288815844 absolute error 3.9994840202778135 relative error 399.95709368015196% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1359999999997656 y2[1] (analytic) 0.005592624435780517 y2[1] (numeric) 5.064938107046251 absolute error 5.05934548261047 relative error 90464.6028122641% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999843611536734 y1[1] (numeric) -5.004525384663165 absolute error 4.004541023509492 relative error 400.4603650890587% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1369999999997655 y2[1] (analytic) 0.004592637444979021 y2[1] (numeric) 5.068624742409075 absolute error 5.064032104964096 relative error 110264.13832209715% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999894537850381 y1[1] (numeric) -5.009592165876279 absolute error 4.009602712091241 relative error 400.9644998669318% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1379999999997654 y2[1] (analytic) 0.003592645861540462 y2[1] (numeric) 5.072313917477589 absolute error 5.068721271616049 relative error 141086.02592526813% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999935464270325 y1[1] (numeric) -5.0146626349945524 absolute error 4.01466908856752 relative error 401.46949976946297% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1389999999997653 y2[1] (analytic) 0.002592650685456341 y2[1] (numeric) 5.0760056329288235 absolute error 5.073412982243367 relative error 195684.40170914805% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999966390755637 y1[1] (numeric) -5.019736794558029 absolute error 4.019740155482466 relative error 401.9753665570788% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.139999999999765 y2[1] (analytic) 0.001592652916721751 y2[1] (numeric) 5.079699889437284 absolute error 5.0781072365205615 relative error 318845.81902333884% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999987317275392 y1[1] (numeric) -5.024814647107429 absolute error 4.0248159153798895 relative error 402.48210199495486% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.140999999999765 y2[1] (analytic) 0.000592653555334377 y2[1] (numeric) 5.083396687674946 absolute error 5.0828040341196115 relative error 857634.9518821123% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999998243808662 y1[1] (numeric) -5.029896195184146 absolute error 4.02989637080328 relative error 402.98970785303135% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.141999999999765 y2[1] (analytic) -0.00040734639870650303 y2[1] (numeric) 5.087096028311252 absolute error 5.087503374709958 relative error 1248937.8550700168% Correct digits -4 h 0.001 y1[1] (analytic) -0.9999999170344522 y1[1] (numeric) -5.0349814413302445 absolute error 4.034981524295793 relative error 403.4981859060273% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.142999999999765 y2[1] (analytic) -0.0014073459454010183 y2[1] (numeric) 5.0907979120131035 absolute error 5.092205257958504 relative error 361830.3853859826% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999990096882047 y1[1] (numeric) -5.0400703880884565 absolute error 4.040071378400252 relative error 404.0075379334554% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1439999999997648 y2[1] (analytic) -0.0024073440847497056 y2[1] (numeric) 5.0945023394448565 absolute error 5.096909683529606 relative error 211723.3558683215% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999971023430306 y1[1] (numeric) -5.045163038002181 absolute error 4.04516593565915 relative error 404.5177657196381% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1449999999997647 y2[1] (analytic) -0.0034073398167545083 y2[1] (numeric) 5.098209311268319 absolute error 5.101616651085074 relative error 149724.32822812384% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999941950008375 y1[1] (numeric) -5.050259393615477 absolute error 4.050265198614639 relative error 405.02887105372116% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1459999999997645 y2[1] (analytic) -0.004407332141419779 y2[1] (numeric) 5.101918828142742 absolute error 5.106326160284162 relative error 115859.7989993831% Correct digits -3 h 0.001 y1[1] (analytic) -0.9999902876645329 y1[1] (numeric) -5.055359457473068 absolute error 4.055369169808535 relative error 405.54085572968995% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1469999999997644 y2[1] (analytic) -0.005407320058753275 y2[1] (numeric) 5.105630890724819 absolute error 5.111038210783573 relative error 94520.72663074407% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999853803380239 y1[1] (numeric) -5.060463232120331 absolute error 4.0604778517823075 relative error 406.05372154638394% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1479999999997643 y2[1] (analytic) -0.006407302568767163 y2[1] (numeric) 5.109345499668675 absolute error 5.115752802237441 relative error 79842.53509697717% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999794730262178 y1[1] (numeric) -5.065570720103304 absolute error 4.065591247077086 relative error 406.56747030751234% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.148999999999764 y2[1] (analytic) -0.007407278671479015 y2[1] (numeric) 5.113062655625868 absolute error 5.120469934297347 relative error 69127.54550484517% Correct digits -2 h 0.001 y1[1] (analytic) -0.999972565735022 y1[1] (numeric) -5.070681923968674 absolute error 4.0707093582336515 relative error 407.0821038216692% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.149999999999764 y2[1] (analytic) -0.008407247366912814 y2[1] (numeric) 5.116782359245379 absolute error 5.125189606612292 relative error 60961.56545580849% Correct digits -2 h 0.001 y1[1] (analytic) -0.999964658471344 y1[1] (numeric) -5.075796846263777 absolute error 4.075832187792432 relative error 407.5976239023485% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.150999999999764 y2[1] (analytic) -0.009407207655099947 y2[1] (numeric) 5.12050461117361 absolute error 5.12991181882871 relative error 54531.71660399801% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999557512430907 y1[1] (numeric) -5.080915489536601 absolute error 4.08095973829351 relative error 408.11403236796053% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.151999999999764 y2[1] (analytic) -0.01040715853608021 y2[1] (numeric) 5.124229412054377 absolute error 5.134636570590457 relative error 49337.54542884464% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999458440591695 y1[1] (numeric) -5.086037856335775 absolute error 4.086092012276605 relative error 408.63133104184595% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1529999999997638 y2[1] (analytic) -0.011407099009902801 y2[1] (numeric) 5.127956762528907 absolute error 5.1393638615388095 relative error 45054.083050188245% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999349369294875 y1[1] (numeric) -5.091163949210574 absolute error 4.091229012281087 relative error 409.14952175229257% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1539999999997637 y2[1] (analytic) -0.012407028076627335 y2[1] (numeric) 5.131686663235829 absolute error 5.144093691312457 relative error 41461.12718970168% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999230298649521 y1[1] (numeric) -5.09629377071091 absolute error 4.096370740845958 relative error 409.66860633255016% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1549999999997635 y2[1] (analytic) -0.013406944736324825 y2[1] (numeric) 5.135419114811174 absolute error 5.148826059547498 relative error 38404.1715753273% Correct digits -2 h 0.001 y1[1] (analytic) -0.9999101228774699 y1[1] (numeric) -5.101427323387335 absolute error 4.101517200509865 relative error 410.18858662084665% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1559999999997634 y2[1] (analytic) -0.014406847989078696 y2[1] (numeric) 5.139154117888364 absolute error 5.1535609658774435 relative error 35771.60645954042% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998962159799484 y1[1] (numeric) -5.106564609791033 absolute error 4.106668393811085 relative error 410.70946446040347% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1569999999997633 y2[1] (analytic) -0.01540673683498578 y2[1] (numeric) 5.142891673098215 absolute error 5.1582984099332005 relative error 33480.797817093124% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998813091862941 y1[1] (numeric) -5.111705632473822 absolute error 4.111824323287529 relative error 411.2312416994514% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.157999999999763 y2[1] (analytic) -0.01640661027415731 y2[1] (numeric) 5.1466317810689235 absolute error 5.163038391343081 relative error 31469.25723880687% Correct digits -2 h 0.001 y1[1] (analytic) -0.999865402511414 y1[1] (numeric) -5.11685039398815 absolute error 4.116984991476736 relative error 411.7539201912468% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.158999999999763 y2[1] (analytic) -0.017406467306719936 y2[1] (numeric) 5.150374442426067 absolute error 5.1677809097327865 relative error 29688.8554045525% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998484959712147 y1[1] (numeric) -5.1219988968870895 absolute error 4.122150400915875 relative error 412.27750179408685% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.159999999999763 y2[1] (analytic) -0.018406306932816707 y2[1] (numeric) 5.154119657792595 absolute error 5.172525964725412 relative error 28101.921714145094% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998305895826027 y1[1] (numeric) -5.127151143724339 absolute error 4.127320554141736 relative error 412.801988371326% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.160999999999763 y2[1] (analytic) -0.019406128152608074 y2[1] (numeric) 5.157867427788828 absolute error 5.177273555941436 relative error 26678.549761332164% Correct digits -2 h 0.001 y1[1] (analytic) -0.9998116833634845 y1[1] (numeric) -5.132307137054218 absolute error 4.1324954536907335 relative error 413.3273817913921% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.161999999999763 y2[1] (analytic) -0.02040592996627291 y2[1] (numeric) 5.1616177530324485 absolute error 5.182023682998722 relative error 25394.695030138857% Correct digits -2 h 0.001 y1[1] (analytic) -0.9997917773327663 y1[1] (numeric) -5.137466879431665 absolute error 4.137675102098899 relative error 413.85368392780185% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1629999999997627 y2[1] (analytic) -0.021405711374009477 y2[1] (numeric) 5.165370634138498 absolute error 5.1867763455125075 relative error 24230.80576434484% Correct digits -2 h 0.001 y1[1] (analytic) -0.9997708715103539 y1[1] (numeric) -5.142630373412237 absolute error 4.142859501901883 relative error 414.380896659178% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1639999999997626 y2[1] (analytic) -0.022405471376036455 y2[1] (numeric) 5.169126071719373 absolute error 5.19153154309541 relative error 23170.8204481159% Correct digits -2 h 0.001 y1[1] (analytic) -0.9997489659171535 y1[1] (numeric) -5.147797621552101 absolute error 4.148048655634947 relative error 414.90902186926445% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1649999999997624 y2[1] (analytic) -0.023405208972593926 y2[1] (numeric) 5.172884066384817 absolute error 5.196289275357411 relative error 22201.42226220646% Correct digits -2 h 0.001 y1[1] (analytic) -0.9997260605750703 y1[1] (numeric) -5.152968626408038 absolute error 4.153242565832968 relative error 415.43806144694344% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1659999999997623 y2[1] (analytic) -0.024404923163944374 y2[1] (numeric) 5.176644618741914 absolute error 5.201049541905858 relative error 21311.476815423226% Correct digits -2 h 0.001 y1[1] (analytic) -0.99970215550701 y1[1] (numeric) -5.158143390537435 absolute error 4.158441235030425 relative error 415.96801728625115% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1669999999997622 y2[1] (analytic) -0.02540461295037369 y2[1] (numeric) 5.180407729395092 absolute error 5.205812342345466 relative error 20491.602657024105% Correct digits -2 h 0.001 y1[1] (analytic) -0.9996772507368774 y1[1] (numeric) -5.163321916498287 absolute error 4.163644665761409 relative error 416.49889128639495% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.167999999999762 y2[1] (analytic) -0.026404277332192173 y2[1] (numeric) 5.184173398946106 absolute error 5.210577676278298 relative error 19733.83937278051% Correct digits -2 h 0.001 y1[1] (analytic) -0.9996513462895774 y1[1] (numeric) -5.168504206849191 absolute error 4.168852860559613 relative error 417.0306853517693% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.168999999999762 y2[1] (analytic) -0.027403915309735526 y2[1] (numeric) 5.187941627994042 absolute error 5.215345543303777 relative error 19031.388341252725% Correct digits -2 h 0.001 y1[1] (analytic) -0.9996244421910144 y1[1] (numeric) -5.173690264149345 absolute error 4.17406582195833 relative error 417.5634013919724% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.169999999999762 y2[1] (analytic) -0.02840352588336585 y2[1] (numeric) 5.191712417135308 absolute error 5.2201159430186745 relative error 18378.408245702223% Correct digits -2 h 0.001 y1[1] (analytic) -0.9995965384680926 y1[1] (numeric) -5.178880090958543 absolute error 4.179283552490451 relative error 418.0970413218227% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.170999999999762 y2[1] (analytic) -0.02940310805347266 y2[1] (numeric) 5.195485766963629 absolute error 5.224888875017101 relative error 17769.852307841364% Correct digits -2 h 0.001 y1[1] (analytic) -0.9995676351487156 y1[1] (numeric) -5.184073689837177 absolute error 4.184506054688462 relative error 418.6316070613762% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1719999999997617 y2[1] (analytic) -0.030402660820473867 y2[1] (numeric) 5.199261678070042 absolute error 5.229664338890515 relative error 17201.337638739624% Correct digits -2 h 0.001 y1[1] (analytic) -0.9995377322617867 y1[1] (numeric) -5.189271063346229 absolute error 4.189733331084443 relative error 419.1671005359425% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1729999999997616 y2[1] (analytic) -0.03140218318481679 y2[1] (numeric) 5.20304015104289 absolute error 5.234442334227706 relative error 16669.03954868527% Correct digits -2 h 0.001 y1[1] (analytic) -0.9995068298372088 y1[1] (numeric) -5.1944722140472726 absolute error 4.194965384210064 relative error 419.7035236761017% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1739999999997615 y2[1] (analytic) -0.03240167414697914 y2[1] (numeric) 5.20682118646782 absolute error 5.2392228606148 relative error 16169.60542485815% Correct digits -2 h 0.001 y1[1] (analytic) -0.9994749279058844 y1[1] (numeric) -5.199677144502466 absolute error 4.2002022165965816 relative error 420.2408784177219% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1749999999997613 y2[1] (analytic) -0.03340113270747004 y2[1] (numeric) 5.210604784927775 absolute error 5.244005917635246 relative error 15700.084076676963% Correct digits -2 h 0.001 y1[1] (analytic) -0.9994420264997155 y1[1] (numeric) -5.2048858572745536 absolute error 4.205443830774838 relative error 420.7791667019753% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1759999999997612 y2[1] (analytic) -0.03440055786683102 y2[1] (numeric) 5.214390947002989 absolute error 5.2487915048698195 relative error 15257.867402001346% Correct digits -2 h 0.001 y1[1] (analytic) -0.9994081256516033 y1[1] (numeric) -5.21009835492686 absolute error 4.210690229275256 relative error 421.3183904753558% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.176999999999761 y2[1] (analytic) -0.03539994862563701 y2[1] (numeric) 5.21817967327098 absolute error 5.253579621896617 relative error 14840.641938366885% Correct digits -2 h 0.001 y1[1] (analytic) -0.9993732253954487 y1[1] (numeric) -5.21531464002329 absolute error 4.215941414627841 relative error 421.858551689696% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.177999999999761 y2[1] (analytic) -0.03639930398449731 y2[1] (numeric) 5.221970964306552 absolute error 5.258370268291049 relative error 14446.348398668892% Correct digits -2 h 0.001 y1[1] (analytic) -0.999337325766152 y1[1] (numeric) -5.220534715128324 absolute error 4.221197389362173 relative error 422.39965230218434% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.178999999999761 y2[1] (analytic) -0.037398622944056666 y2[1] (numeric) 5.22576482068178 absolute error 5.263163443625837 relative error 14073.147697172766% Correct digits -2 h 0.001 y1[1] (analytic) -0.9993004267996128 y1[1] (numeric) -5.225758582807017 absolute error 4.2264581560074035 relative error 422.94169427538174% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.179999999999761 y2[1] (analytic) -0.03839790450499619 y2[1] (numeric) 5.229561242966013 absolute error 5.267959147471009 relative error 13719.392282944928% Correct digits -2 h 0.001 y1[1] (analytic) -0.9992625285327301 y1[1] (numeric) -5.230986245624991 absolute error 4.231723717092261 relative error 423.48467957724023% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1809999999997607 y2[1] (analytic) -0.03939714766803441 y2[1] (numeric) 5.233360231725863 absolute error 5.272757379393897 relative error 13383.601837937227% Correct digits -2 h 0.001 y1[1] (analytic) -0.9992236310034021 y1[1] (numeric) -5.236217706148441 absolute error 4.236994075145039 relative error 424.028610181119% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1819999999997606 y2[1] (analytic) -0.040396351433928245 y2[1] (numeric) 5.237161787525203 absolute error 5.277558138959131 relative error 13064.442583610646% Correct digits -2 h 0.001 y1[1] (analytic) -0.9991837342505264 y1[1] (numeric) -5.241452966944123 absolute error 4.242269232693596 relative error 424.5734880658023% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1829999999997605 y2[1] (analytic) -0.04139551480347402 y2[1] (numeric) 5.24096591092516 absolute error 5.282361425728634 relative error 12760.709586066858% Correct digits -2 h 0.001 y1[1] (analytic) -0.9991428383139997 y1[1] (numeric) -5.246692030579358 absolute error 4.2475491922653585 relative error 425.11931521551725% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1839999999997604 y2[1] (analytic) -0.04239463677750843 y2[1] (numeric) 5.2447726024841135 absolute error 5.287167239261622 relative error 12471.311564736923% Correct digits -2 h 0.001 y1[1] (analytic) -0.999100943234718 y1[1] (numeric) -5.251934899622026 absolute error 4.252833956387308 relative error 425.66609361995097% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1849999999997602 y2[1] (analytic) -0.0433937163569096 y2[1] (numeric) 5.248581862757685 absolute error 5.291975579114594 relative error 12195.257800895753% Correct digits -2 h 0.001 y1[1] (analytic) -0.9990580490545763 y1[1] (numeric) -5.257181576640565 absolute error 4.2581235275859886 relative error 426.21382527426863% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.18599999999976 y2[1] (analytic) -0.04439275254259803 y2[1] (numeric) 5.2523936922987335 absolute error 5.296786444841332 relative error 11931.64681500361% Correct digits -2 h 0.001 y1[1] (analytic) -0.9990141558164687 y1[1] (numeric) -5.262432064203964 absolute error 4.2634179083874955 relative error 426.76251217913057% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.18699999999976 y2[1] (analytic) -0.045391744335537616 y2[1] (numeric) 5.256208091657356 absolute error 5.301599835992894 relative error 11679.656540192094% Correct digits -2 h 0.001 y1[1] (analytic) -0.9989692635642886 y1[1] (numeric) -5.267686364881768 absolute error 4.268717101317479 relative error 427.3121563407107% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.18799999999976 y2[1] (analytic) -0.04639069073673665 y2[1] (numeric) 5.260025061380876 absolute error 5.306415752117613 relative error 11438.535766218885% Correct digits -2 h 0.001 y1[1] (analytic) -0.9989233723429283 y1[1] (numeric) -5.272944481244067 absolute error 4.274021108901138 relative error 427.862759770714% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.18899999999976 y2[1] (analytic) -0.047389590747248814 y2[1] (numeric) 5.26384460201384 absolute error 5.3112341927610895 relative error 11207.59666629835% Correct digits -2 h 0.001 y1[1] (analytic) -0.9988764821982787 y1[1] (numeric) -5.278206415861499 absolute error 4.27932993366322 relative error 428.4143244863949% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1899999999997597 y2[1] (analytic) -0.048388443368174175 y2[1] (numeric) 5.267666714098013 absolute error 5.316055157466187 relative error 10986.208250217527% Correct digits -2 h 0.001 y1[1] (analytic) -0.9988285931772303 y1[1] (numeric) -5.283472171305244 absolute error 4.284643578128014 relative error 428.9668525105743% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1909999999997596 y2[1] (analytic) -0.049387247600660204 y2[1] (numeric) 5.2714913981723726 absolute error 5.320878645773033 relative error 10773.790612501969% Correct digits -2 h 0.001 y1[1] (analytic) -0.9987797053276719 y1[1] (numeric) -5.288741750147024 absolute error 4.289962044819353 relative error 429.52034587165895% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.1919999999997595 y2[1] (analytic) -0.05038600244590275 y2[1] (numeric) 5.2753186547731055 absolute error 5.325704657219008 relative error 10569.809865223948% Correct digits -2 h 0.001 y1[1] (analytic) -0.9987298186984914 y1[1] (numeric) -5.294015154959098 absolute error 4.295285336260607 relative error 430.07480660365854% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 115.27304632439669 Order of pole 871.8196878074049 TOP MAIN SOLVE Loop x[1] 3.1929999999997594 y2[1] (analytic) -0.05138470690514704 y2[1] (numeric) 5.279148484433598 absolute error 5.330533191338746 relative error 10373.773662227122% Correct digits -2 h 0.001 y1[1] (analytic) -0.9986789333395755 y1[1] (numeric) -5.2992923883142575 absolute error 4.300613454974682 relative error 430.63023674620433% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 81.22181923605976 Order of pole 429.2256064413934 TOP MAIN SOLVE Loop x[1] 3.1939999999997593 y2[1] (analytic) -0.052383359979688716 y2[1] (numeric) 5.2829808876844355 absolute error 5.335364247664124 relative error 10185.227235772723% Correct digits -2 h 0.001 y1[1] (analytic) -0.9986270493018093 y1[1] (numeric) -5.304573452785829 absolute error 4.305946403484019 relative error 431.1866383445676% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 66.17709124921561 Order of pole 282.5394213591682 TOP MAIN SOLVE Loop x[1] 3.194999999999759 y2[1] (analytic) -0.05338196067087478 y2[1] (numeric) 5.286815865053394 absolute error 5.340197825724269 relative error 10003.749878445142% Correct digits -2 h 0.001 y1[1] (analytic) -0.9985741666370772 y1[1] (numeric) -5.309858350947666 absolute error 4.311284184310589 relative error 431.74401344967765% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 57.21003553280105 Order of pole 209.35583537809526 TOP MAIN SOLVE Loop x[1] 3.195999999999759 y2[1] (analytic) -0.05438050798010461 y2[1] (numeric) 5.290653417065437 absolute error 5.345033925045541 relative error 9828.95181303023% Correct digits -1 h 0.001 y1[1] (analytic) -0.9985202853982615 y1[1] (numeric) -5.31514708537415 absolute error 4.3166267999758885 relative error 432.30236411814053% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 51.087104801612334 Order of pole 165.497917023786 TOP MAIN SOLVE Loop x[1] 3.196999999999759 y2[1] (analytic) -0.055379000908831 y2[1] (numeric) 5.294493544242708 absolute error 5.3498725451515385 relative error 9660.471401351017% Correct digits -1 h 0.001 y1[1] (analytic) -0.9984654056392438 y1[1] (numeric) -5.320439658640185 absolute error 4.321974253000942 relative error 432.86169241225747% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 46.56331645618239 Order of pole 136.28196176563227 TOP MAIN SOLVE Loop x[1] 3.197999999999759 y2[1] (analytic) -0.056377438458561094 y2[1] (numeric) 5.298336247104526 absolute error 5.3547136855630875 relative error 9497.972649997115% Correct digits -1 h 0.001 y1[1] (analytic) -0.9984095274149036 y1[1] (numeric) -5.325736073321197 absolute error 4.327326545906294 relative error 433.42200040004326% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 43.04370241051296 Order of pole 115.42519292901468 TOP MAIN SOLVE Loop x[1] 3.1989999999997587 y2[1] (analytic) -0.05737581963085743 y2[1] (numeric) 5.302181526167382 absolute error 5.3595573457982395 relative error 9341.142976745909% Correct digits -1 h 0.001 y1[1] (analytic) -0.9983526507811192 y1[1] (numeric) -5.331036331993128 absolute error 4.332683681212009 relative error 433.9832901552454% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 40.20332627906907 Order of pole 99.78957608088129 TOP MAIN SOLVE Loop x[1] 3.1999999999997586 y2[1] (analytic) -0.05837414342733891 y2[1] (numeric) 5.30602938194493 absolute error 5.364403525372269 relative error 9189.691206432175% Correct digits -1 h 0.001 y1[1] (analytic) -0.9982947757947672 y1[1] (numeric) -5.336340437232437 absolute error 4.338045661437669 relative error 434.5455637573625% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 37.84770960496934 Order of pole 87.63308221078178 TOP MAIN SOLVE Loop x[1] 3.2009999999997585 y2[1] (analytic) -0.05937240884968183 y2[1] (numeric) 5.309879814947984 absolute error 5.369252223797666 relative error 9043.345769230044% Correct digits -1 h 0.001 y1[1] (analytic) -0.9982359025137225 y1[1] (numeric) -5.3416483916160935 absolute error 4.343412489102371 relative error 435.10882329166304% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 35.852385269787675 Order of pole 77.9110889764455 TOP MAIN SOLVE Loop x[1] 3.2019999999997584 y2[1] (analytic) -0.06037061489962085 y2[1] (numeric) 5.313732825684515 absolute error 5.374103440584136 relative error 8901.853077891852% Correct digits -1 h 0.001 y1[1] (analytic) -0.9981760309968586 y1[1] (numeric) -5.346960197721578 absolute error 4.34878416672472 relative error 435.67307084920435% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 34.13349939918767 Order of pole 69.95913160484977 TOP MAIN SOLVE Loop x[1] 3.2029999999997583 y2[1] (analytic) -0.06136876057895001 y2[1] (numeric) 5.3175884146596415 absolute error 5.378957175238591 relative error 8764.976063543996% Correct digits -1 h 0.001 y1[1] (analytic) -0.9981151613040469 y1[1] (numeric) -5.352275858126876 absolute error 4.354160696822829 relative error 436.2383085268515% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 32.63221828808289 Order of pole 63.334391203347806 TOP MAIN SOLVE Loop x[1] 3.203999999999758 y2[1] (analytic) -0.06236684488952369 y2[1] (numeric) 5.321446582375625 absolute error 5.3838134272651486 relative error 8632.492852255085% Correct digits -1 h 0.001 y1[1] (analytic) -0.998053293496157 y1[1] (numeric) -5.357595375410478 absolute error 4.359542081914321 relative error 436.8045384272966% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 31.3058796209148 Order of pole 57.73039035876677 TOP MAIN SOLVE Loop x[1] 3.204999999999758 y2[1] (analytic) -0.06336486683325769 y2[1] (numeric) 5.325307329331866 absolute error 5.388672196165124 relative error 8504.195566835508% Correct digits -1 h 0.001 y1[1] (analytic) -0.9979904276350567 y1[1] (numeric) -5.362918752151374 absolute error 4.364928324516317 relative error 437.3717626590779% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 30.122691082047123 Order of pole 52.928270059085506 TOP MAIN SOLVE Loop x[1] 3.205999999999758 y2[1] (analytic) -0.06436282541213012 y2[1] (numeric) 5.329170656024899 absolute error 5.393533481437029 relative error 8379.889240257837% Correct digits -1 h 0.001 y1[1] (analytic) -0.9979265637836121 y1[1] (numeric) -5.368245990929053 absolute error 4.370319427145441 relative error 437.9399833365985% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 29.058409475833972 Order of pole 48.76756693776502 TOP MAIN SOLVE Loop x[1] 3.206999999999758 y2[1] (analytic) -0.06536071962818252 y2[1] (numeric) 5.333036562948385 absolute error 5.398397282576568 relative error 8259.390828752234% Correct digits -1 h 0.001 y1[1] (analytic) -0.9978617020056868 y1[1] (numeric) -5.3735770943235 absolute error 4.375715392317813 relative error 438.50920258014634% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 28.094181376282425 Order of pole 45.127954899031685 TOP MAIN SOLVE Loop x[1] 3.2079999999997577 y2[1] (analytic) -0.06635854848352073 y2[1] (numeric) 5.336905050593106 absolute error 5.403263599076627 relative error 8142.528314070127% Correct digits -1 h 0.001 y1[1] (analytic) -0.9977958423661427 y1[1] (numeric) -5.37891206491519 absolute error 4.381116222549047 relative error 439.0794225159128% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 27.215093786402196 Order of pole 41.91743411008716 TOP MAIN SOLVE Loop x[1] 3.2089999999997576 y2[1] (analytic) -0.06735631098031598 y2[1] (numeric) 5.340776119446965 absolute error 5.4081324304272815 relative error 8029.139885656355% Correct digits -1 h 0.001 y1[1] (analytic) -0.9977289849308393 y1[1] (numeric) -5.384250905285089 absolute error 4.38652192035425 relative error 439.65064527601305% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 26.409174414414576 Order of pole 39.06445886425771 TOP MAIN SOLVE Loop x[1] 3.2099999999997575 y2[1] (analytic) -0.06835400612080587 y2[1] (numeric) 5.344649769994973 absolute error 5.4130037761157785 relative error 7919.073194552888% Correct digits -1 h 0.001 y1[1] (analytic) -0.9976611297666341 y1[1] (numeric) -5.389593618014649 absolute error 4.391932488248015 relative error 440.2228729985045% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 25.666685494707327 Order of pole 36.51255249759039 TOP MAIN SOLVE Loop x[1] 3.2109999999997574 y2[1] (analytic) -0.06935163290729535 y2[1] (numeric) 5.348526002719249 absolute error 5.417877635626545 relative error 7812.1846717997305% Correct digits -1 h 0.001 y1[1] (analytic) -0.9975922769413824 y1[1] (numeric) -5.3949402056858045 absolute error 4.397347928744422 relative error 440.7961078274071% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 24.97961443357958 Order of pole 34.2165385209518 TOP MAIN SOLVE Loop x[1] 3.2119999999997573 y2[1] (analytic) -0.07034919034215768 y2[1] (numeric) 5.3524048180990125 absolute error 5.42275400844117 relative error 7708.338904920578% Correct digits -1 h 0.001 y1[1] (analytic) -0.9975224265239367 y1[1] (numeric) -5.400290670880972 absolute error 4.402768244357035 relative error 441.3703519127232% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 24.341299561335564 Order of pole 32.13984900865606 TOP MAIN SOLVE Loop x[1] 3.212999999999757 y2[1] (analytic) -0.07134667742783554 y2[1] (numeric) 5.356286216610577 absolute error 5.427632894038413 relative error 7607.4080667992675% Correct digits -1 h 0.001 y1[1] (analytic) -0.9974515785841478 y1[1] (numeric) -5.405645016183046 absolute error 4.408193437598898 relative error 441.94560741045643% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 23.74615057869425 Order of pole 30.252567347949956 TOP MAIN SOLVE Loop x[1] 3.213999999999757 y2[1] (analytic) -0.07234409316684191 y2[1] (numeric) 5.3601701987273485 absolute error 5.43251429189419 relative error 7509.271391882096% Correct digits -1 h 0.001 y1[1] (analytic) -0.9973797331928633 y1[1] (numeric) -5.411003244175395 absolute error 4.413623510982531 relative error 442.52187648263236% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 23.189436620993824 Order of pole 28.529981764924806 TOP MAIN SOLVE Loop x[1] 3.214999999999757 y2[1] (analytic) -0.07334143656176115 y2[1] (numeric) 5.364056764919815 absolute error 5.437398201481576 relative error 7413.814695193104% Correct digits -1 h 0.001 y1[1] (analytic) -0.9973068904219289 y1[1] (numeric) -5.416365357441859 absolute error 4.41905846701993 relative error 443.0991612973181% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 22.667123421912635 Order of pole 26.95150059777005 TOP MAIN SOLVE Loop x[1] 3.215999999999757 y2[1] (analytic) -0.07433870661524994 y2[1] (numeric) 5.367945915655547 absolute error 5.442284622270797 relative error 7320.929930134618% Correct digits -1 h 0.001 y1[1] (analytic) -0.997233050344187 y1[1] (numeric) -5.421731358566749 absolute error 4.424498308222562 relative error 443.67746402864225% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 22.175746674179763 Order of pole 25.499827993004402 TOP MAIN SOLVE Loop x[1] 3.2169999999997567 y2[1] (analytic) -0.0753359023300383 y2[1] (numeric) 5.371837651399185 absolute error 5.447173553729223 relative error 7230.514781472657% Correct digits -1 h 0.001 y1[1] (analytic) -0.997158213033478 y1[1] (numeric) -5.4271012501348395 absolute error 4.429943037101362 relative error 444.25678685681487% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 21.712312445783464 Order of pole 24.160329888451386 TOP MAIN SOLVE Loop x[1] 3.2179999999997566 y2[1] (analytic) -0.07633302270893062 y2[1] (numeric) 5.37573197261244 absolute error 5.452064995321371 relative error 7142.472290283748% Correct digits -1 h 0.001 y1[1] (analytic) -0.9970823785646389 y1[1] (numeric) -5.43247503473137 absolute error 4.435392656166731 relative error 444.83713196814796% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 21.274218074417835 Order of pole 22.92054093313014 TOP MAIN SOLVE Loop x[1] 3.2189999999997565 y2[1] (analytic) -0.07733006675480658 y2[1] (numeric) 5.379628879754087 absolute error 5.456958946508894 relative error 7056.7105079729% Correct digits -1 h 0.001 y1[1] (analytic) -0.9970055470135044 y1[1] (numeric) -5.43785271494204 absolute error 4.440847167928536 relative error 445.4185015550755% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 20.85918874187628 Order of pole 21.76977709953352 TOP MAIN SOLVE Loop x[1] 3.2199999999997564 y2[1] (analytic) -0.07832703347062224 y2[1] (numeric) 5.3835283732799555 absolute error 5.461855406750578 relative error 6973.142176767274% Correct digits -1 h 0.001 y1[1] (analytic) -0.996927718456906 y1[1] (numeric) -5.443234293353006 absolute error 4.4463065748961 relative error 446.000897816174% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 20.46522618223517 Order of pole 20.698828468612263 TOP MAIN SOLVE Loop x[1] 3.2209999999997563 y2[1] (analytic) -0.07932392185941095 y2[1] (numeric) 5.3874304536429305 absolute error 5.466754375502341 relative error 6891.684434351714% Correct digits -1 h 0.001 y1[1] (analytic) -0.9968488929726722 y1[1] (numeric) -5.448619772550879 absolute error 4.451770879578207 relative error 446.5843229561824% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 20.090566872189186 Order of pole 19.699713475385728 TOP MAIN SOLVE Loop x[1] 3.221999999999756 y2[1] (analytic) -0.08032073092428442 y2[1] (numeric) 5.391335121292941 absolute error 5.471655852217225 relative error 6812.258540544366% Correct digits -1 h 0.001 y1[1] (analytic) -0.9967690706396285 y1[1] (numeric) -5.454009155122721 absolute error 4.457240084483092 relative error 447.16877918602285% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 19.73364769865818 Order of pole 18.765480732721258 TOP MAIN SOLVE Loop x[1] 3.222999999999756 y2[1] (analytic) -0.08131745966843365 y2[1] (numeric) 5.395242376676958 absolute error 5.476559836345391 relative error 6734.78962411724% Correct digits -1 h 0.001 y1[1] (analytic) -0.9966882515375972 y1[1] (numeric) -5.459402443656043 absolute error 4.462714192118446 relative error 447.7542687228216% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 19.393077572916113 Order of pole 17.89004802341536 TOP MAIN SOLVE Loop x[1] 3.223999999999756 y2[1] (analytic) -0.08231410709513 y2[1] (numeric) 5.399152220238989 absolute error 5.481466327334119 relative error 6659.206448050534% Correct digits -1 h 0.001 y1[1] (analytic) -0.9966064357473975 y1[1] (numeric) -5.464799640738802 absolute error 4.468193204991405 relative error 448.3407937899294% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 19.067613810693526 Order of pole 17.06807057373543 TOP MAIN SOLVE Loop x[1] 3.224999999999756 y2[1] (analytic) -0.0833106722077261 y2[1] (numeric) 5.4030646524200705 absolute error 5.486375324627796 relative error 6585.441191673638% Correct digits -1 h 0.001 y1[1] (analytic) -0.996523623350845 y1[1] (numeric) -5.470200748959395 absolute error 4.47367712560855 relative error 448.92835661694164% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 18.756142360477114 Order of pole 16.294832578772965 TOP MAIN SOLVE Loop x[1] 3.2259999999997557 y2[1] (analytic) -0.08430715400965694 y2[1] (numeric) 5.406979673658266 absolute error 5.491286827667922 relative error 6513.429248292411% Correct digits -1 h 0.001 y1[1] (analytic) -0.9964398144307522 y1[1] (numeric) -5.475605770906661 absolute error 4.479165956475908 relative error 449.51695943972027% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 18.457661160181434 Order of pole 15.566157328037118 TOP MAIN SOLVE Loop x[1] 3.2269999999997556 y2[1] (analytic) -0.0853035515044408 y2[1] (numeric) 5.410897284388655 absolute error 5.496200835893096 relative error 6443.109037033435% Correct digits -1 h 0.001 y1[1] (analytic) -0.9963550090709281 y1[1] (numeric) -5.481014709169876 absolute error 4.484659700098947 relative error 450.1066045004141% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 18.171266053334097 Order of pole 14.878332313484787 TOP MAIN SOLVE Loop x[1] 3.2279999999997555 y2[1] (analytic) -0.08629986369568025 y2[1] (numeric) 5.414817485043335 absolute error 5.501117348739015 relative error 6374.421827753563% Correct digits -1 h 0.001 y1[1] (analytic) -0.9962692073561779 y1[1] (numeric) -5.4864275663387465 absolute error 4.490158358982569 relative error 450.6972940474798% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 17.8961388122636 Order of pole 14.22804648519972 TOP MAIN SOLVE Loop x[1] 3.2289999999997554 y2[1] (analytic) -0.08729608958706321 y2[1] (numeric) 5.418740276051408 absolute error 5.506036365638471 relative error 6307.311577968361% Correct digits -1 h 0.001 y1[1] (analytic) -0.9961824093723034 y1[1] (numeric) -5.491844345003413 absolute error 4.49566193563111 relative error 451.2890303357028% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 17.63153690540183 Order of pole 13.612337416141074 TOP MAIN SOLVE Loop x[1] 3.2299999999997553 y2[1] (analytic) -0.08829222818236386 y2[1] (numeric) 5.422665657838982 absolute error 5.5109578860213455 relative error 6241.724780847863% Correct digits -1 h 0.001 y1[1] (analytic) -0.9960946152061025 y1[1] (numeric) -5.497265047754442 absolute error 4.5011704325483395 relative error 451.88181562621935% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 17.376784716286405 Order of pole 13.028546597263052 TOP MAIN SOLVE Loop x[1] 3.230999999999755 y2[1] (analytic) -0.08928827848544367 y2[1] (numeric) 5.42659363082916 absolute error 5.515881909314603 relative error 6177.610323413097% Correct digits -1 h 0.001 y1[1] (analytic) -0.9960058249453694 y1[1] (numeric) -5.502689677182825 absolute error 4.5066838522374555 relative error 452.4756521865367% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 17.13126597689251 Order of pole 12.474281439801363 TOP MAIN SOLVE Loop x[1] 3.231999999999755 y2[1] (analytic) -0.09028423950025245 y2[1] (numeric) 5.430524195442039 absolute error 5.520808434942291 relative error 6114.919354143592% Correct digits -1 h 0.001 y1[1] (analytic) -0.9959160386788943 y1[1] (numeric) -5.508118235879974 absolute error 4.51220219720108 relative error 453.070542290555% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 16.89441722160141 Order of pole 11.947382839262634 TOP MAIN SOLVE Loop x[1] 3.232999999999755 y2[1] (analytic) -0.09128011023082926 y2[1] (numeric) 5.4344573520947 absolute error 5.525737462325529 relative error 6053.605159275156% Correct digits -1 h 0.001 y1[1] (analytic) -0.9958252564964637 y1[1] (numeric) -5.513550726437722 absolute error 4.517725469941258 relative error 453.6664882185885% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 16.66572210302134 Order of pole 11.445897374156718 TOP MAIN SOLVE Loop x[1] 3.233999999999755 y2[1] (analytic) -0.09227588968130343 y2[1] (numeric) 5.438393101201209 absolute error 5.530668990882512 relative error 5993.623047129628% Correct digits -1 h 0.001 y1[1] (analytic) -0.9957334784888594 y1[1] (numeric) -5.518987151448315 absolute error 4.523253672959456 relative error 454.26349225738755% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 16.444706438649963 Order of pole 10.968053384798274 TOP MAIN SOLVE Loop x[1] 3.2349999999997547 y2[1] (analytic) -0.09327157685589561 y2[1] (numeric) 5.442331443172603 absolute error 5.535603020028499 relative error 5934.930239874677% Correct digits -1 h 0.001 y1[1] (analytic) -0.9956407047478597 y1[1] (numeric) -5.524427513504413 absolute error 4.5287868087565535 relative error 454.8615567001595% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 16.23093387972328 Order of pole 10.51224031453129 TOP MAIN SOLVE Loop x[1] 3.2359999999997546 y2[1] (analytic) -0.0942671707589187 y2[1] (numeric) 5.446272378416891 absolute error 5.54053954917581 relative error 5877.485772162749% Correct digits -1 h 0.001 y1[1] (analytic) -0.9955469353662382 y1[1] (numeric) -5.529871815199085 absolute error 4.534324879832847 relative error 455.46068384659094% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 16.024002112097644 Order of pole 10.076990806213182 TOP MAIN SOLVE Loop x[1] 3.2369999999997545 y2[1] (analytic) -0.0952626703947789 y2[1] (numeric) 5.4502159073390475 absolute error 5.545478577733826 relative error 5821.250396144426% Correct digits -1 h 0.001 y1[1] (analytic) -0.9954521704377642 y1[1] (numeric) -5.535320059125806 absolute error 4.5398678886880415 relative error 456.0608760028691% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 15.82353951342139 Order of pole 9.660965134187446 TOP MAIN SOLVE Loop x[1] 3.2379999999997544 y2[1] (analytic) -0.09625807476797664 y2[1] (numeric) 5.454162030341004 absolute error 5.55042010510898 relative error 5766.18649239337% Correct digits -1 h 0.001 y1[1] (analytic) -0.9953564100572029 y1[1] (numeric) -5.540772247878456 absolute error 4.5454158378212535 relative error 456.66213548170447% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 15.62920220332402 Order of pole 9.262937624159985 TOP MAIN SOLVE Loop x[1] 3.2389999999997543 y2[1] (analytic) -0.09725338288310763 y2[1] (numeric) 5.458110747821645 absolute error 5.555364130704753 relative error 5712.257986318015% Correct digits -1 h 0.001 y1[1] (analytic) -0.9952596543203144 y1[1] (numeric) -5.5462283840513145 absolute error 4.550968729731 relative error 457.2644646023515% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 15.440671433035298 Order of pole 8.881784770778445 TOP MAIN SOLVE Loop x[1] 3.239999999999754 y2[1] (analytic) -0.09824859374486385 y2[1] (numeric) 5.462062060176805 absolute error 5.560310653921669 relative error 5659.430269669734% Correct digits -1 h 0.001 y1[1] (analytic) -0.9951619033238545 y1[1] (numeric) -5.551688470239058 absolute error 4.5565265669152035 relative error 457.8678656906321% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 15.257651269298018 Order of pole 8.516474810557419 TOP MAIN SOLVE Loop x[1] 3.240999999999754 y2[1] (analytic) -0.0992437063580345 y2[1] (numeric) 5.46601596779926 absolute error 5.565259674157295 relative error 5607.670126788596% Correct digits -1 h 0.001 y1[1] (analytic) -0.9950631571655743 y1[1] (numeric) -5.557152509036757 absolute error 4.562089351871183 relative error 458.47234107895633% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 15.079866534065864 Order of pole 8.1660585462004 TOP MAIN SOLVE Loop x[1] 3.241999999999754 y2[1] (analytic) -0.10023871972750707 y2[1] (numeric) 5.46997247107872 absolute error 5.570211190806227 relative error 5556.945665256411% Correct digits -1 h 0.001 y1[1] (analytic) -0.9949634159442197 y1[1] (numeric) -5.562620503039875 absolute error 4.567657087095656 relative error 459.0778931063462% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.907060967301785 Order of pole 7.8296612506503855 TOP MAIN SOLVE Loop x[1] 3.242999999999754 y2[1] (analytic) -0.10123363285826827 y2[1] (numeric) 5.473931570401831 absolute error 5.5751652032601 relative error 5507.2262506528705% Correct digits -1 h 0.001 y1[1] (analytic) -0.9948626797595321 y1[1] (numeric) -5.568092454844263 absolute error 4.57322977508473 relative error 459.6845241184566% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.738995584793354 Order of pole 7.506475505340674 TOP MAIN SOLVE Loop x[1] 3.2439999999997537 y2[1] (analytic) -0.10222844475540505 y2[1] (numeric) 5.47789326615216 absolute error 5.580121710907565 relative error 5458.482445134266% Correct digits -1 h 0.001 y1[1] (analytic) -0.9947609487122477 y1[1] (numeric) -5.573568367046155 absolute error 4.578807418333907 relative error 460.2922364675987% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.575447207089102 Order of pole 7.195754849485414 TOP MAIN SOLVE Loop x[1] 3.2449999999997536 y2[1] (analytic) -0.10322315442410558 y2[1] (numeric) 5.481857558710197 absolute error 5.585080713134302 relative error 5410.685949576082% Correct digits -1 h 0.001 y1[1] (analytic) -0.9946582229040974 y1[1] (numeric) -5.57904824224217 absolute error 4.584390019338072 relative error 460.90103251276173% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.416207138758873 Order of pole 6.896808135021562 TOP MAIN SOLVE Loop x[1] 3.2459999999997535 y2[1] (analytic) -0.1042177608696603 y2[1] (numeric) 5.485824448453345 absolute error 5.590042209323005 relative error 5363.809549040473% Correct digits -1 h 0.001 y1[1] (analytic) -0.9945545024378072 y1[1] (numeric) -5.584532083029304 absolute error 4.589977580591497 relative error 461.5109146196363% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.261079980179309 Order of pole 6.608994497453985 TOP MAIN SOLVE Loop x[1] 3.2469999999997534 y2[1] (analytic) -0.10521226309746283 y2[1] (numeric) 5.489793935755916 absolute error 5.595006198853379 relative error 5317.827061347853% Correct digits -1 h 0.001 y1[1] (analytic) -0.9944497874170974 y1[1] (numeric) -5.590019892004929 absolute error 4.595570104587832 relative error 462.12188516063645% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.109882556460082 Order of pole 6.3317188657157715 TOP MAIN SOLVE Loop x[1] 3.2479999999997533 y2[1] (analytic) -0.10620666011301103 y2[1] (numeric) 5.493766020989127 absolute error 5.5999726811021375 relative error 5272.713288548374% Correct digits -1 h 0.001 y1[1] (analytic) -0.9943440779466831 y1[1] (numeric) -5.5955116717667925 absolute error 4.60116759382011 relative error 462.7339465149231% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.962442950002009 Order of pole 6.064427944638108 TOP MAIN SOLVE Loop x[1] 3.248999999999753 y2[1] (analytic) -0.10720095092190797 y2[1] (numeric) 5.49774070452109 absolute error 5.604941655442998 relative error 5228.44397110432% Correct digits -1 h 0.001 y1[1] (analytic) -0.9942373741322736 y1[1] (numeric) -5.601007424913007 absolute error 4.606770050780733 relative error 463.3471010684263% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.818599625144698 Order of pole 5.8066066132053 TOP MAIN SOLVE Loop x[1] 3.249999999999753 y2[1] (analytic) -0.10819513452986292 y2[1] (numeric) 5.501717986716811 absolute error 5.609913121246674 relative error 5184.995744608352% Correct digits -1 h 0.001 y1[1] (analytic) -0.9941296760805729 y1[1] (numeric) -5.606507154042055 absolute error 4.612377477961482 relative error 463.96135121386874% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.678200634595667 Order of pole 5.557774689010845 TOP MAIN SOLVE Loop x[1] 3.250999999999753 y2[1] (analytic) -0.10918920994269235 y2[1] (numeric) 5.505697867938181 absolute error 5.614887077880874 relative error 5142.346098875366% Correct digits -1 h 0.001 y1[1] (analytic) -0.994020983899279 y1[1] (numeric) -5.612010861752783 absolute error 4.617989877853503 relative error 464.57669935078854% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.54110289887839 Order of pole 5.317484016430296 TOP MAIN SOLVE Loop x[1] 3.251999999999753 y2[1] (analytic) -0.11018317616632094 y2[1] (numeric) 5.509680348543975 absolute error 5.619863524710296 relative error 5100.473339257475% Correct digits -1 h 0.001 y1[1] (analytic) -0.993911297697084 y1[1] (numeric) -5.617518550644394 absolute error 4.62360725294731 relative error 465.1931478855626% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.407171550903081 Order of pole 5.085315841185633 TOP MAIN SOLVE Loop x[1] 3.2529999999997528 y2[1] (analytic) -0.11117703220678254 y2[1] (numeric) 5.51366542888984 absolute error 5.624842461096622 relative error 5059.356550042418% Correct digits -1 h 0.001 y1[1] (analytic) -0.9938006175836741 y1[1] (numeric) -5.623030223316451 absolute error 4.629229605732776 relative error 465.81069923142945% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.276279338844208 Order of pole 4.860878439026212 TOP MAIN SOLVE Loop x[1] 3.2539999999997526 y2[1] (analytic) -0.11217077707022122 y2[1] (numeric) 5.517653109328293 absolute error 5.629823886398515 relative error 5018.975559805678% Correct digits -1 h 0.001 y1[1] (analytic) -0.9936889436697295 y1[1] (numeric) -5.62854588236887 absolute error 4.634856938699141 relative error 466.4293558085134% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.148306081293143 Order of pole 4.643804970293896 TOP MAIN SOLVE Loop x[1] 3.2549999999997525 y2[1] (analytic) -0.11316440976289216 y2[1] (numeric) 5.521643390208718 absolute error 5.63480779997161 relative error 4979.310908595685% Correct digits -1 h 0.001 y1[1] (analytic) -0.9935762760669239 y1[1] (numeric) -5.634065530401921 absolute error 4.640489254334997 relative error 467.04912004384755% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.023138169347478 Order of pole 4.433751535637189 TOP MAIN SOLVE Loop x[1] 3.2559999999997524 y2[1] (analytic) -0.11415792929116277 y2[1] (numeric) 5.525636271877354 absolute error 5.639794201168517 relative error 4940.343816839981% Correct digits -1 h 0.001 y1[1] (analytic) -0.9934626148879252 y1[1] (numeric) -5.639589170016217 absolute error 4.6461265551282915 relative error 467.66999437139685% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.900668110944853 Order of pole 4.230395411238025 TOP MAIN SOLVE Loop x[1] 3.2569999999997523 y2[1] (analytic) -0.1151513346615136 y2[1] (numeric) 5.529631754677294 absolute error 5.644783089338808 relative error 4902.056155867928% Correct digits -1 h 0.001 y1[1] (analytic) -0.9933479602463943 y1[1] (numeric) -5.645116803812719 absolute error 4.651768843566325 relative error 468.2919812320831% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.780794113245175 Order of pole 4.033433444468219 TOP MAIN SOLVE Loop x[1] 3.257999999999752 y2[1] (analytic) -0.11614462488053937 y2[1] (numeric) 5.53362983894848 absolute error 5.6497744638290195 relative error 4864.430419952795% Correct digits -1 h 0.001 y1[1] (analytic) -0.9932323122569859 y1[1] (numeric) -5.650648434392729 absolute error 4.657416122135743 relative error 468.9150830738073% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.663419699399698 Order of pole 3.8425805932819515 TOP MAIN SOLVE Loop x[1] 3.258999999999752 y2[1] (analytic) -0.11713779895494993 y2[1] (numeric) 5.5376305250276925 absolute error 5.654768323982642 relative error 4827.449699782572% Correct digits -1 h 0.001 y1[1] (analytic) -0.9931156710353481 y1[1] (numeric) -5.656184064357886 absolute error 4.663068393322538 relative error 469.5393023514745% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.548453356355232 Order of pole 3.6575685944474117 TOP MAIN SOLVE Loop x[1] 3.259999999999752 y2[1] (analytic) -0.11813085589157131 y2[1] (numeric) 5.541633813248549 absolute error 5.659764669140121 relative error 4791.09765727512% Correct digits -1 h 0.001 y1[1] (analytic) -0.992998036698122 y1[1] (numeric) -5.661723696310165 absolute error 4.668725659612043 relative error 470.1646415270172% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.43580821081589 Order of pole 3.4781447476422507 TOP MAIN SOLVE Loop x[1] 3.260999999999752 y2[1] (analytic) -0.11912379469734663 y2[1] (numeric) 5.545639703941499 absolute error 5.6647634986388455 relative error 4755.358501658799% Correct digits -1 h 0.001 y1[1] (analytic) -0.992879409362942 y1[1] (numeric) -5.667267332851874 absolute error 4.674387923488932 relative error 470.79110306941953% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.325401730708272 Order of pole 3.304070803764038 TOP MAIN SOLVE Loop x[1] 3.2619999999997518 y2[1] (analytic) -0.12011661437933718 y2[1] (numeric) 5.5496481974338145 absolute error 5.669764811813152 relative error 4720.216966745012% Correct digits -1 h 0.001 y1[1] (analytic) -0.9927597891484352 y1[1] (numeric) -5.672814976585648 absolute error 4.680055187437213 relative error 471.4186894547419% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.21715544982145 Order of pole 3.135121947204759 TOP MAIN SOLVE Loop x[1] 3.2629999999997517 y2[1] (analytic) -0.12110931394472337 y2[1] (numeric) 5.553659294049587 absolute error 5.67476860799431 relative error 4685.658289323961% Correct digits -1 h 0.001 y1[1] (analytic) -0.9926391761742221 y1[1] (numeric) -5.678366630114449 absolute error 4.685727453940227 relative error 472.0474031661446% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.110994713521206 Order of pole 2.9710858629437134 TOP MAIN SOLVE Loop x[1] 3.2639999999997515 y2[1] (analytic) -0.1221018924008057 y2[1] (numeric) 5.557672994109722 absolute error 5.679774886510527 relative error 4651.668188619367% Correct digits -1 h 0.001 y1[1] (analytic) -0.9925175705609156 y1[1] (numeric) -5.683922296041562 absolute error 4.691404725480647 relative error 472.6772466939126% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.006848443656358 Order of pole 2.811761880324756 TOP MAIN SOLVE Loop x[1] 3.2649999999997514 y2[1] (analytic) -0.1230943487550058 y2[1] (numeric) 5.56168929793193 absolute error 5.684783646686936 relative error 4618.232846742087% Correct digits -1 h 0.001 y1[1] (analytic) -0.9923949724301212 y1[1] (numeric) -5.6894819769705895 absolute error 4.697087004540468 relative error 473.3082225354795% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.904648920975538 Order of pole 2.6569601862759455 TOP MAIN SOLVE Loop x[1] 3.2659999999997513 y2[1] (analytic) -0.12408668201486742 y2[1] (numeric) 5.5657082058307275 absolute error 5.689794887845595 relative error 4585.3388900864265% Correct digits -1 h 0.001 y1[1] (analytic) -0.9922713819044371 y1[1] (numeric) -5.695045675505451 absolute error 4.7027742936010135 relative error 473.9403331954528% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.804331583522368 Order of pole 2.5065011014706755 TOP MAIN SOLVE Loop x[1] 3.266999999999751 y2[1] (analytic) -0.12507889118805735 y2[1] (numeric) 5.569729718117424 absolute error 5.694808609305481 relative error 4552.973371616542% Correct digits -1 h 0.001 y1[1] (analytic) -0.9921467991074537 y1[1] (numeric) -5.70061339425038 absolute error 4.708466595142926 relative error 474.5735811856385% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.705834839646382 Order of pole 2.3602144136443215 TOP MAIN SOLVE Loop x[1] 3.267999999999751 y2[1] (analytic) -0.12607097528236652 y2[1] (numeric) 5.57375383510012 absolute error 5.699824810382486 relative error 4521.12375399361% Correct digits -1 h 0.001 y1[1] (analytic) -0.9920212241637539 y1[1] (numeric) -5.706185135809918 absolute error 4.714163911646164 relative error 475.20796902506515% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.60909989439432 Order of pole 2.217938762870876 TOP MAIN SOLVE Loop x[1] 3.268999999999751 y2[1] (analytic) -0.12706293330571092 y2[1] (numeric) 5.577780557083702 absolute error 5.704843490389412 relative error 4489.777893497603% Correct digits -1 h 0.001 y1[1] (analytic) -0.9918946571989127 y1[1] (numeric) -5.711760902788914 absolute error 4.719866245590001 relative error 475.84349924000935% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.514070588149865 Order of pole 2.079521074113387 TOP MAIN SOLVE Loop x[1] 3.269999999999751 y2[1] (analytic) -0.1280547642661326 y2[1] (numeric) 5.581809884369834 absolute error 5.709864648635967 relative error 4458.924024700335% Correct digits -1 h 0.001 y1[1] (analytic) -0.9917670983394968 y1[1] (numeric) -5.71734069779252 absolute error 4.725573599453023 relative error 476.4801743640207% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.420693246544849 Order of pole 1.944816032910655 TOP MAIN SOLVE Loop x[1] 3.2709999999997508 y2[1] (analytic) -0.12904646717180068 y2[1] (numeric) 5.585841817256955 absolute error 5.714888284428755 relative error 4428.550745849148% Correct digits -1 h 0.001 y1[1] (analytic) -0.9916385477130654 y1[1] (numeric) -5.722924523426188 absolute error 4.7312859757131225 relative error 477.1179969379467% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.328916540688022 Order of pole 1.8136856003675792 TOP MAIN SOLVE Loop x[1] 3.2719999999997507 y2[1] (analytic) -0.13003804103101232 y2[1] (numeric) 5.5898763560402704 absolute error 5.719914397071283 relative error 4398.64700492309% Correct digits -1 h 0.001 y1[1] (analytic) -0.9915090054481688 y1[1] (numeric) -5.728512382295666 absolute error 4.737003376847497 relative error 477.75696950995814% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.238691356899167 Order of pole 1.685998564079398 TOP MAIN SOLVE Loop x[1] 3.2729999999997506 y2[1] (analytic) -0.13102948485219382 y2[1] (numeric) 5.593913501011749 absolute error 5.724942985863943 relative error 4369.202086325756% Correct digits -1 h 0.001 y1[1] (analytic) -0.9913784716743493 y1[1] (numeric) -5.734104277006997 absolute error 4.742725805332648 relative error 478.3970946355744% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.149970675196816 Order of pole 1.561630121927724 TOP MAIN SOLVE Loop x[1] 3.2739999999997504 y2[1] (analytic) -0.13202079764390134 y2[1] (numeric) 5.5979532524601145 absolute error 5.7299740501040155 relative error 4340.205598181151% Correct digits -1 h 0.001 y1[1] (analytic) -0.9912469465221408 y1[1] (numeric) -5.739700210166514 absolute error 4.7484532636443735 relative error 479.0383748776885% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.062709455839828 Order of pole 1.4404614959542528 TOP MAIN SOLVE Loop x[1] 3.2749999999997503 y2[1] (analytic) -0.13301197841482224 y2[1] (numeric) 5.6019956106708415 absolute error 5.735007589085663 relative error 4311.647460200908% Correct digits -1 h 0.001 y1[1] (analytic) -0.9911144301230685 y1[1] (numeric) -5.745300184380838 absolute error 4.75418575425777 relative error 479.6808128065932% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.976864533324958 Order of pole 1.3223795738470905 TOP MAIN SOLVE Loop x[1] 3.2759999999997502 y2[1] (analytic) -0.1340030261737758 y2[1] (numeric) 5.606040575926149 absolute error 5.740043602099925 relative error 4283.5178920931285% Correct digits -1 h 0.001 y1[1] (analytic) -0.9909809226096487 y1[1] (numeric) -5.750904202256871 absolute error 4.759923279647222 relative error 480.3244110000062% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.892394517226155 Order of pole 1.2072765756982964 TOP MAIN SOLVE Loop x[1] 3.27699999999975 y2[1] (analytic) -0.13499393992971437 y2[1] (numeric) 5.610088148504995 absolute error 5.745082088434709 relative error 4255.80740248483% Correct digits -1 h 0.001 y1[1] (analytic) -0.9908464241153887 y1[1] (numeric) -5.756512266401798 absolute error 4.76566584228641 relative error 480.96917204309614% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.809259699401704 Order of pole 1.0950497440439513 TOP MAIN SOLVE Loop x[1] 3.27799999999975 y2[1] (analytic) -0.13598471869172424 y2[1] (numeric) 5.614138328683073 absolute error 5.750123047374798 relative error 4228.506778331659% Correct digits -1 h 0.001 y1[1] (analytic) -0.9907109347747872 y1[1] (numeric) -5.7621243794230805 absolute error 4.771413444648293 relative error 481.61509852850793% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.72742196706594 Order of pole 0.9856010552709016 TOP MAIN SOLVE Loop x[1] 3.27899999999975 y2[1] (analytic) -0.13697536146902675 y2[1] (numeric) 5.618191116732802 absolute error 5.755166478201828 relative error 4201.607074790018% Correct digits -1 h 0.001 y1[1] (analytic) -0.9905744547233335 y1[1] (numeric) -5.767740543928454 absolute error 4.777166089205121 relative error 482.2621930563896% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.646844721302214 Order of pole 0.8788369507088216 TOP MAIN SOLVE Loop x[1] 3.27999999999975 y2[1] (analytic) -0.13796586727097923 y2[1] (numeric) 5.622246512923321 absolute error 5.7602123801943 relative error 4175.099605528263% Correct digits -1 h 0.001 y1[1] (analytic) -0.9904369840975076 y1[1] (numeric) -5.773360762525926 absolute error 4.782923778428419 relative error 482.91045823441755% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.567492800614506 Order of pole 0.7746680858480506 TOP MAIN SOLVE Loop x[1] 3.2809999999997497 y2[1] (analytic) -0.13895623510707591 y2[1] (numeric) 5.626304517520489 absolute error 5.765260752627565 relative error 4148.9759334548835% Correct digits -1 h 0.001 y1[1] (analytic) -0.9902985230347802 y1[1] (numeric) -5.7789850378237695 absolute error 4.788686514788989 relative error 483.5598966778229% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.489332409155661 Order of pole 0.6730090962816586 TOP MAIN SOLVE Loop x[1] 3.2819999999997496 y2[1] (analytic) -0.13994646398694907 y2[1] (numeric) 5.630365130786872 absolute error 5.770311594773822 relative error 4123.227861842898% Correct digits -1 h 0.001 y1[1] (analytic) -0.9901590716736123 y1[1] (numeric) -5.784613372430523 absolute error 4.794454300756911 relative error 484.2105110094183% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.412331049301505 Order of pole 0.573778379087031 TOP MAIN SOLVE Loop x[1] 3.2829999999997495 y2[1] (analytic) -0.1409365529203699 y2[1] (numeric) 5.634428352981742 absolute error 5.775364905902112 relative error 4097.84742583085% Correct digits -1 h 0.001 y1[1] (analytic) -0.9900186301534551 y1[1] (numeric) -5.7902457689549856 absolute error 4.800227138801531 relative error 484.86230385962375% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.336457458248688 Order of pole 0.4768978884517203 TOP MAIN SOLVE Loop x[1] 3.2839999999997493 y2[1] (analytic) -0.14192650091724957 y2[1] (numeric) 5.63849418436107 absolute error 5.78042068527832 relative error 4072.826884281887% Correct digits -1 h 0.001 y1[1] (analytic) -0.9898771986147503 y1[1] (numeric) -5.795882230006215 absolute error 4.806005031391464 relative error 485.51527786649325% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.261681548380944 Order of pole 0.38229294451041085 TOP MAIN SOLVE Loop x[1] 3.2849999999997492 y2[1] (analytic) -0.14291630698764013 y2[1] (numeric) 5.6425626251775185 absolute error 5.785478932165159 relative error 4048.1587119834444% Correct digits -1 h 0.001 y1[1] (analytic) -0.9897347771989294 y1[1] (numeric) -5.801522758193521 absolute error 4.811787980994591 relative error 486.16943567574134% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.18797435111698 Order of pole 0.28989205436965193 TOP MAIN SOLVE Loop x[1] 3.285999999999749 y2[1] (analytic) -0.14390597014173565 y2[1] (numeric) 5.646633675680438 absolute error 5.790539645822174 relative error 4023.83559217103% Correct digits -1 h 0.001 y1[1] (analytic) -0.9895913660484139 y1[1] (numeric) -5.807167356126466 absolute error 4.817575990078052 relative error 486.8247799407701% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.115307964010649 Order of pole 0.19962674443735295 TOP MAIN SOLVE Loop x[1] 3.286999999999749 y2[1] (analytic) -0.14489548938987298 y2[1] (numeric) 5.65070733611586 absolute error 5.795602825505733 relative error 3999.8504093604993% Correct digits -1 h 0.001 y1[1] (analytic) -0.9894469653066147 y1[1] (numeric) -5.812816026414859 absolute error 4.823369061108245 relative error 487.481313322696% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.04365550088744 Order of pole 0.11143140323758338 TOP MAIN SOLVE Loop x[1] 3.287999999999749 y2[1] (analytic) -0.145884863742533 y2[1] (numeric) 5.654783606726492 absolute error 5.8006684704690255 relative error 3976.1962424740777% Correct digits -1 h 0.001 y1[1] (analytic) -0.9893015751179327 y1[1] (numeric) -5.818468771668756 absolute error 4.829167196550823 relative error 488.1390384903761% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.972991044817496 Order of pole 0.025243133960765718 TOP MAIN SOLVE Loop x[1] 3.288999999999749 y2[1] (analytic) -0.14687409221034145 y2[1] (numeric) 5.658862487751711 absolute error 5.805736579962052 relative error 3952.8663582461745% Correct digits -1 h 0.001 y1[1] (analytic) -0.989155195627758 y1[1] (numeric) -5.82412559449845 absolute error 4.834970398870692 relative error 488.7979581204367% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.2899999999997487 y2[1] (analytic) -0.1478631738040699 y2[1] (numeric) 5.662943979427557 absolute error 5.810807153231627 relative error 3929.8542048958006% Correct digits -1 h 0.001 y1[1] (analytic) -0.98900782698247 y1[1] (numeric) -5.829786497514475 absolute error 4.840778670532005 relative error 489.4580748972988% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.2909999999997486 y2[1] (analytic) -0.1488521075346369 y2[1] (numeric) 5.667028081986729 absolute error 5.815880189521366 relative error 3907.153406053084% Correct digits -1 h 0.001 y1[1] (analytic) -0.9888594693294376 y1[1] (numeric) -5.835451483327599 absolute error 4.846592013998162 relative error 490.11939151320644% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.2919999999997485 y2[1] (analytic) -0.14984089241310877 y2[1] (numeric) 5.671114795658577 absolute error 5.8209556880716855 relative error 3884.757754928081% Correct digits -1 h 0.001 y1[1] (analytic) -0.9887101228170182 y1[1] (numeric) -5.841120554548819 absolute error 4.852410431731801 relative error 490.78191066825383% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.2929999999997484 y2[1] (analytic) -0.15082952745070072 y2[1] (numeric) 5.675204120669099 absolute error 5.826033648119799 relative error 3862.6612087106514% Correct digits -1 h 0.001 y1[1] (analytic) -0.9885597875945583 y1[1] (numeric) -5.846793713789363 absolute error 4.858233926194805 relative error 491.4456350704132% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.2939999999997482 y2[1] (analytic) -0.15181801165877776 y2[1] (numeric) 5.679296057240933 absolute error 5.83111406889971 relative error 3840.857883190811% Correct digits -1 h 0.001 y1[1] (analytic) -0.9884084638123933 y1[1] (numeric) -5.852470963660679 absolute error 4.864062499848285 relative error 492.11056743556145% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.294999999999748 y2[1] (analytic) -0.1528063440488558 y2[1] (numeric) 5.683390605593351 absolute error 5.836196949642207 relative error 3819.342047589488% Correct digits -1 h 0.001 y1[1] (analytic) -0.9882561516218469 y1[1] (numeric) -5.858152306774438 absolute error 4.869896155152592 relative error 492.77671048750955% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.295999999999748 y2[1] (analytic) -0.15379452363260254 y2[1] (numeric) 5.6874877659422545 absolute error 5.841282289574857 relative error 3798.108119590142% Correct digits -1 h 0.001 y1[1] (analytic) -0.9881028511752311 y1[1] (numeric) -5.863837745742531 absolute error 4.8757348945673 relative error 493.4440669580289% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.296999999999748 y2[1] (analytic) -0.15478254942183844 y2[1] (numeric) 5.691587538500168 absolute error 5.846370087922007 relative error 3777.150660562215% Correct digits -1 h 0.001 y1[1] (analytic) -0.9879485626258465 y1[1] (numeric) -5.869527283177059 absolute error 4.881578720551213 relative error 494.1126395868802% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.297999999999748 y2[1] (analytic) -0.15577042042853784 y2[1] (numeric) 5.695689923476234 absolute error 5.851460343904772 relative error 3756.4643709678007% Correct digits -1 h 0.001 y1[1] (analytic) -0.9877932861279817 y1[1] (numeric) -5.875220921690337 absolute error 4.887427635562355 relative error 494.7824311218415% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.2989999999997477 y2[1] (analytic) -0.15675813566482977 y2[1] (numeric) 5.699794921076204 absolute error 5.856553056741033 relative error 3736.044085943418% Correct digits -1 h 0.001 y1[1] (analytic) -0.9876370218369129 y1[1] (numeric) -5.880918663894886 absolute error 4.893281642057973 relative error 495.4534443187361% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.2999999999997476 y2[1] (analytic) -0.15774569414299913 y2[1] (numeric) 5.703902531502435 absolute error 5.8616482256454345 relative error 3715.8847710491236% Correct digits -1 h 0.001 y1[1] (analytic) -0.9874797699089047 y1[1] (numeric) -5.886620512403431 absolute error 4.899140742494526 relative error 496.1256819414613% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3009999999997475 y2[1] (analytic) -0.15873309487548748 y2[1] (numeric) 5.708012754953887 absolute error 5.866745849829375 relative error 3695.981518177627% Correct digits -1 h 0.001 y1[1] (analytic) -0.9873215305012089 y1[1] (numeric) -5.892326469828899 absolute error 4.90500493932769 relative error 496.79914676201673% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3019999999997474 y2[1] (analytic) -0.15972033687489418 y2[1] (numeric) 5.71212559162611 absolute error 5.8718459285010045 relative error 3676.3295416164233% Correct digits -1 h 0.001 y1[1] (analytic) -0.9871623037720648 y1[1] (numeric) -5.898036538784413 absolute error 4.910874235012348 relative error 497.4738415605329% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3029999999997472 y2[1] (analytic) -0.1607074191539773 y2[1] (numeric) 5.7162410417112435 absolute error 5.876948460865221 relative error 3656.9241742563163% Correct digits -1 h 0.001 y1[1] (analytic) -0.9870020898806993 y1[1] (numeric) -5.90375072188329 absolute error 4.916748632002591 relative error 498.14976912530017% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.303999999999747 y2[1] (analytic) -0.16169434072565467 y2[1] (numeric) 5.720359105398008 absolute error 5.882053446123662 relative error 3637.76086394% Correct digits -1 h 0.001 y1[1] (analytic) -0.986840888987326 y1[1] (numeric) -5.909469021739036 absolute error 4.92262813275171 relative error 498.8269322527971% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.304999999999747 y2[1] (analytic) -0.16268110060300478 y2[1] (numeric) 5.7244797828717005 absolute error 5.887160883474706 relative error 3618.83516994473% Correct digits -1 h 0.001 y1[1] (analytic) -0.986678701253146 y1[1] (numeric) -5.915191440965348 absolute error 4.928512739712202 relative error 499.5053337477206% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.305999999999747 y2[1] (analytic) -0.16366769779926785 y2[1] (numeric) 5.728603074314188 absolute error 5.892270772113456 relative error 3600.1427595933437% Correct digits -1 h 0.001 y1[1] (analytic) -0.986515526840347 y1[1] (numeric) -5.920917982176102 absolute error 4.934402455335755 relative error 500.1849764230133% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.306999999999747 y2[1] (analytic) -0.16465413132784676 y2[1] (numeric) 5.732728979903902 absolute error 5.897383111231749 relative error 3581.679404988223% Correct digits -1 h 0.001 y1[1] (analytic) -0.9863513659121035 y1[1] (numeric) -5.926648647985359 absolute error 4.940297282073256 relative error 500.86586309989445% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3079999999997467 y2[1] (analytic) -0.16564040020230808 y2[1] (numeric) 5.73685749981583 absolute error 5.902497900018139 relative error 3563.44097986301% Correct digits -1 h 0.001 y1[1] (analytic) -0.9861862186325762 y1[1] (numeric) -5.932383441007351 absolute error 4.946197222374775 relative error 501.5479966078883% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3089999999997466 y2[1] (analytic) -0.16662650343638297 y2[1] (numeric) 5.740988634221515 absolute error 5.907615137657898 relative error 3545.42345654717% Correct digits -1 h 0.001 y1[1] (analytic) -0.9860200851669123 y1[1] (numeric) -5.938122363856489 absolute error 4.952102278689576 relative error 502.231379784854% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3099999999997465 y2[1] (analytic) -0.16761244004396833 y2[1] (numeric) 5.7451223832890435 absolute error 5.912734823333012 relative error 3527.6229030386858% Correct digits -1 h 0.001 y1[1] (analytic) -0.9858529656812456 y1[1] (numeric) -5.943865419147349 absolute error 4.958012453466103 relative error 502.91601547701487% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3109999999997464 y2[1] (analytic) -0.16859820903912762 y2[1] (numeric) 5.7492587471830445 absolute error 5.917856956222172 relative error 3510.035480180444% Correct digits -1 h 0.001 y1[1] (analytic) -0.9856848603426952 y1[1] (numeric) -5.949612609494675 absolute error 4.96392774915198 relative error 503.60190653898866% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3119999999997463 y2[1] (analytic) -0.16958380943609191 y2[1] (numeric) 5.753397726064681 absolute error 5.922981535500773 relative error 3492.657438936034% Correct digits -1 h 0.001 y1[1] (analytic) -0.9855157693193667 y1[1] (numeric) -5.955363937513377 absolute error 4.9698481681940105 relative error 504.2890558338168% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.312999999999746 y2[1] (analytic) -0.1705692402492609 y2[1] (numeric) 5.757539320091644 absolute error 5.928108560340905 relative error 3475.4851177609044% Correct digits -1 h 0.001 y1[1] (analytic) -0.985345692780351 y1[1] (numeric) -5.96111940581852 absolute error 4.975773713038169 relative error 504.97746623299514% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.313999999999746 y2[1] (analytic) -0.17155450049320384 y2[1] (numeric) 5.761683529418147 absolute error 5.933238029911351 relative error 3458.5149400650075% Correct digits -1 h 0.001 y1[1] (analytic) -0.9851746308957247 y1[1] (numeric) -5.966879017025327 absolute error 4.981704386129603 relative error 505.66714061650345% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.314999999999746 y2[1] (analytic) -0.1725395891826606 y2[1] (numeric) 5.765830354194922 absolute error 5.938369943377582 relative error 3441.7434117632406% Correct digits -1 h 0.001 y1[1] (analytic) -0.9850025838365495 y1[1] (numeric) -5.972642773749174 absolute error 4.987640189912624 relative error 506.35808187283584% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.315999999999746 y2[1] (analytic) -0.17352450533254254 y2[1] (numeric) 5.769979794569207 absolute error 5.9435042999017496 relative error 3425.167118910157% Correct digits -1 h 0.001 y1[1] (analytic) -0.9848295517748725 y1[1] (numeric) -5.9784106786055835 absolute error 4.993581126830711 relative error 507.0502928990316% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3169999999997457 y2[1] (analytic) -0.17450924795793363 y2[1] (numeric) 5.774131850684751 absolute error 5.9486410986426845 relative error 3408.7827254155814% Correct digits -1 h 0.001 y1[1] (analytic) -0.9846555348837259 y1[1] (numeric) -5.9841827342102265 absolute error 4.999527199326501 relative error 507.74377660070485% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3179999999997456 y2[1] (analytic) -0.17549381607409129 y2[1] (numeric) 5.778286522681796 absolute error 5.953780338755887 relative error 3392.5869708379214% Correct digits -1 h 0.001 y1[1] (analytic) -0.9844805333371265 y1[1] (numeric) -5.989958943178914 absolute error 5.005478409841787 relative error 508.438535892076% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3189999999997455 y2[1] (analytic) -0.1764782086964475 y2[1] (numeric) 5.782443810697081 absolute error 5.958922019393528 relative error 3376.576668252119% Correct digits -1 h 0.001 y1[1] (analytic) -0.9843045473100758 y1[1] (numeric) -5.995739308127597 absolute error 5.0114347608175205 relative error 509.1345736960024% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3199999999997454 y2[1] (analytic) -0.17746242484060973 y2[1] (numeric) 5.786603714863829 absolute error 5.964066139704439 relative error 3360.748702189292% Correct digits -1 h 0.001 y1[1] (analytic) -0.9841275769785597 y1[1] (numeric) -6.001523831672359 absolute error 5.017396254693799 relative error 509.83189294400887% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3209999999997453 y2[1] (analytic) -0.1784464635223619 y2[1] (numeric) 5.790766235311746 absolute error 5.969212698834108 relative error 3345.100026645291% Correct digits -1 h 0.001 y1[1] (analytic) -0.9839496225195487 y1[1] (numeric) -6.007312516429418 absolute error 5.023362893909869 relative error 510.53049657631914% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.321999999999745 y2[1] (analytic) -0.1794303237576654 y2[1] (numeric) 5.79493137216701 absolute error 5.974361695924675 relative error 3329.6276631554847% Correct digits -1 h 0.001 y1[1] (analytic) -0.9837706841109972 y1[1] (numeric) -6.013105365015118 absolute error 5.029334680904121 relative error 511.2303875418867% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.322999999999745 y2[1] (analytic) -0.18041400456266013 y2[1] (numeric) 5.79909912555227 absolute error 5.97951313011493 relative error 3314.3286989332178% Correct digits -1 h 0.001 y1[1] (analytic) -0.9835907619318435 y1[1] (numeric) -6.018902380045929 absolute error 5.035311618114085 relative error 511.9315687984268% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.323999999999745 y2[1] (analytic) -0.1813975049536653 y2[1] (numeric) 5.803269495586637 absolute error 5.984667000540302 relative error 3299.200285069509% Correct digits -1 h 0.001 y1[1] (analytic) -0.9834098561620099 y1[1] (numeric) -6.024703564138439 absolute error 5.041293707976429 relative error 512.6340433124468% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.324999999999745 y2[1] (analytic) -0.18238082394718066 y2[1] (numeric) 5.807442482385678 absolute error 5.989823306332859 relative error 3284.2396347916338% Correct digits -1 h 0.001 y1[1] (analytic) -0.983227966982402 y1[1] (numeric) -6.030508919909357 absolute error 5.047280952926955 relative error 513.3378140592794% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3259999999997447 y2[1] (analytic) -0.18336396055988727 y2[1] (numeric) 5.811618086061412 absolute error 5.9949820466213 relative error 3269.4440217783795% Correct digits -1 h 0.001 y1[1] (analytic) -0.9830450945749092 y1[1] (numeric) -6.036318449975503 absolute error 5.053273355400593 relative error 514.0428840231122% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3269999999997446 y2[1] (analytic) -0.18434691380864857 y2[1] (numeric) 5.815796306722302 absolute error 6.000143220530951 relative error 3254.81077852981% Correct digits -1 h 0.001 y1[1] (analytic) -0.9828612391224036 y1[1] (numeric) -6.042132156953808 absolute error 5.059270917831404 relative error 514.7492561970217% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3279999999997445 y2[1] (analytic) -0.18532968271051145 y2[1] (numeric) 5.81997714447325 absolute error 6.0053068271837615 relative error 3240.337294789506% Correct digits -1 h 0.001 y1[1] (analytic) -0.9826764008087409 y1[1] (numeric) -6.04795004346131 absolute error 5.06527364265257 relative error 515.4569335830045% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3289999999997444 y2[1] (analytic) -0.18631226628270706 y2[1] (numeric) 5.824160599415589 absolute error 6.010472865698296 relative error 3226.021016017328% Correct digits -1 h 0.001 y1[1] (analytic) -0.9824905798187592 y1[1] (numeric) -6.053772112115151 absolute error 5.071281532296392 relative error 516.1659191920085% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3299999999997443 y2[1] (analytic) -0.1872946635426519 y2[1] (numeric) 5.828346671647082 absolute error 6.015641335189733 relative error 3211.8594419108017% Correct digits -1 h 0.001 y1[1] (analytic) -0.9823037763382796 y1[1] (numeric) -6.059598365532572 absolute error 5.077294589194292 relative error 516.8762160439669% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.330999999999744 y2[1] (analytic) -0.18827687350794883 y2[1] (numeric) 5.832535361261908 absolute error 6.020812234769857 relative error 3197.85012497335% Correct digits -1 h 0.001 y1[1] (analytic) -0.9821159905541055 y1[1] (numeric) -6.065428806330907 absolute error 5.083312815776801 relative error 517.5878271678296% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.331999999999744 y2[1] (analytic) -0.18925889519638792 y2[1] (numeric) 5.836726668350664 absolute error 6.025985563547052 relative error 3183.990669127641% Correct digits -1 h 0.001 y1[1] (analytic) -0.9819272226540227 y1[1] (numeric) -6.071263437127587 absolute error 5.089336214473564 relative error 518.3007556015958% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.332999999999744 y2[1] (analytic) -0.1902407276259476 y2[1] (numeric) 5.840920593000354 absolute error 6.0311613206263015 relative error 3170.2787283724047% Correct digits -1 h 0.001 y1[1] (analytic) -0.981737472826799 y1[1] (numeric) -6.077102260540128 absolute error 5.095364787713329 relative error 519.0150043923471% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.333999999999744 y2[1] (analytic) -0.19122236981479548 y2[1] (numeric) 5.845117135294386 absolute error 6.036339505109181 relative error 3156.712005481134% Correct digits -1 h 0.001 y1[1] (analytic) -0.9815467412621844 y1[1] (numeric) -6.082945279186135 absolute error 5.10139853792395 relative error 519.7305765962802% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3349999999997437 y2[1] (analytic) -0.19220382078128953 y2[1] (numeric) 5.84931629531256 absolute error 6.041520116093849 relative error 3143.2882507411496% Correct digits -1 h 0.001 y1[1] (analytic) -0.9813550281509102 y1[1] (numeric) -6.0887924956832915 absolute error 5.107437467532382 relative error 520.4474752787401% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3359999999997436 y2[1] (analytic) -0.1931850795439788 y2[1] (numeric) 5.853518073131071 absolute error 6.04670315267505 relative error 3130.005260731594% Correct digits -1 h 0.001 y1[1] (analytic) -0.9811623336846899 y1[1] (numeric) -6.09464391264936 absolute error 5.11348157896467 relative error 521.1657035142523% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3369999999997435 y2[1] (analytic) -0.1941661451216046 y2[1] (numeric) 5.857722468822495 absolute error 6.0518886139441 relative error 3116.8608771389336% Correct digits -1 h 0.001 y1[1] (analytic) -0.9809686580562174 y1[1] (numeric) -6.100499532702178 absolute error 5.11953087464596 relative error 521.885264386558% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3379999999997434 y2[1] (analytic) -0.19514701653310146 y2[1] (numeric) 5.861929482455787 absolute error 6.057076498988889 relative error 3103.852985608657% Correct digits -1 h 0.001 y1[1] (analytic) -0.9807740014591687 y1[1] (numeric) -6.1063593584596525 absolute error 5.1255853570004835 relative error 522.6061609886455% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3389999999997433 y2[1] (analytic) -0.19612769279759806 y2[1] (numeric) 5.866139114096274 absolute error 6.062266806893872 relative error 3090.979514631865% Correct digits -1 h 0.001 y1[1] (analytic) -0.9805783640882002 y1[1] (numeric) -6.112223392539758 absolute error 5.131645028451558 relative error 523.3283964227851% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.339999999999743 y2[1] (analytic) -0.1971081729344182 y2[1] (numeric) 5.870351363805649 absolute error 6.067459536740067 relative error 3078.2384344655416% Correct digits -1 h 0.001 y1[1] (analytic) -0.9803817461389495 y1[1] (numeric) -6.118091637560534 absolute error 5.137709891421585 relative error 524.0519738005625% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.340999999999743 y2[1] (analytic) -0.19808845596308183 y2[1] (numeric) 5.874566231641964 absolute error 6.072654687605046 relative error 3065.6277560853014% Correct digits -1 h 0.001 y1[1] (analytic) -0.9801841478080342 y1[1] (numeric) -6.123964096140078 absolute error 5.143779948332044 relative error 524.7768962429126% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.341999999999743 y2[1] (analytic) -0.19906854090330603 y2[1] (numeric) 5.8787837176596245 absolute error 6.07785225856293 relative error 3053.1455301694996% Correct digits -1 h 0.001 y1[1] (analytic) -0.9799855692930528 y1[1] (numeric) -6.1298407708965446 absolute error 5.149855201603492 relative error 525.5031668801533% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.342999999999743 y2[1] (analytic) -0.2000484267750059 y2[1] (numeric) 5.8830038219093845 absolute error 6.083052248684391 relative error 3040.7898461136056% Correct digits -1 h 0.001 y1[1] (analytic) -0.9797860107925838 y1[1] (numeric) -6.135721664448141 absolute error 5.155935653655558 relative error 526.2307888520206% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3439999999997427 y2[1] (analytic) -0.20102811259829564 y2[1] (numeric) 5.887226544438338 absolute error 6.088254657036634 relative error 3028.558831073785% Correct digits -1 h 0.001 y1[1] (analytic) -0.9795854725061857 y1[1] (numeric) -6.141606779413123 absolute error 5.162021306906937 relative error 526.9597653077018% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3449999999997426 y2[1] (analytic) -0.20200759739348959 y2[1] (numeric) 5.891451885289915 absolute error 6.0934594826834045 relative error 3016.4506490387016% Correct digits -1 h 0.001 y1[1] (analytic) -0.9793839546343966 y1[1] (numeric) -6.147496118409792 absolute error 5.168112163775395 relative error 527.6900994058707% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3459999999997425 y2[1] (analytic) -0.20298688018110292 y2[1] (numeric) 5.895679844503875 absolute error 6.098666724684978 relative error 3004.4634999285704% Correct digits -1 h 0.001 y1[1] (analytic) -0.9791814573787345 y1[1] (numeric) -6.15338968405649 absolute error 5.174208226677756 relative error 528.4217943147222% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3469999999997424 y2[1] (analytic) -0.20396595998185302 y2[1] (numeric) 5.8999104221162995 absolute error 6.103876382098153 relative error 2992.595618720505% Correct digits -1 h 0.001 y1[1] (analytic) -0.9789779809416967 y1[1] (numeric) -6.159287478971599 absolute error 5.180309498029903 relative error 529.1548532120069% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3479999999997423 y2[1] (analytic) -0.20494483581666012 y2[1] (numeric) 5.904143618159586 absolute error 6.109088453976247 relative error 2980.8452745993195% Correct digits -1 h 0.001 y1[1] (analytic) -0.9787735255267596 y1[1] (numeric) -6.165189505773533 absolute error 5.186415980246774 relative error 529.8892792850656% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.348999999999742 y2[1] (analytic) -0.2059235067066485 y2[1] (numeric) 5.908379432662445 absolute error 6.114302939369093 relative error 2969.2107701328714% Correct digits -1 h 0.001 y1[1] (analytic) -0.9785680913383784 y1[1] (numeric) -6.171095767080738 absolute error 5.192527675742359 relative error 530.6250757308659% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.349999999999742 y2[1] (analytic) -0.20690197167314733 y2[1] (numeric) 5.912617865649888 absolute error 6.119519837323035 relative error 2957.6904404711645% Correct digits -1 h 0.001 y1[1] (analytic) -0.9783616785819874 y1[1] (numeric) -6.177006265511686 absolute error 5.198644586929698 relative error 531.3622457560359% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.350999999999742 y2[1] (analytic) -0.2078802297376917 y2[1] (numeric) 5.916858917143228 absolute error 6.12473914688092 relative error 2946.2826525683868% Correct digits -1 h 0.001 y1[1] (analytic) -0.9781542874639995 y1[1] (numeric) -6.182921003684873 absolute error 5.204766716220874 relative error 532.1007925769005% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.351999999999742 y2[1] (analytic) -0.2088582799220237 y2[1] (numeric) 5.921102587160069 absolute error 6.129960867082093 relative error 2934.985804427139% Correct digits -1 h 0.001 y1[1] (analytic) -0.9779459181918055 y1[1] (numeric) -6.188839984218814 absolute error 5.210894066027008 relative error 532.8407194195161% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3529999999997417 y2[1] (analytic) -0.20983612124809314 y2[1] (numeric) 5.925348875714301 absolute error 6.135184996962394 relative error 2923.798324364112% Correct digits -1 h 0.001 y1[1] (analytic) -0.9777365709737749 y1[1] (numeric) -6.194763209732039 absolute error 5.217026638758264 relative error 533.5820295197076% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3539999999997416 y2[1] (analytic) -0.21081375273805886 y2[1] (numeric) 5.929597782816092 absolute error 6.140411535554151 relative error 2912.7186702965055% Correct digits -1 h 0.001 y1[1] (analytic) -0.9775262460192548 y1[1] (numeric) -6.200690682843091 absolute error 5.223164436823836 relative error 534.3247261231032% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3549999999997415 y2[1] (analytic) -0.21179117341428938 y2[1] (numeric) 5.933849308471887 absolute error 6.145640481886176 relative error 2901.745329048512% Correct digits -1 h 0.001 y1[1] (analytic) -0.9773149435385701 y1[1] (numeric) -6.206622406170522 absolute error 5.229307462631953 relative error 535.0688124851716% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3559999999997414 y2[1] (analytic) -0.21276838229936415 y2[1] (numeric) 5.938103452684395 absolute error 6.150871834983759 relative error 2890.8768156772044% Correct digits -1 h 0.001 y1[1] (analytic) -0.9771026637430232 y1[1] (numeric) -6.212558382332888 absolute error 5.235455718589864 relative error 535.8142918712564% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3569999999997413 y2[1] (analytic) -0.21374537841607436 y2[1] (numeric) 5.942360215452587 absolute error 6.156105593868662 relative error 2880.1116728172037% Correct digits -1 h 0.001 y1[1] (analytic) -0.9768894068448942 y1[1] (numeric) -6.218498613948743 absolute error 5.241609207103848 relative error 536.5611675566144% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.357999999999741 y2[1] (analytic) -0.21472216078742393 y2[1] (numeric) 5.946619596771691 absolute error 6.161341757559115 relative error 2869.4484700435164% Correct digits -1 h 0.001 y1[1] (analytic) -0.9766751730574397 y1[1] (numeric) -6.224443103636642 absolute error 5.247767930579203 relative error 537.3094428264508% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.358999999999741 y2[1] (analytic) -0.21569872843663063 y2[1] (numeric) 5.95088159663318 absolute error 6.166580325069811 relative error 2858.88580325195% Correct digits -1 h 0.001 y1[1] (analytic) -0.9764599625948934 y1[1] (numeric) -6.230391854015133 absolute error 5.2539318914202395 relative error 538.0591209759567% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.359999999999741 y2[1] (analytic) -0.21667508038712688 y2[1] (numeric) 5.955146215024773 absolute error 6.1718212954119 relative error 2848.4222940565624% Correct digits -1 h 0.001 y1[1] (analytic) -0.976243775672466 y1[1] (numeric) -6.236344867702752 absolute error 5.260101092030286 relative error 538.8102053103459% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.360999999999741 y2[1] (analytic) -0.21765121566256077 y2[1] (numeric) 5.959413451930423 absolute error 6.177064667592984 relative error 2838.056589203573% Correct digits -1 h 0.001 y1[1] (analytic) -0.9760266125063443 y1[1] (numeric) -6.242302147318021 absolute error 5.266275534811677 relative error 539.562699144891% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3619999999997408 y2[1] (analytic) -0.21862713328679714 y2[1] (numeric) 5.963683307330315 absolute error 6.182310440617112 relative error 2827.7873600012394% Correct digits -1 h 0.001 y1[1] (analytic) -0.9758084733136914 y1[1] (numeric) -6.248263695479444 absolute error 5.272455222165753 relative error 540.3166058049617% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3629999999997406 y2[1] (analytic) -0.21960283228391847 y2[1] (numeric) 5.967955781200854 absolute error 6.187558613484772 relative error 2817.6133017651828% Correct digits -1 h 0.001 y1[1] (analytic) -0.9755893583126464 y1[1] (numeric) -6.254229514805505 absolute error 5.278640156492859 relative error 541.071928626062% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3639999999997405 y2[1] (analytic) -0.2205783116782258 y2[1] (numeric) 5.972230873514667 absolute error 6.1928091851928935 relative error 2807.5331332786745% Correct digits -1 h 0.001 y1[1] (analytic) -0.9753692677223245 y1[1] (numeric) -6.260199607914661 absolute error 5.284830340192336 relative error 541.8286709538671% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3649999999997404 y2[1] (analytic) -0.22155357049423982 y2[1] (numeric) 5.976508584240591 absolute error 6.1980621547348305 relative error 2797.5455962674155% Correct digits -1 h 0.001 y1[1] (analytic) -0.9751482017628161 y1[1] (numeric) -6.266173977425339 absolute error 5.291025775662523 relative error 542.5868361442614% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3659999999997403 y2[1] (analytic) -0.22252860775670183 y2[1] (numeric) 5.980788913343666 absolute error 6.2033175211003675 relative error 2787.6494548883657% Correct digits -1 h 0.001 y1[1] (analytic) -0.9749261606551872 y1[1] (numeric) -6.272152625955934 absolute error 5.2972264653007475 relative error 543.3464275633768% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.36699999999974 y2[1] (analytic) -0.22350342249057462 y2[1] (numeric) 5.9850718607851325 absolute error 6.2085752832757075 relative error 2777.8434952321727% Correct digits -1 h 0.001 y1[1] (analytic) -0.974703144621479 y1[1] (numeric) -6.278135556124806 absolute error 5.3034324115033264 relative error 544.10744858763% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.36799999999974 y2[1] (analytic) -0.22447801372104353 y2[1] (numeric) 5.989357426522424 absolute error 6.213835440243467 relative error 2768.1265248387913% Correct digits -1 h 0.001 y1[1] (analytic) -0.9744791538847073 y1[1] (numeric) -6.28412277055027 absolute error 5.3096436166655625 relative error 544.8699026037614% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.36899999999974 y2[1] (analytic) -0.22545238047351746 y2[1] (numeric) 5.993645610509158 absolute error 6.219097990982675 relative error 2758.4973722258815% Correct digits -1 h 0.001 y1[1] (analytic) -0.9742541886688629 y1[1] (numeric) -6.2901142718506 absolute error 5.315860083181737 relative error 545.6337930088728% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.36999999999974 y2[1] (analytic) -0.22642652177362968 y2[1] (numeric) 5.997936412695134 absolute error 6.224362934468764 relative error 2748.954886429595% Correct digits -1 h 0.001 y1[1] (analytic) -0.9740282491989111 y1[1] (numeric) -6.296110062644021 absolute error 5.32208181344511 relative error 546.3991232104668% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3709999999997398 y2[1] (analytic) -0.227400436647239 y2[1] (numeric) 6.002229833026325 absolute error 6.229630269673564 relative error 2739.4979365573713% Correct digits -1 h 0.001 y1[1] (analytic) -0.9738013357007912 y1[1] (numeric) -6.302110145548705 absolute error 5.328308809847914 relative error 547.1658966264843% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3719999999997397 y2[1] (analytic) -0.22837412412043062 y2[1] (numeric) 6.00652587144487 absolute error 6.234899995565301 relative error 2730.1254113523796% Correct digits -1 h 0.001 y1[1] (analytic) -0.9735734484014168 y1[1] (numeric) -6.30811452318277 absolute error 5.334541074781353 relative error 547.9341166853447% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3729999999997395 y2[1] (analytic) -0.22934758321951715 y2[1] (numeric) 6.010824527889071 absolute error 6.2401721111085875 relative error 2720.836218769258% Correct digits -1 h 0.001 y1[1] (analytic) -0.9733445875286751 y1[1] (numeric) -6.31412319816427 absolute error 5.340778610635595 relative error 548.7037868259839% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3739999999997394 y2[1] (analytic) -0.23032081297103957 y2[1] (numeric) 6.015125802293381 absolute error 6.245446615264421 relative error 2711.6292855607976% Correct digits -1 h 0.001 y1[1] (analytic) -0.9731147533114269 y1[1] (numeric) -6.320136173111201 absolute error 5.347021419799773 relative error 549.4749104978948% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3749999999997393 y2[1] (analytic) -0.23129381240176822 y2[1] (numeric) 6.019429694588407 absolute error 6.250723506990175 relative error 2702.503556875259% Correct digits -1 h 0.001 y1[1] (analytic) -0.9728839459795067 y1[1] (numeric) -6.326153450641487 absolute error 5.353269504661981 relative error 550.247491161165% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.375999999999739 y2[1] (analytic) -0.23226658053870372 y2[1] (numeric) 6.023736204700894 absolute error 6.256002785239597 relative error 2693.457995863994% Correct digits -1 h 0.001 y1[1] (analytic) -0.9726521657637215 y1[1] (numeric) -6.332175033372984 absolute error 5.359522867609263 relative error 551.0215322865182% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.376999999999739 y2[1] (analytic) -0.23323911640907807 y2[1] (numeric) 6.028045332553724 absolute error 6.261284448962802 relative error 2684.491583299062% Correct digits -1 h 0.001 y1[1] (analytic) -0.9724194128958515 y1[1] (numeric) -6.33820092392347 absolute error 5.365781511027619 relative error 551.7970373553521% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.377999999999739 y2[1] (analytic) -0.23421141904035545 y2[1] (numeric) 6.032357078065908 absolute error 6.266568497106263 relative error 2675.603317200564% Correct digits -1 h 0.001 y1[1] (analytic) -0.9721856876086497 y1[1] (numeric) -6.344231124910645 absolute error 5.3720454373019955 relative error 552.5740098597806% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.378999999999739 y2[1] (analytic) -0.23518348746023326 y2[1] (numeric) 6.03667144115258 absolute error 6.271854928612814 relative error 2666.792212473382% Correct digits -1 h 0.001 y1[1] (analytic) -0.9719509901358413 y1[1] (numeric) -6.350265638952127 absolute error 5.378314648816286 relative error 553.3524533026716% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3799999999997388 y2[1] (analytic) -0.23615532069664324 y2[1] (numeric) 6.040988421724994 absolute error 6.277143742421638 relative error 2658.0573005530687% Correct digits -1 h 0.001 y1[1] (analytic) -0.9717153207121237 y1[1] (numeric) -6.356304468665446 absolute error 5.384589147953322 relative error 554.1323711976892% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3809999999997387 y2[1] (analytic) -0.23712691777775222 y2[1] (numeric) 6.04530801969051 absolute error 6.282434937468262 relative error 2649.3976290606074% Correct digits -1 h 0.001 y1[1] (analytic) -0.9714786795731665 y1[1] (numeric) -6.362347616668042 absolute error 5.390868937094876 relative error 554.9137670693333% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3819999999997385 y2[1] (analytic) -0.23809827773196315 y2[1] (numeric) 6.049630234952594 absolute error 6.2877285126845575 relative error 2640.8122614657914% Correct digits -1 h 0.001 y1[1] (analytic) -0.9712410669556106 y1[1] (numeric) -6.3683950855772595 absolute error 5.397154018621649 relative error 555.69664445298% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3829999999997384 y2[1] (analytic) -0.23906939958791623 y2[1] (numeric) 6.05395506741081 absolute error 6.293024466998726 relative error 2632.3002767589696% Correct digits -1 h 0.001 y1[1] (analytic) -0.9710024830970687 y1[1] (numeric) -6.374446878010346 absolute error 5.4034443949132775 relative error 556.4810068949236% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3839999999997383 y2[1] (analytic) -0.2400402823744896 y2[1] (numeric) 6.058282516960811 absolute error 6.298322799335301 relative error 2623.8607691309144% Correct digits -1 h 0.001 y1[1] (analytic) -0.9707629282361246 y1[1] (numeric) -6.380502996584445 absolute error 5.40974006834832 relative error 557.2668579524162% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.384999999999738 y2[1] (analytic) -0.24101092512080063 y2[1] (numeric) 6.06261258349434 absolute error 6.30362350861514 relative error 2615.492847660582% Correct digits -1 h 0.001 y1[1] (analytic) -0.9705224026123332 y1[1] (numeric) -6.386563443916596 absolute error 5.416041041304262 relative error 558.0542011937104% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.385999999999738 y2[1] (analytic) -0.2419813268562066 y2[1] (numeric) 6.066945266899213 absolute error 6.30892659375542 relative error 2607.1956360105405% Correct digits -1 h 0.001 y1[1] (analytic) -0.9702809064662201 y1[1] (numeric) -6.392628222623725 absolute error 5.422347316157505 relative error 558.8430401980996% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.386999999999738 y2[1] (analytic) -0.2429514866103059 y2[1] (numeric) 6.071280567059324 absolute error 6.314232053669629 relative error 2598.968272129841% Correct digits -1 h 0.001 y1[1] (analytic) -0.9700384400392813 y1[1] (numeric) -6.398697335322646 absolute error 5.428658895283365 relative error 559.6333785559606% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.387999999999738 y2[1] (analytic) -0.24392140341293883 y2[1] (numeric) 6.075618483854627 absolute error 6.319539887267566 relative error 2590.8099079641265% Correct digits -1 h 0.001 y1[1] (analytic) -0.9697950035739833 y1[1] (numeric) -6.404770784630055 absolute error 5.434975781056072 relative error 560.4252198687938% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3889999999997378 y2[1] (analytic) -0.24489107629418866 y2[1] (numeric) 6.07995901716114 absolute error 6.3248500934553284 relative error 2582.719709172767% Correct digits -1 h 0.001 y1[1] (analytic) -0.9695505973137626 y1[1] (numeric) -6.410848573162526 absolute error 5.441297975848763 relative error 561.2185677492672% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3899999999997377 y2[1] (analytic) -0.24586050428438264 y2[1] (numeric) 6.0843021668509305 absolute error 6.330162671135313 relative error 2574.6968548528325% Correct digits -1 h 0.001 y1[1] (analytic) -0.9693052215030253 y1[1] (numeric) -6.416930703536505 absolute error 5.44762548203348 relative error 562.0134258212574% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3909999999997376 y2[1] (analytic) -0.24682968641409278 y2[1] (numeric) 6.0886479327921155 absolute error 6.335477619206208 relative error 2566.740537269703% Correct digits -1 h 0.001 y1[1] (analytic) -0.9690588763871474 y1[1] (numeric) -6.423017178368312 absolute error 5.453958301981165 relative error 562.8097977198922% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3919999999997374 y2[1] (analytic) -0.2477986217141371 y2[1] (numeric) 6.092996314848851 absolute error 6.340794936562989 relative error 2558.849961594133% Correct digits -1 h 0.001 y1[1] (analytic) -0.9688115622124738 y1[1] (numeric) -6.4291080002741285 absolute error 5.460296438061655 relative error 563.6076870915932% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3929999999997373 y2[1] (analytic) -0.24876730921558035 y2[1] (numeric) 6.097347312881327 absolute error 6.346114622096907 relative error 2551.0243456455933% Correct digits -1 h 0.001 y1[1] (analytic) -0.9685632792263187 y1[1] (numeric) -6.435203171870001 absolute error 5.466639892643682 relative error 564.4070975941183% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3939999999997372 y2[1] (analytic) -0.2497357479497351 y2[1] (numeric) 6.10170092674576 absolute error 6.3514366746954956 relative error 2543.26291964171% Correct digits -1 h 0.001 y1[1] (analytic) -0.9683140276769652 y1[1] (numeric) -6.441302695771835 absolute error 5.47298866809487 relative error 565.2080328966058% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.394999999999737 y2[1] (analytic) -0.25070393694816273 y2[1] (numeric) 6.106057156294389 absolute error 6.356761093242552 relative error 2535.564925953644% Correct digits -1 h 0.001 y1[1] (analytic) -0.9680638078136645 y1[1] (numeric) -6.447406574595388 absolute error 5.479342766781723 relative error 566.0104966796157% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.395999999999737 y2[1] (analytic) -0.2516718752426743 y2[1] (numeric) 6.110416001375466 absolute error 6.362087876618141 relative error 2527.9296188672274% Correct digits -1 h 0.001 y1[1] (analytic) -0.9678126198866368 y1[1] (numeric) -6.4535148109562686 absolute error 5.485702191069632 relative error 566.8144926351747% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.396999999999737 y2[1] (analytic) -0.2526395618653316 y2[1] (numeric) 6.114777461833253 absolute error 6.367417023698584 relative error 2520.3562643497253% Correct digits -1 h 0.001 y1[1] (analytic) -0.9675604641470699 y1[1] (numeric) -6.459627407469932 absolute error 5.492066943322862 relative error 567.6200244668187% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.397999999999737 y2[1] (analytic) -0.2536069958484481 y2[1] (numeric) 6.119141537508011 absolute error 6.372748533356459 relative error 2512.844139822043% Correct digits -1 h 0.001 y1[1] (analytic) -0.9673073408471194 y1[1] (numeric) -6.465744366751674 absolute error 5.498437025904555 relative error 568.4270958896371% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3989999999997367 y2[1] (analytic) -0.2545741762245899 y2[1] (numeric) 6.123508228235999 absolute error 6.378082404460589 relative error 2505.392533936251% Correct digits -1 h 0.001 y1[1] (analytic) -0.9670532502399087 y1[1] (numeric) -6.471865691416632 absolute error 5.504812441176723 relative error 569.235710630317% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.3999999999997366 y2[1] (analytic) -0.25554110202657665 y2[1] (numeric) 6.127877533849462 absolute error 6.383418635876039 relative error 2498.000746358272% Correct digits -1 h 0.001 y1[1] (analytic) -0.9667981925795284 y1[1] (numeric) -6.4779913840797745 absolute error 5.511193191500246 relative error 570.0458724271867% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4009999999997365 y2[1] (analytic) -0.25650777228748267 y2[1] (numeric) 6.1322494541766295 absolute error 6.388757226464112 relative error 2490.6680875555976% Correct digits -1 h 0.001 y1[1] (analytic) -0.966542168121036 y1[1] (numeric) -6.484121447355902 absolute error 5.517579279234866 relative error 570.8575850302605% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4019999999997363 y2[1] (analytic) -0.25747418604063776 y2[1] (numeric) 6.136623989041705 absolute error 6.394098175082343 relative error 2483.3938785898895% Correct digits -1 h 0.001 y1[1] (analytic) -0.966285177120456 y1[1] (numeric) -6.49025588385964 absolute error 5.523970706739184 relative error 571.6708522012826% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4029999999997362 y2[1] (analytic) -0.2584403423196283 y2[1] (numeric) 6.141001138264862 absolute error 6.39944148058449 relative error 2476.177450914349% Correct digits -1 h 0.001 y1[1] (analytic) -0.9660272198347795 y1[1] (numeric) -6.496394696205438 absolute error 5.5303674763706585 relative error 572.4856777137732% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.403999999999736 y2[1] (analytic) -0.25940624015829805 y2[1] (numeric) 6.145380901662238 absolute error 6.4047871418205355 relative error 2469.0181461757156% Correct digits -1 h 0.001 y1[1] (analytic) -0.9657682965219636 y1[1] (numeric) -6.502537887007561 absolute error 5.536769590485598 relative error 573.302065353072% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.404999999999736 y2[1] (analytic) -0.2603718785907493 y2[1] (numeric) 6.149763279045923 absolute error 6.410135157636673 relative error 2461.9153160207748% Correct digits -1 h 0.001 y1[1] (analytic) -0.9655084074409317 y1[1] (numeric) -6.508685458880091 absolute error 5.54317705143916 relative error 574.1200189163845% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.405999999999736 y2[1] (analytic) -0.2613372566513436 y2[1] (numeric) 6.1541482702239625 absolute error 6.415485526875306 relative error 2454.8683219072595% Correct digits -1 h 0.001 y1[1] (analytic) -0.9652475528515728 y1[1] (numeric) -6.514837414436918 absolute error 5.5495898615853445 relative error 574.9395422128266% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.406999999999736 y2[1] (analytic) -0.262302373374703 y2[1] (numeric) 6.15853587500034 absolute error 6.420838248375043 relative error 2447.876534919025% Correct digits -1 h 0.001 y1[1] (analytic) -0.9649857330147414 y1[1] (numeric) -6.520993756291738 absolute error 5.556008023276997 relative error 575.7606390634711% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4079999999997357 y2[1] (analytic) -0.263267227795711 y2[1] (numeric) 6.162926093174979 absolute error 6.4261933209706905 relative error 2440.9393355853854% Correct digits -1 h 0.001 y1[1] (analytic) -0.9647229481922576 y1[1] (numeric) -6.527154487058051 absolute error 5.562431538865794 relative error 576.5833133013924% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4089999999997356 y2[1] (analytic) -0.26423181894951303 y2[1] (numeric) 6.167318924543733 absolute error 6.431550743493246 relative error 2434.0561137045074% Correct digits -1 h 0.001 y1[1] (analytic) -0.9644591986469059 y1[1] (numeric) -6.533319609349153 absolute error 5.568860410702247 relative error 577.4075687717132% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4099999999997355 y2[1] (analytic) -0.2651961458715182 y2[1] (numeric) 6.171714368898376 absolute error 6.436910514769894 relative error 2427.2262681707443% Correct digits -1 h 0.001 y1[1] (analytic) -0.9641944846424358 y1[1] (numeric) -6.539489125778134 absolute error 5.575294641135699 relative error 578.233409331651% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4109999999997354 y2[1] (analytic) -0.26616020759739956 y2[1] (numeric) 6.176112426026604 absolute error 6.442272633624004 relative error 2420.4492068058285% Correct digits -1 h 0.001 y1[1] (analytic) -0.9639288064435616 y1[1] (numeric) -6.5456630389578745 absolute error 5.581734232514313 relative error 579.0608388505635% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4119999999997352 y2[1] (analytic) -0.26712400316309554 y2[1] (numeric) 6.18051309571202 absolute error 6.4476370988751155 relative error 2413.7243461937933% Correct digits -1 h 0.001 y1[1] (analytic) -0.9636621643159612 y1[1] (numeric) -6.551841351501039 absolute error 5.588179187185078 relative error 579.8898612099968% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.412999999999735 y2[1] (analytic) -0.2680875316048106 y2[1] (numeric) 6.184916377734133 absolute error 6.4530039093389435 relative error 2407.0511115195595% Correct digits -1 h 0.001 y1[1] (analytic) -0.9633945585262768 y1[1] (numeric) -6.558024066020077 absolute error 5.5946295074938 relative error 580.7204803037307% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.413999999999735 y2[1] (analytic) -0.2690507919590164 y2[1] (numeric) 6.189322271868349 absolute error 6.4583730638273655 relative error 2400.4289364110655% Correct digits -1 h 0.001 y1[1] (analytic) -0.9631259893421141 y1[1] (numeric) -6.564211185127212 absolute error 5.601085195785098 relative error 581.552700037827% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.414999999999735 y2[1] (analytic) -0.2700137832624526 y2[1] (numeric) 6.193730777885965 absolute error 6.463744561148418 relative error 2393.8572627848694% Correct digits -1 h 0.001 y1[1] (analytic) -0.9628564570320424 y1[1] (numeric) -6.570402711434442 absolute error 5.607546254402399 relative error 582.3865243306759% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.415999999999735 y2[1] (analytic) -0.2709765045521281 y2[1] (numeric) 6.198141895554162 absolute error 6.46911840010629 relative error 2387.3355406951227% Correct digits -1 h 0.001 y1[1] (analytic) -0.9625859618655939 y1[1] (numeric) -6.576598647553534 absolute error 5.61401268568794 relative error 583.2219571130444% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4169999999997347 y2[1] (analytic) -0.2719389548653216 y2[1] (numeric) 6.202555624636 absolute error 6.474494579501322 relative error 2380.8632281858368% Correct digits -1 h 0.001 y1[1] (analytic) -0.9623145041132637 y1[1] (numeric) -6.582798996096021 absolute error 5.620484491982758 relative error 584.0590023281236% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4179999999997346 y2[1] (analytic) -0.2729011332395829 y2[1] (numeric) 6.20697196489041 absolute error 6.479873098129993 relative error 2374.439791146356% Correct digits -1 h 0.001 y1[1] (analytic) -0.9620420840465096 y1[1] (numeric) -6.589003759673197 absolute error 5.626961675626688 relative error 584.8976639315764% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4189999999997345 y2[1] (analytic) -0.27386303871273376 y2[1] (numeric) 6.211390916072186 absolute error 6.48525395478492 relative error 2368.064703169956% Correct digits -1 h 0.001 y1[1] (analytic) -0.9617687019377517 y1[1] (numeric) -6.595212940896111 absolute error 5.63344423895836 relative error 585.7379458915863% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4199999999997344 y2[1] (analytic) -0.27482467032286867 y2[1] (numeric) 6.215812477931983 absolute error 6.490637148254852 relative error 2361.737445415487% Correct digits -1 h 0.001 y1[1] (analytic) -0.9614943580603719 y1[1] (numeric) -6.601426542375568 absolute error 5.639932184315196 relative error 586.5798521889056% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4209999999997343 y2[1] (analytic) -0.27578602710835615 y2[1] (numeric) 6.2202366502163065 absolute error 6.496022677324663 relative error 2355.457506471994% Correct digits -1 h 0.001 y1[1] (analytic) -0.9612190526887141 y1[1] (numeric) -6.607644566722117 absolute error 5.646425514033403 relative error 587.4233868169038% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.421999999999734 y2[1] (analytic) -0.27674710810783953 y2[1] (numeric) 6.224663432667505 absolute error 6.501410540775344 relative error 2349.224382226228% Correct digits -1 h 0.001 y1[1] (analytic) -0.9609427860980839 y1[1] (numeric) -6.613867016546056 absolute error 5.652924230447972 relative error 588.2685537816167% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.422999999999734 y2[1] (analytic) -0.2777079123602379 y2[1] (numeric) 6.229092825023768 absolute error 6.5068007373840056 relative error 2343.0375757329866% Correct digits -1 h 0.001 y1[1] (analytic) -0.9606655585647476 y1[1] (numeric) -6.620093894457421 absolute error 5.659428335892673 relative error 589.1153571017957% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.423999999999734 y2[1] (analytic) -0.278668438904747 y2[1] (numeric) 6.2335248270191155 absolute error 6.512193265923862 relative error 2336.896597088207% Correct digits -1 h 0.001 y1[1] (analytic) -0.9603873703659328 y1[1] (numeric) -6.626325203065983 absolute error 5.665937832700051 relative error 589.9638008089569% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.424999999999734 y2[1] (analytic) -0.2796286867808404 y2[1] (numeric) 6.237959438383393 absolute error 6.517588125164233 relative error 2330.8009633047436% Correct digits -1 h 0.001 y1[1] (analytic) -0.9601082217798276 y1[1] (numeric) -6.632560944981249 absolute error 5.672452723201421 relative error 590.8138889474307% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4259999999997337 y2[1] (analytic) -0.2805886550282704 y2[1] (numeric) 6.242396658842264 absolute error 6.522985313870534 relative error 2324.750198190771% Correct digits -1 h 0.001 y1[1] (analytic) -0.9598281130855807 y1[1] (numeric) -6.638801122812448 absolute error 5.678973009726867 relative error 591.6656255744111% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4269999999997336 y2[1] (analytic) -0.2815483426870687 y2[1] (numeric) 6.2468364881172045 absolute error 6.528384830804273 relative error 2318.74383223074% Correct digits -1 h 0.001 y1[1] (analytic) -0.9595470445633006 y1[1] (numeric) -6.6450457391685385 absolute error 5.685498694605238 relative error 592.5190147600074% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4279999999997335 y2[1] (analytic) -0.28250774879754775 y2[1] (numeric) 6.2512789259254955 absolute error 6.533786674723043 relative error 2312.7814024688296% Correct digits -1 h 0.001 y1[1] (analytic) -0.959265016494056 y1[1] (numeric) -6.651294796658194 absolute error 5.6920297801641375 relative error 593.3740605872921% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4289999999997334 y2[1] (analytic) -0.2834668724003016 y2[1] (numeric) 6.255723971980217 absolute error 6.539190844380519 relative error 2306.8624523948292% Correct digits -1 h 0.001 y1[1] (analytic) -0.9589820291598748 y1[1] (numeric) -6.657548297889805 absolute error 5.698566268729929 relative error 594.2307671523533% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4299999999997333 y2[1] (analytic) -0.28442571253620663 y2[1] (numeric) 6.26017162599024 absolute error 6.544597338526446 relative error 2300.9865318323978% Correct digits -1 h 0.001 y1[1] (analytic) -0.9586980828437445 y1[1] (numeric) -6.663806245471473 absolute error 5.705108162627728 relative error 595.0891385643448% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.430999999999733 y2[1] (analytic) -0.2853842682464229 y2[1] (numeric) 6.264621887660221 absolute error 6.550006155906644 relative error 2295.153196829638% Correct digits -1 h 0.001 y1[1] (analytic) -0.9584131778296111 y1[1] (numeric) -6.670068642011005 absolute error 5.711655464181394 relative error 595.9491789455368% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.431999999999733 y2[1] (analytic) -0.2863425385723946 y2[1] (numeric) 6.269074756690596 absolute error 6.555417295262991 relative error 2289.3620095519327% Correct digits -1 h 0.001 y1[1] (analytic) -0.9581273144023797 y1[1] (numeric) -6.676335490115913 absolute error 5.718208175713533 relative error 596.8108924313672% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.432999999999733 y2[1] (analytic) -0.28730052255585165 y2[1] (numeric) 6.273530232777572 absolute error 6.560830755333424 relative error 2283.612538176985% Correct digits -1 h 0.001 y1[1] (analytic) -0.9578404928479138 y1[1] (numeric) -6.682606792393405 absolute error 5.724766299545491 relative error 597.6742831704935% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.433999999999733 y2[1] (analytic) -0.28825821923881007 y2[1] (numeric) 6.277988315613123 absolute error 6.566246534851933 relative error 2277.9043567920153% Correct digits -1 h 0.001 y1[1] (analytic) -0.9575527134530349 y1[1] (numeric) -6.6888825514503845 absolute error 5.731329837997349 relative error 598.5393553248443% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4349999999997327 y2[1] (analytic) -0.2892156276635733 y2[1] (numeric) 6.282449004884978 absolute error 6.5716646325485515 relative error 2272.2370452930586% Correct digits -1 h 0.001 y1[1] (analytic) -0.9572639765055224 y1[1] (numeric) -6.695162769893444 absolute error 5.737898793387922 relative error 599.4061130696712% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4359999999997326 y2[1] (analytic) -0.2901727468727329 y2[1] (numeric) 6.286912300276622 absolute error 6.577085047149355 relative error 2266.610189286316% Correct digits -1 h 0.001 y1[1] (analytic) -0.9569742822941131 y1[1] (numeric) -6.701447450328861 absolute error 5.744473168034748 relative error 600.2745605936003% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4369999999997325 y2[1] (analytic) -0.2911295759091699 y2[1] (numeric) 6.291378201467284 absolute error 6.5825077773764535 relative error 2261.023379991507% Correct digits -1 h 0.001 y1[1] (analytic) -0.9566836311085012 y1[1] (numeric) -6.707736595362597 absolute error 5.751052964254096 relative error 601.1447020986865% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4379999999997324 y2[1] (analytic) -0.2920861138160552 y2[1] (numeric) 6.295846708131929 absolute error 6.587932821947985 relative error 2255.47621414718% Correct digits -1 h 0.001 y1[1] (analytic) -0.956392023239338 y1[1] (numeric) -6.714030207600287 absolute error 5.75763818436095 relative error 602.0165418004638% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4389999999997323 y2[1] (analytic) -0.29304235963685105 y2[1] (numeric) 6.300317819941258 absolute error 6.5933601795781085 relative error 2249.9682939179324% Correct digits -1 h 0.001 y1[1] (analytic) -0.9560994589782312 y1[1] (numeric) -6.7203282896472425 absolute error 5.764228830669011 relative error 602.890083928% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.439999999999732 y2[1] (analytic) -0.29399831241531166 y2[1] (numeric) 6.3047915365616936 absolute error 6.598789848977005 relative error 2244.499226803499% Correct digits -1 h 0.001 y1[1] (analytic) -0.9558059386177451 y1[1] (numeric) -6.72663084410844 absolute error 5.770824905490695 relative error 603.7653327239492% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.440999999999732 y2[1] (analytic) -0.29495397119548433 y2[1] (numeric) 6.309267857655379 absolute error 6.604221828850863 relative error 2239.0686255496576% Correct digits -1 h 0.001 y1[1] (analytic) -0.9555114624514001 y1[1] (numeric) -6.732937873588523 absolute error 5.777426411137123 relative error 604.6422924446056% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.441999999999732 y2[1] (analytic) -0.29590933502171046 y2[1] (numeric) 6.313746782880168 absolute error 6.609656117901879 relative error 2233.676108060916% Correct digits -1 h 0.001 y1[1] (analytic) -0.9552160307736722 y1[1] (numeric) -6.739249380691795 absolute error 5.784033349918122 relative error 605.5209673599568% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.442999999999732 y2[1] (analytic) -0.29686440293862615 y2[1] (numeric) 6.318228311889619 absolute error 6.615092714828245 relative error 2228.32129731494% Correct digits -1 h 0.001 y1[1] (analytic) -0.9549196438799932 y1[1] (numeric) -6.745565368022212 absolute error 5.790645724142219 relative error 606.4013617537374% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4439999999997317 y2[1] (analytic) -0.2978191739911637 y2[1] (numeric) 6.322712444332991 absolute error 6.620531618324154 relative error 2223.003821278675% Correct digits -1 h 0.001 y1[1] (analytic) -0.9546223020667498 y1[1] (numeric) -6.751885838183385 absolute error 5.797263536116635 relative error 607.2834799234844% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4449999999997316 y2[1] (analytic) -0.298773647224552 y2[1] (numeric) 6.327199179855231 absolute error 6.625972827079783 relative error 2217.7233128261278% Correct digits -1 h 0.001 y1[1] (analytic) -0.954324005631284 y1[1] (numeric) -6.75821079377857 absolute error 5.803886788147286 relative error 608.1673261805904% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4459999999997315 y2[1] (analytic) -0.29972782168431805 y2[1] (numeric) 6.331688518096974 absolute error 6.631416339781292 relative error 2212.4794096577693% Correct digits -1 h 0.001 y1[1] (analytic) -0.954024754871892 y1[1] (numeric) -6.764540237410668 absolute error 5.810515482538777 relative error 609.0529048503591% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4469999999997314 y2[1] (analytic) -0.3006816964162874 y2[1] (numeric) 6.33618045869453 absolute error 6.636862155110817 relative error 2207.271754221522% Correct digits -1 h 0.001 y1[1] (analytic) -0.9537245500878246 y1[1] (numeric) -6.770874171682216 absolute error 5.817149621594392 relative error 609.9402202720602% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4479999999997313 y2[1] (analytic) -0.30163527046658534 y2[1] (numeric) 6.340675001279882 absolute error 6.642310271746467 relative error 2202.0999936352905% Correct digits -1 h 0.001 y1[1] (analytic) -0.9534233915792867 y1[1] (numeric) -6.777212599195386 absolute error 5.8237892076161 relative error 610.8292767989838% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.448999999999731 y2[1] (analytic) -0.30258854288163795 y2[1] (numeric) 6.345172145480678 absolute error 6.647760688362316 relative error 2196.9637796110105% Correct digits -1 h 0.001 y1[1] (analytic) -0.9531212796474366 y1[1] (numeric) -6.783555522551981 absolute error 5.830434242904545 relative error 611.7200787984973% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.449999999999731 y2[1] (analytic) -0.3035415127081729 y2[1] (numeric) 6.349671890920222 absolute error 6.653213403628395 relative error 2191.862768380167% Correct digits -1 h 0.001 y1[1] (analytic) -0.9528182145943863 y1[1] (numeric) -6.789902944353427 absolute error 5.837084729759041 relative error 612.6126306520999% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.450999999999731 y2[1] (analytic) -0.30449417899322045 y2[1] (numeric) 6.35417423721747 absolute error 6.65866841621069 relative error 2186.7966206207657% Correct digits -1 h 0.001 y1[1] (analytic) -0.9525141967232009 y1[1] (numeric) -6.796254867200774 absolute error 5.8437406704775725 relative error 613.5069367554796% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.451999999999731 y2[1] (analytic) -0.3054465407841144 y2[1] (numeric) 6.358679183987022 absolute error 6.664125724771136 relative error 2181.76500138571% Correct digits -1 h 0.001 y1[1] (analytic) -0.9522092263378981 y1[1] (numeric) -6.802611293694686 absolute error 5.850402067356788 relative error 614.4030015185688% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4529999999997307 y2[1] (analytic) -0.306398597128493 y2[1] (numeric) 6.363186730839114 absolute error 6.669585327967607 relative error 2176.767580032559% Correct digits -1 h 0.001 y1[1] (analytic) -0.9519033037434482 y1[1] (numeric) -6.808972226435442 absolute error 5.857068922691994 relative error 615.3008293656012% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4539999999997306 y2[1] (analytic) -0.3073503470743 y2[1] (numeric) 6.367696877379615 absolute error 6.675047224453914 relative error 2171.804030154638% Correct digits -1 h 0.001 y1[1] (analytic) -0.951596429245774 y1[1] (numeric) -6.815337668022927 absolute error 5.863741238777153 relative error 616.2004247351681% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4549999999997305 y2[1] (analytic) -0.30830178966978555 y2[1] (numeric) 6.372209623210015 absolute error 6.680511412879801 relative error 2166.874029513462% Correct digits -1 h 0.001 y1[1] (analytic) -0.9512886031517498 y1[1] (numeric) -6.821707621056631 absolute error 5.870419017904881 relative error 617.1017920802769% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4559999999997304 y2[1] (analytic) -0.3092529239635071 y2[1] (numeric) 6.376724967927423 absolute error 6.68597789189093 relative error 2161.977259972455% Correct digits -1 h 0.001 y1[1] (analytic) -0.9509798257692017 y1[1] (numeric) -6.828082088135643 absolute error 5.877102262366441 relative error 618.0049358684067% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4569999999997303 y2[1] (analytic) -0.31020374900433045 y2[1] (numeric) 6.381242911124557 absolute error 6.691446660128888 relative error 2157.1134074319243% Correct digits -1 h 0.001 y1[1] (analytic) -0.9506700974069071 y1[1] (numeric) -6.834461071858646 absolute error 5.883790974451739 relative error 618.9098605815673% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.45799999999973 y2[1] (analytic) -0.3111542638414307 y2[1] (numeric) 6.385763452389739 absolute error 6.6969177162311695 relative error 2152.282161765274% Correct digits -1 h 0.001 y1[1] (analytic) -0.9503594183745944 y1[1] (numeric) -6.840844574823915 absolute error 5.890485156449321 relative error 619.8165707163564% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.45899999999973 y2[1] (analytic) -0.312104467524293 y2[1] (numeric) 6.390286591306886 absolute error 6.702391058831179 relative error 2147.4832167564186% Correct digits -1 h 0.001 y1[1] (analytic) -0.9500477889829424 y1[1] (numeric) -6.84723259962931 absolute error 5.897184810646367 relative error 620.725070784018% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.45999999999973 y2[1] (analytic) -0.3130543591027138 y2[1] (numeric) 6.394812327455506 absolute error 6.70786668655822 relative error 2142.7162700383788% Correct digits -1 h 0.001 y1[1] (analytic) -0.9497352095435807 y1[1] (numeric) -6.853625148872273 absolute error 5.9038899393286925 relative error 621.6353653105012% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.46099999999973 y2[1] (analytic) -0.31400393762680157 y2[1] (numeric) 6.399340660410689 absolute error 6.713344598037491 relative error 2137.9810230330304% Correct digits -1 h 0.001 y1[1] (analytic) -0.9494216803690886 y1[1] (numeric) -6.860022225149823 absolute error 5.910600544780735 relative error 622.5474588365186% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4619999999997297 y2[1] (analytic) -0.31495320214697786 y2[1] (numeric) 6.403871589743102 absolute error 6.71882479189008 relative error 2133.277180891984% Correct digits -1 h 0.001 y1[1] (analytic) -0.9491072017729951 y1[1] (numeric) -6.866423831058553 absolute error 5.9173166292855575 relative error 623.4613559176053% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4629999999997296 y2[1] (analytic) -0.3159021517139783 y2[1] (numeric) 6.408405115018979 absolute error 6.724307266732958 relative error 2128.6044524385607% Correct digits -1 h 0.001 y1[1] (analytic) -0.948791774069779 y1[1] (numeric) -6.8728299691946235 absolute error 5.924038195124845 relative error 624.3770611241788% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4639999999997295 y2[1] (analytic) -0.3168507853788533 y2[1] (numeric) 6.412941235800119 absolute error 6.729792021178972 relative error 2123.962550110857% Correct digits -1 h 0.001 y1[1] (analytic) -0.948475397574868 y1[1] (numeric) -6.87924064215376 absolute error 5.930765244578891 relative error 625.2945790415978% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4649999999997294 y2[1] (analytic) -0.31779910219296936 y2[1] (numeric) 6.417479951643872 absolute error 6.735279053836842 relative error 2119.351189905862% Correct digits -1 h 0.001 y1[1] (analytic) -0.9481580726046384 y1[1] (numeric) -6.8856558525312455 absolute error 5.937497779926607 relative error 626.2139142702229% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4659999999997293 y2[1] (analytic) -0.3187471012080097 y2[1] (numeric) 6.422021262103142 absolute error 6.740768363311152 relative error 2114.770091324603% Correct digits -1 h 0.001 y1[1] (analytic) -0.9478397994764152 y1[1] (numeric) -6.89207560292192 absolute error 5.944235803445505 relative error 627.135071425476% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.466999999999729 y2[1] (analytic) -0.3196947814759754 y2[1] (numeric) 6.426565166726369 absolute error 6.746259948202344 relative error 2110.218977318313% Correct digits -1 h 0.001 y1[1] (analytic) -0.9475205785084714 y1[1] (numeric) -6.898499895920173 absolute error 5.950979317411702 relative error 628.0580551379019% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.467999999999729 y2[1] (analytic) -0.3206421420491863 y2[1] (numeric) 6.431111665057531 absolute error 6.751753807106717 relative error 2105.69757423558% Correct digits -1 h 0.001 y1[1] (analytic) -0.9472004100200282 y1[1] (numeric) -6.904928734119942 absolute error 5.9577283240999135 relative error 628.9828700532277% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.468999999999729 y2[1] (analytic) -0.3215891819802818 y2[1] (numeric) 6.435660756636134 absolute error 6.7572499386164155 relative error 2101.2056117704656% Correct digits -1 h 0.001 y1[1] (analytic) -0.9468792943312538 y1[1] (numeric) -6.9113621201147035 absolute error 5.96448282578345 relative error 629.9095208324252% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.469999999999729 y2[1] (analytic) -0.3225359003222221 y2[1] (numeric) 6.440212440997202 absolute error 6.7627483413194245 relative error 2096.7428229115753% Correct digits -1 h 0.001 y1[1] (analytic) -0.946557231763264 y1[1] (numeric) -6.917800056497475 absolute error 5.971242824734211 relative error 630.8380121517714% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4709999999997287 y2[1] (analytic) -0.32348229612828905 y2[1] (numeric) 6.444766717671277 absolute error 6.768249013799566 relative error 2092.3089438920524% Correct digits -1 h 0.001 y1[1] (analytic) -0.9462342226381214 y1[1] (numeric) -6.924242545860802 absolute error 5.978008323222681 relative error 631.7683487029104% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4719999999997286 y2[1] (analytic) -0.3244283684520868 y2[1] (numeric) 6.449323586184404 absolute error 6.773751954636491 relative error 2087.903714140483% Correct digits -1 h 0.001 y1[1] (analytic) -0.945910267278835 y1[1] (numeric) -6.930689590796764 absolute error 5.9847793235179285 relative error 632.7005351929158% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4729999999997285 y2[1] (analytic) -0.3253741163475431 y2[1] (numeric) 6.45388304605813 absolute error 6.779257162405673 relative error 2083.526876232687% Correct digits -1 h 0.001 y1[1] (analytic) -0.94558536600936 y1[1] (numeric) -6.9371411938969585 absolute error 5.991555827887598 relative error 633.6345763443519% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4739999999997284 y2[1] (analytic) -0.3263195388689102 y2[1] (numeric) 6.458445096809496 absolute error 6.784764635678406 relative error 2079.178175844382% Correct digits -1 h 0.001 y1[1] (analytic) -0.945259519154598 y1[1] (numeric) -6.943597357752506 absolute error 5.998337838597909 relative error 634.5704768953377% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4749999999997283 y2[1] (analytic) -0.3272646350707656 y2[1] (numeric) 6.463009737951028 absolute error 6.790274373021793 relative error 2074.8573617046977% Correct digits -1 h 0.001 y1[1] (analytic) -0.9449327270403955 y1[1] (numeric) -6.950058084954041 absolute error 6.005125357913646 relative error 635.5082415996085% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.475999999999728 y2[1] (analytic) -0.32820940400801324 y2[1] (numeric) 6.467576968990731 absolute error 6.795786372998744 relative error 2070.564185550523% Correct digits -1 h 0.001 y1[1] (analytic) -0.9446049899935447 y1[1] (numeric) -6.956523378091708 absolute error 6.011918388098163 relative error 636.44787522658% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.476999999999728 y2[1] (analytic) -0.32915384473588416 y2[1] (numeric) 6.4721467894320845 absolute error 6.801300634167969 relative error 2066.2984020816743% Correct digits -1 h 0.001 y1[1] (analytic) -0.9442763083417827 y1[1] (numeric) -6.962993239755157 absolute error 6.018716931413374 relative error 637.389382561411% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.477999999999728 y2[1] (analytic) -0.3300979563099378 y2[1] (numeric) 6.47671919877403 absolute error 6.8068171550839685 relative error 2062.059768916856% Correct digits -1 h 0.001 y1[1] (analytic) -0.943946682413791 y1[1] (numeric) -6.96946767253354 absolute error 6.025520990119749 relative error 638.3327684050681% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.478999999999728 y2[1] (analytic) -0.33104173778606266 y2[1] (numeric) 6.48129419651097 absolute error 6.812335934297033 relative error 2057.8480465504135% Correct digits -1 h 0.001 y1[1] (analytic) -0.9436161125391955 y1[1] (numeric) -6.975946679015504 absolute error 6.0323305664763085 relative error 639.2780375743891% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4799999999997278 y2[1] (analytic) -0.3319851882204773 y2[1] (numeric) 6.485871782132759 absolute error 6.817856970353236 relative error 2053.6629983098446% Correct digits -1 h 0.001 y1[1] (analytic) -0.9432845990485662 y1[1] (numeric) -6.98243026178919 absolute error 6.039145662740624 relative error 640.2251949021476% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4809999999997276 y2[1] (analytic) -0.3329283066697314 y2[1] (numeric) 6.490451955124693 absolute error 6.823380261794425 relative error 2049.5043903140668% Correct digits -1 h 0.001 y1[1] (analytic) -0.9429521422734164 y1[1] (numeric) -6.988918423442226 absolute error 6.04596628116881 relative error 641.1742452371177% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4819999999997275 y2[1] (analytic) -0.3338710921907066 y2[1] (numeric) 6.495034714967509 absolute error 6.828905807158216 relative error 2045.3719914324167% Correct digits -1 h 0.001 y1[1] (analytic) -0.9426187425462029 y1[1] (numeric) -6.995411166561723 absolute error 6.052792424015521 relative error 642.1251934441395% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4829999999997274 y2[1] (analytic) -0.33481354384061734 y2[1] (numeric) 6.499620061137371 absolute error 6.834433604977988 relative error 2041.2655732443761% Correct digits -1 h 0.001 y1[1] (analytic) -0.9422844002003254 y1[1] (numeric) -7.001908493734271 absolute error 6.059624093533945 relative error 643.0780444041837% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4839999999997273 y2[1] (analytic) -0.33575566067701224 y2[1] (numeric) 6.50420799310587 absolute error 6.839963653782882 relative error 2037.1849099999956% Correct digits -1 h 0.001 y1[1] (analytic) -0.9419491155701263 y1[1] (numeric) -7.008410407545931 absolute error 6.066461291975805 relative error 644.032803014418% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.484999999999727 y2[1] (analytic) -0.3366974417577744 y2[1] (numeric) 6.508798510340011 absolute error 6.845495952097785 relative error 2033.1297785810166% Correct digits -1 h 0.001 y1[1] (analytic) -0.94161288899089 y1[1] (numeric) -7.0149169105822375 absolute error 6.073304021591348 relative error 644.989474188273% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.485999999999727 y2[1] (analytic) -0.33763888614112286 y2[1] (numeric) 6.51339161230221 absolute error 6.8510304984433334 relative error 2029.0999584626663% Correct digits -1 h 0.001 y1[1] (analytic) -0.9412757207988433 y1[1] (numeric) -7.021428005428187 absolute error 6.080152284629344 relative error 645.9480628555076% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.486999999999727 y2[1] (analytic) -0.3385799928856133 y2[1] (numeric) 6.517987298450286 absolute error 6.856567291335899 relative error 2025.095231676119% Correct digits -1 h 0.001 y1[1] (analytic) -0.9409376113311542 y1[1] (numeric) -7.027943694668237 absolute error 6.087006083337083 relative error 646.908573962277% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.487999999999727 y2[1] (analytic) -0.3395207610501391 y2[1] (numeric) 6.522585568237451 absolute error 6.86210632928759 relative error 2021.1153827716062% Correct digits -1 h 0.001 y1[1] (analytic) -0.9405985609259321 y1[1] (numeric) -7.034463980886301 absolute error 6.093865419960369 relative error 647.8710124711995% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4889999999997268 y2[1] (analytic) -0.34046118969393213 y2[1] (numeric) 6.527186421112308 absolute error 6.86764761080624 relative error 2017.1601987821634% Correct digits -1 h 0.001 y1[1] (analytic) -0.9402585699222274 y1[1] (numeric) -7.040988866665741 absolute error 6.100730296743514 relative error 648.8353833614225% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4899999999997267 y2[1] (analytic) -0.3414012778765638 y2[1] (numeric) 6.531789856518841 absolute error 6.873191134395404 relative error 2013.2294691880027% Correct digits -1 h 0.001 y1[1] (analytic) -0.9399176386600313 y1[1] (numeric) -7.04751835458937 absolute error 6.107600715929339 relative error 649.8016916286919% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4909999999997265 y2[1] (analytic) -0.34234102465794614 y2[1] (numeric) 6.5363958738964065 absolute error 6.878736898554353 relative error 2009.3229858814962% Correct digits -1 h 0.001 y1[1] (analytic) -0.9395757674802748 y1[1] (numeric) -7.054052447239436 absolute error 6.114476679759162 relative error 650.7699422854184% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4919999999997264 y2[1] (analytic) -0.3432804290983323 y2[1] (numeric) 6.541004472679731 absolute error 6.884284901778063 relative error 2005.4405431327598% Correct digits -1 h 0.001 y1[1] (analytic) -0.9392329567248292 y1[1] (numeric) -7.060591147197631 absolute error 6.121358190472801 relative error 651.7401403607474% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4929999999997263 y2[1] (analytic) -0.34421949025831794 y2[1] (numeric) 6.545615652298899 absolute error 6.889835142557217 relative error 2001.5819375558228% Correct digits -1 h 0.001 y1[1] (analytic) -0.9388892067365051 y1[1] (numeric) -7.067134457045074 absolute error 6.128245250308569 relative error 652.7122909006273% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.493999999999726 y2[1] (analytic) -0.34515820719884205 y2[1] (numeric) 6.550229412179351 absolute error 6.895387619378193 relative error 1997.7469680753763% Correct digits -1 h 0.001 y1[1] (analytic) -0.9385445178590525 y1[1] (numeric) -7.073682379362316 absolute error 6.135137861503263 relative error 653.6863989678769% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.494999999999726 y2[1] (analytic) -0.3460965789811877 y2[1] (numeric) 6.554845751741871 absolute error 6.900942330723058 relative error 1993.9354358940845% Correct digits -1 h 0.001 y1[1] (analytic) -0.9381988904371602 y1[1] (numeric) -7.080234916729327 absolute error 6.142036026292167 relative error 654.6624696422571% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.495999999999726 y2[1] (analytic) -0.3470346046669832 y2[1] (numeric) 6.559464670402583 absolute error 6.906499275069566 relative error 1990.1471444604465% Correct digits -1 h 0.001 y1[1] (analytic) -0.9378523248164556 y1[1] (numeric) -7.086792071725499 absolute error 6.148939746909043 relative error 655.6405080205387% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.496999999999726 y2[1] (analytic) -0.34797228331820296 y2[1] (numeric) 6.5640861675729445 absolute error 6.912058450891148 relative error 1986.3818994372093% Correct digits -1 h 0.001 y1[1] (analytic) -0.9375048213435045 y1[1] (numeric) -7.093353846929636 absolute error 6.155849025586131 relative error 656.6205192165737% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4979999999997258 y2[1] (analytic) -0.3489096139971684 y2[1] (numeric) 6.568710242659736 absolute error 6.917619856656905 relative error 1982.6395086703012% Correct digits -1 h 0.001 y1[1] (analytic) -0.9371563803658101 y1[1] (numeric) -7.099920244919951 absolute error 6.162763864554141 relative error 657.6025083613649% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4989999999997257 y2[1] (analytic) -0.3498465957665489 y2[1] (numeric) 6.573336895065057 absolute error 6.923183490831606 relative error 1978.9197821582968% Correct digits -1 h 0.001 y1[1] (analytic) -0.9368070022318135 y1[1] (numeric) -7.106491268274062 absolute error 6.169684266042248 relative error 658.5864806031366% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.4999999999997256 y2[1] (analytic) -0.3507832276893628 y2[1] (numeric) 6.577966124186317 absolute error 6.92874935187568 relative error 1975.2225320223852% Correct digits -1 h 0.001 y1[1] (analytic) -0.9364566872908926 y1[1] (numeric) -7.113066919568986 absolute error 6.176610232278094 relative error 659.5724411074067% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5009999999997254 y2[1] (analytic) -0.3517195088289783 y2[1] (numeric) 6.582597929416231 absolute error 6.934317438245209 relative error 1971.5475724768464% Correct digits -1 h 0.001 y1[1] (analytic) -0.9361054358933625 y1[1] (numeric) -7.119647201381137 absolute error 6.1835417654877745 relative error 660.5603950570563% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5019999999997253 y2[1] (analytic) -0.3526554382491142 y2[1] (numeric) 6.587232310142808 absolute error 6.9398877483919215 relative error 1967.894719800015% Correct digits -1 h 0.001 y1[1] (analytic) -0.9357532483904746 y1[1] (numeric) -7.126232116286317 absolute error 6.190478867895843 relative error 661.5503476524034% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5029999999997252 y2[1] (analytic) -0.3535910150138413 y2[1] (numeric) 6.591869265749348 absolute error 6.945460280763189 relative error 1964.2637923057264% Correct digits -1 h 0.001 y1[1] (analytic) -0.9354001251344162 y1[1] (numeric) -7.132821666859716 absolute error 6.1974215417253 relative error 662.5423041112738% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.503999999999725 y2[1] (analytic) -0.35452623818758283 y2[1] (numeric) 6.596508795614433 absolute error 6.9510350338020155 relative error 1960.6546103152355% Correct digits -1 h 0.001 y1[1] (analytic) -0.9350460664783106 y1[1] (numeric) -7.139415855675902 absolute error 6.2043697891975915 relative error 663.5362696690739% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.504999999999725 y2[1] (analytic) -0.3554611068351157 y2[1] (numeric) 6.6011508991119205 absolute error 6.956612005947036 relative error 1957.0669961296023% Correct digits -1 h 0.001 y1[1] (analytic) -0.9346910727762165 y1[1] (numeric) -7.146014685308822 absolute error 6.211323612532606 relative error 664.5322495788637% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 178.83862721384614 Order of pole 1035.341054537785 TOP MAIN SOLVE Loop x[1] 3.505999999999725 y2[1] (analytic) -0.3563956200215714 y2[1] (numeric) 6.605795575610935 absolute error 6.962191195632506 relative error 1953.5007740025283% Correct digits -1 h 0.001 y1[1] (analytic) -0.9343351443831275 y1[1] (numeric) -7.152618158331793 absolute error 6.218283013948666 relative error 665.5302491114298% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 71.6897533037557 Order of pole 158.0011854122139 TOP MAIN SOLVE Loop x[1] 3.506999999999725 y2[1] (analytic) -0.3573297768124367 y2[1] (numeric) 6.610442824475864 absolute error 6.967772601288301 relative error 1949.9557701136398% Correct digits -1 h 0.001 y1[1] (analytic) -0.933978281654972 y1[1] (numeric) -7.1592262773175 absolute error 6.225247995662528 relative error 666.5302735553591% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 52.743400329456 Order of pole 80.94969349698654 TOP MAIN SOLVE Loop x[1] 3.5079999999997247 y2[1] (analytic) -0.35826357627355504 y2[1] (numeric) 6.615092645066347 absolute error 6.973356221339902 relative error 1946.4318125422105% Correct digits -1 h 0.001 y1[1] (analytic) -0.9336204849486126 y1[1] (numeric) -7.165839044837988 absolute error 6.232218559889375 relative error 667.532328217113% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 43.60269045585 Order of pole 52.16736135513936 TOP MAIN SOLVE Loop x[1] 3.5089999999997246 y2[1] (analytic) -0.3591970174711269 y2[1] (numeric) 6.61974503673727 absolute error 6.978942054208397 relative error 1942.9287312413112% Correct digits -1 h 0.001 y1[1] (analytic) -0.9332617546218461 y1[1] (numeric) -7.17245646346466 absolute error 6.239194708842814 relative error 668.536418421101% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 37.955460530480686 Order of pole 37.1150193801686 TOP MAIN SOLVE Loop x[1] 3.5099999999997245 y2[1] (analytic) -0.3601300994717113 y2[1] (numeric) 6.62439999883876 absolute error 6.984530098310471 relative error 1939.4463580123813% Correct digits -1 h 0.001 y1[1] (analytic) -0.9329020910334028 y1[1] (numeric) -7.179078535768273 absolute error 6.24617644473487 relative error 669.5425495097561% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 34.020936151478296 Order of pole 27.860167098618938 TOP MAIN SOLVE Loop x[1] 3.5109999999997243 y2[1] (analytic) -0.36106282134222617 y2[1] (numeric) 6.6290575307161745 absolute error 6.9901203520584 relative error 1935.9845264802145% Correct digits -1 h 0.001 y1[1] (analytic) -0.9325414945429461 y1[1] (numeric) -7.18570526431893 absolute error 6.253163769775984 relative error 670.5507268436096% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 31.075415951646377 Order of pole 21.594196422656175 TOP MAIN SOLVE Loop x[1] 3.5119999999997242 y2[1] (analytic) -0.36199518214994986 y2[1] (numeric) 6.633717631710097 absolute error 6.995712813860047 relative error 1932.5430720683462% Correct digits -1 h 0.001 y1[1] (analytic) -0.9321799655110726 y1[1] (numeric) -7.192336651686078 absolute error 6.260156686175005 relative error 671.5609558013662% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 28.761874401511665 Order of pole 17.07045149514087 TOP MAIN SOLVE Loop x[1] 3.512999999999724 y2[1] (analytic) -0.36292718096252147 y2[1] (numeric) 6.638380301156331 absolute error 7.001307482118852 relative error 1929.1218319748443% Correct digits -1 h 0.001 y1[1] (analytic) -0.9318175042993114 y1[1] (numeric) -7.198972700438501 absolute error 6.26715519613919 relative error 672.5732417799808% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 26.88114220374945 Order of pole 13.650953662418821 TOP MAIN SOLVE Loop x[1] 3.513999999999724 y2[1] (analytic) -0.3638588168479424 y2[1] (numeric) 6.643045538385886 absolute error 7.006904355233829 relative error 1925.7206451484815% Correct digits -1 h 0.001 y1[1] (analytic) -0.9314541112701235 y1[1] (numeric) -7.205613413144318 absolute error 6.274159301874195 relative error 673.5875901947334% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 25.312178852729932 Order of pole 10.975330847171978 TOP MAIN SOLVE Loop x[1] 3.514999999999724 y2[1] (analytic) -0.36479008887457687 y2[1] (numeric) 6.6477133427249795 absolute error 7.012503431599557 relative error 1922.3393522653012% Correct digits -1 h 0.001 y1[1] (analytic) -0.9310897867869018 y1[1] (numeric) -7.212258792370976 absolute error 6.281169005584075 relative error 674.6040064793068% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 23.97661628265065 Order of pole 8.824636537278156 TOP MAIN SOLVE Loop x[1] 3.515999999999724 y2[1] (analytic) -0.3657209961111528 y2[1] (numeric) 6.6523837134950226 absolute error 7.018104709606176 relative error 1918.9777957055487% Correct digits -1 h 0.001 y1[1] (analytic) -0.930724531213971 y1[1] (numeric) -7.218908840685246 absolute error 6.288184309471275 relative error 675.6224960858626% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 22.821175345232046 Order of pole 7.058171394296114 TOP MAIN SOLVE Loop x[1] 3.5169999999997237 y2[1] (analytic) -0.36665153762676306 y2[1] (numeric) 6.657056650012617 absolute error 7.02370818763938 relative error 1915.6358195309795% Correct digits -1 h 0.001 y1[1] (analytic) -0.9303583449165866 y1[1] (numeric) -7.225563560653216 absolute error 6.295205215736629 relative error 676.6430644851195% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 21.80819833310938 Order of pole 5.581395166465811 TOP MAIN SOLVE Loop x[1] 3.5179999999997236 y2[1] (analytic) -0.3675817124908663 y2[1] (numeric) 6.661732151589545 absolute error 7.029313864080412 relative error 1912.3132694625215% Correct digits -1 h 0.001 y1[1] (analytic) -0.9299912282609348 y1[1] (numeric) -7.2322229548402905 absolute error 6.302231726579356 relative error 677.6657171664301% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 20.91021180731721 Order of pole 4.328432323400882 TOP MAIN SOLVE Loop x[1] 3.5189999999997235 y2[1] (analytic) -0.36851151977328767 y2[1] (numeric) 6.666410217532766 absolute error 7.034921737306053 relative error 1909.0099928583006% Correct digits -1 h 0.001 y1[1] (analytic) -0.9296231816141322 y1[1] (numeric) -7.2388870258111835 absolute error 6.309263844197051 relative error 678.69045963786% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 20.10663719977579 Order of pole 3.2519735519858877 TOP MAIN SOLVE Loop x[1] 3.5199999999997234 y2[1] (analytic) -0.36944095854422 y2[1] (numeric) 6.671090847144404 absolute error 7.040531805688624 relative error 1905.7258386920066% Correct digits -1 h 0.001 y1[1] (analytic) -0.9292542053442254 y1[1] (numeric) -7.245555776129912 absolute error 6.316301570785686 relative error 679.7172974262653% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 19.38171345476236 Order of pole 2.31716545652667 TOP MAIN SOLVE Loop x[1] 3.5209999999997232 y2[1] (analytic) -0.37037002787422457 y2[1] (numeric) 6.6757740397217455 absolute error 7.04614406759597 relative error 1902.460657531607% Correct digits -1 h 0.001 y1[1] (analytic) -0.9288842998201908 y1[1] (numeric) -7.252229208359794 absolute error 6.323344908539603 relative error 680.7462360773724% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 18.7231369179828 Order of pole 1.4977643729577377 TOP MAIN SOLVE Loop x[1] 3.521999999999723 y2[1] (analytic) -0.3712987268342321 y2[1] (numeric) 6.680459794557228 absolute error 7.05175852139146 relative error 1899.2143015183967% Correct digits -1 h 0.001 y1[1] (analytic) -0.9285134654119338 y1[1] (numeric) -7.258907325063442 absolute error 6.330393859651508 relative error 681.7772811558567% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 18.121143018750733 Order of pole 0.7736324565893113 TOP MAIN SOLVE Loop x[1] 3.522999999999723 y2[1] (analytic) -0.3722270544955437 y2[1] (numeric) 6.685148110938436 absolute error 7.05737516543398 relative error 1895.9866243463694% Correct digits -1 h 0.001 y1[1] (analytic) -0.9281417024902887 y1[1] (numeric) -7.265590128802757 absolute error 6.337448426312468 relative error 682.8104382454227% Correct digits 0 h 0.001 Complex estimate of poles used for equation 1 NO POLE for equation 2 Radius of convergence 17.567869565370472 Order of pole 0.12905957294660553 TOP MAIN SOLVE Loop x[1] 3.523999999999723 y2[1] (analytic) -0.3731550099298319 y2[1] (numeric) 6.689838988148093 absolute error 7.062993998077925 relative error 1892.7774812419243% Correct digits -1 h 0.001 y1[1] (analytic) -0.9277690114270184 y1[1] (numeric) -7.272277622138928 absolute error 6.34450861071191 relative error 683.8457129488843% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.524999999999723 y2[1] (analytic) -0.37408259220914125 y2[1] (numeric) 6.694532425464053 absolute error 7.068615017673194 relative error 1889.5867289438822% Correct digits -1 h 0.001 y1[1] (analytic) -0.9273953925948141 y1[1] (numeric) -7.278969807632422 absolute error 6.351574415037608 relative error 684.8831108882441% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5259999999997227 y2[1] (analytic) -0.37500980040588955 y2[1] (numeric) 6.699228422159293 absolute error 7.0742382225651825 relative error 1886.4142256838154% Correct digits -1 h 0.001 y1[1] (analytic) -0.9270208463672944 y1[1] (numeric) -7.2856666878429825 absolute error 6.358645841475688 relative error 685.9226377047763% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5269999999997226 y2[1] (analytic) -0.3759366335928687 y2[1] (numeric) 6.703926977501908 absolute error 7.079863611094777 relative error 1883.2598311666845% Correct digits -1 h 0.001 y1[1] (analytic) -0.9266453731190056 y1[1] (numeric) -7.292368265329623 absolute error 6.365722892210617 relative error 686.9642990591063% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5279999999997225 y2[1] (analytic) -0.3768630908432456 y2[1] (numeric) 6.708628090755102 absolute error 7.085491181598348 relative error 1880.1234065517774% Correct digits -1 h 0.001 y1[1] (analytic) -0.926268973225421 y1[1] (numeric) -7.299074542650623 absolute error 6.372805569425202 relative error 688.0081006312934% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5289999999997224 y2[1] (analytic) -0.37778917123056305 y2[1] (numeric) 6.713331761177182 absolute error 7.091120932407745 relative error 1877.0048144339387% Correct digits -1 h 0.001 y1[1] (analytic) -0.9258916470629402 y1[1] (numeric) -7.305785522363523 absolute error 6.379893875300583 relative error 689.0540481209127% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5299999999997222 y2[1] (analytic) -0.37871487382874075 y2[1] (numeric) 6.718037988021548 absolute error 7.096752861850288 relative error 1873.9039188250954% Correct digits -1 h 0.001 y1[1] (analytic) -0.9255133950088896 y1[1] (numeric) -7.312501207025119 absolute error 6.38698781201623 relative error 690.1021472471376% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.530999999999722 y2[1] (analytic) -0.37964019771207613 y2[1] (numeric) 6.722746770536689 absolute error 7.102386968248765 relative error 1870.8205851360617% Correct digits -1 h 0.001 y1[1] (analytic) -0.9251342174415211 y1[1] (numeric) -7.319221599191457 absolute error 6.3940873817499355 relative error 691.152403748823% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.531999999999722 y2[1] (analytic) -0.3805651419552455 y2[1] (numeric) 6.727458107966172 absolute error 7.108023249921418 relative error 1867.7546801586266% Correct digits -1 h 0.001 y1[1] (analytic) -0.9247541147400123 y1[1] (numeric) -7.3259467014178306 absolute error 6.401192586677818 relative error 692.2048233845886% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.532999999999722 y2[1] (analytic) -0.38148970563330464 y2[1] (numeric) 6.732171999548641 absolute error 7.113661705181946 relative error 1864.7060720479144% Correct digits -1 h 0.001 y1[1] (analytic) -0.9243730872844658 y1[1] (numeric) -7.332676516258774 absolute error 6.408303428974308 relative error 693.259411932903% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.533999999999722 y2[1] (analytic) -0.3824138878216899 y2[1] (numeric) 6.736888444517802 absolute error 7.119302332339491 relative error 1861.674630305018% Correct digits -1 h 0.001 y1[1] (analytic) -0.923991135455909 y1[1] (numeric) -7.339411046268057 absolute error 6.415419910812148 relative error 694.3161751921676% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5349999999997217 y2[1] (analytic) -0.3833376875962192 y2[1] (numeric) 6.74160744210242 absolute error 7.124945129698639 relative error 1858.6602257598922% Correct digits -1 h 0.001 y1[1] (analytic) -0.9236082596362938 y1[1] (numeric) -7.346150293998681 absolute error 6.422542034362388 relative error 695.3751189808014% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5359999999997216 y2[1] (analytic) -0.3842611040330929 y2[1] (numeric) 6.746328991526311 absolute error 7.130590095559404 relative error 1855.6627305545117% Correct digits -1 h 0.001 y1[1] (analytic) -0.9232244602084959 y1[1] (numeric) -7.3528942620028745 absolute error 6.429669801794379 relative error 696.4362491373265% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5369999999997215 y2[1] (analytic) -0.3851841362088945 y2[1] (numeric) 6.751053092008336 absolute error 7.13623722821723 relative error 1852.682018126281% Correct digits -1 h 0.001 y1[1] (analytic) -0.9228397375563147 y1[1] (numeric) -7.359642952832086 absolute error 6.436803215275772 relative error 697.4995715204534% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5379999999997214 y2[1] (analytic) -0.38610678320059205 y2[1] (numeric) 6.75577974276239 absolute error 7.141886525962982 relative error 1849.7179631916995% Correct digits -1 h 0.001 y1[1] (analytic) -0.9224540920644728 y1[1] (numeric) -7.366396369036981 absolute error 6.443942276972509 relative error 698.5650920091668% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5389999999997213 y2[1] (analytic) -0.38702904408553856 y2[1] (numeric) 6.760508942997398 absolute error 7.147537987082937 relative error 1846.7704417302689% Correct digits -1 h 0.001 y1[1] (analytic) -0.9220675241186158 y1[1] (numeric) -7.373154513167438 absolute error 6.451086989048822 relative error 699.6328165028125% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.539999999999721 y2[1] (analytic) -0.38795091794147324 y2[1] (numeric) 6.765240691917307 absolute error 7.15319160985878 relative error 1843.8393309686455% Correct digits -1 h 0.001 y1[1] (analytic) -0.9216800341053115 y1[1] (numeric) -7.379917387772538 absolute error 6.458237353667227 relative error 700.7027509211841% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.540999999999721 y2[1] (analytic) -0.38887240384652233 y2[1] (numeric) 6.769974988721077 absolute error 7.1588473925675995 relative error 1840.9245093650327% Correct digits -1 h 0.001 y1[1] (analytic) -0.92129162241205 y1[1] (numeric) -7.386684995400567 absolute error 6.465393372988517 relative error 701.7749012046105% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.541999999999721 y2[1] (analytic) -0.38979350087919995 y2[1] (numeric) 6.774711832602676 absolute error 7.164505333481875 relative error 1838.0258565937997% Correct digits -1 h 0.001 y1[1] (analytic) -0.9209022894272427 y1[1] (numeric) -7.393457338599006 absolute error 6.472555049171763 relative error 702.8492733140433% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.542999999999721 y2[1] (analytic) -0.39071420811840923 y2[1] (numeric) 6.779451222751069 absolute error 7.170165430869479 relative error 1835.14325353034% Correct digits -1 h 0.001 y1[1] (analytic) -0.9205120355402228 y1[1] (numeric) -7.400234419914528 absolute error 6.4797223843743055 relative error 703.9258732311455% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5439999999997207 y2[1] (analytic) -0.3916345246434429 y2[1] (numeric) 6.784193158350216 absolute error 7.175827682993659 relative error 1832.2765822361475% Correct digits -1 h 0.001 y1[1] (analytic) -0.920120861141244 y1[1] (numeric) -7.407016241892992 absolute error 6.486895380751748 relative error 705.0047069583798% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5449999999997206 y2[1] (analytic) -0.39255444953398455 y2[1] (numeric) 6.788937638579059 absolute error 7.1814920881130435 relative error 1829.4257259441206% Correct digits -1 h 0.001 y1[1] (analytic) -0.9197287666214808 y1[1] (numeric) -7.413802807079439 absolute error 6.494074040457958 relative error 706.0857805190982% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5459999999997205 y2[1] (analytic) -0.3934739818701094 y2[1] (numeric) 6.793684662611518 absolute error 7.187158644481627 relative error 1826.5905690440788% Correct digits -1 h 0.001 y1[1] (analytic) -0.9193357523730277 y1[1] (numeric) -7.420594118018085 absolute error 6.501258365645057 relative error 707.1690999576313% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5469999999997204 y2[1] (analytic) -0.39439312073228516 y2[1] (numeric) 6.798434229616485 absolute error 7.192827350348771 relative error 1823.7709970685003% Correct digits -1 h 0.001 y1[1] (analytic) -0.9189418187888987 y1[1] (numeric) -7.427390177252319 absolute error 6.50844835846342 relative error 708.2546713393783% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5479999999997203 y2[1] (analytic) -0.39531186520137307 y2[1] (numeric) 6.80318633875781 absolute error 7.198498203959184 relative error 1820.966896678461% Correct digits -1 h 0.001 y1[1] (analytic) -0.9185469662630276 y1[1] (numeric) -7.434190987324697 absolute error 6.515644021061669 relative error 709.3425007508982% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.54899999999972 y2[1] (analytic) -0.3962302143586287 y2[1] (numeric) 6.807940989194303 absolute error 7.2041712035529315 relative error 1818.1781556497917% Correct digits -1 h 0.001 y1[1] (analytic) -0.9181511951902667 y1[1] (numeric) -7.440996550776934 absolute error 6.522845355586667 relative error 710.4325942999998% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.54999999999972 y2[1] (analytic) -0.397148167285703 y2[1] (numeric) 6.812698180079716 absolute error 7.209846347365419 relative error 1815.4046628594294% Correct digits -1 h 0.001 y1[1] (analytic) -0.9177545059663871 y1[1] (numeric) -7.447806870149902 absolute error 6.530052364183515 relative error 711.524958115834% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.55099999999972 y2[1] (analytic) -0.39806572306464316 y2[1] (numeric) 6.817457910562744 absolute error 7.215523633627388 relative error 1812.6463082719724% Correct digits -1 h 0.001 y1[1] (analytic) -0.917356898988078 y1[1] (numeric) -7.454621947983626 absolute error 6.537265048995549 relative error 712.6195983489853% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.55199999999972 y2[1] (analytic) -0.39898288077789335 y2[1] (numeric) 6.822220179787017 absolute error 7.2212030605649105 relative error 1809.902982926434% Correct digits -1 h 0.001 y1[1] (analytic) -0.9169583746529465 y1[1] (numeric) -7.461441786817275 absolute error 6.544483412164329 relative error 713.7165211715644% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5529999999997197 y2[1] (analytic) -0.39989963950829605 y2[1] (numeric) 6.826984986891085 absolute error 7.2268846263993805 relative error 1807.174578923184% Correct digits -1 h 0.001 y1[1] (analytic) -0.9165589333595167 y1[1] (numeric) -7.46826638918916 absolute error 6.551707455829643 relative error 714.815732777301% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5539999999997196 y2[1] (analytic) -0.40081599833909254 y2[1] (numeric) 6.831752331008419 absolute error 7.232568329347512 relative error 1804.460989411086% Correct digits -1 h 0.001 y1[1] (analytic) -0.9161585755072298 y1[1] (numeric) -7.475095757636728 absolute error 6.558937182129498 relative error 715.9172393816378% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5549999999997195 y2[1] (analytic) -0.4017319563539241 y2[1] (numeric) 6.8365222112674 absolute error 7.2382541676213235 relative error 1801.7621085748162% Correct digits -1 h 0.001 y1[1] (analytic) -0.9157573014964439 y1[1] (numeric) -7.481929894696557 absolute error 6.566172593200113 relative error 717.0210472218234% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5559999999997194 y2[1] (analytic) -0.40264751263683285 y2[1] (numeric) 6.84129462679131 absolute error 7.2439421394281425 relative error 1799.0778316223707% Correct digits -1 h 0.001 y1[1] (analytic) -0.9153551117284328 y1[1] (numeric) -7.48876880290435 absolute error 6.573413691175918 relative error 718.1271625570072% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5569999999997193 y2[1] (analytic) -0.40356266627226245 y2[1] (numeric) 6.846069576698329 absolute error 7.249632242970591 relative error 1796.4080547727492% Correct digits -1 h 0.001 y1[1] (analytic) -0.9149520066053861 y1[1] (numeric) -7.4956124847949335 absolute error 6.5806604781895475 relative error 719.2355916683345% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.557999999999719 y2[1] (analytic) -0.4044774163450594 y2[1] (numeric) 6.850847060101523 absolute error 7.2553244764465825 relative error 1793.7526752438189% Correct digits -1 h 0.001 y1[1] (analytic) -0.9145479865304091 y1[1] (numeric) -7.502460942902246 absolute error 6.587912956371837 relative error 720.3463408590409% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.558999999999719 y2[1] (analytic) -0.40539176194047377 y2[1] (numeric) 6.855627076108838 absolute error 7.261018838049312 relative error 1791.11159124035% Correct digits -1 h 0.001 y1[1] (analytic) -0.9141430519075219 y1[1] (numeric) -7.509314179759338 absolute error 6.595171127851816 relative error 721.4594164545493% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.559999999999719 y2[1] (analytic) -0.4063057021441599 y2[1] (numeric) 6.860409623823093 absolute error 7.266715325967254 relative error 1788.4847019422277% Correct digits -1 h 0.001 y1[1] (analytic) -0.9137372031416588 y1[1] (numeric) -7.516172197898366 absolute error 6.602434994756708 relative error 722.574824802566% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.560999999999719 y2[1] (analytic) -0.4072192360421778 y2[1] (numeric) 6.865194702341975 absolute error 7.272413938384153 relative error 1785.8719074928258% Correct digits -1 h 0.001 y1[1] (analytic) -0.9133304406386689 y1[1] (numeric) -7.523034999850586 absolute error 6.6097045592119175 relative error 723.6925722731762% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5619999999997187 y2[1] (analytic) -0.40813236272099357 y2[1] (numeric) 6.869982310758024 absolute error 7.278114673479018 relative error 1783.2731089875529% Correct digits -1 h 0.001 y1[1] (analytic) -0.9129227648053143 y1[1] (numeric) -7.529902588146349 absolute error 6.616979823341035 relative error 724.8126652589435% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5629999999997186 y2[1] (analytic) -0.4090450812674807 y2[1] (numeric) 6.874772448158634 absolute error 7.2838175294261145 relative error 1780.6882084625577% Correct digits -1 h 0.001 y1[1] (analytic) -0.9125141760492711 y1[1] (numeric) -7.536774965315097 absolute error 6.624260789265826 relative error 725.9351101750061% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5639999999997185 y2[1] (analytic) -0.40995739076892057 y2[1] (numeric) 6.87956511362604 absolute error 7.28952250439496 relative error 1778.117108883597% Correct digits -1 h 0.001 y1[1] (analytic) -0.9121046747791278 y1[1] (numeric) -7.543652133885355 absolute error 6.631547459106227 relative error 727.0599134591762% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5649999999997184 y2[1] (analytic) -0.41086929031300384 y2[1] (numeric) 6.884360306237312 absolute error 7.295229596550316 relative error 1775.5597141350588% Correct digits -1 h 0.001 y1[1] (analytic) -0.9116942614043858 y1[1] (numeric) -7.55053409638473 absolute error 6.638839834980344 relative error 728.1870815720381% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5659999999997183 y2[1] (analytic) -0.41178077898783105 y2[1] (numeric) 6.88915802506435 absolute error 7.300938804052181 relative error 1773.0159290091435% Correct digits -1 h 0.001 y1[1] (analytic) -0.9112829363354583 y1[1] (numeric) -7.557420855339902 absolute error 6.646137919004444 relative error 729.3166209970478% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.566999999999718 y2[1] (analytic) -0.4126918558819136 y2[1] (numeric) 6.893958269173871 absolute error 7.306650125055785 relative error 1770.4856591951957% Correct digits -1 h 0.001 y1[1] (analytic) -0.9108706999836705 y1[1] (numeric) -7.564312413276619 absolute error 6.653441713292949 relative error 730.4485382406336% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.567999999999718 y2[1] (analytic) -0.41360252008417464 y2[1] (numeric) 6.898761037627407 absolute error 7.312363557711582 relative error 1767.9688112691867% Correct digits -1 h 0.001 y1[1] (analytic) -0.9104575527612585 y1[1] (numeric) -7.5712087727196975 absolute error 6.660751219958439 relative error 731.5828398322959% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.568999999999718 y2[1] (analytic) -0.4145127706839501 y2[1] (numeric) 6.903566329481294 absolute error 7.318079100165244 relative error 1765.4652926833453% Correct digits -1 h 0.001 y1[1] (analytic) -0.9100434950813697 y1[1] (numeric) -7.578109936193008 absolute error 6.668066441111638 relative error 732.7195323247079% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.569999999999718 y2[1] (analytic) -0.41542260677098936 y2[1] (numeric) 6.9083741437866655 absolute error 7.323796750557655 relative error 1762.9750117559333% Correct digits -1 h 0.001 y1[1] (analytic) -0.9096285273580617 y1[1] (numeric) -7.5850159062194775 absolute error 6.675387378861416 relative error 733.8586222938179% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5709999999997177 y2[1] (analytic) -0.4163320274354565 y2[1] (numeric) 6.913184479589444 absolute error 7.3295165070249 relative error 1760.4978776611624% Correct digits -1 h 0.001 y1[1] (analytic) -0.909212650006302 y1[1] (numeric) -7.591926685321081 absolute error 6.6827140353147785 relative error 735.0001163389509% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5719999999997176 y2[1] (analytic) -0.4172410317679309 y2[1] (numeric) 6.917997335930336 absolute error 7.335238367698267 relative error 1758.0338004192547% Correct digits -1 h 0.001 y1[1] (analytic) -0.9087958634419682 y1[1] (numeric) -7.598842276018836 absolute error 6.6900464125768675 relative error 736.1440210829113% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5729999999997175 y2[1] (analytic) -0.4181496188594083 y2[1] (numeric) 6.922812711844821 absolute error 7.3409623307042295 relative error 1755.58269088664% Correct digits -1 h 0.001 y1[1] (analytic) -0.9083781680818466 y1[1] (numeric) -7.605762680832799 absolute error 6.697384512750952 relative error 737.2903431720857% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5739999999997174 y2[1] (analytic) -0.4190577878013017 y2[1] (numeric) 6.927630606363147 absolute error 7.346688394164449 relative error 1753.1444607462868% Correct digits -1 h 0.001 y1[1] (analytic) -0.9079595643436327 y1[1] (numeric) -7.61268790228206 absolute error 6.704728337938427 relative error 738.4390892765473% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5749999999997173 y2[1] (analytic) -0.4199655376854422 y2[1] (numeric) 6.932451018510321 absolute error 7.352416556195763 relative error 1750.7190224981712% Correct digits -1 h 0.001 y1[1] (analytic) -0.9075400526459301 y1[1] (numeric) -7.619617942884735 absolute error 6.712077890238804 relative error 739.590266090159% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.575999999999717 y2[1] (analytic) -0.42087286760408 y2[1] (numeric) 6.9372739473061005 absolute error 7.358146814910181 relative error 1748.3062894498762% Correct digits -1 h 0.001 y1[1] (analytic) -0.9071196334082504 y1[1] (numeric) -7.626552805157963 absolute error 6.719433171749713 relative error 740.74388033068% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.576999999999717 y2[1] (analytic) -0.4217797766498853 y2[1] (numeric) 6.94209939176499 absolute error 7.363879168414876 relative error 1745.906175707317% Correct digits -1 h 0.001 y1[1] (analytic) -0.906698307051013 y1[1] (numeric) -7.6334924916179006 absolute error 6.726794184566888 relative error 741.8999387398683% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.577999999999717 y2[1] (analytic) -0.4226862639159491 y2[1] (numeric) 6.946927350896228 absolute error 7.369613614812177 relative error 1743.5185961655998% Correct digits -1 h 0.001 y1[1] (analytic) -0.906276073995544 y1[1] (numeric) -7.6404370047797165 absolute error 6.7341609307841725 relative error 743.0584480835895% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.578999999999717 y2[1] (analytic) -0.42359232849578415 y2[1] (numeric) 6.951757823703784 absolute error 7.375350152199569 relative error 1741.1434665000013% Correct digits -1 h 0.001 y1[1] (analytic) -0.9058529346640765 y1[1] (numeric) -7.647386347157585 absolute error 6.741533412493509 relative error 744.2194151519217% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5799999999997167 y2[1] (analytic) -0.4244979694833261 y2[1] (numeric) 6.956590809186348 absolute error 7.381088778669675 relative error 1738.780703157073% Correct digits -1 h 0.001 y1[1] (analytic) -0.9054288894797499 y1[1] (numeric) -7.6543405212646825 absolute error 6.7489116317849325 relative error 745.3828467592621% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5809999999997166 y2[1] (analytic) -0.42540318597293386 y2[1] (numeric) 6.961426306337324 absolute error 7.386829492310258 relative error 1736.4302233458689% Correct digits -1 h 0.001 y1[1] (analytic) -0.9050039388666092 y1[1] (numeric) -7.6612995296131805 absolute error 6.756295590746571 relative error 746.548749744436% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5819999999997165 y2[1] (analytic) -0.4263079770593911 y2[1] (numeric) 6.966264314144821 absolute error 7.392572291204212 relative error 1734.0919450292895% Correct digits -1 h 0.001 y1[1] (analytic) -0.9045780832496052 y1[1] (numeric) -7.668263374714242 absolute error 6.763685291464637 relative error 747.7171309708039% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5829999999997164 y2[1] (analytic) -0.42721234183790685 y2[1] (numeric) 6.971104831591648 absolute error 7.398317173429556 relative error 1731.765786915545% Correct digits -1 h 0.001 y1[1] (analytic) -0.9041513230545932 y1[1] (numeric) -7.6752320590780165 absolute error 6.771080736023423 relative error 748.8879973263702% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5839999999997163 y2[1] (analytic) -0.42811627940411634 y2[1] (numeric) 6.975947857655305 absolute error 7.404064137059421 relative error 1729.4516684497355% Correct digits -1 h 0.001 y1[1] (analytic) -0.9037236587083336 y1[1] (numeric) -7.682205585213631 absolute error 6.778481926505298 relative error 750.0613557238934% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.584999999999716 y2[1] (analytic) -0.42901978885408215 y2[1] (numeric) 6.980793391307972 absolute error 7.409813180162054 relative error 1727.1495098055425% Correct digits -1 h 0.001 y1[1] (analytic) -0.9032950906384906 y1[1] (numeric) -7.68918395562919 absolute error 6.785888864990699 relative error 751.2372131009946% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.585999999999716 y2[1] (analytic) -0.4299228692842948 y2[1] (numeric) 6.985641431516507 absolute error 7.415564300800802 relative error 1724.8592318770363% Correct digits -1 h 0.001 y1[1] (analytic) -0.9028656192736321 y1[1] (numeric) -7.696167172831766 absolute error 6.793301553558134 relative error 752.4155764202694% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.586999999999716 y2[1] (analytic) -0.430825519791674 y2[1] (numeric) 6.990491977242437 absolute error 7.421317497034111 relative error 1722.5807562705882% Correct digits -1 h 0.001 y1[1] (analytic) -0.9024352450432296 y1[1] (numeric) -7.703155239327396 absolute error 6.800719994284166 relative error 753.5964526693978% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.587999999999716 y2[1] (analytic) -0.4317277394735693 y2[1] (numeric) 6.995345027441945 absolute error 7.427072766915514 relative error 1720.3140052968974% Correct digits -1 h 0.001 y1[1] (analytic) -0.9020039683776573 y1[1] (numeric) -7.7101481576210755 absolute error 6.808144189243418 relative error 754.7798488612566% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5889999999997158 y2[1] (analytic) -0.4326295274277611 y2[1] (numeric) 7.0002005810658705 absolute error 7.432830108493632 relative error 1718.0589019631211% Correct digits -1 h 0.001 y1[1] (analytic) -0.9015717897081919 y1[1] (numeric) -7.717145930216755 absolute error 6.815574140508563 relative error 755.965772034031% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5899999999997156 y2[1] (analytic) -0.4335308827524616 y2[1] (numeric) 7.005058637059695 absolute error 7.438589519812156 relative error 1715.8153699651102% Correct digits -1 h 0.001 y1[1] (analytic) -0.9011387094670118 y1[1] (numeric) -7.724148559617331 absolute error 6.823009850150319 relative error 757.1542292513282% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5909999999997155 y2[1] (analytic) -0.4344318045463154 y2[1] (numeric) 7.009919194363537 absolute error 7.444350998909853 relative error 1713.5833336797511% Correct digits -1 h 0.001 y1[1] (analytic) -0.9007047280871973 y1[1] (numeric) -7.731156048324644 absolute error 6.830451320237447 relative error 758.3452276022904% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5919999999997154 y2[1] (analytic) -0.4353322919084009 y2[1] (numeric) 7.014782251912146 absolute error 7.450114543820547 relative error 1711.362718157407% Correct digits -1 h 0.001 y1[1] (analytic) -0.9002698460027299 y1[1] (numeric) -7.7381683988394725 absolute error 6.837898552836743 relative error 759.5387742017084% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5929999999997153 y2[1] (analytic) -0.43623234393823074 y2[1] (numeric) 7.019647808634891 absolute error 7.455880152573121 relative error 1709.1534491144591% Correct digits -1 h 0.001 y1[1] (analytic) -0.8998340636484914 y1[1] (numeric) -7.745185613661526 absolute error 6.845351550013035 relative error 760.7348761901377% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.593999999999715 y2[1] (analytic) -0.437131959735753 y2[1] (numeric) 7.024515863455756 absolute error 7.461647823191509 relative error 1706.955452925951% Correct digits -1 h 0.001 y1[1] (analytic) -0.8993973814602643 y1[1] (numeric) -7.752207695289441 absolute error 6.852810313829178 relative error 761.9335407340117% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.594999999999715 y2[1] (analytic) -0.43803113840135194 y2[1] (numeric) 7.02938641529333 absolute error 7.467417553694682 relative error 1704.7686566183247% Correct digits -1 h 0.001 y1[1] (analytic) -0.8989597998747306 y1[1] (numeric) -7.759234646220777 absolute error 6.860274846346046 relative error 763.1347750257598% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.595999999999715 y2[1] (analytic) -0.438929879035849 y2[1] (numeric) 7.034259463060802 absolute error 7.473189342096651 relative error 1702.592987862257% Correct digits -1 h 0.001 y1[1] (analytic) -0.898521319329472 y1[1] (numeric) -7.766266468952005 absolute error 6.867745149622533 relative error 764.3385862839223% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.596999999999715 y2[1] (analytic) -0.4398281807405036 y2[1] (numeric) 7.0391350056659485 absolute error 7.478963186406452 relative error 1700.4283749655872% Correct digits -1 h 0.001 y1[1] (analytic) -0.898081940262969 y1[1] (numeric) -7.773303165978511 absolute error 6.875221225715542 relative error 765.5449817532681% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5979999999997148 y2[1] (analytic) -0.44072604261701415 y2[1] (numeric) 7.044013042011132 absolute error 7.4847390846281465 relative error 1698.2747468663426% Correct digits -1 h 0.001 y1[1] (analytic) -0.8976416631146005 y1[1] (numeric) -7.780344739794584 absolute error 6.8827030766799835 relative error 766.753968704913% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5989999999997146 y2[1] (analytic) -0.44162346376751876 y2[1] (numeric) 7.048893570993287 absolute error 7.490517034760805 relative error 1696.1320331258473% Correct digits -1 h 0.001 y1[1] (analytic) -0.8972004883246437 y1[1] (numeric) -7.787391192893413 absolute error 6.890190704568769 relative error 767.9655544364368% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.5999999999997145 y2[1] (analytic) -0.4425204432945964 y2[1] (numeric) 7.053776591503918 absolute error 7.4962970347985145 relative error 1694.00016392193% Correct digits -1 h 0.001 y1[1] (analytic) -0.8967584163342733 y1[1] (numeric) -7.79444252776708 absolute error 6.897684111432807 relative error 769.1797462720042% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.6009999999997144 y2[1] (analytic) -0.44341698030126764 y2[1] (numeric) 7.0586621024290865 absolute error 7.502079082730354 relative error 1691.879070042214% Correct digits -1 h 0.001 y1[1] (analytic) -0.8963154475855614 y1[1] (numeric) -7.801498746906558 absolute error 6.905183299320997 relative error 770.3965515624827% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.6019999999997143 y2[1] (analytic) -0.4443130738909955 y2[1] (numeric) 7.0635501026494065 absolute error 7.507863176540402 relative error 1689.7686828774986% Correct digits -1 h 0.001 y1[1] (analytic) -0.8958715825214766 y1[1] (numeric) -7.808559852801703 absolute error 6.912688270280226 relative error 771.615977685564% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.602999999999714 y2[1] (analytic) -0.44520872316768656 y2[1] (numeric) 7.068440591040036 absolute error 7.513649314207723 relative error 1687.6689344152246% Correct digits -1 h 0.001 y1[1] (analytic) -0.8954268215858838 y1[1] (numeric) -7.815625847941247 absolute error 6.9201990263553625 relative error 772.838032045885% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.603999999999714 y2[1] (analytic) -0.4461039272356915 y2[1] (numeric) 7.073333566470669 absolute error 7.519437493706361 relative error 1685.5797572330255% Correct digits -1 h 0.001 y1[1] (analytic) -0.8949811652235442 y1[1] (numeric) -7.822696734812796 absolute error 6.927715569589251 relative error 774.0627220751487% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.604999999999714 y2[1] (analytic) -0.4469986851998064 y2[1] (numeric) 7.078229027805528 absolute error 7.525227713005334 relative error 1683.5010844923606% Correct digits -1 h 0.001 y1[1] (analytic) -0.8945346138801139 y1[1] (numeric) -7.829772515902823 absolute error 6.935237902022709 relative error 775.2900552322477% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.605999999999714 y2[1] (analytic) -0.44789299616527334 y2[1] (numeric) 7.083126973903355 absolute error 7.531019970068629 relative error 1681.4328499322344% Correct digits -1 h 0.001 y1[1] (analytic) -0.8940871680021442 y1[1] (numeric) -7.836853193696661 absolute error 6.9427660256945165 relative error 776.5200390033856% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.6069999999997138 y2[1] (analytic) -0.44878685923778144 y2[1] (numeric) 7.088027403617405 absolute error 7.536814262855186 relative error 1679.3749878629899% Correct digits -1 h 0.001 y1[1] (analytic) -0.8936388280370811 y1[1] (numeric) -7.843938770678501 absolute error 6.95029994264142 relative error 777.7526809022024% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.6079999999997137 y2[1] (analytic) -0.44968027352346773 y2[1] (numeric) 7.092930315795437 absolute error 7.542610589318905 relative error 1677.3274331601904% Correct digits -1 h 0.001 y1[1] (analytic) -0.8931895944332644 y1[1] (numeric) -7.851029249331384 absolute error 6.95783965489812 relative error 778.9879884698972% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.6089999999997135 y2[1] (analytic) -0.4505732381289179 y2[1] (numeric) 7.097835709279708 absolute error 7.548408947408626 relative error 1675.2901212585725% Correct digits -1 h 0.001 y1[1] (analytic) -0.8927394676399276 y1[1] (numeric) -7.858124632137194 absolute error 6.965385164497267 relative error 780.2259692753547% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.6099999999997134 y2[1] (analytic) -0.4514657521611676 y2[1] (numeric) 7.102743582906964 absolute error 7.554209335068132 relative error 1673.2629881460807% Correct digits -1 h 0.001 y1[1] (analytic) -0.8922884481071977 y1[1] (numeric) -7.865224921576657 absolute error 6.97293647346946 relative error 781.4666309152695% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.6109999999997133 y2[1] (analytic) -0.45235781472770265 y2[1] (numeric) 7.107653935508431 absolute error 7.560011750236133 relative error 1671.2459703579768% Correct digits -1 h 0.001 y1[1] (analytic) -0.8918365362860939 y1[1] (numeric) -7.872330120129333 absolute error 6.980493583843239 relative error 782.7099810142734% Correct digits 0 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.611999999999713 y2[1] (analytic) -0.4532494249364607 y2[1] (numeric) 7.112566765909809 absolute error 7.565816190846269 relative error 1669.239004971025% Correct digits -1 h 0.001 y1[1] (analytic) -0.8913837326285283 y1[1] (numeric) -7.879440230273608 absolute error 6.988056497645079 relative error 783.956027225062% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.574090088668586 Order of pole 0.009553751460199322 TOP MAIN SOLVE Loop x[1] 3.612999999999713 y2[1] (analytic) -0.4541405818958316 y2[1] (numeric) 7.117482072931264 absolute error 7.571622654827095 relative error 1667.24202959775% Correct digits -1 h 0.001 y1[1] (analytic) -0.8909300375873043 y1[1] (numeric) -7.886555254486693 absolute error 6.995625216899389 relative error 785.204777228523% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.5923555553326585 Order of pole 0.06326689214865944 TOP MAIN SOLVE Loop x[1] 3.613999999999713 y2[1] (analytic) -0.4550312847146585 y2[1] (numeric) 7.1223998553874175 absolute error 7.577431140102076 relative error 1665.2549823807697% Correct digits -1 h 0.001 y1[1] (analytic) -0.890475451616117 y1[1] (numeric) -7.893675195244615 absolute error 7.003199743628498 relative error 786.4562387338634% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.610933093004819 Order of pole 0.11762913225127924 TOP MAIN SOLVE Loop x[1] 3.614999999999713 y2[1] (analytic) -0.45592153250223855 y2[1] (numeric) 7.127320112087344 absolute error 7.583241644589583 relative error 1663.2778019871982% Correct digits -1 h 0.001 y1[1] (analytic) -0.8900199751695522 y1[1] (numeric) -7.9008000550222155 absolute error 7.010780079852664 relative error 787.7104194787407% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.629823309332618 Order of pole 0.17265029660225473 TOP MAIN SOLVE Loop x[1] 3.6159999999997128 y2[1] (analytic) -0.45681132436832406 y2[1] (numeric) 7.1322428418345565 absolute error 7.589054166202881 relative error 1661.3104276031202% Correct digits -1 h 0.001 y1[1] (analytic) -0.8895636087030864 y1[1] (numeric) -7.907929836293139 absolute error 7.018366227590053 relative error 788.9673272293903% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.649026844560866 Order of pole 0.22834042507762753 TOP MAIN SOLVE Loop x[1] 3.6169999999997127 y2[1] (analytic) -0.4577006594231233 y2[1] (numeric) 7.137168043427004 absolute error 7.594868702850127 relative error 1659.352798928135% Correct digits -1 h 0.001 y1[1] (analytic) -0.889106352673086 y1[1] (numeric) -7.915064541529833 absolute error 7.025958188856746 relative error 790.2269697807578% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.6685443733823133 Order of pole 0.28470977831747213 TOP MAIN SOLVE Loop x[1] 3.6179999999997126 y2[1] (analytic) -0.4585895367773013 y2[1] (numeric) 7.142095715657061 absolute error 7.600685252434363 relative error 1657.4048561699701% Correct digits -1 h 0.001 y1[1] (analytic) -0.8886482075368072 y1[1] (numeric) -7.922204173203538 absolute error 7.033555965666731 relative error 791.4893549566302% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.6883766067781742 Order of pole 0.3417688436219315 TOP MAIN SOLVE Loop x[1] 3.6189999999997124 y2[1] (analytic) -0.4594779555419807 y2[1] (numeric) 7.147025857311519 absolute error 7.606503812853499 relative error 1655.4665400391605% Correct digits -1 h 0.001 y1[1] (analytic) -0.8881891737523947 y1[1] (numeric) -7.929348733784288 absolute error 7.041159560031893 relative error 792.7544906097669% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.7085242938721796 Order of pole 0.39952834104875556 TOP MAIN SOLVE Loop x[1] 3.6199999999997123 y2[1] (analytic) -0.46036591482874284 y2[1] (numeric) 7.151958467171581 absolute error 7.612324382000324 relative error 1653.5377917437972% Correct digits -1 h 0.001 y1[1] (analytic) -0.8877292517788826 y1[1] (numeric) -7.9364982257408965 absolute error 7.048768973962014 relative error 794.022384622033% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.728988223788897 Order of pole 0.4579992297102322 TOP MAIN SOLVE Loop x[1] 3.6209999999997122 y2[1] (analytic) -0.4612534137496285 y2[1] (numeric) 7.156893544012852 absolute error 7.61814695776248 relative error 1651.618552984339% Correct digits -1 h 0.001 y1[1] (analytic) -0.8872684420761926 y1[1] (numeric) -7.943652651540958 absolute error 7.056384209464766 relative error 795.2930449045331% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.749769227503488 Order of pole 0.5171927142704291 TOP MAIN SOLVE Loop x[1] 3.621999999999712 y2[1] (analytic) -0.4621404514171389 y2[1] (numeric) 7.16183108660533 absolute error 7.623971538022469 relative error 1649.7087659484914% Correct digits -1 h 0.001 y1[1] (analytic) -0.8868067451051346 y1[1] (numeric) -7.95081201365084 absolute error 7.064005268545705 relative error 796.566479397745% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.7708681797208157 Order of pole 0.5771202516717064 TOP MAIN SOLVE Loop x[1] 3.622999999999712 y2[1] (analytic) -0.46302702694423636 y2[1] (numeric) 7.166771093713401 absolute error 7.629798120657638 relative error 1647.8083733061474% Correct digits -1 h 0.001 y1[1] (analytic) -0.8863441613274052 y1[1] (numeric) -7.957976314535674 absolute error 7.071632153208269 relative error 797.842696071655% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.7922860007337764 Order of pole 0.6377935580710918 TOP MAIN SOLVE Loop x[1] 3.623999999999712 y2[1] (analytic) -0.4639131394443455 y2[1] (numeric) 7.171713564095829 absolute error 7.635626703540175 relative error 1645.9173182043924% Correct digits -1 h 0.001 y1[1] (analytic) -0.8858806912055885 y1[1] (numeric) -7.965145556659358 absolute error 7.079264865453769 relative error 799.1217029258929% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.8140236583149814 Order of pole 0.6992246160249938 TOP MAIN SOLVE Loop x[1] 3.624999999999712 y2[1] (analytic) -0.46479878803135377 y2[1] (numeric) 7.176658496505747 absolute error 7.641457284537101 relative error 1644.0355442625712% Correct digits -1 h 0.001 y1[1] (analytic) -0.8854163352031544 y1[1] (numeric) -7.972319742484542 absolute error 7.086903407281388 relative error 800.4035079898692% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.8360821695943015 Order of pole 0.7614256819015832 TOP MAIN SOLVE Loop x[1] 3.6259999999997117 y2[1] (analytic) -0.4656839718196128 y2[1] (numeric) 7.181605889690654 absolute error 7.6472898615102665 relative error 1642.1629955674143% Correct digits -1 h 0.001 y1[1] (analytic) -0.8849510937844588 y1[1] (numeric) -7.979498874472628 absolute error 7.09454778068817 relative error 801.6881193229123% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.8584626029629323 Order of pole 0.8244092935574283 TOP MAIN SOLVE Loop x[1] 3.6269999999997116 y2[1] (analytic) -0.4665686899239388 y2[1] (numeric) 7.1865557423923985 absolute error 7.653124432316337 relative error 1640.2996166682271% Correct digits -1 h 0.001 y1[1] (analytic) -0.8844849674147433 y1[1] (numeric) -7.986682955083762 absolute error 7.102197987669019 relative error 802.9755450144053% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.881166079983638 Order of pole 0.8881882782730557 TOP MAIN SOLVE Loop x[1] 3.6279999999997115 y2[1] (analytic) -0.4674529414596138 y2[1] (numeric) 7.19150805334718 absolute error 7.658960994806794 relative error 1638.445352572137% Correct digits -1 h 0.001 y1[1] (analytic) -0.8840179565601339 y1[1] (numeric) -7.99387198677683 absolute error 7.109854030216696 relative error 804.2657931839261% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.9041937772986244 Order of pole 0.9527757609489953 TOP MAIN SOLVE Loop x[1] 3.6289999999997113 y2[1] (analytic) -0.46833672554238626 y2[1] (numeric) 7.196462821285534 absolute error 7.66479954682792 relative error 1636.600148739398% Correct digits -1 h 0.001 y1[1] (analytic) -0.8835500616876417 y1[1] (numeric) -8.001065972009451 absolute error 7.11751591032181 relative error 805.5588719813863% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.9275469285755644 Order of pole 1.0181851726054099 TOP MAIN SOLVE Loop x[1] 3.6299999999997112 y2[1] (analytic) -0.4692200412884722 y2[1] (numeric) 7.201420044932328 absolute error 7.6706400862208 relative error 1634.7639510787562% Correct digits -1 h 0.001 y1[1] (analytic) -0.8830812832651616 y1[1] (numeric) -8.008264913237971 absolute error 7.12518362997281 relative error 806.8547895871711% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.9512268264569386 Order of pole 1.0844302591656128 TOP MAIN SOLVE Loop x[1] 3.630999999999711 y2[1] (analytic) -0.47010288781455595 y2[1] (numeric) 7.206379723006751 absolute error 7.6764826108213065 relative error 1632.936705942868% Correct digits -1 h 0.001 y1[1] (analytic) -0.8826116217614716 y1[1] (numeric) -8.015468812917458 absolute error 7.132857191155987 relative error 808.153554212281% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.9752348245169116 Order of pole 1.1515250905416785 TOP MAIN SOLVE Loop x[1] 3.631999999999711 y2[1] (analytic) -0.4709852642377911 y2[1] (numeric) 7.211341854222306 absolute error 7.682327118460098 relative error 1631.1183601237774% Correct digits -1 h 0.001 y1[1] (analytic) -0.8821410776462335 y1[1] (numeric) -8.022677673501699 absolute error 7.140536595855465 relative error 809.455174098473% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 3.9995723392531004 Order of pole 1.2194840700494343 TOP MAIN SOLVE Loop x[1] 3.632999999999711 y2[1] (analytic) -0.4718671696758012 y2[1] (numeric) 7.216306437286806 absolute error 7.688173606962607 relative error 1629.3088608484475% Correct digits -1 h 0.001 y1[1] (analytic) -0.8816696513899912 y1[1] (numeric) -8.029891497443186 absolute error 7.148221846053195 relative error 810.7596575184035% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.0242408520926976 Order of pole 1.2883219441520524 TOP MAIN SOLVE Loop x[1] 3.633999999999711 y2[1] (analytic) -0.472748603246681 y2[1] (numeric) 7.221273470902359 absolute error 7.69402207414904 relative error 1627.5081557743465% Correct digits -1 h 0.001 y1[1] (analytic) -0.881197343464171 y1[1] (numeric) -8.037110287193123 absolute error 7.155912943728952 relative error 812.0670127757719% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.049241911411535 Order of pole 1.3580538125427744 TOP MAIN SOLVE Loop x[1] 3.6349999999997107 y2[1] (analytic) -0.4736295640689969 y2[1] (numeric) 7.226242953765364 absolute error 7.69987251783436 relative error 1625.716192985087% Correct digits -1 h 0.001 y1[1] (analytic) -0.8807241543410808 y1[1] (numeric) -8.044334045201408 absolute error 7.163609890860327 relative error 813.3772482054641% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.074577134604747 Order of pole 1.4286951386091253 TOP MAIN SOLVE Loop x[1] 3.6359999999997106 y2[1] (analytic) -0.4745100512617883 y2[1] (numeric) 7.231214884566503 absolute error 7.705724935828291 relative error 1623.9329209861194% Correct digits -1 h 0.001 y1[1] (analytic) -0.8802500844939096 y1[1] (numeric) -8.051562773916634 absolute error 7.171312689422725 relative error 814.690372173698% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.10024821014727 Order of pole 1.500261760243065 TOP MAIN SOLVE Loop x[1] 3.6369999999997105 y2[1] (analytic) -0.4753900639445679 y2[1] (numeric) 7.2361892619907335 absolute error 7.711579325935301 relative error 1622.158288700476% Correct digits -1 h 0.001 y1[1] (analytic) -0.8797751343967274 y1[1] (numeric) -8.058796475786083 absolute error 7.179021341389356 relative error 816.0063930781698% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.126256899715111 Order of pole 1.5727699010670566 TOP MAIN SOLVE Loop x[1] 3.6379999999997104 y2[1] (analytic) -0.4762696012373232 y2[1] (numeric) 7.241166084717277 absolute error 7.717435685954601 relative error 1620.392245464567% Correct digits -1 h 0.001 y1[1] (analytic) -0.8792993045244839 y1[1] (numeric) -8.066035153255717 absolute error 7.186735848731233 relative error 817.3253193481993% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.152605040324576 Order of pole 1.6462361820590736 TOP MAIN SOLVE Loop x[1] 3.6389999999997102 y2[1] (analytic) -0.47714866226051694 y2[1] (numeric) 7.246145351419616 absolute error 7.723294013680134 relative error 1618.6347410240282% Correct digits -1 h 0.001 y1[1] (analytic) -0.8788225953530093 y1[1] (numeric) -8.073278808770176 absolute error 7.194456213417167 relative error 818.6471594448782% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.179294546506946 Order of pole 1.7206776336015555 TOP MAIN SOLVE Loop x[1] 3.63999999999971 y2[1] (analytic) -0.4780272461350882 y2[1] (numeric) 7.251127060765483 absolute error 7.729154306900571 relative error 1616.8857255296175% Correct digits -1 h 0.001 y1[1] (analytic) -0.8783450073590126 y1[1] (numeric) -8.080527444772772 absolute error 7.202182437413759 relative error 819.9719218612188% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.206327412519651 Order of pole 1.7961117079751965 TOP MAIN SOLVE Loop x[1] 3.64099999999971 y2[1] (analytic) -0.4789053519824531 y2[1] (numeric) 7.256111211416849 absolute error 7.735016563399302 relative error 1615.145149533161% Correct digits -1 h 0.001 y1[1] (analytic) -0.8778665410200817 y1[1] (numeric) -8.087781063705476 absolute error 7.209914522685395 relative error 821.2996151223018% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.233705714607247 Order of pole 1.8725562923227503 TOP MAIN SOLVE Loop x[1] 3.64199999999971 y2[1] (analytic) -0.47978297892450594 y2[1] (numeric) 7.261097802029924 absolute error 7.74088078095443 relative error 1613.4129639835473% Correct digits -1 h 0.001 y1[1] (analytic) -0.8773871968146829 y1[1] (numeric) -8.095039668008926 absolute error 7.217652471194244 relative error 822.6302477854277% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.261431613289395 Order of pole 1.9500297220830856 TOP MAIN SOLVE Loop x[1] 3.64299999999971 y2[1] (analytic) -0.48066012608361985 y2[1] (numeric) 7.26608683125514 absolute error 7.746746957338759 relative error 1611.689120222772% Correct digits -1 h 0.001 y1[1] (analytic) -0.8769069752221604 y1[1] (numeric) -8.102303260122408 absolute error 7.225396284900247 relative error 823.963828440266% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.289507355707082 Order of pole 2.0285507949387203 TOP MAIN SOLVE Loop x[1] 3.6439999999997097 y2[1] (analytic) -0.48153679258264775 y2[1] (numeric) 7.271078297737151 absolute error 7.752615090319798 relative error 1609.973569982026% Correct digits -1 h 0.001 y1[1] (analytic) -0.8764258767227358 y1[1] (numeric) -8.109571842483856 absolute error 7.23314596576112 relative error 825.3003657090084% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.317935278013461 Order of pole 2.1081387852865063 TOP MAIN SOLVE Loop x[1] 3.6449999999997096 y2[1] (analytic) -0.48241297754492324 y2[1] (numeric) 7.276072200114816 absolute error 7.75848517765974 relative error 1608.2662653778327% Correct digits -1 h 0.001 y1[1] (analytic) -0.8759439017975075 y1[1] (numeric) -8.116845417529847 absolute error 7.2409015157323395 relative error 826.6398682465197% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.3467178078198385 Order of pole 2.1888134592597943 TOP MAIN SOLVE Loop x[1] 3.6459999999997095 y2[1] (analytic) -0.4832886800942613 y2[1] (numeric) 7.281068537021201 absolute error 7.764357217115462 relative error 1606.5671589082308% Correct digits -1 h 0.001 y1[1] (analytic) -0.8754610509284504 y1[1] (numeric) -8.124123987695594 absolute error 7.248662936767143 relative error 827.9823447404929% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.37585746669417 Order of pole 2.270595090320363 TOP MAIN SOLVE Loop x[1] 3.6469999999997094 y2[1] (analytic) -0.48416389935495957 y2[1] (numeric) 7.286067307083562 absolute error 7.770231206438522 relative error 1604.8762034490019% Correct digits -1 h 0.001 y1[1] (analytic) -0.8749773245984153 y1[1] (numeric) -8.13140755541494 absolute error 7.256430230816525 relative error 829.3278039116018% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.405356872727128 Order of pole 2.3535044754577363 TOP MAIN SOLVE Loop x[1] 3.6479999999997093 y2[1] (analytic) -0.48503863445179884 y2[1] (numeric) 7.291068508923342 absolute error 7.776107143375141 relative error 1603.193352249943% Correct digits -1 h 0.001 y1[1] (analytic) -0.8744927232911285 y1[1] (numeric) -8.138696123120353 absolute error 7.264203399829224 relative error 830.676254513657% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.435218743150066 Order of pole 2.4375629520052584 TOP MAIN SOLVE Loop x[1] 3.648999999999709 y2[1] (analytic) -0.4859128845100441 y2[1] (numeric) 7.29607214115616 absolute error 7.781985025666204 relative error 1601.5185589311834% Correct digits -1 h 0.001 y1[1] (analytic) -0.8740072474911913 y1[1] (numeric) -8.145989693242917 absolute error 7.271982445751727 relative error 832.0277053337613% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.465445897027548 Order of pole 2.52279241511647 TOP MAIN SOLVE Loop x[1] 3.649999999999709 y2[1] (analytic) -0.4867866486554453 y2[1] (numeric) 7.301078202391806 absolute error 7.787864851047251 relative error 1599.8517774795453% Correct digits -1 h 0.001 y1[1] (analytic) -0.8735208976840795 y1[1] (numeric) -8.153288268212332 absolute error 7.279767370528253 relative error 833.3821651924667% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.4960412580273275 Order of pole 2.6092153359314416 TOP MAIN SOLVE Loop x[1] 3.650999999999709 y2[1] (analytic) -0.48765992601423847 y2[1] (numeric) 7.3060866912342295 absolute error 7.793746617248468 relative error 1598.1929622449456% Correct digits -1 h 0.001 y1[1] (analytic) -0.8730336743561428 y1[1] (numeric) -8.160591850456903 absolute error 7.28755817610076 relative error 834.7396429439325% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.5270078572548 Order of pole 2.696854780451652 TOP MAIN SOLVE Loop x[1] 3.651999999999709 y2[1] (analytic) -0.4885327157131462 y2[1] (numeric) 7.3110976062815345 absolute error 7.79963032199468 relative error 1596.5420679368424% Correct digits -1 h 0.001 y1[1] (analytic) -0.8725455779946044 y1[1] (numeric) -8.167900442403536 absolute error 7.295354864408931 relative error 836.1001474760833% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.5583488361751545 Order of pole 2.78573442916759 TOP MAIN SOLVE Loop x[1] 3.6529999999997087 y2[1] (analytic) -0.48940501687937893 y2[1] (numeric) 7.316110946125969 absolute error 7.805515963005348 relative error 1594.8990496207218% Correct digits -1 h 0.001 y1[1] (analytic) -0.8720566090875608 y1[1] (numeric) -8.175214046477732 absolute error 7.303157437390172 relative error 837.463687710769% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.59006744961959 Order of pole 2.8758785974730046 TOP MAIN SOLVE Loop x[1] 3.6539999999997086 y2[1] (analytic) -0.4902768286406356 y2[1] (numeric) 7.3211267093539165 absolute error 7.811403537994552 relative error 1593.2638627146248% Correct digits -1 h 0.001 y1[1] (analytic) -0.8715667681239807 y1[1] (numeric) -8.182532665103583 absolute error 7.310965896979602 relative error 838.8302726039245% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.622167068880554 Order of pole 2.9673122568977632 TOP MAIN SOLVE Loop x[1] 3.6549999999997085 y2[1] (analytic) -0.4911481501251045 y2[1] (numeric) 7.326144894545892 absolute error 7.817293044670996 relative error 1591.6364629857178% Correct digits -1 h 0.001 y1[1] (analytic) -0.8710760555937053 y1[1] (numeric) -8.189856300703761 absolute error 7.318780245110056 relative error 840.1999111457317% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.654651184904881 Order of pole 3.060061057205232 TOP MAIN SOLVE Loop x[1] 3.6559999999997084 y2[1] (analytic) -0.49201898046146414 y2[1] (numeric) 7.331165500276527 absolute error 7.823184480737991 relative error 1590.0168065469006% Correct digits -1 h 0.001 y1[1] (analytic) -0.8705844719874467 y1[1] (numeric) -8.197184955699521 absolute error 7.326600483712075 relative error 841.5726123607819% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.687523411584141 Order of pole 3.1541513493862325 TOP MAIN SOLVE Loop x[1] 3.6569999999997083 y2[1] (analytic) -0.49288931877888437 y2[1] (numeric) 7.336188525114569 absolute error 7.829077843893453 relative error 1588.4048498534544% Correct digits -1 h 0.001 y1[1] (analytic) -0.8700920177967887 y1[1] (numeric) -8.204518632510684 absolute error 7.3344266147138955 relative error 842.9483853082378% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.720787489152047 Order of pole 3.2496102095985258 TOP MAIN SOLVE Loop x[1] 3.657999999999708 y2[1] (analytic) -0.49375916420702687 y2[1] (numeric) 7.341213967622865 absolute error 7.834973131829892 relative error 1586.8005496997293% Correct digits -1 h 0.001 y1[1] (analytic) -0.8695986935141855 y1[1] (numeric) -8.21185733355564 absolute error 7.342258640041455 relative error 844.3272390819988% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.75444728769684 Order of pole 3.346465464100362 TOP MAIN SOLVE Loop x[1] 3.658999999999708 y2[1] (analytic) -0.49462851587604634 y2[1] (numeric) 7.346241826358362 absolute error 7.840870342234409 relative error 1585.2038632158697% Correct digits -1 h 0.001 y1[1] (analytic) -0.8691044996329612 y1[1] (numeric) -8.219201061251338 absolute error 7.350096561618377 relative error 845.7091828108654% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.788506810788586 Order of pole 3.444745715217362 TOP MAIN SOLVE Loop x[1] 3.659999999999708 y2[1] (analytic) -0.49549737291659113 y2[1] (numeric) 7.351272099872093 absolute error 7.846769472788684 relative error 1583.6147478645782% Correct digits -1 h 0.001 y1[1] (analytic) -0.8686094366473096 y1[1] (numeric) -8.226549818013282 absolute error 7.357940381365973 relative error 847.0942256587056% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.822970199229373 Order of pole 3.5444803683977 TOP MAIN SOLVE Loop x[1] 3.660999999999708 y2[1] (analytic) -0.4963657344598043 y2[1] (numeric) 7.356304786709168 absolute error 7.852670521168972 relative error 1582.0331614379156% Correct digits -1 h 0.001 y1[1] (analytic) -0.8681135050522939 y1[1] (numeric) -8.233903606255524 absolute error 7.365790101203229 relative error 848.4823768246209% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.857841734940294 Order of pole 3.6456996604154135 TOP MAIN SOLVE Loop x[1] 3.6619999999997077 y2[1] (analytic) -0.4972335996373244 y2[1] (numeric) 7.361339885408771 absolute error 7.8585734850460955 relative error 1580.4590620541403% Correct digits -1 h 0.001 y1[1] (analytic) -0.8676167053438454 y1[1] (numeric) -8.241262428390655 absolute error 7.37364572304681 relative error 849.8736455431156% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.893125844981168 Order of pole 3.7484346887668636 TOP MAIN SOLVE Loop x[1] 3.6629999999997076 y2[1] (analytic) -0.49810096758128625 y2[1] (numeric) 7.366377394504148 absolute error 7.864478362085435 relative error 1578.89240815458% Correct digits -1 h 0.001 y1[1] (analytic) -0.8671190380187639 y1[1] (numeric) -8.248626286829806 absolute error 7.381507248811042 relative error 851.2680410842636% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.9288271057185025 Order of pole 3.8527174423280357 TOP MAIN SOLVE Loop x[1] 3.6639999999997075 y2[1] (analytic) -0.49896783742432205 y2[1] (numeric) 7.3714173125226 absolute error 7.870385149946922 relative error 1577.3331585005449% Correct digits -1 h 0.001 y1[1] (analytic) -0.8666205035747165 y1[1] (numeric) -8.255995183982638 absolute error 7.389374680407921 relative error 852.6655727538807% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 4.964950247145942 Order of pole 3.958580833336235 TOP MAIN SOLVE Loop x[1] 3.6649999999997074 y2[1] (analytic) -0.499834208299562 y2[1] (numeric) 7.376459637985472 absolute error 7.8762938462850345 relative error 1575.7812721702699% Correct digits -1 h 0.001 y1[1] (analytic) -0.8661211025102379 y1[1] (numeric) -8.263369122257332 absolute error 7.397248019747094 relative error 854.0662498936927% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.001500157361048 Order of pole 4.066058730753525 TOP MAIN SOLVE Loop x[1] 3.6659999999997073 y2[1] (analytic) -0.5007000793406353 y2[1] (numeric) 7.38150436940815 absolute error 7.8822044487487855 relative error 1574.2367085558976% Correct digits -1 h 0.001 y1[1] (analytic) -0.865620835324729 y1[1] (numeric) -8.270748104060594 absolute error 7.405127268735865 relative error 855.4700818815095% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.038481887228164 Order of pole 4.175185995108134 TOP MAIN SOLVE Loop x[1] 3.666999999999707 y2[1] (analytic) -0.501565449681671 y2[1] (numeric) 7.386551505300048 absolute error 7.888116954981719 relative error 1572.6994273604923% Correct digits -1 h 0.001 y1[1] (analytic) -0.8651197025184568 y1[1] (numeric) -8.278132131797639 absolute error 7.413012429279182 relative error 856.8770781313965% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.075900655185737 Order of pole 4.285998514834841 TOP MAIN SOLVE Loop x[1] 3.667999999999707 y2[1] (analytic) -0.5024303184572988 y2[1] (numeric) 7.391601044164602 absolute error 7.894031362621901 relative error 1571.1693885950892% Correct digits -1 h 0.001 y1[1] (analytic) -0.8646177045925542 y1[1] (numeric) -8.285521207872186 absolute error 7.420903503279632 relative error 858.2872480938485% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.113761852284462 Order of pole 4.398533244277047 TOP MAIN SOLVE Loop x[1] 3.668999999999707 y2[1] (analytic) -0.50329468480265 y2[1] (numeric) 7.396652984499262 absolute error 7.899947669301913 relative error 1569.6465525757758% Correct digits -1 h 0.001 y1[1] (analytic) -0.864114842049019 y1[1] (numeric) -8.292915334686459 absolute error 7.42880049263744 relative error 859.700601255964% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.1520710473944895 Order of pole 4.512828243355752 TOP MAIN SOLVE Loop x[1] 3.669999999999707 y2[1] (analytic) -0.5041585478533583 y2[1] (numeric) 7.401707324795482 absolute error 7.905865872648841 relative error 1568.1308799208089% Correct digits -1 h 0.001 y1[1] (analytic) -0.8636111153907139 y1[1] (numeric) -8.300314514641173 absolute error 7.436703399250459 relative error 861.1171471416224% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.190833992621108 Order of pole 4.628922719027191 TOP MAIN SOLVE Loop x[1] 3.6709999999997067 y2[1] (analytic) -0.5050219067455609 y2[1] (numeric) 7.406764063538714 absolute error 7.911785970284274 relative error 1566.6223315477628% Correct digits -1 h 0.001 y1[1] (analytic) -0.8631065251213653 y1[1] (numeric) -8.307718750135532 absolute error 7.444612225014167 relative error 862.5368953116587% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.230056628953664 Order of pole 4.746857068640427 TOP MAIN SOLVE Loop x[1] 3.6719999999997066 y2[1] (analytic) -0.5058847606158988 y2[1] (numeric) 7.4118231992083965 absolute error 7.917707959824296 relative error 1565.1208686707098% Correct digits -1 h 0.001 y1[1] (analytic) -0.8626010717455636 y1[1] (numeric) -8.315128043567226 absolute error 7.452526971821662 relative error 863.9598553640437% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.269745092130404 Order of pole 4.8666729252610885 TOP MAIN SOLVE Loop x[1] 3.6729999999997065 y2[1] (analytic) -0.5067471086015182 y2[1] (numeric) 7.416884730277951 absolute error 7.923631838879468 relative error 1563.626452797432% Correct digits -1 h 0.001 y1[1] (analytic) -0.8620947557687618 y1[1] (numeric) -8.322542397332416 absolute error 7.460447641563654 relative error 865.3860369340604% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.309905718758396 Order of pole 4.988413205098542 TOP MAIN SOLVE Loop x[1] 3.6739999999997064 y2[1] (analytic) -0.5076089498400712 y2[1] (numeric) 7.421948655214766 absolute error 7.929557605054837 relative error 1562.1390457266655% Correct digits -1 h 0.001 y1[1] (analytic) -0.8615875776972762 y1[1] (numeric) -8.329961813825738 absolute error 7.468374236128462 relative error 866.8154496944846% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.350545052674331 Order of pole 5.112122157122336 TOP MAIN SOLVE Loop x[1] 3.6749999999997063 y2[1] (analytic) -0.5084702834697167 y2[1] (numeric) 7.4270149724802 absolute error 7.935485255949917 relative error 1560.658609545377% Correct digits -1 h 0.001 y1[1] (analytic) -0.8610795380382849 y1[1] (numeric) -8.33738629544029 absolute error 7.476306757402004 relative error 868.2481033557665% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.391669851585595 Order of pole 5.237845415014583 TOP MAIN SOLVE Loop x[1] 3.675999999999706 y2[1] (analytic) -0.5093311086291211 y2[1] (numeric) 7.432083680529561 absolute error 7.941414789158682 relative error 1559.1851066260651% Correct digits -1 h 0.001 y1[1] (analytic) -0.8605706372998271 y1[1] (numeric) -8.344815844567627 absolute error 7.4842452072678 relative error 869.6840076662122% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.433287093987093 Order of pole 5.365630051563532 TOP MAIN SOLVE Loop x[1] 3.676999999999706 y2[1] (analytic) -0.5101914244574592 y2[1] (numeric) 7.437154777812107 absolute error 7.947346202269566 relative error 1557.7184996241017% Correct digits -1 h 0.001 y1[1] (analytic) -0.8600608759908037 y1[1] (numeric) -8.352250463597759 absolute error 7.492189587606955 relative error 871.1231724121661% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.475403986383498 Order of pole 5.495524635657269 TOP MAIN SOLVE Loop x[1] 3.677999999999706 y2[1] (analytic) -0.5110512300944156 y2[1] (numeric) 7.442228262771033 absolute error 7.953279492865449 relative error 1556.2587514750917% Correct digits -1 h 0.001 y1[1] (analytic) -0.859550254620976 y1[1] (numeric) -8.359690154919143 absolute error 7.500139900298167 relative error 872.5656074181957% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.518027970811975 Order of pole 5.6275792919900205 TOP MAIN SOLVE Loop x[1] 3.678999999999706 y2[1] (analytic) -0.5119105246801843 y2[1] (numeric) 7.447304133843466 absolute error 7.95921465852365 relative error 1554.8058253922723% Correct digits -1 h 0.001 y1[1] (analytic) -0.8590387737009654 y1[1] (numeric) -8.367134920918673 absolute error 7.5080961472177075 relative error 874.0113225472759% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.561166732704834 Order of pole 5.761845763668191 TOP MAIN SOLVE Loop x[1] 3.6799999999997057 y2[1] (analytic) -0.5127693073554711 y2[1] (numeric) 7.4523823894604515 absolute error 7.965151696815923 relative error 1553.359684863934% Correct digits -1 h 0.001 y1[1] (analytic) -0.8585264337422526 y1[1] (numeric) -8.374584763981678 absolute error 7.516058330239426 relative error 875.4603277009759% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.604828209105322 Order of pole 5.898377477870195 TOP MAIN SOLVE Loop x[1] 3.6809999999997056 y2[1] (analytic) -0.5136275772614932 y2[1] (numeric) 7.457463028046951 absolute error 7.9710906053084445 relative error 1551.9202936508757% Correct digits -1 h 0.001 y1[1] (analytic) -0.8580132352571777 y1[1] (numeric) -8.382039686491916 absolute error 7.524026451234739 relative error 876.9126328196458% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.649020597231735 Order of pole 6.037229614710363 TOP MAIN SOLVE Loop x[1] 3.6819999999997055 y2[1] (analytic) -0.5144853335399808 y2[1] (numeric) 7.462546048021831 absolute error 7.977031381561812 relative error 1550.487615783884% Correct digits -1 h 0.001 y1[1] (analytic) -0.8574991787589389 y1[1] (numeric) -8.389499690831569 absolute error 7.53200051207263 relative error 878.3682478826063% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.6937523634507805 Order of pole 6.178459179539612 TOP MAIN SOLVE Loop x[1] 3.6829999999997054 y2[1] (analytic) -0.5153425753331778 y2[1] (numeric) 7.467631447797853 absolute error 7.982974023131031 relative error 1549.0616155612413% Correct digits -1 h 0.001 y1[1] (analytic) -0.856984264761593 y1[1] (numeric) -8.396964779381229 absolute error 7.539980514619636 relative error 879.8271829083355% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.739032252642674 Order of pole 6.322125078833345 TOP MAIN SOLVE Loop x[1] 3.6839999999997053 y2[1] (analytic) -0.5161993017838424 y2[1] (numeric) 7.472719225781669 absolute error 7.988918527565511 relative error 1547.6422575462639% Correct digits -1 h 0.001 y1[1] (analytic) -0.8564684937800535 y1[1] (numeric) -8.404434954519902 absolute error 7.547966460739848 relative error 881.2894479546627% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.784869298004941 Order of pole 6.468288199915566 TOP MAIN SOLVE Loop x[1] 3.684999999999705 y2[1] (analytic) -0.5170555120352482 y2[1] (numeric) 7.477809380373809 absolute error 7.994864892409057 relative error 1546.2295065648655% Correct digits -1 h 0.001 y1[1] (analytic) -0.8559518663300918 y1[1] (numeric) -8.411910218624996 absolute error 7.555958352294905 relative error 882.7550531189569% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.831272831308107 Order of pole 6.617011494721126 TOP MAIN SOLVE Loop x[1] 3.685999999999705 y2[1] (analytic) -0.5179112052311852 y2[1] (numeric) 7.482901909968675 absolute error 8.00081311519986 relative error 1544.823327703145% Correct digits -1 h 0.001 y1[1] (analytic) -0.855434382928335 y1[1] (numeric) -8.419390574072317 absolute error 7.563956191143982 relative error 884.2240085383219% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.8782524936310905 Order of pole 6.768360067854346 TOP MAIN SOLVE Loop x[1] 3.686999999999705 y2[1] (analytic) -0.5187663805159599 y2[1] (numeric) 7.487996812954533 absolute error 8.006763193470492 relative error 1543.4236863050078% Correct digits -1 h 0.001 y1[1] (analytic) -0.8549160440922665 y1[1] (numeric) -8.426876023236064 absolute error 7.571959979143797 relative error 885.6963243897894% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.925818246604885 Order of pole 6.922401269188093 TOP MAIN SOLVE Loop x[1] 3.687999999999705 y2[1] (analytic) -0.5196210370343974 y2[1] (numeric) 7.493094087713502 absolute error 8.0127151247479 relative error 1542.0305479698045% Correct digits -1 h 0.001 y1[1] (analytic) -0.8543968503402253 y1[1] (numeric) -8.434366568488818 absolute error 7.579969718148592 relative error 887.172010890514% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 5.97398038419276 Order of pole 7.079204791297897 TOP MAIN SOLVE Loop x[1] 3.6889999999997047 y2[1] (analytic) -0.5204751739318413 y2[1] (numeric) 7.498193732621551 absolute error 8.018668906553392 relative error 1540.6438785500027% Correct digits -1 h 0.001 y1[1] (analytic) -0.8538768021914048 y1[1] (numeric) -8.44186221220154 absolute error 7.587985410010136 relative error 888.6510782979692% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.02274954503532 Order of pole 7.238842772008329 TOP MAIN SOLVE Loop x[1] 3.6899999999997046 y2[1] (analytic) -0.5213287903541545 y2[1] (numeric) 7.50329574604848 absolute error 8.024624536402635 relative error 1539.2636441488805% Correct digits -1 h 0.001 y1[1] (analytic) -0.8533559001658534 y1[1] (numeric) -8.449362956743567 absolute error 7.596007056577713 relative error 890.1335369101446% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.072136725389074 Order of pole 7.401389902369214 TOP MAIN SOLVE Loop x[1] 3.6909999999997045 y2[1] (analytic) -0.5221818854477208 y2[1] (numeric) 7.508400126357926 absolute error 8.030582011805647 relative error 1537.8898111182455% Correct digits -1 h 0.001 y1[1] (analytic) -0.852834144784473 y1[1] (numeric) -8.456868804482598 absolute error 7.604034659698125 relative error 891.6193970657455% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.122153292711831 Order of pole 7.5669235404277515 TOP MAIN SOLVE Loop x[1] 3.6919999999997044 y2[1] (analytic) -0.5230344583594453 y2[1] (numeric) 7.513506871907341 absolute error 8.036541330266786 relative error 1536.5223460561808% Correct digits -1 h 0.001 y1[1] (analytic) -0.8523115365690187 y1[1] (numeric) -8.464379757784696 absolute error 7.612068221215678 relative error 893.1086691443916% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.17281099990522 Order of pole 7.7355238311228085 TOP MAIN SOLVE Loop x[1] 3.6929999999997043 y2[1] (analytic) -0.5238865082367549 y2[1] (numeric) 7.518615981047992 absolute error 8.042502489284747 relative error 1535.1612158048129% Correct digits -1 h 0.001 y1[1] (analytic) -0.8517880760420989 y1[1] (numeric) -8.471895819014277 absolute error 7.620107742972178 relative error 894.6013635668176% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.224122000273505 Order of pole 7.907273832712271 TOP MAIN SOLVE Loop x[1] 3.693999999999704 y2[1] (analytic) -0.5247380342275999 y2[1] (numeric) 7.523727452124951 absolute error 8.048465486352551 relative error 1533.806387448105% Correct digits -1 h 0.001 y1[1] (analytic) -0.8512637637271742 y1[1] (numeric) -8.479416990534105 absolute error 7.628153226806931 relative error 896.0974907950758% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.2760988632388 Order of pole 8.082259650160871 TOP MAIN SOLVE Loop x[1] 3.694999999999704 y2[1] (analytic) -0.5255890354804544 y2[1] (numeric) 7.5288412834770835 absolute error 8.054430318957538 relative error 1532.4578283096746% Correct digits -1 h 0.001 y1[1] (analytic) -0.8507386001485565 y1[1] (numeric) -8.486943274705286 absolute error 7.63620467455673 relative error 897.5970613327396% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.32875459084098 Order of pole 8.260570575902864 TOP MAIN SOLVE Loop x[1] 3.695999999999704 y2[1] (analytic) -0.5264395111443173 y2[1] (numeric) 7.533957473437043 absolute error 8.060396984581361 relative error 1531.1155059506348% Correct digits -1 h 0.001 y1[1] (analytic) -0.8502125858314097 y1[1] (numeric) -8.494474673887263 absolute error 7.644262088055853 relative error 899.1000857251069% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.382102635095012 Order of pole 8.442299238505996 TOP MAIN SOLVE Loop x[1] 3.696999999999704 y2[1] (analytic) -0.5272894603687129 y2[1] (numeric) 7.539076020331263 absolute error 8.066365480699975 relative error 1529.7793881674556% Correct digits -1 h 0.001 y1[1] (analytic) -0.8496857213017479 y1[1] (numeric) -8.502011190437806 absolute error 7.652325469136057 relative error 900.6065745594065% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.4361569162436165 Order of pole 8.627541759731496 TOP MAIN SOLVE Loop x[1] 3.6979999999997037 y2[1] (analytic) -0.5281388823036921 y2[1] (numeric) 7.544196922479943 absolute error 8.072335804783634 relative error 1528.4494429898562% Correct digits -1 h 0.001 y1[1] (analytic) -0.8491580070864355 y1[1] (numeric) -8.50955282671301 absolute error 7.660394819626575 relative error 902.1165384650051% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.490931841954016 Order of pole 8.816397920542887 TOP MAIN SOLVE Loop x[1] 3.6989999999997036 y2[1] (analytic) -0.5289877760998329 y2[1] (numeric) 7.549320178197048 absolute error 8.07830795429688 relative error 1527.1256386787104% Correct digits -1 h 0.001 y1[1] (analytic) -0.8486294437131869 y1[1] (numeric) -8.517099585067289 absolute error 7.668470141354102 relative error 903.6299881136142% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.546442327536536 Order of pole 9.008971336690461 TOP MAIN SOLVE Loop x[1] 3.6999999999997035 y2[1] (analytic) -0.5298361409082418 y2[1] (numeric) 7.554445785790295 absolute error 8.084281926698537 relative error 1525.8079437239805% Correct digits -1 h 0.001 y1[1] (analytic) -0.8481000317105652 y1[1] (numeric) -8.524651467853364 absolute error 7.676551436142798 relative error 905.1469342195012% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.602703817233416 Order of pole 9.205369644498116 TOP MAIN SOLVE Loop x[1] 3.7009999999997034 y2[1] (analytic) -0.5306839758805538 y2[1] (numeric) 7.559573743561146 absolute error 8.0902577194417 relative error 1524.4963268426732% Correct digits -1 h 0.001 y1[1] (analytic) -0.8475697716079825 y1[1] (numeric) -8.532208477422262 absolute error 7.6846387058142795 relative error 906.667387539698% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.659732306648331 Order of pole 9.40570469756248 TOP MAIN SOLVE Loop x[1] 3.7019999999997033 y2[1] (analytic) -0.5315312801689344 y2[1] (numeric) 7.5647040498047975 absolute error 8.096235329973732 relative error 1523.1907569768123% Correct digits -1 h 0.001 y1[1] (analytic) -0.8470386639356989 y1[1] (numeric) -8.539770616123311 absolute error 7.6927319521876125 relative error 908.1913588742141% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.717544366395058 Order of pole 9.610092775113642 TOP MAIN SOLVE Loop x[1] 3.702999999999703 y2[1] (analytic) -0.5323780529260789 y2[1] (numeric) 7.569836702810175 absolute error 8.102214755736254 relative error 1521.8912032914425% Correct digits -1 h 0.001 y1[1] (analytic) -0.8465067092248219 y1[1] (numeric) -8.547337886304128 absolute error 7.700831177079306 relative error 909.7188590662497% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.776157167039984 Order of pole 9.818654802857235 TOP MAIN SOLVE Loop x[1] 3.703999999999703 y2[1] (analytic) -0.5332242933052149 y2[1] (numeric) 7.574971700859922 absolute error 8.108195994165136 relative error 1520.597635172643% Correct digits -1 h 0.001 y1[1] (analytic) -0.8459739080073062 y1[1] (numeric) -8.554910290310614 absolute error 7.708936382303308 relative error 911.2498990024087% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.835588505422331 Order of pole 10.031516587178793 TOP MAIN SOLVE Loop x[1] 3.704999999999703 y2[1] (analytic) -0.534070000460102 y2[1] (numeric) 7.580109042230393 absolute error 8.114179042690495 relative error 1519.3100222255732% Correct digits -1 h 0.001 y1[1] (analytic) -0.845440260815953 y1[1] (numeric) -8.562487830486955 absolute error 7.717047569671002 relative error 912.7844896129159% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.89585683244638 Order of pole 10.248809063660147 TOP MAIN SOLVE Loop x[1] 3.705999999999703 y2[1] (analytic) -0.5349151735450332 y2[1] (numeric) 7.5852487251916445 absolute error 8.120163898736678 relative error 1518.0283342725297% Correct digits -1 h 0.001 y1[1] (analytic) -0.8449057681844094 y1[1] (numeric) -8.570070509175606 absolute error 7.725164740991197 relative error 914.322641871833% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 6.956981282432967 Order of pole 10.470668560929102 TOP MAIN SOLVE Loop x[1] 3.7069999999997028 y2[1] (analytic) -0.5357598117148354 y2[1] (numeric) 7.590390748007426 absolute error 8.126150559722262 relative error 1516.7525413510302% Correct digits -1 h 0.001 y1[1] (analytic) -0.8443704306471681 y1[1] (numeric) -8.57765832871729 absolute error 7.733287898070121 relative error 915.8643667972763% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.018981704154297 Order of pole 10.697237080988714 TOP MAIN SOLVE Loop x[1] 3.7079999999997026 y2[1] (analytic) -0.5366039141248705 y2[1] (numeric) 7.595535108935173 absolute error 8.132139023060043 relative error 1515.482613711918% Correct digits -1 h 0.001 y1[1] (analytic) -0.8438342487395665 y1[1] (numeric) -8.58525129145099 absolute error 7.741417042711424 relative error 917.409675451638% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.081878693648177 Order of pole 10.928662597201196 TOP MAIN SOLVE Loop x[1] 3.7089999999997025 y2[1] (analytic) -0.5374474799310363 y2[1] (numeric) 7.600681806225994 absolute error 8.13812928615703 relative error 1514.218521817479% Correct digits -1 h 0.001 y1[1] (analytic) -0.8432972229977864 y1[1] (numeric) -8.592849399713948 absolute error 7.749552176716162 relative error 918.958578941805% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.145693628939416 Order of pole 11.165099371264827 TOP MAIN SOLVE Loop x[1] 3.7099999999997024 y2[1] (analytic) -0.5382905082897669 y2[1] (numeric) 7.605830838124669 absolute error 8.144121346414437 relative error 1512.96023633959% Correct digits -1 h 0.001 y1[1] (analytic) -0.8427593539588537 y1[1] (numeric) -8.600452655841647 absolute error 7.757693301882793 relative error 920.5110884193816% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.2104487068019925 Order of pole 11.406708290589897 TOP MAIN SOLVE Loop x[1] 3.7109999999997023 y2[1] (analytic) -0.5391329983580341 y2[1] (numeric) 7.610982202869636 absolute error 8.15011520122767 relative error 1511.707728157875% Correct digits -1 h 0.001 y1[1] (analytic) -0.8422206421606372 y1[1] (numeric) -8.608061062167813 absolute error 7.7658404200071764 relative error 922.0672150809139% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.276166981713064 Order of pole 11.653657227658389 TOP MAIN SOLVE Loop x[1] 3.711999999999702 y2[1] (analytic) -0.5399749492933478 y2[1] (numeric) 7.61613589869298 absolute error 8.156110847986328 relative error 1510.4609683578904% Correct digits -1 h 0.001 y1[1] (analytic) -0.8416810881418487 y1[1] (numeric) -8.615674621024413 absolute error 7.773993532882564 relative error 923.6269701681133% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.342872407129295 Order of pole 11.906121422998062 TOP MAIN SOLVE Loop x[1] 3.712999999999702 y2[1] (analytic) -0.5408163602537572 y2[1] (numeric) 7.621291923820433 absolute error 8.16210828407419 relative error 1509.2199282293225% Correct digits -1 h 0.001 y1[1] (analytic) -0.8411406924420423 y1[1] (numeric) -8.623293334741636 absolute error 7.782152642299593 relative error 925.1903649680833% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.410589879283484 Order of pole 12.16428389366342 TOP MAIN SOLVE Loop x[1] 3.713999999999702 y2[1] (analytic) -0.5416572303978514 y2[1] (numeric) 7.626450276471357 absolute error 8.168107506869209 relative error 1507.9845792642093% Correct digits -1 h 0.001 y1[1] (analytic) -0.8405994556016134 y1[1] (numeric) -8.630917205647895 absolute error 7.790317750046282 relative error 926.7574108135468% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.4793452836545224 Order of pole 12.428335869181652 TOP MAIN SOLVE Loop x[1] 3.714999999999702 y2[1] (analytic) -0.5424975588847605 y2[1] (numeric) 7.631610954858739 absolute error 8.1741085137435 relative error 1506.754893155174% Correct digits -1 h 0.001 y1[1] (analytic) -0.840057378161799 y1[1] (numeric) -8.638546236069823 absolute error 7.7984888579080245 relative error 928.3281190830751% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.549165544339954 Order of pole 12.69847725718692 TOP MAIN SOLVE Loop x[1] 3.7159999999997018 y2[1] (analytic) -0.5433373448741557 y2[1] (numeric) 7.636773957189183 absolute error 8.180111302063338 relative error 1505.5308417936856% Correct digits -1 h 0.001 y1[1] (analytic) -0.8395144606646765 y1[1] (numeric) -8.64618042833226 absolute error 7.806665967667583 relative error 929.9025012013182% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.620078676495589 Order of pole 12.974917141048742 TOP MAIN SOLVE Loop x[1] 3.7169999999997017 y2[1] (analytic) -0.5441765875262514 y2[1] (numeric) 7.641939281662899 absolute error 8.18611586918915 relative error 1504.3123972683309% Correct digits -1 h 0.001 y1[1] (analytic) -0.8389707036531633 y1[1] (numeric) -8.653819784758248 absolute error 7.814849081105085 relative error 931.480568639236% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.692113842137693 Order of pole 13.257874312214327 TOP MAIN SOLVE Loop x[1] 3.7179999999997015 y2[1] (analytic) -0.545015286001805 y2[1] (numeric) 7.647106926473697 absolute error 8.192122212475502 relative error 1503.0995318631062% Correct digits -1 h 0.001 y1[1] (analytic) -0.8384261076710163 y1[1] (numeric) -8.66146430766903 absolute error 7.823038199998014 relative error 933.0623329143319% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.76530140949854 Order of pole 13.54757783998626 TOP MAIN SOLVE Loop x[1] 3.7189999999997014 y2[1] (analytic) -0.545853439462118 y2[1] (numeric) 7.652276889808976 absolute error 8.198130329271095 relative error 1501.89221805573% Correct digits -1 h 0.001 y1[1] (analytic) -0.8378806732628316 y1[1] (numeric) -8.669113999384036 absolute error 7.831233326121205 relative error 934.6478055908871% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.839673016254826 Order of pole 13.844267681949109 TOP MAIN SOLVE Loop x[1] 3.7199999999997013 y2[1] (analytic) -0.5466910470690369 y2[1] (numeric) 7.657449169849717 absolute error 8.204140216918754 relative error 1500.6904285159665% Correct digits -1 h 0.001 y1[1] (analytic) -0.8373344009740433 y1[1] (numeric) -8.676768862220882 absolute error 7.839434461246839 relative error 936.2369982801954% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.915261636902469 Order of pole 14.14819533840916 TOP MAIN SOLVE Loop x[1] 3.720999999999701 y2[1] (analytic) -0.5475281079849544 y2[1] (numeric) 7.662623764770474 absolute error 8.210151872755429 relative error 1499.4941361039744% Correct digits -1 h 0.001 y1[1] (analytic) -0.836787291350924 y1[1] (numeric) -8.684428898495362 absolute error 7.847641607144438 relative error 937.8299226408027% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 7.992101654621959 Order of pole 14.45962455463238 TOP MAIN SOLVE Loop x[1] 3.721999999999701 y2[1] (analytic) -0.5483646213728095 y2[1] (numeric) 7.6678006727393635 absolute error 8.216165294112173 relative error 1498.303313868667% Correct digits -1 h 0.001 y1[1] (analytic) -0.8362393449405829 y1[1] (numeric) -8.69209411052144 absolute error 7.855854765580857 relative error 939.4265903787434% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.07022893796582 Order of pole 14.778832074948426 TOP MAIN SOLVE Loop x[1] 3.722999999999701 y2[1] (analytic) -0.5492005863960889 y2[1] (numeric) 7.672979891918059 absolute error 8.222180478314147 relative error 1497.1179350460907% Correct digits -1 h 0.001 y1[1] (analytic) -0.8356905622909667 y1[1] (numeric) -8.699764500611245 absolute error 7.864073938320278 relative error 941.0270132477818% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.149680922785723 Order of pole 15.106108453316725 TOP MAIN SOLVE Loop x[1] 3.723999999999701 y2[1] (analytic) -0.5500360022188278 y2[1] (numeric) 7.67816142046178 absolute error 8.228197422680608 relative error 1495.9379730578219% Correct digits -1 h 0.001 y1[1] (analytic) -0.8351409439508577 y1[1] (numeric) -8.707440071075064 absolute error 7.872299127124206 relative error 942.631203049654% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.230496699821497 Order of pole 15.44175892532489 TOP MAIN SOLVE Loop x[1] 3.7249999999997008 y2[1] (analytic) -0.5508708680056101 y2[1] (numeric) 7.683345256519285 absolute error 8.234216124524895 relative error 1494.7634015093781% Correct digits -1 h 0.001 y1[1] (analytic) -0.8345904904698744 y1[1] (numeric) -8.715120824221339 absolute error 7.880530333751464 relative error 944.2391716343095% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.312717108374057 Order of pole 15.786104347027305 TOP MAIN SOLVE Loop x[1] 3.7259999999997007 y2[1] (analytic) -0.5517051829215706 y2[1] (numeric) 7.688531398232859 absolute error 8.24023658115443 relative error 1493.5941941886465% Correct digits -1 h 0.001 y1[1] (analytic) -0.8340392023984703 y1[1] (numeric) -8.722806762356655 absolute error 7.888767559958184 relative error 945.8509309001581% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.396384836662884 Order of pole 16.139482206892275 TOP MAIN SOLVE Loop x[1] 3.7269999999997006 y2[1] (analytic) -0.5525389461323938 y2[1] (numeric) 7.693719843738312 absolute error 8.246258789870705 relative error 1492.4303250643293% Correct digits -1 h 0.001 y1[1] (analytic) -0.8334870802879332 y1[1] (numeric) -8.730497887785734 absolute error 7.897010807497801 relative error 947.4664927943131% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.48154452933539 Order of pole 16.502247717344197 TOP MAIN SOLVE Loop x[1] 3.7279999999997004 y2[1] (analytic) -0.5533721568043172 y2[1] (numeric) 7.698910591164961 absolute error 8.252282747969279 relative error 1491.2717682844027% Correct digits -1 h 0.001 y1[1] (analytic) -0.8329341246903852 y1[1] (numeric) -8.738194202811437 absolute error 7.905260078121052 relative error 949.0858693128417% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.56824290280368 Order of pole 16.874774993455805 TOP MAIN SOLVE Loop x[1] 3.7289999999997003 y2[1] (analytic) -0.5542048141041298 y2[1] (numeric) 7.70410363863563 absolute error 8.25830845273976 relative error 1490.1184981745942% Correct digits -1 h 0.001 y1[1] (analytic) -0.832380336158782 y1[1] (numeric) -8.745895709734745 absolute error 7.9135153735759625 relative error 950.709072501012% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.656528869075995 Order of pole 17.25745832698002 TOP MAIN SOLVE Loop x[1] 3.7299999999997 y2[1] (analytic) -0.5550369171991745 y2[1] (numeric) 7.709298984266635 absolute error 8.26433590146581 relative error 1488.9704892368736% Correct digits -1 h 0.001 y1[1] (analytic) -0.8318257152469121 y1[1] (numeric) -8.75360241085476 absolute error 7.921776695607849 relative error 952.3361144535447% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.746453668824598 Order of pole 17.650713564830383 TOP MAIN SOLVE Loop x[1] 3.7309999999997 y2[1] (analytic) -0.5558684652573482 y2[1] (numeric) 7.7144966261677785 absolute error 8.270365091425127 relative error 1487.8277161479612% Correct digits -1 h 0.001 y1[1] (analytic) -0.8312702625093961 y1[1] (numeric) -8.761314308468702 absolute error 7.930044045959305 relative error 953.9670073148646% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.83807101452813 Order of pole 18.054979602155193 TOP MAIN SOLVE Loop x[1] 3.7319999999997 y2[1] (analytic) -0.556699457447103 y2[1] (numeric) 7.71969656244234 absolute error 8.276396019889443 relative error 1486.6901537578483% Correct digits -1 h 0.001 y1[1] (analytic) -0.8307139785016869 y1[1] (numeric) -8.769031404871889 absolute error 7.938317426370202 relative error 955.6017632793549% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 8.931437244582137 Order of pole 18.47072000122948 TOP MAIN SOLVE Loop x[1] 3.7329999999997 y2[1] (analytic) -0.5575298929374467 y2[1] (numeric) 7.724898791187067 absolute error 8.282428684124513 relative error 1485.557777088336% Correct digits -1 h 0.001 y1[1] (analytic) -0.8301568637800685 y1[1] (numeric) -8.776753702357745 absolute error 7.946596838577676 relative error 957.2403945916117% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.026611489412156 Order of pole 18.898424748792394 TOP MAIN SOLVE Loop x[1] 3.7339999999997 y2[1] (analytic) -0.558359770897944 y2[1] (numeric) 7.730103310492166 absolute error 8.288463081390109 relative error 1484.4305613315864% Correct digits -1 h 0.001 y1[1] (analytic) -0.8295989189016555 y1[1] (numeric) -8.784481203217783 absolute error 7.9548822843161275 relative error 958.8829135467009% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.123655850699755 Order of pole 19.338612165782614 TOP MAIN SOLVE Loop x[1] 3.7349999999996997 y2[1] (analytic) -0.5591890904987169 y2[1] (numeric) 7.735310118441295 absolute error 8.294499208940012 relative error 1483.3084818486896% Correct digits -1 h 0.001 y1[1] (analytic) -0.8290401444243927 y1[1] (numeric) -8.79221390974161 absolute error 7.963173765317218 relative error 960.5293324904183% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.22263559493002 Order of pole 19.7918309850646 TOP MAIN SOLVE Loop x[1] 3.7359999999996996 y2[1] (analytic) -0.5600178509104459 y2[1] (numeric) 7.740519213111553 absolute error 8.300537064021999 relative error 1482.1915141682443% Correct digits -1 h 0.001 y1[1] (analytic) -0.8284805409070545 y1[1] (numeric) -8.799951824216906 absolute error 7.971471283309852 relative error 962.1796638195459% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.323619362721475 Order of pole 20.258662614848397 TOP MAIN SOLVE Loop x[1] 3.7369999999996995 y2[1] (analytic) -0.5608460513043707 y2[1] (numeric) 7.745730592573473 absolute error 8.306576643877843 relative error 1481.0796339849544% Correct digits -1 h 0.001 y1[1] (analytic) -0.8279201089092445 y1[1] (numeric) -8.80769494892943 absolute error 7.979774840020186 relative error 963.8339199821173% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.426679395371881 Order of pole 20.739723607168393 TOP MAIN SOLVE Loop x[1] 3.7379999999996993 y2[1] (analytic) -0.5616736908522909 y2[1] (numeric) 7.750944254891011 absolute error 8.312617945743302 relative error 1479.972817158238% Correct digits -1 h 0.001 y1[1] (analytic) -0.8273588489913946 y1[1] (numeric) -8.815443286163006 absolute error 7.9880844371716115 relative error 965.4921134776787% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.531891780409142 Order of pole 21.23566835368306 TOP MAIN SOLVE Loop x[1] 3.7389999999996992 y2[1] (analytic) -0.562500768726567 y2[1] (numeric) 7.756160198121539 absolute error 8.318660966848107 relative error 1478.8710397108505% Correct digits -1 h 0.001 y1[1] (analytic) -0.8267967617147646 y1[1] (numeric) -8.823196838199518 absolute error 7.996400076484753 relative error 967.154256857554% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.639336718008607 Order of pole 21.747192033419708 TOP MAIN SOLVE Loop x[1] 3.739999999999699 y2[1] (analytic) -0.5633272841001213 y2[1] (numeric) 7.761378420315836 absolute error 8.324705704415958 relative error 1477.7742778275215% Correct digits -1 h 0.001 y1[1] (analytic) -0.8262338476414418 y1[1] (numeric) -8.830955607318904 absolute error 8.004721759677462 relative error 968.8203627251116% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.749098810447919 Order of pole 22.275033840511064 TOP MAIN SOLVE Loop x[1] 3.740999999999699 y2[1] (analytic) -0.5641532361464384 y2[1] (numeric) 7.766598919518078 absolute error 8.330752155664516 relative error 1476.6825078536085% Correct digits -1 h 0.001 y1[1] (analytic) -0.8256701073343402 y1[1] (numeric) -8.838719595799152 absolute error 8.013049488464812 relative error 970.4904437360323% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.861267376934265 Order of pole 22.819980523284343 TOP MAIN SOLVE Loop x[1] 3.741999999999699 y2[1] (analytic) -0.5649786240395664 y2[1] (numeric) 7.77182169376583 absolute error 8.336800317805396 relative error 1475.595706293758% Correct digits -1 h 0.001 y1[1] (analytic) -0.8251055413572 y1[1] (numeric) -8.84648880591629 absolute error 8.02138326455909 relative error 972.1645125985788% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 9.975936796569123 Order of pole 23.382870270549247 TOP MAIN SOLVE Loop x[1] 3.742999999999699 y2[1] (analytic) -0.5658034469541174 y2[1] (numeric) 7.777046741090038 absolute error 8.342850188044155 relative error 1474.5138498105862% Correct digits -1 h 0.001 y1[1] (analytic) -0.8245401502745874 y1[1] (numeric) -8.854263239944377 absolute error 8.029723089669789 relative error 973.8425820738674% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.093206882364566 Order of pole 23.964596985196792 TOP MAIN SOLVE Loop x[1] 3.7439999999996987 y2[1] (analytic) -0.5666277040652687 y2[1] (numeric) 7.782274059515019 absolute error 8.348901763580287 relative error 1473.4369152233674% Correct digits -1 h 0.001 y1[1] (analytic) -0.8239739346518932 y1[1] (numeric) -8.862042900155503 absolute error 8.03806896550361 relative error 975.5246649761413% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.21318328979612 Order of pole 24.56611499118683 TOP MAIN SOLVE Loop x[1] 3.7449999999996986 y2[1] (analytic) -0.5674513945487631 y2[1] (numeric) 7.787503647058451 absolute error 8.354955041607214 relative error 1472.3648795067404% Correct digits -1 h 0.001 y1[1] (analytic) -0.8234068950553328 y1[1] (numeric) -8.869827788819778 absolute error 8.046420893764445 relative error 977.2107741730443% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.3359779636304 Order of pole 25.188444225811146 TOP MAIN SOLVE Loop x[1] 3.7459999999996985 y2[1] (analytic) -0.5682745175809103 y2[1] (numeric) 7.792735501731369 absolute error 8.361010019312278 relative error 1471.2977197894234% Correct digits -1 h 0.001 y1[1] (analytic) -0.8228390320519462 y1[1] (numeric) -8.877617908205329 absolute error 8.054778876153382 relative error 978.9009225858989% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.461709627451306 Order of pole 25.832675976903232 TOP MAIN SOLVE Loop x[1] 3.7469999999996983 y2[1] (analytic) -0.5690970723385872 y2[1] (numeric) 7.797969621538149 absolute error 8.367066693876737 relative error 1470.235413352945% Correct digits -1 h 0.001 y1[1] (analytic) -0.822270346209596 y1[1] (numeric) -8.885413260578286 absolute error 8.06314291436869 relative error 980.5951231899833% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.590504320686943 Order of pole 26.49997923263424 TOP MAIN SOLVE Loop x[1] 3.7479999999996982 y2[1] (analytic) -0.5699190579992391 y2[1] (numeric) 7.803206004476506 absolute error 8.373125062475745 relative error 1469.1779376303862% Correct digits -1 h 0.001 y1[1] (analytic) -0.8217008380969681 y1[1] (numeric) -8.893213848202782 absolute error 8.071513010105814 relative error 982.293389014811% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.722495988769124 Order of pole 27.191607721787392 TOP MAIN SOLVE Loop x[1] 3.748999999999698 y2[1] (analytic) -0.5707404737408807 y2[1] (numeric) 7.8084446485374785 absolute error 8.37918512227836 relative error 1468.125270205133% Correct digits -1 h 0.001 y1[1] (analytic) -0.8211305082835707 y1[1] (numeric) -8.901019673340945 absolute error 8.079889165057375 relative error 983.9957331444141% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.857827132722722 Order of pole 27.908907733638543 TOP MAIN SOLVE Loop x[1] 3.749999999999698 y2[1] (analytic) -0.5715613187420959 y2[1] (numeric) 7.813685551705426 absolute error 8.385246870447522 relative error 1467.0773888096467% Correct digits -1 h 0.001 y1[1] (analytic) -0.8205593573397333 y1[1] (numeric) -8.908830738252892 absolute error 8.088271380913158 relative error 985.702168717625% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 10.996649525389593 Order of pole 28.653326820034017 TOP MAIN SOLVE Loop x[1] 3.750999999999698 y2[1] (analytic) -0.5723815921820402 y2[1] (numeric) 7.818928711958016 absolute error 8.391310304140056 relative error 1466.03427132424% Correct digits -1 h 0.001 y1[1] (analytic) -0.819987385836607 y1[1] (numeric) -8.916647045196717 absolute error 8.09665965936011 relative error 987.4127089283631% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.139125002570191 Order of pole 29.426423498128585 TOP MAIN SOLVE Loop x[1] 3.751999999999698 y2[1] (analytic) -0.5732012932404399 y2[1] (numeric) 7.824174127266216 absolute error 8.397375420506656 relative error 1464.9958957758702% Correct digits -1 h 0.001 y1[1] (analytic) -0.8194145943461633 y1[1] (numeric) -8.924468596428492 absolute error 8.105054002082328 relative error 989.1273670259201% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.285426338464193 Order of pole 30.229878090439414 TOP MAIN SOLVE Loop x[1] 3.7529999999996977 y2[1] (analytic) -0.5740204210975941 y2[1] (numeric) 7.829421795594286 absolute error 8.40344221669188 relative error 1463.9622403369408% Correct digits -1 h 0.001 y1[1] (analytic) -0.8188409834411934 y1[1] (numeric) -8.932295394202255 absolute error 8.113454410761062 relative error 990.8461563152505% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.435738216302346 Order of pole 31.06550486101242 TOP MAIN SOLVE Loop x[1] 3.7539999999996976 y2[1] (analytic) -0.5748389749343751 y2[1] (numeric) 7.834671714899768 absolute error 8.409510689834143 relative error 1462.9332833241156% Correct digits -1 h 0.001 y1[1] (analytic) -0.8182665536953083 y1[1] (numeric) -8.940127440770006 absolute error 8.121860887074698 relative error 992.5690901572611% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.590258306662669 Order of pole 31.935265632223228 TOP MAIN SOLVE Loop x[1] 3.7549999999996975 y2[1] (analytic) -0.575656953932229 y2[1] (numeric) 7.839923883133476 absolute error 8.415580837065706 relative error 1461.9090031971466% Correct digits -1 h 0.001 y1[1] (analytic) -0.8176913056829377 y1[1] (numeric) -8.947964738381698 absolute error 8.13027343269876 relative error 994.2961819691034% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.749198467838792 Order of pole 32.8412850970923 TOP MAIN SOLVE Loop x[1] 3.7559999999996974 y2[1] (analytic) -0.5764743572731771 y2[1] (numeric) 7.8451782982394915 absolute error 8.421652655512668 relative error 1460.8893785577097% Correct digits -1 h 0.001 y1[1] (analytic) -0.8171152399793296 y1[1] (numeric) -8.95580728928523 absolute error 8.1386920493059 relative error 996.0274452244685% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 11.912786085010517 Order of pole 33.78586807889819 TOP MAIN SOLVE Loop x[1] 3.7569999999996972 y2[1] (analytic) -0.5772911841398158 y2[1] (numeric) 7.850434958155149 absolute error 8.427726142294965 relative error 1459.8743881482571% Correct digits -1 h 0.001 y1[1] (analytic) -0.8165383571605496 y1[1] (numeric) -8.963655095726446 absolute error 8.147116738565897 relative error 997.7628934538825% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.081265567561237 Order of pole 34.77151903306841 TOP MAIN SOLVE Loop x[1] 3.757999999999697 y2[1] (analytic) -0.5781074337153186 y2[1] (numeric) 7.85569386081103 absolute error 8.433801294526349 relative error 1458.8640108508732% Correct digits -1 h 0.001 y1[1] (analytic) -0.8159606578034805 y1[1] (numeric) -8.97150815994912 absolute error 8.155547502145641 relative error 999.5025402450052% Correct digits 0 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.254900027167452 Order of pole 35.8009641389042 TOP MAIN SOLVE Loop x[1] 3.758999999999697 y2[1] (analytic) -0.5789231051834357 y2[1] (numeric) 7.860955004130956 absolute error 8.43987810931439 relative error 1457.8582256861484% Correct digits -1 h 0.001 y1[1] (analytic) -0.8153821424858215 y1[1] (numeric) -8.979366484194957 absolute error 8.163984341709135 relative error 1001.2463992429288% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.43397316301288 Order of pole 36.877176391309355 TOP MAIN SOLVE Loop x[1] 3.759999999999697 y2[1] (analytic) -0.579738197728496 y2[1] (numeric) 7.866218386031973 absolute error 8.44595658376047 relative error 1456.857011812062% Correct digits -1 h 0.001 y1[1] (analytic) -0.814802811786088 y1[1] (numeric) -8.987230070703577 absolute error 8.17242725891749 relative error 1002.9944841504811% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.618791385081154 Order of pole 38.00340417886637 TOP MAIN SOLVE Loop x[1] 3.760999999999697 y2[1] (analytic) -0.5805527105354068 y2[1] (numeric) 7.871484004424353 absolute error 8.45203671495976 relative error 1455.8603485228732% Correct digits -1 h 0.001 y1[1] (analytic) -0.8142226662836107 y1[1] (numeric) -8.995098921712518 absolute error 8.180876255428908 relative error 1004.7468087285276% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 12.809686211947968 Order of pole 39.183203926903474 TOP MAIN SOLVE Loop x[1] 3.7619999999996967 y2[1] (analytic) -0.5813666427896554 y2[1] (numeric) 7.8767518572115724 absolute error 8.458118500001229 relative error 1454.8682152480262% Correct digits -1 h 0.001 y1[1] (analytic) -0.813641706558535 y1[1] (numeric) -9.002973039457224 absolute error 8.18933133289869 relative error 1006.503386796278% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.007016986024793 Order of pole 40.42047749635543 TOP MAIN SOLVE Loop x[1] 3.7629999999996966 y2[1] (analytic) -0.5821799936773098 y2[1] (numeric) 7.882021942290313 absolute error 8.464201935967623 relative error 1453.8805915510648% Correct digits -1 h 0.001 y1[1] (analytic) -0.8130599331918205 y1[1] (numeric) -9.010852426171038 absolute error 8.197792492979218 relative error 1008.2642322315937% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.211173957228626 Order of pole 41.71951516699798 TOP MAIN SOLVE Loop x[1] 3.7639999999996965 y2[1] (analytic) -0.582992762385019 y2[1] (numeric) 7.887294257550449 absolute error 8.470287019935467 relative error 1452.8974571285564% Correct digits -1 h 0.001 y1[1] (analytic) -0.8124773467652404 y1[1] (numeric) -9.018737084085197 absolute error 8.206259737319957 relative error 1010.0293589712967% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.422581795673652 Order of pole 43.0850452026271 TOP MAIN SOLVE Loop x[1] 3.7649999999996964 y2[1] (analytic) -0.5838049481000144 y2[1] (numeric) 7.892568800875038 absolute error 8.476373748975053 relative error 1451.9187918090283% Correct digits -1 h 0.001 y1[1] (analytic) -0.8118939478613815 y1[1] (numeric) -9.026627015428826 absolute error 8.214733067567444 relative error 1011.7987810114806% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.641703605861625 Order of pole 44.522291204962805 TOP MAIN SOLVE Loop x[1] 3.7659999999996963 y2[1] (analytic) -0.5846165500101103 y2[1] (numeric) 7.897845570140312 absolute error 8.482462120150423 relative error 1450.9445755519114% Correct digits -1 h 0.001 y1[1] (analytic) -0.8113097370636422 y1[1] (numeric) -9.034522222428928 absolute error 8.223212485365286 relative error 1013.5725124078261% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 13.86904552928908 Order of pole 46.03703872250876 TOP MAIN SOLVE Loop x[1] 3.766999999999696 y2[1] (analytic) -0.5854275673037049 y2[1] (numeric) 7.903124563215669 absolute error 8.488552130519373 relative error 1449.9747884464975% Correct digits -1 h 0.001 y1[1] (analytic) -0.8107247149562335 y1[1] (numeric) -9.042422707310378 absolute error 8.231697992354144 relative error 1015.3505672759128% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.105162040296074 Order of pole 47.635712904865485 TOP MAIN SOLVE Loop x[1] 3.767999999999696 y2[1] (analytic) -0.586237999169781 y2[1] (numeric) 7.908405777963664 absolute error 8.494643777133446 relative error 1449.0094107109053% Correct digits -1 h 0.001 y1[1] (analytic) -0.8101388821241774 y1[1] (numeric) -9.050328472295917 absolute error 8.24018959017174 relative error 1017.1329597915399% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.350662062119822 Order of pole 49.32546940006287 TOP MAIN SOLVE Loop x[1] 3.768999999999696 y2[1] (analytic) -0.5870478447979067 y2[1] (numeric) 7.91368921224 absolute error 8.500737057037908 relative error 1448.0484226910528% Correct digits -1 h 0.001 y1[1] (analytic) -0.8095522391533068 y1[1] (numeric) -9.058239519606147 absolute error 8.24868728045284 relative error 1018.9197041910433% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.606216057815425 Order of pole 51.11430120709984 TOP MAIN SOLVE Loop x[1] 3.769999999999696 y2[1] (analytic) -0.5878571033782367 y2[1] (numeric) 7.918974863893518 absolute error 8.506831967271754 relative error 1447.091804859645% Correct digits -1 h 0.001 y1[1] (analytic) -0.8089647866302644 y1[1] (numeric) -9.066155851459522 absolute error 8.257191064829257 relative error 1020.7108147716186% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 14.872564285238477 Order of pole 53.01116484910804 TOP MAIN SOLVE Loop x[1] 3.7709999999996957 y2[1] (analytic) -0.5886657741015122 y2[1] (numeric) 7.924262730766189 absolute error 8.5129285048677 relative error 1446.13953781517% Correct digits -1 h 0.001 y1[1] (analytic) -0.8083765251425028 y1[1] (numeric) -9.07407747007234 absolute error 8.265700944929836 relative error 1022.5063058916434% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 15.150526449153633 Order of pole 55.02613006997102 TOP MAIN SOLVE Loop x[1] 3.7719999999996956 y2[1] (analytic) -0.5894738561590627 y2[1] (numeric) 7.929552810693103 absolute error 8.519026666852167 relative error 1445.1916022809003% Correct digits -1 h 0.001 y1[1] (analytic) -0.8077874552782833 y1[1] (numeric) -9.082004377658738 absolute error 8.274216922380454 relative error 1024.306191971003% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 15.441013038957706 Order of pole 57.17055833474704 TOP MAIN SOLVE Loop x[1] 3.7729999999996955 y2[1] (analytic) -0.5902813487428061 y2[1] (numeric) 7.934845101502464 absolute error 8.52512645024527 relative error 1444.2479791039082% Correct digits -1 h 0.001 y1[1] (analytic) -0.807197577626676 y1[1] (numeric) -9.089936576430686 absolute error 8.28273899880401 relative error 1026.110487491419% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 15.745038711627412 Order of pole 59.457316814284226 TOP MAIN SOLVE Loop x[1] 3.7739999999996954 y2[1] (analytic) -0.59108825104525 y2[1] (numeric) 7.940139601015578 absolute error 8.531227852060828 relative error 1443.308649254091% Correct digits -1 h 0.001 y1[1] (analytic) -0.8066068927775584 y1[1] (numeric) -9.097874068597978 absolute error 8.291267175820419 relative error 1027.9192069967767% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 16.06373817104044 Order of pole 61.90103636549408 TOP MAIN SOLVE Loop x[1] 3.7749999999996953 y2[1] (analytic) -0.5918945622594921 y2[1] (numeric) 7.945436307046842 absolute error 8.537330869306334 relative error 1442.3735938232% Correct digits -1 h 0.001 y1[1] (analytic) -0.8060154013216151 y1[1] (numeric) -9.105816856368223 absolute error 8.299801455046609 relative error 1029.7323650934597% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 16.398385113745295 Order of pole 64.51842443506882 TOP MAIN SOLVE Loop x[1] 3.775999999999695 y2[1] (analytic) -0.5927002815792213 y2[1] (numeric) 7.950735217403739 absolute error 8.54343549898296 relative error 1441.442794023885% Correct digits -1 h 0.001 y1[1] (analytic) -0.8054231038503377 y1[1] (numeric) -9.113764941946846 absolute error 8.308341838096508 relative error 1031.5499764506817% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 16.75041496699494 Order of pole 67.3286470302036 TOP MAIN SOLVE Loop x[1] 3.776999999999695 y2[1] (analytic) -0.5935054081987182 y2[1] (numeric) 7.956036329886827 absolute error 8.549541738085546 relative error 1440.5162311887439% Correct digits -1 h 0.001 y1[1] (analytic) -0.8048300009560235 y1[1] (numeric) -9.121718327537073 absolute error 8.316888326581049 relative error 1033.3720558008235% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 17.121452350753145 Order of pole 70.3537982220409 TOP MAIN SOLVE Loop x[1] 3.777999999999695 y2[1] (analytic) -0.5943099413128565 y2[1] (numeric) 7.9613396422897305 absolute error 8.555649583602587 relative error 1439.5938867693826% Correct digits -1 h 0.001 y1[1] (analytic) -0.8042360932317755 y1[1] (numeric) -9.129677015339926 absolute error 8.32544092210815 relative error 1035.1986179397713% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 17.513344469866087 Order of pole 73.61948151280326 TOP MAIN SOLVE Loop x[1] 3.778999999999695 y2[1] (analytic) -0.595113880117103 y2[1] (numeric) 7.966645152399129 absolute error 8.561759032516232 relative error 1438.6757423354836% Correct digits -1 h 0.001 y1[1] (analytic) -0.8036413812715012 y1[1] (numeric) -9.13764100755422 absolute error 8.33399962628272 relative error 1037.0296777272565% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 17.92820201279415 Order of pole 77.15553544744077 TOP MAIN SOLVE Loop x[1] 3.7799999999996947 y2[1] (analytic) -0.5959172238075189 y2[1] (numeric) 7.971952857994751 absolute error 8.567870081802269 relative error 1437.761779573884% Correct digits -1 h 0.001 y1[1] (analytic) -0.8030458656699127 y1[1] (numeric) -9.145610306376554 absolute error 8.342564440706642 relative error 1038.865250087198% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 18.368449637689736 Order of pole 80.99694702483772 TOP MAIN SOLVE Loop x[1] 3.7809999999996946 y2[1] (analytic) -0.5967199715807606 y2[1] (numeric) 7.977262756849364 absolute error 8.573982728430124 relative error 1436.8519802876604% Correct digits -1 h 0.001 y1[1] (analytic) -0.8024495470225254 y1[1] (numeric) -9.153584914001298 absolute error 8.351135366978772 relative error 1040.7053500080485% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 18.836888821893318 Order of pole 85.1850121705977 TOP MAIN SOLVE Loop x[1] 3.7819999999996945 y2[1] (analytic) -0.5975221226340806 y2[1] (numeric) 7.982574846728765 absolute error 8.580096969362845 relative error 1435.946326395224% Correct digits -1 h 0.001 y1[1] (analytic) -0.801852425925658 y1[1] (numeric) -9.161564832620595 absolute error 8.359712406694937 relative error 1042.5499925431402% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 19.336776822405785 Order of pole 89.76882491615595 TOP MAIN SOLVE Loop x[1] 3.7829999999996944 y2[1] (analytic) -0.5983236761653277 y2[1] (numeric) 7.98788912539177 absolute error 8.586212801557098 relative error 1435.0447999294233% Correct digits -1 h 0.001 y1[1] (analytic) -0.8012545029764314 y1[1] (numeric) -9.16955006442435 absolute error 8.368295561447917 relative error 1044.3991928110347% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 19.87192687004909 Order of pole 94.80720929010782 TOP MAIN SOLVE Loop x[1] 3.7839999999996943 y2[1] (analytic) -0.5991246313729485 y2[1] (numeric) 7.993205590590207 absolute error 8.592330221963156 relative error 1434.1473830366565% Correct digits -1 h 0.001 y1[1] (analytic) -0.8006557787727686 y1[1] (numeric) -9.177540611600223 absolute error 8.376884832827455 relative error 1046.252965995874% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 20.446836697301556 Order of pole 100.37125547449936 TOP MAIN SOLVE Loop x[1] 3.784999999999694 y2[1] (analytic) -0.5999249874559878 y2[1] (numeric) 7.998524240068905 absolute error 8.598449227524892 relative error 1433.2540579759898% Correct digits -1 h 0.001 y1[1] (analytic) -0.8000562539133939 y1[1] (numeric) -9.185536476333624 absolute error 8.385480222420231 relative error 1048.1113273477342% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 21.06685538878531 Order of pole 106.54769285814295 TOP MAIN SOLVE Loop x[1] 3.785999999999694 y2[1] (analytic) -0.6007247436140897 y2[1] (numeric) 8.003845071565689 absolute error 8.604569815179778 relative error 1432.3648071182865% Correct digits -1 h 0.001 y1[1] (analytic) -0.7994559289978318 y1[1] (numeric) -9.193537660807701 absolute error 8.39408173180987 relative error 1049.9742921829823% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 21.738402841906296 Order of pole 113.4434409303309 TOP MAIN SOLVE Loop x[1] 3.786999999999694 y2[1] (analytic) -0.6015238990474979 y2[1] (numeric) 8.009168082811364 absolute error 8.610691981858862 relative error 1431.4796129453434% Correct digits -1 h 0.001 y1[1] (analytic) -0.7988548046264073 y1[1] (numeric) -9.20154416720334 absolute error 8.402689362576933 relative error 1051.8418758846342% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 22.46926264834494 Order of pole 121.19184750636313 TOP MAIN SOLVE Loop x[1] 3.787999999999694 y2[1] (analytic) -0.6023224529570573 y2[1] (numeric) 8.01449327152971 absolute error 8.616815724486768 relative error 1430.598458049032% Correct digits -1 h 0.001 y1[1] (analytic) -0.7982528814002449 y1[1] (numeric) -9.209555997699148 absolute error 8.411303116298903 relative error 1053.714093902715% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 23.26897932606598 Order of pole 129.96139223853083 TOP MAIN SOLVE Loop x[1] 3.7889999999996937 y2[1] (analytic) -0.603120404544214 y2[1] (numeric) 8.019820635437476 absolute error 8.62294103998169 relative error 1429.7213251304538% Correct digits -1 h 0.001 y1[1] (analytic) -0.7976501599212675 y1[1] (numeric) -9.217573154471461 absolute error 8.419922994550193 relative error 1055.5909617546226% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 24.149406915389562 Order of pole 139.96807218694374 TOP MAIN SOLVE Loop x[1] 3.7899999999996936 y2[1] (analytic) -0.6039177530110164 y2[1] (numeric) 8.025150172244361 absolute error 8.629067925255377 relative error 1428.8481969990987% Correct digits -1 h 0.001 y1[1] (analytic) -0.7970466407921967 y1[1] (numeric) -9.225595639694323 absolute error 8.428548998902126 relative error 1057.4724950254938% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 25.125482226803783 Order of pole 151.49342464140605 TOP MAIN SOLVE Loop x[1] 3.7909999999996935 y2[1] (analytic) -0.604714497560116 y2[1] (numeric) 8.030481879653015 absolute error 8.63519637721313 relative error 1427.9790565720127% Correct digits -1 h 0.001 y1[1] (analytic) -0.7964423246165515 y1[1] (numeric) -9.233623455539483 absolute error 8.437181130922932 relative error 1059.3587093685694% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 26.216340291159867 Order of pole 164.9114263089164 TOP MAIN SOLVE Loop x[1] 3.7919999999996934 y2[1] (analytic) -0.6055106373947685 y2[1] (numeric) 8.035815755359026 absolute error 8.641326392753795 relative error 1427.1138868729731% Correct digits -1 h 0.001 y1[1] (analytic) -0.7958372119986481 y1[1] (numeric) -9.241656604176393 absolute error 8.445819392177745 relative error 1061.249620505568% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 27.44696679513228 Order of pole 180.72982524861072 TOP MAIN SOLVE Loop x[1] 3.7929999999996933 y2[1] (analytic) -0.606306171718834 y2[1] (numeric) 8.041151797050908 absolute error 8.647457968769743 relative error 1426.2526710316713% Correct digits -1 h 0.001 y1[1] (analytic) -0.7952313035435989 y1[1] (numeric) -9.249695087772196 absolute error 8.454463784228597 relative error 1063.1452442270563% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 28.85072258001258 Order of pole 199.65582733237903 TOP MAIN SOLVE Loop x[1] 3.793999999999693 y2[1] (analytic) -0.6071010997367785 y2[1] (numeric) 8.046490002410096 absolute error 8.653591102146875 relative error 1425.3953922829035% Correct digits -1 h 0.001 y1[1] (analytic) -0.7946245998573126 y1[1] (numeric) -9.257738908491717 absolute error 8.463114308634404 relative error 1065.0455963928239% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 30.473342352047776 Order of pole 222.70470303815816 TOP MAIN SOLVE Loop x[1] 3.794999999999693 y2[1] (analytic) -0.6078954206536736 y2[1] (numeric) 8.051830369110931 absolute error 8.659725789764604 relative error 1424.542033965768% Correct digits -1 h 0.001 y1[1] (analytic) -0.7940171015464926 y1[1] (numeric) -9.265788068497463 absolute error 8.47177096695097 relative error 1066.9506929322627% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 32.379546955071255 Order of pole 251.3880319393308 TOP MAIN SOLVE Loop x[1] 3.795999999999693 y2[1] (analytic) -0.608689133675199 y2[1] (numeric) 8.057172894820662 absolute error 8.66586202849586 relative error 1423.6925795228717% Correct digits -1 h 0.001 y1[1] (analytic) -0.7934088092186372 y1[1] (numeric) -9.273842569949608 absolute error 8.480433760730971 relative error 1068.8605498447453% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 34.66456282369007 Order of pole 288.059198365419 TOP MAIN SOLVE Loop x[1] 3.796999999999693 y2[1] (analytic) -0.6094822380076412 y2[1] (numeric) 8.062517577199422 absolute error 8.671999815207064 relative error 1422.8470124995408% Correct digits -1 h 0.001 y1[1] (analytic) -0.7927997234820386 y1[1] (numeric) -9.281902415005993 absolute error 8.489102691523954 relative error 1070.7751832000076% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 37.47553053647776 Order of pole 336.5941805075694 TOP MAIN SOLVE Loop x[1] 3.7979999999996927 y2[1] (analytic) -0.6102747328578962 y2[1] (numeric) 8.067864413900232 absolute error 8.678139146758127 relative error 1422.0053165430413% Correct digits -1 h 0.001 y1[1] (analytic) -0.7921898449457828 y1[1] (numeric) -9.289967605822113 absolute error 8.49777776087633 relative error 1072.6946091385348% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 41.05471164120246 Order of pole 403.8605078540945 TOP MAIN SOLVE Loop x[1] 3.7989999999996926 y2[1] (analytic) -0.6110666174334694 y2[1] (numeric) 8.07321340256898 absolute error 8.684280020002449 relative error 1421.167475401806% Correct digits -1 h 0.001 y1[1] (analytic) -0.7915791742197479 y1[1] (numeric) -9.298038144551116 absolute error 8.506458970331368 relative error 1074.618843871948% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 45.83676060374221 Order of pole 503.29347623404146 TOP MAIN SOLVE Loop x[1] 3.7999999999996925 y2[1] (analytic) -0.6118578909424759 y2[1] (numeric) 8.078564540844422 absolute error 8.690422431786898 relative error 1420.3334729246683% Correct digits -1 h 0.001 y1[1] (analytic) -0.7909677119146048 y1[1] (numeric) -9.306114033343787 absolute error 8.515146321429182 relative error 1076.5479036833935% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 52.703947604183746 Order of pole 665.2144974246428 TOP MAIN SOLVE Loop x[1] 3.8009999999996924 y2[1] (analytic) -0.6126485525936425 y2[1] (numeric) 8.083917826358167 absolute error 8.69656637895181 relative error 1419.5032930601026% Correct digits -1 h 0.001 y1[1] (analytic) -0.7903554586418158 y1[1] (numeric) -9.31419527434855 absolute error 8.523839815706735 relative error 1078.4818049279377% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 63.832426037913464 Order of pole 975.5151840137103 TOP MAIN SOLVE Loop x[1] 3.8019999999996923 y2[1] (analytic) -0.6134386015963075 y2[1] (numeric) 8.08927325673467 absolute error 8.702711858330977 relative error 1418.6769198554723% Correct digits -1 h 0.001 y1[1] (analytic) -0.7897424150136338 y1[1] (numeric) -9.322281869711459 absolute error 8.532539454697824 relative error 1080.42056403296% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 86.97655227890066 Order of pole 1810.6133135781265 TOP MAIN SOLVE Loop x[1] 3.802999999999692 y2[1] (analytic) -0.6142280371604221 y2[1] (numeric) 8.094630829591217 absolute error 8.70885886675164 relative error 1417.8543374562842% Correct digits -1 h 0.001 y1[1] (analytic) -0.7891285816431027 y1[1] (numeric) -9.330373821576181 absolute error 8.541245239933078 relative error 1082.3641974985524% Correct digits -1 h 0.001 NO POLE for equation 1 Complex estimate of poles used for equation 2 Radius of convergence 222.0195287396733 Order of pole 11794.1834272572 TOP MAIN SOLVE Loop x[1] 3.803999999999692 y2[1] (analytic) -0.6150168584965507 y2[1] (numeric) 8.099990542537927 absolute error 8.715007401034478 relative error 1417.0355301054492% Correct digits -1 h 0.001 y1[1] (analytic) -0.7885139591440559 y1[1] (numeric) -9.338471132084004 absolute error 8.549957172939948 relative error 1084.3127218979178% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.804999999999692 y2[1] (analytic) -0.615805064815872 y2[1] (numeric) 8.105352393177732 absolute error 8.721157457993604 relative error 1416.220482142553% Correct digits -1 h 0.001 y1[1] (analytic) -0.7878985481311154 y1[1] (numeric) -9.346573803373822 absolute error 8.558675255242706 relative error 1086.266153877776% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.805999999999692 y2[1] (analytic) -0.6165926553301799 y2[1] (numeric) 8.110716379106371 absolute error 8.727309034436551 relative error 1415.4091780031267% Correct digits -1 h 0.001 y1[1] (analytic) -0.7872823492196925 y1[1] (numeric) -9.354681837582124 absolute error 8.567399488362431 relative error 1088.2245101587669% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8069999999996917 y2[1] (analytic) -0.6173796292518838 y2[1] (numeric) 8.116082497912386 absolute error 8.73346212716427 relative error 1414.6016022179308% Correct digits -1 h 0.001 y1[1] (analytic) -0.7866653630259861 y1[1] (numeric) -9.362795236842993 absolute error 8.576129873817008 relative error 1090.1878075358595% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8079999999996916 y2[1] (analytic) -0.6181659857940099 y2[1] (numeric) 8.121450747177102 absolute error 8.739616732971111 relative error 1413.7977394122415% Correct digits -1 h 0.001 y1[1] (analytic) -0.7860475901669821 y1[1] (numeric) -9.370914003288101 absolute error 8.58486641312112 relative error 1092.1560628787647% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8089999999996915 y2[1] (analytic) -0.6189517241702017 y2[1] (numeric) 8.126821124474628 absolute error 8.74577284864483 relative error 1412.9975743051461% Correct digits -1 h 0.001 y1[1] (analytic) -0.7854290312604535 y1[1] (numeric) -9.379038139046692 absolute error 8.59360910778624 relative error 1094.129293132347% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8099999999996914 y2[1] (analytic) -0.619736843594721 y2[1] (numeric) 8.13219362737184 absolute error 8.751930470966562 relative error 1412.2010917088407% Correct digits -1 h 0.001 y1[1] (analytic) -0.7848096869249591 y1[1] (numeric) -9.387167646245583 absolute error 8.602357959320624 relative error 1096.1075153170418% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8109999999996913 y2[1] (analytic) -0.6205213432824483 y2[1] (numeric) 8.137568253428379 absolute error 8.758089596710827 relative error 1411.40827652794% Correct digits -1 h 0.001 y1[1] (analytic) -0.7841895577798431 y1[1] (numeric) -9.395302527009155 absolute error 8.611112969229312 relative error 1098.0907465292767% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.811999999999691 y2[1] (analytic) -0.621305222448884 y2[1] (numeric) 8.142945000196631 absolute error 8.764250222645515 relative error 1410.6191137587882% Correct digits -1 h 0.001 y1[1] (analytic) -0.7835686444452348 y1[1] (numeric) -9.403442783459344 absolute error 8.619874139014108 relative error 1100.07900394189% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.812999999999691 y2[1] (analytic) -0.6220884803101491 y2[1] (numeric) 8.148323865221732 absolute error 8.77041234553188 relative error 1409.8335884887783% Correct digits -1 h 0.001 y1[1] (analytic) -0.7829469475420472 y1[1] (numeric) -9.411588417715635 absolute error 8.628641470173587 relative error 1102.0723048045597% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.813999999999691 y2[1] (analytic) -0.6228711160829856 y2[1] (numeric) 8.153704846041546 absolute error 8.77657596212453 relative error 1409.0516858956773% Correct digits -1 h 0.001 y1[1] (analytic) -0.7823244676919774 y1[1] (numeric) -9.419739431895053 absolute error 8.637414964203076 relative error 1104.0706664442282% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.814999999999691 y2[1] (analytic) -0.623653128984758 y2[1] (numeric) 8.159087940186659 absolute error 8.782741069171417 relative error 1408.273391246958% Correct digits -1 h 0.001 y1[1] (analytic) -0.7817012055175051 y1[1] (numeric) -9.42789582811216 absolute error 8.646194622594654 relative error 1106.0741062655345% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8159999999996908 y2[1] (analytic) -0.6244345182334534 y2[1] (numeric) 8.164473145180375 absolute error 8.788907663413829 relative error 1407.4986898991344% Correct digits -1 h 0.001 y1[1] (analytic) -0.7810771616418924 y1[1] (numeric) -9.436057608479043 absolute error 8.65498044683715 relative error 1108.0826417512485% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8169999999996906 y2[1] (analytic) -0.6252152830476826 y2[1] (numeric) 8.1698604585387 absolute error 8.795075741586382 relative error 1406.7275672971064% Correct digits -1 h 0.001 y1[1] (analytic) -0.7804523366891831 y1[1] (numeric) -9.44422477510531 absolute error 8.663772438416126 relative error 1110.0962904627054% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8179999999996905 y2[1] (analytic) -0.6259954226466808 y2[1] (numeric) 8.175249877770336 absolute error 8.801245300417015 relative error 1405.9600089735068% Correct digits -1 h 0.001 y1[1] (analytic) -0.7798267312842022 y1[1] (numeric) -9.452397330098078 absolute error 8.672570598813875 relative error 1112.115070040247% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8189999999996904 y2[1] (analytic) -0.6267749362503087 y2[1] (numeric) 8.180641400376668 absolute error 8.807416336626977 relative error 1405.196000548058% Correct digits -1 h 0.001 y1[1] (analytic) -0.7792003460525551 y1[1] (numeric) -9.460575275561975 absolute error 8.68137492950942 relative error 1114.138998203664% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8199999999996903 y2[1] (analytic) -0.6275538230790524 y2[1] (numeric) 8.186035023851762 absolute error 8.813588846930815 relative error 1404.43552772693% Correct digits -1 h 0.001 y1[1] (analytic) -0.7785731816206267 y1[1] (numeric) -9.468758613599121 absolute error 8.690185431978495 relative error 1116.1680927526397% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.82099999999969 y2[1] (analytic) -0.6283320823540253 y2[1] (numeric) 8.191430745682345 absolute error 8.819762828036371 relative error 1403.678576302108% Correct digits -1 h 0.001 y1[1] (analytic) -0.7779452386155817 y1[1] (numeric) -9.47694734630913 absolute error 8.699002107693548 relative error 1118.2023715672% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.82199999999969 y2[1] (analytic) -0.6291097132969683 y2[1] (numeric) 8.196828563347806 absolute error 8.825938276644774 relative error 1402.925132150762% Correct digits -1 h 0.001 y1[1] (analytic) -0.7773165176653629 y1[1] (numeric) -9.485141475789097 absolute error 8.707824958123734 relative error 1120.2418526081647% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.82299999999969 y2[1] (analytic) -0.6298867151302504 y2[1] (numeric) 8.20222847432018 absolute error 8.83211518945043 relative error 1402.1751812346274% Correct digits -1 h 0.001 y1[1] (analytic) -0.7766870193986911 y1[1] (numeric) -9.493341004133594 absolute error 8.716653984734902 relative error 1122.2865539176014% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.82399999999969 y2[1] (analytic) -0.6306630870768698 y2[1] (numeric) 8.207630476064137 absolute error 8.838293563141008 relative error 1401.4287095993827% Correct digits -1 h 0.001 y1[1] (analytic) -0.7760567444450647 y1[1] (numeric) -9.501545933434661 absolute error 8.725489188989597 relative error 1124.3364936192825% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8249999999996898 y2[1] (analytic) -0.6314388283604547 y2[1] (numeric) 8.213034566036983 absolute error 8.844473394397438 relative error 1400.685703374041% Correct digits -1 h 0.001 y1[1] (analytic) -0.7754256934347585 y1[1] (numeric) -9.5097562657818 absolute error 8.73433057234704 relative error 1126.391689919147% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8259999999996896 y2[1] (analytic) -0.632213938205264 y2[1] (numeric) 8.218440741688637 absolute error 8.850654679893902 relative error 1399.946148770342% Correct digits -1 h 0.001 y1[1] (analytic) -0.7747938669988236 y1[1] (numeric) -9.517972003261962 absolute error 8.743178136263138 relative error 1128.4521611057633% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8269999999996895 y2[1] (analytic) -0.6329884158361876 y2[1] (numeric) 8.22384900046163 absolute error 8.856837416297818 relative error 1399.2100320821507% Correct digits -1 h 0.001 y1[1] (analytic) -0.7741612657690862 y1[1] (numeric) -9.52619314795955 absolute error 8.752031882190463 relative error 1130.5179255507967% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8279999999996894 y2[1] (analytic) -0.6337622604787482 y2[1] (numeric) 8.229259339791094 absolute error 8.863021600269843 relative error 1398.4773396848618% Correct digits -1 h 0.001 y1[1] (analytic) -0.7735278903781474 y1[1] (numeric) -9.534419701956404 absolute error 8.760891811578256 relative error 1132.5890017094794% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8289999999996893 y2[1] (analytic) -0.6345354713591012 y2[1] (numeric) 8.23467175710475 absolute error 8.86920722846385 relative error 1397.7480580348076% Correct digits -1 h 0.001 y1[1] (analytic) -0.7728937414593828 y1[1] (numeric) -9.542651667331794 absolute error 8.769757925872412 relative error 1134.6654081210827% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.829999999999689 y2[1] (analytic) -0.6353080477040356 y2[1] (numeric) 8.2400862498229 absolute error 8.875394297526935 relative error 1397.022173668674% Correct digits -1 h 0.001 y1[1] (analytic) -0.7722588196469412 y1[1] (numeric) -9.550889046162416 absolute error 8.778630226515475 relative error 1136.7471634093943% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.830999999999689 y2[1] (analytic) -0.6360799887409753 y2[1] (numeric) 8.245502815358421 absolute error 8.881582804099397 relative error 1396.2996732029183% Correct digits -1 h 0.001 y1[1] (analytic) -0.7716231255757443 y1[1] (numeric) -9.55913184052238 absolute error 8.787508714946636 relative error 1138.8342862831985% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.831999999999689 y2[1] (analytic) -0.6368512936979792 y2[1] (numeric) 8.250921451116747 absolute error 8.887772744814727 relative error 1395.5805433331932% Correct digits -1 h 0.001 y1[1] (analytic) -0.7709866598814861 y1[1] (numeric) -9.567380052483207 absolute error 8.796393392601722 relative error 1140.926795536758% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.832999999999689 y2[1] (analytic) -0.6376219618037425 y2[1] (numeric) 8.25634215449587 absolute error 8.893964116299612 relative error 1394.8647708337778% Correct digits -1 h 0.001 y1[1] (analytic) -0.7703494232006322 y1[1] (numeric) -9.57563368411382 absolute error 8.805284260913188 relative error 1143.0247100503004% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8339999999996888 y2[1] (analytic) -0.6383919922875971 y2[1] (numeric) 8.261764922886321 absolute error 8.900156915173918 relative error 1394.1523425570126% Correct digits -1 h 0.001 y1[1] (analytic) -0.7697114161704194 y1[1] (numeric) -9.583892737480536 absolute error 8.814181321310116 relative error 1145.1280487905087% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8349999999996887 y2[1] (analytic) -0.6391613843795128 y2[1] (numeric) 8.267189753671168 absolute error 8.906351138050681 relative error 1393.4432454327352% Correct digits -1 h 0.001 y1[1] (analytic) -0.7690726394288545 y1[1] (numeric) -9.592157214647058 absolute error 8.823084575218203 relative error 1147.2368308110135% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8359999999996885 y2[1] (analytic) -0.6399301373100972 y2[1] (numeric) 8.272616644225998 absolute error 8.912546781536095 relative error 1392.7374664677272% Correct digits -1 h 0.001 y1[1] (analytic) -0.7684330936147142 y1[1] (numeric) -9.600427117674469 absolute error 8.831994024059755 relative error 1149.3510752528887% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8369999999996884 y2[1] (analytic) -0.6406982503105977 y2[1] (numeric) 8.278045591918916 absolute error 8.918743842229514 relative error 1392.0349927451628% Correct digits -1 h 0.001 y1[1] (analytic) -0.7677927793675444 y1[1] (numeric) -9.608702448621223 absolute error 8.840909669253678 relative error 1151.470801345152% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8379999999996883 y2[1] (analytic) -0.6414657226129011 y2[1] (numeric) 8.28347659411053 absolute error 8.924942316723431 relative error 1391.335811424062% Correct digits -1 h 0.001 y1[1] (analytic) -0.7671516973276593 y1[1] (numeric) -9.61698320954314 absolute error 8.84983151221548 relative error 1153.596028405268% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.838999999999688 y2[1] (analytic) -0.6422325534495356 y2[1] (numeric) 8.288909648153943 absolute error 8.931142201603478 relative error 1390.639909738748% Correct digits -1 h 0.001 y1[1] (analytic) -0.7665098481361406 y1[1] (numeric) -9.625269402493394 absolute error 8.858759554357254 relative error 1155.7267758396551% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.839999999999688 y2[1] (analytic) -0.64299874205367 y2[1] (numeric) 8.294344751394746 absolute error 8.937343493448417 relative error 1389.9472749983129% Correct digits -1 h 0.001 y1[1] (analytic) -0.7658672324348378 y1[1] (numeric) -9.633561029522513 absolute error 8.867693797087675 relative error 1157.8630631441938% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.840999999999688 y2[1] (analytic) -0.643764287659116 y2[1] (numeric) 8.299781901171004 absolute error 8.943546188830119 relative error 1389.2578945860814% Correct digits -1 h 0.001 y1[1] (analytic) -0.7652238508663664 y1[1] (numeric) -9.641858092678362 absolute error 8.876634241811995 relative error 1160.0049099047426% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.841999999999688 y2[1] (analytic) -0.644529189500328 y2[1] (numeric) 8.305221094813247 absolute error 8.949750284313575 relative error 1388.5717559590869% Correct digits -1 h 0.001 y1[1] (analytic) -0.7645797040741078 y1[1] (numeric) -9.650160594006143 absolute error 8.885580889932037 relative error 1162.1523357976544% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8429999999996878 y2[1] (analytic) -0.6452934468124042 y2[1] (numeric) 8.310662329644462 absolute error 8.955955776456866 relative error 1387.888846647545% Correct digits -1 h 0.001 y1[1] (analytic) -0.7639347927022089 y1[1] (numeric) -9.658468535548385 absolute error 8.894533742846177 relative error 1164.305360590295% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8439999999996877 y2[1] (analytic) -0.6460570588310873 y2[1] (numeric) 8.316105602980084 absolute error 8.96216266181117 relative error 1387.209154254337% Correct digits -1 h 0.001 y1[1] (analytic) -0.7632891173955809 y1[1] (numeric) -9.666781919344935 absolute error 8.903492801949353 relative error 1166.4640041415714% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8449999999996876 y2[1] (analytic) -0.6468200247927655 y2[1] (numeric) 8.321550912127984 absolute error 8.96837093692075 relative error 1386.5326664544937% Correct digits -1 h 0.001 y1[1] (analytic) -0.7626426787998992 y1[1] (numeric) -9.67510074743295 absolute error 8.91245806863305 relative error 1168.628286402456% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8459999999996874 y2[1] (analytic) -0.6475823439344728 y2[1] (numeric) 8.326998254388464 absolute error 8.974580598322937 relative error 1385.8593709946874% Correct digits -1 h 0.001 y1[1] (analytic) -0.7619954775616022 y1[1] (numeric) -9.683425021846894 absolute error 8.921429544285292 relative error 1170.798227416521% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8469999999996873 y2[1] (analytic) -0.64834401549389 y2[1] (numeric) 8.332447627054238 absolute error 8.980791642548128 relative error 1385.1892556927232% Correct digits -1 h 0.001 y1[1] (analytic) -0.7613475143278912 y1[1] (numeric) -9.691754744618528 absolute error 8.930407230290637 relative error 1172.9738473204707% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8479999999996872 y2[1] (analytic) -0.6491050387093459 y2[1] (numeric) 8.337899027410433 absolute error 8.987004066119779 relative error 1384.5223084370402% Correct digits -1 h 0.001 y1[1] (analytic) -0.7606987897467292 y1[1] (numeric) -9.7000899177769 absolute error 8.93939112803017 relative error 1175.1551663446835% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.848999999999687 y2[1] (analytic) -0.649865412819817 y2[1] (numeric) 8.343352452734575 absolute error 8.993217865554392 relative error 1383.8585171862146% Correct digits -1 h 0.001 y1[1] (analytic) -0.7600493044668409 y1[1] (numeric) -9.708430543348339 absolute error 8.948381238881497 relative error 1177.3422048137527% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.849999999999687 y2[1] (analytic) -0.6506251370649296 y2[1] (numeric) 8.348807900296574 absolute error 8.999433037361504 relative error 1383.1978699684637% Correct digits -1 h 0.001 y1[1] (analytic) -0.7593990591377116 y1[1] (numeric) -9.716776623356449 absolute error 8.957377564218737 relative error 1179.5349831470335% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.850999999999687 y2[1] (analytic) -0.6513842106849593 y2[1] (numeric) 8.354265367358723 absolute error 9.005649578043682 relative error 1382.5403548811603% Correct digits -1 h 0.001 y1[1] (analytic) -0.7587480544095863 y1[1] (numeric) -9.725128159822098 absolute error 8.966380105412512 relative error 1181.7335218591932% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.851999999999687 y2[1] (analytic) -0.6521426329208326 y2[1] (numeric) 8.359724851175685 absolute error 9.011867484096516 relative error 1381.8859600903472% Correct digits -1 h 0.001 y1[1] (analytic) -0.7580962909334699 y1[1] (numeric) -9.733485154763418 absolute error 8.975388863829949 relative error 1183.9378415607662% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8529999999996867 y2[1] (analytic) -0.6529004030141273 y2[1] (numeric) 8.365186348994479 absolute error 9.018086752008607 relative error 1381.2346738302556% Correct digits -1 h 0.001 y1[1] (analytic) -0.7574437693611257 y1[1] (numeric) -9.741847610195785 absolute error 8.98440384083466 relative error 1186.1479629587097% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8539999999996866 y2[1] (analytic) -0.6536575202070735 y2[1] (numeric) 8.370649858054477 absolute error 9.02430737826155 relative error 1380.5864844028295% Correct digits -1 h 0.001 y1[1] (analytic) -0.7567904903450752 y1[1] (numeric) -9.750215528131822 absolute error 8.993425037786746 relative error 1188.3639068569687% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8549999999996865 y2[1] (analytic) -0.6544139837425539 y2[1] (numeric) 8.376115375587393 absolute error 9.030529359329947 relative error 1379.9413801772537% Correct digits -1 h 0.001 y1[1] (analytic) -0.7561364545385975 y1[1] (numeric) -9.758588910581386 absolute error 9.00245245604279 relative error 1190.5856941570396% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8559999999996863 y2[1] (analytic) -0.655169792864105 y2[1] (numeric) 8.381582898817266 absolute error 9.036752691681372 relative error 1379.2993495894843% Correct digits -1 h 0.001 y1[1] (analytic) -0.7554816625957282 y1[1] (numeric) -9.766967759551562 absolute error 9.011486096955833 relative error 1192.81334585854% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8569999999996862 y2[1] (analytic) -0.655924946815918 y2[1] (numeric) 8.38705242496046 absolute error 9.042977371776379 relative error 1378.6603811417842% Correct digits -1 h 0.001 y1[1] (analytic) -0.7548261151712593 y1[1] (numeric) -9.775352077046659 absolute error 9.0205259618754 relative error 1195.0468830597854% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.857999999999686 y2[1] (analytic) -0.6566794448428387 y2[1] (numeric) 8.392523951225648 absolute error 9.049203396068487 relative error 1378.0244634022629% Correct digits -1 h 0.001 y1[1] (analytic) -0.7541698129207381 y1[1] (numeric) -9.783741865068192 absolute error 9.029572052147454 relative error 1197.2863269583618% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.858999999999686 y2[1] (analytic) -0.6574332861903693 y2[1] (numeric) 8.397997474813806 absolute error 9.055430761004175 relative error 1377.3915850044202% Correct digits -1 h 0.001 y1[1] (analytic) -0.7535127565004669 y1[1] (numeric) -9.792137125614886 absolute error 9.03862436911442 relative error 1199.5316988517127% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.859999999999686 y2[1] (analytic) -0.6581864701046686 y2[1] (numeric) 8.4034729929182 absolute error 9.061659463022869 relative error 1376.7617346466925% Correct digits -1 h 0.001 y1[1] (analytic) -0.752854946567502 y1[1] (numeric) -9.80053786068266 absolute error 9.047682914115157 relative error 1201.783020137722% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.860999999999686 y2[1] (analytic) -0.6589389958325526 y2[1] (numeric) 8.408950502724378 absolute error 9.067889498556932 relative error 1376.1349010920026% Correct digits -1 h 0.001 y1[1] (analytic) -0.7521963837796533 y1[1] (numeric) -9.808944072264623 absolute error 9.05674768848497 relative error 1204.0403123153053% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8619999999996857 y2[1] (analytic) -0.6596908626214956 y2[1] (numeric) 8.41443000141016 absolute error 9.074120864031656 relative error 1375.5110731673158% Correct digits -1 h 0.001 y1[1] (analytic) -0.7515370687954833 y1[1] (numeric) -9.817355762351069 absolute error 9.065818693555585 relative error 1206.3035969850046% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8629999999996856 y2[1] (analytic) -0.6604420697196309 y2[1] (numeric) 8.419911486145628 absolute error 9.080353555865258 relative error 1374.8902397631975% Correct digits -1 h 0.001 y1[1] (analytic) -0.7508770022743073 y1[1] (numeric) -9.82577293292946 absolute error 9.074895930655153 relative error 1208.5728958495854% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8639999999996855 y2[1] (analytic) -0.6611926163757517 y2[1] (numeric) 8.425394954093116 absolute error 9.086587570468868 relative error 1374.272389833376% Correct digits -1 h 0.001 y1[1] (analytic) -0.7502161848761916 y1[1] (numeric) -9.83419558598443 absolute error 9.08397940110824 relative error 1210.84823071464% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8649999999996854 y2[1] (analytic) -0.6619425018393111 y2[1] (numeric) 8.430880402407201 absolute error 9.092822904246512 relative error 1373.6575123943057% Correct digits -1 h 0.001 y1[1] (analytic) -0.7495546172619535 y1[1] (numeric) -9.842623723497768 absolute error 9.093069106235815 relative error 1213.1296234891952% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8659999999996852 y2[1] (analytic) -0.6626917253604239 y2[1] (numeric) 8.436367828234692 absolute error 9.099059553595115 relative error 1373.0455965247386% Correct digits -1 h 0.001 y1[1] (analytic) -0.7488923000931605 y1[1] (numeric) -9.851057347448416 absolute error 9.102165047355255 relative error 1215.4170961863229% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.866999999999685 y2[1] (analytic) -0.6634402861898665 y2[1] (numeric) 8.441857228714621 absolute error 9.105297514904487 relative error 1372.4366313652965% Correct digits -1 h 0.001 y1[1] (analytic) -0.74822923403213 y1[1] (numeric) -9.859496459812455 absolute error 9.111267225780324 relative error 1217.710670923755% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.867999999999685 y2[1] (analytic) -0.6641881835790783 y2[1] (numeric) 8.447348600978232 absolute error 9.11153678455731 relative error 1371.8306061180463% Correct digits -1 h 0.001 y1[1] (analytic) -0.7475654197419278 y1[1] (numeric) -9.867941062563105 absolute error 9.120375642821177 relative error 1220.0103699245058% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.868999999999685 y2[1] (analytic) -0.6649354167801618 y2[1] (numeric) 8.452841942148975 absolute error 9.117777358929137 relative error 1371.2275100460802% Correct digits -1 h 0.001 y1[1] (analytic) -0.7469008578863681 y1[1] (numeric) -9.876391157670714 absolute error 9.129490299784345 relative error 1222.3162155174932% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.869999999999685 y2[1] (analytic) -0.6656819850458839 y2[1] (numeric) 8.45833724934249 absolute error 9.124019234388374 relative error 1370.6273324730992% Correct digits -1 h 0.001 y1[1] (analytic) -0.7462355491300127 y1[1] (numeric) -9.884846747102745 absolute error 9.138611197972732 relative error 1224.6282301381705% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8709999999996847 y2[1] (analytic) -0.6664278876296764 y2[1] (numeric) 8.463834519666602 absolute error 9.130262407296279 relative error 1370.0300627830002% Correct digits -1 h 0.001 y1[1] (analytic) -0.7455694941381704 y1[1] (numeric) -9.893307832823776 absolute error 9.147738338685606 relative error 1226.9464363291572% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8719999999996846 y2[1] (analytic) -0.6671731237856369 y2[1] (numeric) 8.469333750221306 absolute error 9.136506874006944 relative error 1369.4356904194644% Correct digits -1 h 0.001 y1[1] (analytic) -0.7449026935768961 y1[1] (numeric) -9.901774416795488 absolute error 9.156871723218593 relative error 1229.2708567408788% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8729999999996845 y2[1] (analytic) -0.6679176927685292 y2[1] (numeric) 8.474834938098766 absolute error 9.142752630867296 relative error 1368.8442048855518% Correct digits -1 h 0.001 y1[1] (analytic) -0.7442351481129903 y1[1] (numeric) -9.91024650097666 absolute error 9.16601135286367 relative error 1231.6015141322082% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8739999999996844 y2[1] (analytic) -0.6686615938337843 y2[1] (numeric) 8.480338080383298 absolute error 9.148999674217082 relative error 1368.2555957432987% Correct digits -1 h 0.001 y1[1] (analytic) -0.7435668584139984 y1[1] (numeric) -9.918724087323156 absolute error 9.175157228909157 relative error 1233.938431371113% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8749999999996843 y2[1] (analytic) -0.6694048262375014 y2[1] (numeric) 8.48584317415136 absolute error 9.15524800038886 relative error 1367.6698526133162% Correct digits -1 h 0.001 y1[1] (analytic) -0.7428978251482101 y1[1] (numeric) -9.927207177787922 absolute error 9.184309352639712 relative error 1236.2816314353076% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.875999999999684 y2[1] (analytic) -0.670147389236448 y2[1] (numeric) 8.491350216471542 absolute error 9.16149760570799 relative error 1367.0869651743938% Correct digits -1 h 0.001 y1[1] (analytic) -0.7422280489846586 y1[1] (numeric) -9.935695774320976 absolute error 9.193467725336317 relative error 1238.6311374129086% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.876999999999684 y2[1] (analytic) -0.6708892820880612 y2[1] (numeric) 8.496859204404563 absolute error 9.167748486492624 relative error 1366.506923163107% Correct digits -1 h 0.001 y1[1] (analytic) -0.7415575305931198 y1[1] (numeric) -9.944189878869402 absolute error 9.202632348276282 relative error 1240.9869725030965% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.877999999999684 y2[1] (analytic) -0.6716305040504482 y2[1] (numeric) 8.502370135003252 absolute error 9.1740006390537 relative error 1365.9297163734261% Correct digits -1 h 0.001 y1[1] (analytic) -0.7408862706441123 y1[1] (numeric) -9.95268949337734 absolute error 9.211803222733227 relative error 1243.3491600167813% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.878999999999684 y2[1] (analytic) -0.6723710543823872 y2[1] (numeric) 8.507883005312545 absolute error 9.180254059694931 relative error 1365.3553346563292% Correct digits -1 h 0.001 y1[1] (analytic) -0.7402142698088958 y1[1] (numeric) -9.96119461978598 absolute error 9.220980349977085 relative error 1245.7177233772734% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8799999999996837 y2[1] (analytic) -0.6731109323433279 y2[1] (numeric) 8.513397812369469 absolute error 9.186508744712796 relative error 1364.7837679194183% Correct digits -1 h 0.001 y1[1] (analytic) -0.7395415287594713 y1[1] (numeric) -9.96970526003355 absolute error 9.230163731274079 relative error 1248.0926861209575% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8809999999996836 y2[1] (analytic) -0.6738501371933922 y2[1] (numeric) 8.518914553203137 absolute error 9.19276469039653 relative error 1364.2150061265395% Correct digits -1 h 0.001 y1[1] (analytic) -0.7388680481685796 y1[1] (numeric) -9.978221416055312 absolute error 9.239353367886732 relative error 1250.4740718979754% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8819999999996835 y2[1] (analytic) -0.6745886681933755 y2[1] (numeric) 8.524433224834738 absolute error 9.199021893028114 relative error 1363.6490392974035% Correct digits -1 h 0.001 y1[1] (analytic) -0.7381938287097014 y1[1] (numeric) -9.986743089783555 absolute error 9.248549261073855 relative error 1252.8619044729098% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8829999999996834 y2[1] (analytic) -0.6753265246047468 y2[1] (numeric) 8.52995382427752 absolute error 9.205280348882267 relative error 1363.085857507212% Correct digits -1 h 0.001 y1[1] (analytic) -0.7375188710570559 y1[1] (numeric) -9.995270283147585 absolute error 9.25775141209053 relative error 1255.2562077254743% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8839999999996833 y2[1] (analytic) -0.6760637056896498 y2[1] (numeric) 8.53547634853679 absolute error 9.21154005422644 relative error 1362.5254508862868% Correct digits -1 h 0.001 y1[1] (analytic) -0.7368431758856009 y1[1] (numeric) -10.003802998073716 absolute error 9.266959822188115 relative error 1257.6570056512085% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.884999999999683 y2[1] (analytic) -0.6768002107109035 y2[1] (numeric) 8.541000794609896 absolute error 9.2178010053208 relative error 1361.967809619699% Correct digits -1 h 0.001 y1[1] (analytic) -0.7361667438710313 y1[1] (numeric) -10.012341236485264 absolute error 9.276174492614233 relative error 1260.0643223621796% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.885999999999683 y2[1] (analytic) -0.6775360389320029 y2[1] (numeric) 8.546527159486224 absolute error 9.224063198418227 relative error 1361.412923946906% Correct digits -1 h 0.001 y1[1] (analytic) -0.7354895756897792 y1[1] (numeric) -10.020885000302538 absolute error 9.285395424612759 relative error 1262.4781820876858% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.886999999999683 y2[1] (analytic) -0.6782711896171197 y2[1] (numeric) 8.55205544014718 absolute error 9.2303266297643 relative error 1360.8607841613864% Correct digits -1 h 0.001 y1[1] (analytic) -0.7348116720190129 y1[1] (numeric) -10.029434291442833 absolute error 9.29462261942382 relative error 1264.8986091749678% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.887999999999683 y2[1] (analytic) -0.6790056620311035 y2[1] (numeric) 8.557585633566188 absolute error 9.236591295597291 relative error 1360.3113806102822% Correct digits -1 h 0.001 y1[1] (analytic) -0.7341330335366356 y1[1] (numeric) -10.03798911182042 absolute error 9.303856078283783 relative error 1267.3256280899245% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8889999999996827 y2[1] (analytic) -0.6797394554394818 y2[1] (numeric) 8.563117736708671 absolute error 9.242857192148152 relative error 1359.7647036940402% Correct digits -1 h 0.001 y1[1] (analytic) -0.7334536609212859 y1[1] (numeric) -10.04654946334654 absolute error 9.313095802425254 relative error 1269.7592634178334% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8899999999996826 y2[1] (analytic) -0.6804725691084613 y2[1] (numeric) 8.568651746532051 absolute error 9.249124315640513 relative error 1359.2207438660594% Correct digits -1 h 0.001 y1[1] (analytic) -0.7327735548523365 y1[1] (numeric) -10.055115347929398 absolute error 9.322341793077062 relative error 1272.1995398640765% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8909999999996825 y2[1] (analytic) -0.6812050023049284 y2[1] (numeric) 8.574187659985732 absolute error 9.25539266229066 relative error 1358.6794916323383% Correct digits -1 h 0.001 y1[1] (analytic) -0.7320927160098933 y1[1] (numeric) -10.063686767474149 absolute error 9.331594051464256 relative error 1274.6464822548721% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8919999999996824 y2[1] (analytic) -0.6819367542964501 y2[1] (numeric) 8.579725474011093 absolute error 9.261662228307543 relative error 1358.1409375511287% Correct digits -1 h 0.001 y1[1] (analytic) -0.7314111450747952 y1[1] (numeric) -10.072263723882894 absolute error 9.3408525788081 relative error 1277.100115538011% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8929999999996823 y2[1] (analytic) -0.6826678243512742 y2[1] (numeric) 8.585265185541475 absolute error 9.267933009892749 relative error 1357.6050722325876% Correct digits -1 h 0.001 y1[1] (analytic) -0.7307288427286128 y1[1] (numeric) -10.080846219054674 absolute error 9.350117376326061 relative error 1279.5604647836003% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.893999999999682 y2[1] (analytic) -0.6833982117383308 y2[1] (numeric) 8.590806791502176 absolute error 9.274205003240507 relative error 1357.0718863384361% Correct digits -1 h 0.001 y1[1] (analytic) -0.7300458096536487 y1[1] (numeric) -10.089434254885456 absolute error 9.359388445231806 relative error 1282.0275551848074% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.894999999999682 y2[1] (analytic) -0.6841279157272327 y2[1] (numeric) 8.596350288810436 absolute error 9.280478204537669 relative error 1356.5413705816193% Correct digits -1 h 0.001 y1[1] (analytic) -0.7293620465329358 y1[1] (numeric) -10.098027833268128 absolute error 9.368665786735193 relative error 1284.5014120586177% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.895999999999682 y2[1] (analytic) -0.6848569355882759 y2[1] (numeric) 8.601895674375427 absolute error 9.286752609963703 relative error 1356.0135157259674% Correct digits -1 h 0.001 y1[1] (analytic) -0.728677554050237 y1[1] (numeric) -10.106626956092496 absolute error 9.377949402042258 relative error 1286.9820608465889% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.896999999999682 y2[1] (analytic) -0.6855852705924406 y2[1] (numeric) 8.60744294509825 absolute error 9.29302821569069 relative error 1355.4883125858623% Correct digits -1 h 0.001 y1[1] (analytic) -0.727992332890045 y1[1] (numeric) -10.115231625245265 absolute error 9.38723929235522 relative error 1289.4695271156183% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8979999999996817 y2[1] (analytic) -0.6863129200113918 y2[1] (numeric) 8.612992097871912 absolute error 9.299305017883304 relative error 1354.9657520259052% Correct digits -1 h 0.001 y1[1] (analytic) -0.7273063837375807 y1[1] (numeric) -10.123841842610043 absolute error 9.396535458872462 relative error 1291.96383655871% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8989999999996816 y2[1] (analytic) -0.6870398831174801 y2[1] (numeric) 8.61854312958133 absolute error 9.30558301269881 relative error 1354.4458249605875% Correct digits -1 h 0.001 y1[1] (analytic) -0.7266197072787933 y1[1] (numeric) -10.132457610067322 absolute error 9.405837902788528 relative error 1294.4650149957529% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.8999999999996815 y2[1] (analytic) -0.6877661591837426 y2[1] (numeric) 8.62409603710331 absolute error 9.311862196287054 relative error 1353.9285223539634% Correct digits -1 h 0.001 y1[1] (analytic) -0.7259323042003591 y1[1] (numeric) -10.141078929494476 absolute error 9.415146625294117 relative error 1296.9730883743% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9009999999996814 y2[1] (analytic) -0.6884917474839033 y2[1] (numeric) 8.629650817306546 absolute error 9.318142564790449 relative error 1353.4138352193254% Correct digits -1 h 0.001 y1[1] (analytic) -0.7252441751896813 y1[1] (numeric) -10.149705802765755 absolute error 9.424461627576074 relative error 1299.4880827703562% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9019999999996813 y2[1] (analytic) -0.6892166472923738 y2[1] (numeric) 8.635207467051599 absolute error 9.324424114343973 relative error 1352.9017546188845% Correct digits -1 h 0.001 y1[1] (analytic) -0.7245553209348887 y1[1] (numeric) -10.15833823175227 absolute error 9.433782910817381 relative error 1302.0100243891711% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.902999999999681 y2[1] (analytic) -0.6899408578842544 y2[1] (numeric) 8.640765983190898 absolute error 9.330706841075152 relative error 1352.3922716634484% Correct digits -1 h 0.001 y1[1] (analytic) -0.7238657421248357 y1[1] (numeric) -10.16697621832199 absolute error 9.443110476197154 relative error 1304.5389395660368% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.903999999999681 y2[1] (analytic) -0.6906643785353347 y2[1] (numeric) 8.646326362568722 absolute error 9.336990741104056 relative error 1351.8853775121067% Correct digits -1 h 0.001 y1[1] (analytic) -0.7231754394491007 y1[1] (numeric) -10.175619764339732 absolute error 9.452444324890632 relative error 1307.0748547670946% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.904999999999681 y2[1] (analytic) -0.691387208522094 y2[1] (numeric) 8.651888602021193 absolute error 9.343275810543288 relative error 1351.3810633719172% Correct digits -1 h 0.001 y1[1] (analytic) -0.7224844135979865 y1[1] (numeric) -10.184268871667152 absolute error 9.461784458069166 relative error 1309.617796590143% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.905999999999681 y2[1] (analytic) -0.6921093471217024 y2[1] (numeric) 8.657452698376266 absolute error 9.349562045497969 relative error 1350.8793204975914% Correct digits -1 h 0.001 y1[1] (analytic) -0.7217926652625191 y1[1] (numeric) -10.192923542162742 absolute error 9.471130876900222 relative error 1312.1677917654554% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9069999999996807 y2[1] (analytic) -0.6928307936120214 y2[1] (numeric) 8.663018648453718 absolute error 9.35584944206574 relative error 1350.3801401911887% Correct digits -1 h 0.001 y1[1] (analytic) -0.7211001951344465 y1[1] (numeric) -10.201583777681813 absolute error 9.480483582547366 relative error 1314.7248671566044% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9079999999996806 y2[1] (analytic) -0.6935515472716044 y2[1] (numeric) 8.668586449065138 absolute error 9.362137996336743 relative error 1349.8835138018085% Correct digits -1 h 0.001 y1[1] (analytic) -0.7204070039062387 y1[1] (numeric) -10.210249580076495 absolute error 9.489842576170256 relative error 1317.289049761288% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9089999999996805 y2[1] (analytic) -0.694271607379698 y2[1] (numeric) 8.674156097013917 absolute error 9.368427704393614 relative error 1349.3894327252835% Correct digits -1 h 0.001 y1[1] (analytic) -0.7197130922710872 y1[1] (numeric) -10.218920951195722 absolute error 9.499207858924635 relative error 1319.8603667121652% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9099999999996804 y2[1] (analytic) -0.694990973216242 y2[1] (numeric) 8.679727589095236 absolute error 9.374718562311479 relative error 1348.897888403882% Correct digits -1 h 0.001 y1[1] (analytic) -0.7190184609229033 y1[1] (numeric) -10.227597892885232 absolute error 9.508579431962328 relative error 1322.438845277699% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9109999999996803 y2[1] (analytic) -0.6957096440618709 y2[1] (numeric) 8.685300922096062 absolute error 9.381010566157933 relative error 1348.4088723260045% Correct digits -1 h 0.001 y1[1] (analytic) -0.7183231105563185 y1[1] (numeric) -10.236280406987552 absolute error 9.517957296431234 relative error 1325.0245128630036% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.91199999999968 y2[1] (analytic) -0.6964276191979135 y2[1] (numeric) 8.690876092795127 absolute error 9.387303711993042 relative error 1347.9223760258883% Correct digits -1 h 0.001 y1[1] (analytic) -0.7176270418666829 y1[1] (numeric) -10.24496849534199 absolute error 9.527341453475307 relative error 1327.6173970106952% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.91299999999968 y2[1] (analytic) -0.697144897906395 y2[1] (numeric) 8.696453097962928 absolute error 9.393597995869323 relative error 1347.4383910833114% Correct digits -1 h 0.001 y1[1] (analytic) -0.7169302555500654 y1[1] (numeric) -10.253662159784632 absolute error 9.536731904234566 relative error 1330.2175254017561% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.91399999999968 y2[1] (analytic) -0.6978614794700367 y2[1] (numeric) 8.702031934361713 absolute error 9.39989341383175 relative error 1346.9569091233016% Correct digits -1 h 0.001 y1[1] (analytic) -0.7162327523032519 y1[1] (numeric) -10.262361402148327 absolute error 9.546128649845075 relative error 1332.8249258564006% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.91499999999968 y2[1] (analytic) -0.6985773631722572 y2[1] (numeric) 8.707612598745468 absolute error 9.406189961917725 relative error 1346.4779218158435% Correct digits -1 h 0.001 y1[1] (analytic) -0.7155345328237459 y1[1] (numeric) -10.271066224262684 absolute error 9.555531691438938 relative error 1335.4396263349465% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9159999999996797 y2[1] (analytic) -0.6992925482971726 y2[1] (numeric) 8.713195087859912 absolute error 9.412487636157085 relative error 1346.0014208755929% Correct digits -1 h 0.001 y1[1] (analytic) -0.7148355978097667 y1[1] (numeric) -10.279776627954062 absolute error 9.564941030144295 relative error 1338.0616549386973% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9169999999996796 y2[1] (analytic) -0.700007034129598 y2[1] (numeric) 8.718779398442482 absolute error 9.41878643257208 relative error 1345.5273980615893% Correct digits -1 h 0.001 y1[1] (analytic) -0.7141359479602493 y1[1] (numeric) -10.288492615045561 absolute error 9.574356667085311 relative error 1340.6910399108274% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9179999999996795 y2[1] (analytic) -0.7007208199550476 y2[1] (numeric) 8.724365527222325 absolute error 9.425086347177373 relative error 1345.0558451769718% Correct digits -1 h 0.001 y1[1] (analytic) -0.7134355839748433 y1[1] (numeric) -10.297214187357014 absolute error 9.58377860338217 relative error 1343.3278096372758% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9189999999996794 y2[1] (analytic) -0.7014339050597357 y2[1] (numeric) 8.729953470920288 absolute error 9.431387375980023 relative error 1344.5867540686995% Correct digits -1 h 0.001 y1[1] (analytic) -0.7127345065539129 y1[1] (numeric) -10.305941346704978 absolute error 9.593206840151066 relative error 1345.9719926476455% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9199999999996793 y2[1] (analytic) -0.7021462887305772 y2[1] (numeric) 8.735543226248906 absolute error 9.437689514979482 relative error 1344.12011662727% Correct digits -1 h 0.001 y1[1] (analytic) -0.7120327163985353 y1[1] (numeric) -10.314674094902731 absolute error 9.602641378504195 relative error 1348.6236176161117% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.920999999999679 y2[1] (analytic) -0.7028579702551884 y2[1] (numeric) 8.741134789912394 absolute error 9.443992760167582 relative error 1343.6559247864443% Correct digits -1 h 0.001 y1[1] (analytic) -0.7113302142105007 y1[1] (numeric) -10.323412433760256 absolute error 9.612082219549755 relative error 1351.2827133623339% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.921999999999679 y2[1] (analytic) -0.7035689489218879 y2[1] (numeric) 8.746728158606636 absolute error 9.450297107528524 relative error 1343.194170522969% Correct digits -1 h 0.001 y1[1] (analytic) -0.7106270006923111 y1[1] (numeric) -10.332156365084234 absolute error 9.621529364391924 relative error 1353.949308852377% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.922999999999679 y2[1] (analytic) -0.7042792240196972 y2[1] (numeric) 8.752323329019172 absolute error 9.456602553038868 relative error 1342.7348458563058% Correct digits -1 h 0.001 y1[1] (analytic) -0.70992307654718 y1[1] (numeric) -10.340905890678043 absolute error 9.630982814130864 relative error 1356.6234331996402% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.923999999999679 y2[1] (analytic) -0.7049887948383411 y2[1] (numeric) 8.757920297829191 absolute error 9.462909092667532 relative error 1342.2779428483605% Correct digits -1 h 0.001 y1[1] (analytic) -0.7092184424790315 y1[1] (numeric) -10.34966101234174 absolute error 9.640442569862708 relative error 1359.3051156657891% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9249999999996787 y2[1] (analytic) -0.705697660668249 y2[1] (numeric) 8.76351906170752 absolute error 9.46921672237577 relative error 1341.8234536032112% Correct digits -1 h 0.001 y1[1] (analytic) -0.7085130991924997 y1[1] (numeric) -10.358421731872058 absolute error 9.649908632679558 relative error 1361.9943856617% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9259999999996786 y2[1] (analytic) -0.7064058208005549 y2[1] (numeric) 8.769119617316612 absolute error 9.475525438117167 relative error 1341.3713702668463% Correct digits -1 h 0.001 y1[1] (analytic) -0.7078070473929278 y1[1] (numeric) -10.3671880510624 absolute error 9.659381003669472 relative error 1364.6912727484078% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9269999999996785 y2[1] (analytic) -0.707113274527099 y2[1] (numeric) 8.77472196131054 absolute error 9.48183523583764 relative error 1340.9216850268963% Correct digits -1 h 0.001 y1[1] (analytic) -0.7071002877863674 y1[1] (numeric) -10.375959971702821 absolute error 9.668859683916454 relative error 1367.3958066380617% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9279999999996784 y2[1] (analytic) -0.7078200211404274 y2[1] (numeric) 8.78032609033498 absolute error 9.488146111475407 relative error 1340.474390112372% Correct digits -1 h 0.001 y1[1] (analytic) -0.7063928210795781 y1[1] (numeric) -10.384737495580032 absolute error 9.678344674500453 relative error 1370.1080171948897% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9289999999996783 y2[1] (analytic) -0.7085260599337937 y2[1] (numeric) 8.785932001027202 absolute error 9.494458060960996 relative error 1340.029477793404% Correct digits -1 h 0.001 y1[1] (analytic) -0.7056846479800266 y1[1] (numeric) -10.39352062447738 absolute error 9.687835976497354 relative error 1372.8279344361695% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.929999999999678 y2[1] (analytic) -0.7092313902011591 y2[1] (numeric) 8.79153969001607 absolute error 9.500771080217229 relative error 1339.5869403809845% Correct digits -1 h 0.001 y1[1] (analytic) -0.704975769195886 y1[1] (numeric) -10.40230936017485 absolute error 9.697333590978964 relative error 1375.5555885332058% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.930999999999678 y2[1] (analytic) -0.7099360112371934 y2[1] (numeric) 8.797149153922014 absolute error 9.507085165159207 relative error 1339.1467702267098% Correct digits -1 h 0.001 y1[1] (analytic) -0.7042661854360349 y1[1] (numeric) -10.41110370444905 absolute error 9.706837519013016 relative error 1378.2910098123177% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.931999999999678 y2[1] (analytic) -0.7106399223372757 y2[1] (numeric) 8.802760389357035 absolute error 9.51340031169431 relative error 1338.708959722526% Correct digits -1 h 0.001 y1[1] (analytic) -0.7035558974100571 y1[1] (numeric) -10.419903659073205 absolute error 9.716347761663148 relative error 1381.034228755831% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.932999999999678 y2[1] (analytic) -0.7113431227974948 y2[1] (numeric) 8.808373392924686 absolute error 9.51971651572218 relative error 1338.2735013004763% Correct digits -1 h 0.001 y1[1] (analytic) -0.7028449058282406 y1[1] (numeric) -10.428709225817142 absolute error 9.725864319988903 relative error 1383.7852760030794% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9339999999996778 y2[1] (analytic) -0.7120456119146503 y2[1] (numeric) 8.813988161220065 absolute error 9.526033773134715 relative error 1337.84038743245% Correct digits -1 h 0.001 y1[1] (analytic) -0.7021332114015767 y1[1] (numeric) -10.437520406447296 absolute error 9.73538719504572 relative error 1386.5441823514145% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9349999999996776 y2[1] (analytic) -0.7127473889862533 y2[1] (numeric) 8.819604690829802 absolute error 9.532352079816055 relative error 1337.4096106299316% Correct digits -1 h 0.001 y1[1] (analytic) -0.7014208148417599 y1[1] (numeric) -10.446337202726687 absolute error 9.744916387884928 relative error 1389.3109787572207% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9359999999996775 y2[1] (analytic) -0.7134484533105268 y2[1] (numeric) 8.825222978332054 absolute error 9.53867143164258 relative error 1336.9811634437583% Correct digits -1 h 0.001 y1[1] (analytic) -0.7007077168611867 y1[1] (numeric) -10.45515961641492 absolute error 9.754451899553732 relative error 1392.085696336941% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9369999999996774 y2[1] (analytic) -0.7141488041864064 y2[1] (numeric) 8.830843020296486 absolute error 9.544991824482892 relative error 1336.5550384638702% Correct digits -1 h 0.001 y1[1] (analytic) -0.6999939181729551 y1[1] (numeric) -10.463987649268171 absolute error 9.763993731095216 relative error 1394.8683663681088% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9379999999996773 y2[1] (analytic) -0.7148484409135413 y2[1] (numeric) 8.83646481328427 absolute error 9.551313254197812 relative error 1336.131228319069% Correct digits -1 h 0.001 y1[1] (analytic) -0.6992794194908637 y1[1] (numeric) -10.472821303039186 absolute error 9.773541883548322 relative error 1397.6590202903885% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.938999999999677 y2[1] (analytic) -0.7155473627922948 y2[1] (numeric) 8.842088353848064 absolute error 9.557635716640359 relative error 1335.709725676775% Correct digits -1 h 0.001 y1[1] (analytic) -0.698564221529411 y1[1] (numeric) -10.481660579477266 absolute error 9.783096357947855 relative error 1400.4576897066243% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.939999999999677 y2[1] (analytic) -0.7162455691237452 y2[1] (numeric) 8.847713638532014 absolute error 9.563959207655758 relative error 1335.2905232427904% Correct digits -1 h 0.001 y1[1] (analytic) -0.697848325003795 y1[1] (numeric) -10.490505480328256 absolute error 9.792657155324461 relative error 1403.2644063838952% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.940999999999677 y2[1] (analytic) -0.7169430592096862 y2[1] (numeric) 8.853340663871734 absolute error 9.57028372308142 relative error 1334.873613761058% Correct digits -1 h 0.001 y1[1] (analytic) -0.6971317306299122 y1[1] (numeric) -10.499356007334548 absolute error 9.802224276704635 relative error 1406.0792022545827% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.941999999999677 y2[1] (analytic) -0.7176398323526276 y2[1] (numeric) 8.858969426394296 absolute error 9.576609258746924 relative error 1334.4589900134267% Correct digits -1 h 0.001 y1[1] (analytic) -0.6964144391243569 y1[1] (numeric) -10.508212162235061 absolute error 9.811797723110704 relative error 1408.9021094174411% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9429999999996768 y2[1] (analytic) -0.7183358878557966 y2[1] (numeric) 8.864599922618227 absolute error 9.582935810474023 relative error 1334.0466448194168% Correct digits -1 h 0.001 y1[1] (analytic) -0.6956964512044204 y1[1] (numeric) -10.517073946765239 absolute error 9.821377495560817 relative error 1411.7331601386807% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9439999999996767 y2[1] (analytic) -0.7190312250231375 y2[1] (numeric) 8.87023214905349 absolute error 9.589263374076626 relative error 1333.6365710359876% Correct digits -1 h 0.001 y1[1] (analytic) -0.6949777675880907 y1[1] (numeric) -10.525941362657036 absolute error 9.830963595068946 relative error 1414.572386853057% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9449999999996765 y2[1] (analytic) -0.7197258431593133 y2[1] (numeric) 8.875866102201476 absolute error 9.59559194536079 relative error 1333.2287615573057% Correct digits -1 h 0.001 y1[1] (analytic) -0.6942583889940513 y1[1] (numeric) -10.534814411638918 absolute error 9.840556022644867 relative error 1417.4198221649697% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9459999999996764 y2[1] (analytic) -0.720419741569706 y2[1] (numeric) 8.881501778554998 absolute error 9.601921520124705 relative error 1332.823209314517% Correct digits -1 h 0.001 y1[1] (analytic) -0.6935383161416808 y1[1] (numeric) -10.543693095435842 absolute error 9.850154779294162 relative error 1420.2754988495694% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9469999999996763 y2[1] (analytic) -0.7211129195604171 y2[1] (numeric) 8.887139174598275 absolute error 9.608252094158692 relative error 1332.4199072755182% Correct digits -1 h 0.001 y1[1] (analytic) -0.6928175497510519 y1[1] (numeric) -10.552577415769257 absolute error 9.859759866018205 relative error 1423.1394498538732% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.947999999999676 y2[1] (analytic) -0.7218053764382688 y2[1] (numeric) 8.892778286806921 absolute error 9.61458366324519 relative error 1332.018848444732% Correct digits -1 h 0.001 y1[1] (analytic) -0.6920960905429311 y1[1] (numeric) -10.561467374357093 absolute error 9.869371283814163 relative error 1426.01170829789% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.948999999999676 y2[1] (analytic) -0.7224971115108042 y2[1] (numeric) 8.898419111647941 absolute error 9.620916223158746 relative error 1331.620025862882% Correct digits -1 h 0.001 y1[1] (analytic) -0.6913739392387773 y1[1] (numeric) -10.570362972913749 absolute error 9.878989033674971 relative error 1428.8923074757524% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.949999999999676 y2[1] (analytic) -0.7231881240862882 y2[1] (numeric) 8.904061645579715 absolute error 9.627249769666003 relative error 1331.2234326067714% Correct digits -1 h 0.001 y1[1] (analytic) -0.690651096560742 y1[1] (numeric) -10.579264213150086 absolute error 9.888613116589344 relative error 1431.7812808568606% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.950999999999676 y2[1] (analytic) -0.7238784134737085 y2[1] (numeric) 8.909705885051986 absolute error 9.633584298525694 relative error 1330.829061789061% Correct digits -1 h 0.001 y1[1] (analytic) -0.6899275632316676 y1[1] (numeric) -10.588171096773422 absolute error 9.898243533541754 relative error 1434.6786620870325% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9519999999996758 y2[1] (analytic) -0.7245679789827756 y2[1] (numeric) 8.915351826505857 absolute error 9.639919805488633 relative error 1330.4369065580518% Correct digits -1 h 0.001 y1[1] (analytic) -0.6892033399750875 y1[1] (numeric) -10.597083625487517 absolute error 9.90788028551243 relative error 1437.5844849896646% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9529999999996757 y2[1] (analytic) -0.7252568199239241 y2[1] (numeric) 8.92099946637377 absolute error 9.646256286297694 relative error 1330.0469600974643% Correct digits -1 h 0.001 y1[1] (analytic) -0.6884784275152249 y1[1] (numeric) -10.606001800992571 absolute error 9.917523373477346 relative error 1440.4987835669015% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9539999999996756 y2[1] (analytic) -0.7259449356083131 y2[1] (numeric) 8.926648801079505 absolute error 9.652593736687818 relative error 1329.6592156262275% Correct digits -1 h 0.001 y1[1] (analytic) -0.6877528265769921 y1[1] (numeric) -10.61492562498521 absolute error 9.927172798408218 relative error 1443.4215920008141% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9549999999996754 y2[1] (analytic) -0.726632325347827 y2[1] (numeric) 8.932299827038165 absolute error 9.658932152385992 relative error 1329.2736663982598% Correct digits -1 h 0.001 y1[1] (analytic) -0.6870265378859901 y1[1] (numeric) -10.623855099158481 absolute error 9.936828561272492 relative error 1446.3529446545888% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9559999999996753 y2[1] (analytic) -0.727318988455076 y2[1] (numeric) 8.937952540656163 absolute error 9.665271529111239 relative error 1328.8903057022592% Correct digits -1 h 0.001 y1[1] (analytic) -0.6862995621685074 y1[1] (numeric) -10.63279022520184 absolute error 9.946490663033332 relative error 1449.2928760737234% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.956999999999675 y2[1] (analytic) -0.7280049242433974 y2[1] (numeric) 8.943606938331216 absolute error 9.671611862574613 relative error 1328.5091268614904% Correct digits -1 h 0.001 y1[1] (analytic) -0.6855719001515197 y1[1] (numeric) -10.641731004801144 absolute error 9.956159104649625 relative error 1452.241420987236% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.957999999999675 y2[1] (analytic) -0.728690132026855 y2[1] (numeric) 8.949263016452333 absolute error 9.677953148479189 relative error 1328.1301232335777% Correct digits -1 h 0.001 y1[1] (analytic) -0.684843552562689 y1[1] (numeric) -10.650677439638649 absolute error 9.96583388707596 relative error 1455.1986143088805% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.958999999999675 y2[1] (analytic) -0.7293746111202414 y2[1] (numeric) 8.954920771399802 absolute error 9.684295382520043 relative error 1327.753288210293% Correct digits -1 h 0.001 y1[1] (analytic) -0.6841145201303629 y1[1] (numeric) -10.65962953139299 absolute error 9.975515011262628 relative error 1458.164491138373% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.959999999999675 y2[1] (analytic) -0.7300583608390774 y2[1] (numeric) 8.960580199545182 absolute error 9.69063856038426 relative error 1327.3786152173543% Correct digits -1 h 0.001 y1[1] (analytic) -0.6833848035835736 y1[1] (numeric) -10.668587281739182 absolute error 9.985202478155609 relative error 1461.1390867626285% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.960999999999675 y2[1] (analytic) -0.7307413804996135 y2[1] (numeric) 8.966241297251294 absolute error 9.696982677750908 relative error 1327.0060977142155% Correct digits -1 h 0.001 y1[1] (analytic) -0.6826544036520377 y1[1] (numeric) -10.677550692348602 absolute error 9.994896288696564 relative error 1464.1224366570054% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9619999999996747 y2[1] (analytic) -0.7314236694188299 y2[1] (numeric) 8.971904060872204 absolute error 9.703327730291033 relative error 1326.635729193867% Correct digits -1 h 0.001 y1[1] (analytic) -0.6819233210661549 y1[1] (numeric) -10.68651976488899 absolute error 10.004596443822836 relative error 1467.1145764865648% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9629999999996746 y2[1] (analytic) -0.7321052269144378 y2[1] (numeric) 8.977568486753217 absolute error 9.709673713667655 relative error 1326.2675031826318% Correct digits -1 h 0.001 y1[1] (analytic) -0.681191556557008 y1[1] (numeric) -10.695494501024434 absolute error 10.014302944467426 relative error 1470.115542107331% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9639999999996745 y2[1] (analytic) -0.7327860523048799 y2[1] (numeric) 8.983234571230868 absolute error 9.716020623535748 relative error 1325.9014132399643% Correct digits -1 h 0.001 y1[1] (analytic) -0.6804591108563613 y1[1] (numeric) -10.704474902415363 absolute error 10.024015791559002 relative error 1473.1253695675741% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9649999999996743 y2[1] (analytic) -0.7334661449093307 y2[1] (numeric) 8.988902310632906 absolute error 9.722368455542236 relative error 1325.5374529582537% Correct digits -1 h 0.001 y1[1] (analytic) -0.6797259846966605 y1[1] (numeric) -10.713460970718538 absolute error 10.033734986021878 relative error 1476.1440951090913% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9659999999996742 y2[1] (analytic) -0.7341455040476977 y2[1] (numeric) 8.994571701278288 absolute error 9.728717205325985 relative error 1325.1756159626234% Correct digits -1 h 0.001 y1[1] (analytic) -0.6789921788110315 y1[1] (numeric) -10.722452707587044 absolute error 10.043460528776013 relative error 1479.1717551685058% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.966999999999674 y2[1] (analytic) -0.7348241290406219 y2[1] (numeric) 9.000242739477164 absolute error 9.735066868517785 relative error 1324.815895910737% Correct digits -1 h 0.001 y1[1] (analytic) -0.6782576939332804 y1[1] (numeric) -10.73145011467028 absolute error 10.053192420736998 relative error 1482.2083863785733% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.967999999999674 y2[1] (analytic) -0.7355020192094783 y2[1] (numeric) 9.005915421530872 absolute error 9.741417440740351 relative error 1324.4582864926028% Correct digits -1 h 0.001 y1[1] (analytic) -0.6775225307978918 y1[1] (numeric) -10.74045319361395 absolute error 10.062930662816058 relative error 1485.2540255695021% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.968999999999674 y2[1] (analytic) -0.7361791738763768 y2[1] (numeric) 9.011589743731923 absolute error 9.7477689176083 relative error 1324.1027814303802% Correct digits -1 h 0.001 y1[1] (analytic) -0.6767866901400289 y1[1] (numeric) -10.749461946060057 absolute error 10.072675255920029 relative error 1488.3087097702771% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.969999999999674 y2[1] (analytic) -0.7368555923641626 y2[1] (numeric) 9.01726570236399 absolute error 9.754121294728153 relative error 1323.7493744781884% Correct digits -1 h 0.001 y1[1] (analytic) -0.6760501726955322 y1[1] (numeric) -10.758476373646891 absolute error 10.082426200951359 relative error 1491.3724762100026% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9709999999996737 y2[1] (analytic) -0.7375312739964176 y2[1] (numeric) 9.022943293701896 absolute error 9.760474567698314 relative error 1323.3980594219145% Correct digits -1 h 0.001 y1[1] (analytic) -0.6753129792009193 y1[1] (numeric) -10.76749647800902 absolute error 10.092183498808101 relative error 1494.4453623192503% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9719999999996736 y2[1] (analytic) -0.73820621809746 y2[1] (numeric) 9.028622514011614 absolute error 9.766828732109074 relative error 1323.0488300790269% Correct digits -1 h 0.001 y1[1] (analytic) -0.6745751103933834 y1[1] (numeric) -10.776522260777286 absolute error 10.101947150383902 relative error 1497.527405731421% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9729999999996735 y2[1] (analytic) -0.7388804239923459 y2[1] (numeric) 9.03430335955024 absolute error 9.773183783542585 relative error 1322.7016802983842% Correct digits -1 h 0.001 y1[1] (analytic) -0.6738365670107932 y1[1] (numeric) -10.785553723578788 absolute error 10.111717156567995 relative error 1500.6186442841163% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9739999999996733 y2[1] (analytic) -0.7395538910068693 y2[1] (numeric) 9.039985826565992 absolute error 9.779539717572861 relative error 1322.356603960052% Correct digits -1 h 0.001 y1[1] (analytic) -0.6730973497916922 y1[1] (numeric) -10.79459086803688 absolute error 10.121493518245186 relative error 1503.7191160205207% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9749999999996732 y2[1] (analytic) -0.7402266184675633 y2[1] (numeric) 9.0456699112982 absolute error 9.785896529765763 relative error 1322.013594975115% Correct digits -1 h 0.001 y1[1] (analytic) -0.6723574594752976 y1[1] (numeric) -10.803633695771158 absolute error 10.13127623629586 relative error 1506.8288591907983% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.975999999999673 y2[1] (analytic) -0.7408986057017006 y2[1] (numeric) 9.05135560997729 absolute error 9.79225421567899 relative error 1321.6726472854953% Correct digits -1 h 0.001 y1[1] (analytic) -0.6716168968014995 y1[1] (numeric) -10.812682208397456 absolute error 10.141065311595957 relative error 1509.9479122534958% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.976999999999673 y2[1] (analytic) -0.7415698520372939 y2[1] (numeric) 9.057042918824775 absolute error 9.79861277086207 relative error 1321.333754863769% Correct digits -1 h 0.001 y1[1] (analytic) -0.6708756625108605 y1[1] (numeric) -10.821736407527835 absolute error 10.150860745016974 relative error 1513.0763138769619% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.977999999999673 y2[1] (analytic) -0.742240356803097 y2[1] (numeric) 9.06273183405325 absolute error 9.804972190856347 relative error 1320.9969117129845% Correct digits -1 h 0.001 y1[1] (analytic) -0.670133757344615 y1[1] (numeric) -10.830796294770566 absolute error 10.160662537425951 relative error 1516.214102940773% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.978999999999673 y2[1] (analytic) -0.7429101193286051 y2[1] (numeric) 9.068422351866372 absolute error 9.811332471194978 relative error 1320.6621118664848% Correct digits -1 h 0.001 y1[1] (analytic) -0.669391182044668 y1[1] (numeric) -10.839861871730136 absolute error 10.170470689685468 relative error 1519.3613185371778% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9799999999996727 y2[1] (analytic) -0.7435791389440558 y2[1] (numeric) 9.074114468458854 absolute error 9.817693607402909 relative error 1320.329349387726% Correct digits -1 h 0.001 y1[1] (analytic) -0.6686479373535946 y1[1] (numeric) -10.848933140007226 absolute error 10.180285202653632 relative error 1522.5179999725462% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9809999999996726 y2[1] (analytic) -0.7442474149804295 y2[1] (numeric) 9.079808180016453 absolute error 9.824055594996883 relative error 1319.9986183701042% Correct digits -1 h 0.001 y1[1] (analytic) -0.6679040240146397 y1[1] (numeric) -10.858010101198708 absolute error 10.190106077184069 relative error 1525.6841867688333% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9819999999996725 y2[1] (analytic) -0.7449149467694502 y2[1] (numeric) 9.085503482715962 absolute error 9.830418429485412 relative error 1319.6699129367728% Correct digits -1 h 0.001 y1[1] (analytic) -0.6671594427717165 y1[1] (numeric) -10.86709275689764 absolute error 10.199933314125923 relative error 1528.8599186650586% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9829999999996724 y2[1] (analytic) -0.7455817336435863 y2[1] (numeric) 9.091200372725195 absolute error 9.836782106368782 relative error 1319.3432272404762% Correct digits -1 h 0.001 y1[1] (analytic) -0.666414194369406 y1[1] (numeric) -10.876181108693244 absolute error 10.209766914323838 relative error 1532.0452356187918% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9839999999996722 y2[1] (analytic) -0.7462477749360509 y2[1] (numeric) 9.09689884620298 absolute error 9.84314662113903 relative error 1319.018555463369% Correct digits -1 h 0.001 y1[1] (analytic) -0.6656682795529566 y1[1] (numeric) -10.885275158170913 absolute error 10.219606878617956 relative error 1535.240177807653% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.984999999999672 y2[1] (analytic) -0.7469130699808026 y2[1] (numeric) 9.10259889929914 absolute error 9.849511969279943 relative error 1318.695891816848% Correct digits -1 h 0.001 y1[1] (analytic) -0.6649216990682832 y1[1] (numeric) -10.894374906912189 absolute error 10.229453207843905 relative error 1538.4447856308275% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.985999999999672 y2[1] (analytic) -0.7475776181125467 y2[1] (numeric) 9.108300528154498 absolute error 9.855878146267045 relative error 1318.37523054138% Correct digits -1 h 0.001 y1[1] (analytic) -0.6641744536619661 y1[1] (numeric) -10.903480356494763 absolute error 10.239305902832797 relative error 1541.65909971059% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.986999999999672 y2[1] (analytic) -0.748241418666735 y2[1] (numeric) 9.114003728900848 absolute error 9.862245147567583 relative error 1318.0565659063313% Correct digits -1 h 0.001 y1[1] (analytic) -0.6634265440812508 y1[1] (numeric) -10.912591508492461 absolute error 10.24916496441121 relative error 1544.8831608938428% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.987999999999672 y2[1] (analytic) -0.7489044709795669 y2[1] (numeric) 9.119708497660955 absolute error 9.868612968640523 relative error 1317.7398922098007% Correct digits -1 h 0.001 y1[1] (analytic) -0.6626779710740467 y1[1] (numeric) -10.921708364475236 absolute error 10.25903039340119 relative error 1548.1170102536666% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9889999999996717 y2[1] (analytic) -0.7495667743879902 y2[1] (numeric) 9.125414830548545 absolute error 9.874981604936535 relative error 1317.42520377845% Correct digits -1 h 0.001 y1[1] (analytic) -0.6619287353889267 y1[1] (numeric) -10.93083092600916 absolute error 10.268902190620233 relative error 1551.3606890908848% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9899999999996716 y2[1] (analytic) -0.7502283282297016 y2[1] (numeric) 9.131122723668284 absolute error 9.881351051897985 relative error 1317.1124949673397% Correct digits -1 h 0.001 y1[1] (analytic) -0.6611788377751264 y1[1] (numeric) -10.939959194656412 absolute error 10.278780356881285 relative error 1554.614238935639% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9909999999996715 y2[1] (analytic) -0.7508891318431474 y2[1] (numeric) 9.13683217311578 absolute error 9.887721304958927 relative error 1316.8017601597626% Correct digits -1 h 0.001 y1[1] (analytic) -0.6604282789825435 y1[1] (numeric) -10.949093171975273 absolute error 10.28866489299273 relative error 1557.877701548979% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9919999999996714 y2[1] (analytic) -0.7515491845675238 y2[1] (numeric) 9.142543174977561 absolute error 9.894092359545086 relative error 1316.4929937670818% Correct digits -1 h 0.001 y1[1] (analytic) -0.6596770597617367 y1[1] (numeric) -10.958232859520114 absolute error 10.298555799758377 relative error 1561.151118924467% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9929999999996713 y2[1] (analytic) -0.7522084857427784 y2[1] (numeric) 9.148255725331072 absolute error 9.900464211073851 relative error 1316.1861902285646% Correct digits -1 h 0.001 y1[1] (analytic) -0.658925180863925 y1[1] (numeric) -10.967378258841391 absolute error 10.308453077977466 relative error 1564.4345332897926% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.993999999999671 y2[1] (analytic) -0.7528670347096099 y2[1] (numeric) 9.153969820244662 absolute error 9.906836854954271 relative error 1315.881344011225% Correct digits -1 h 0.001 y1[1] (analytic) -0.6581726430409874 y1[1] (numeric) -10.97652937148563 absolute error 10.318356728444641 relative error 1567.7279871084022% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.994999999999671 y2[1] (analytic) -0.7535248308094694 y2[1] (numeric) 9.159685455777565 absolute error 9.913210286587034 relative error 1315.5784496096603% Correct digits -1 h 0.001 y1[1] (analytic) -0.6574194470454616 y1[1] (numeric) -10.98568619899542 absolute error 10.32826675194996 relative error 1571.0315230811452% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.995999999999671 y2[1] (analytic) -0.7541818733845609 y2[1] (numeric) 9.165402627979903 absolute error 9.919584501364463 relative error 1315.277501545893% Correct digits -1 h 0.001 y1[1] (analytic) -0.6566655936305436 y1[1] (numeric) -10.994848742909408 absolute error 10.338183149278864 relative error 1574.3451841479277% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.996999999999671 y2[1] (analytic) -0.7548381617778418 y2[1] (numeric) 9.171121332892666 absolute error 9.925959494670508 relative error 1314.978494369213% Correct digits -1 h 0.001 y1[1] (analytic) -0.6559110835500866 y1[1] (numeric) -11.004017004762284 absolute error 10.348105921212197 relative error 1577.6690134893865% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9979999999996707 y2[1] (analytic) -0.7554936953330239 y2[1] (numeric) 9.1768415665477 absolute error 9.932335261880725 relative error 1314.6814226560186% Correct digits -1 h 0.001 y1[1] (analytic) -0.6551559175586008 y1[1] (numeric) -11.013190986084775 absolute error 10.358035068526174 relative error 1581.0030545285722% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9989999999996706 y2[1] (analytic) -0.7561484733945736 y2[1] (numeric) 9.182563324967704 absolute error 9.938711798362277 relative error 1314.386281009663% Correct digits -1 h 0.001 y1[1] (analytic) -0.654400096411252 y1[1] (numeric) -11.022370688403635 absolute error 10.367970591992384 relative error 1584.347350932651% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 3.9999999999996705 y2[1] (analytic) -0.7568024953077128 y2[1] (numeric) 9.18828660416621 absolute error 9.945089099473924 relative error 1314.093064060299% Correct digits -1 h 0.001 y1[1] (analytic) -0.6536436208638613 y1[1] (numeric) -11.031556113241637 absolute error 10.377912492377776 relative error 1587.7019466146146% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.000999999999671 y2[1] (analytic) -0.7574557604184202 y2[1] (numeric) 9.194011400147577 absolute error 9.951467160565997 relative error 1313.8017664647218% Correct digits -1 h 0.001 y1[1] (analytic) -0.6528864916729039 y1[1] (numeric) -11.040747262117561 absolute error 10.387860770444657 relative error 1591.0668857350129% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.001999999999671 y2[1] (analytic) -0.7581082680734302 y2[1] (numeric) 9.19973770890698 absolute error 9.95784597698041 relative error 1313.512382906223% Correct digits -1 h 0.001 y1[1] (analytic) -0.6521287095955092 y1[1] (numeric) -11.049944136546191 absolute error 10.397815426950682 relative error 1594.442212703694% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0029999999996715 y2[1] (analytic) -0.7587600176202355 y2[1] (numeric) 9.205465526430396 absolute error 9.964225544050631 relative error 1313.2249080944316% Correct digits -1 h 0.001 y1[1] (analytic) -0.6513702753894592 y1[1] (numeric) -11.059146738038297 absolute error 10.407776462648838 relative error 1597.8279721815597% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.003999999999672 y2[1] (analytic) -0.7594110084070862 y2[1] (numeric) 9.211194848694596 absolute error 9.970605857101683 relative error 1312.9393367651694% Correct digits -1 h 0.001 y1[1] (analytic) -0.6506111898131882 y1[1] (numeric) -11.068355068100633 absolute error 10.417743878287444 relative error 1601.2242090823431% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.004999999999672 y2[1] (analytic) -0.7600612397829919 y2[1] (numeric) 9.216925671667134 absolute error 9.976986911450126 relative error 1312.655663680297% Correct digits -1 h 0.001 y1[1] (analytic) -0.6498514536257816 y1[1] (numeric) -11.077569128235924 absolute error 10.427717674610141 relative error 1604.6309685743915% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0059999999996725 y2[1] (analytic) -0.760710711097721 y2[1] (numeric) 9.222657991306331 absolute error 9.983368702404052 relative error 1312.3738836275681% Correct digits -1 h 0.001 y1[1] (analytic) -0.6490910675869754 y1[1] (numeric) -11.086788919942856 absolute error 10.437697852355882 relative error 1608.0482960824716% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.006999999999673 y2[1] (analytic) -0.7613594217018026 y2[1] (numeric) 9.228391803561271 absolute error 9.989751225263074 relative error 1312.093991420481% Correct digits -1 h 0.001 y1[1] (analytic) -0.6483300324571558 y1[1] (numeric) -11.096014444716074 absolute error 10.447684412258917 relative error 1611.4762372895848% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.007999999999673 y2[1] (analytic) -0.7620073709465258 y2[1] (numeric) 9.234127104371785 absolute error 9.99613447531831 relative error 1311.8159818981323% Correct digits -1 h 0.001 y1[1] (analytic) -0.6475683489973578 y1[1] (numeric) -11.105245704046164 absolute error 10.457677355048805 relative error 1614.9148381388036% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0089999999996735 y2[1] (analytic) -0.7626545581839417 y2[1] (numeric) 9.239863889668442 absolute error 10.002518447852383 relative error 1311.5398499250712% Correct digits -1 h 0.001 y1[1] (analytic) -0.6468060179692647 y1[1] (numeric) -11.114482699419646 absolute error 10.467676681450381 relative error 1618.3641448351198% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.009999999999674 y2[1] (analytic) -0.7633009827668628 y2[1] (numeric) 9.245602155372536 absolute error 10.008903138139399 relative error 1311.265590391156% Correct digits -1 h 0.001 y1[1] (analytic) -0.6460430401352075 y1[1] (numeric) -11.12372543231897 absolute error 10.477682392183763 relative error 1621.8242038473063% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.010999999999674 y2[1] (analytic) -0.7639466440488648 y2[1] (numeric) 9.251341897396077 absolute error 10.015288541444942 relative error 1310.993198211409% Correct digits -1 h 0.001 y1[1] (analytic) -0.6452794162581641 y1[1] (numeric) -11.1329739042225 absolute error 10.487694487964335 relative error 1625.295061909802% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0119999999996745 y2[1] (analytic) -0.7645915413842864 y2[1] (numeric) 9.257083111641782 absolute error 10.021674653026068 relative error 1310.7226683258766% Correct digits -1 h 0.001 y1[1] (analytic) -0.6445151471017582 y1[1] (numeric) -11.142228116604503 absolute error 10.497712969502745 relative error 1628.7767660246054% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.012999999999675 y2[1] (analytic) -0.7652356741282303 y2[1] (numeric) 9.262825794003057 absolute error 10.028061468131288 relative error 1310.4539956994854% Correct digits -1 h 0.001 y1[1] (analytic) -0.6437502334302588 y1[1] (numeric) -11.151488070935153 absolute error 10.507737837504894 relative error 1632.2693634631914% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.013999999999675 y2[1] (analytic) -0.765879041636564 y2[1] (numeric) 9.26856994036399 absolute error 10.034448982000555 relative error 1310.1871753219025% Correct digits -1 h 0.001 y1[1] (analytic) -0.6429846760085798 y1[1] (numeric) -11.16075376868051 absolute error 10.51776909267193 relative error 1635.7729017684374% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0149999999996755 y2[1] (analytic) -0.7665216432659198 y2[1] (numeric) 9.274315546599345 absolute error 10.040837189865265 relative error 1309.922202207397% Correct digits -1 h 0.001 y1[1] (analytic) -0.6422184756022783 y1[1] (numeric) -11.170025211302507 absolute error 10.527806735700228 relative error 1639.28742875657% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.015999999999676 y2[1] (analytic) -0.7671634783736961 y2[1] (numeric) 9.280062608574537 absolute error 10.047226086948234 relative error 1309.6590713947007% Correct digits -1 h 0.001 y1[1] (analytic) -0.6414516329775546 y1[1] (numeric) -11.179302400258955 absolute error 10.5378507672814 relative error 1642.8129925191313% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.016999999999676 y2[1] (analytic) -0.7678045463180581 y2[1] (numeric) 9.285811122145637 absolute error 10.053615668463694 relative error 1309.3977779468694% Correct digits -1 h 0.001 y1[1] (analytic) -0.6406841489012515 y1[1] (numeric) -11.188585337003522 absolute error 10.547901188102271 relative error 1646.349641424954% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0179999999996765 y2[1] (analytic) -0.7684448464579378 y2[1] (numeric) 9.291561083159348 absolute error 10.060005929617285 relative error 1309.1383169511487% Correct digits -1 h 0.001 y1[1] (analytic) -0.6399160241408528 y1[1] (numeric) -11.197874022985728 absolute error 10.557957998844875 relative error 1649.8974241221608% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.018999999999677 y2[1] (analytic) -0.7690843781530349 y2[1] (numeric) 9.297312487453002 absolute error 10.066396865606038 relative error 1308.8806835188368% Correct digits -1 h 0.001 y1[1] (analytic) -0.6391472594644834 y1[1] (numeric) -11.207168459650934 absolute error 10.56802120018645 relative error 1653.4563895401793% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.019999999999677 y2[1] (analytic) -0.769723140763818 y2[1] (numeric) 9.303065330854546 absolute error 10.072788471618363 relative error 1308.6248727851487% Correct digits -1 h 0.001 y1[1] (analytic) -0.6383778556409077 y1[1] (numeric) -11.216468648440335 absolute error 10.578090792799427 relative error 1657.026586891774% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0209999999996775 y2[1] (analytic) -0.7703611336515245 y2[1] (numeric) 9.308819609182528 absolute error 10.079180742834053 relative error 1308.370879909085% Correct digits -1 h 0.001 y1[1] (analytic) -0.6376078134395295 y1[1] (numeric) -11.225774590790952 absolute error 10.588166777351422 relative error 1660.608065675092% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.021999999999678 y2[1] (analytic) -0.7709983561781616 y2[1] (numeric) 9.314575318246092 absolute error 10.085573674424253 relative error 1308.1187000732968% Correct digits -1 h 0.001 y1[1] (analytic) -0.6368371336303912 y1[1] (numeric) -11.235086288135612 absolute error 10.59824915450522 relative error 1664.2008756757348% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.022999999999678 y2[1] (analytic) -0.7716348077065067 y2[1] (numeric) 9.32033245384496 absolute error 10.091967261551467 relative error 1307.8683284839547% Correct digits -1 h 0.001 y1[1] (analytic) -0.6360658169841722 y1[1] (numeric) -11.244403741902955 absolute error 10.608337924918782 relative error 1667.8050669688416% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0239999999996785 y2[1] (analytic) -0.7722704876001084 y2[1] (numeric) 9.326091011769424 absolute error 10.098361499369533 relative error 1307.619760370617% Correct digits -1 h 0.001 y1[1] (analytic) -0.6352938642721893 y1[1] (numeric) -11.253726953517411 absolute error 10.618433089245222 relative error 1671.4206899211913% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.024999999999679 y2[1] (analytic) -0.7729053952232869 y2[1] (numeric) 9.331850987800339 absolute error 10.104756383023625 relative error 1307.3729909861001% Correct digits -1 h 0.001 y1[1] (analytic) -0.634521276266395 y1[1] (numeric) -11.263055924399197 absolute error 10.628534648132803 relative error 1675.047795193326% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.025999999999679 y2[1] (analytic) -0.7735395299411345 y2[1] (numeric) 9.337612377709101 absolute error 10.111151907650235 relative error 1307.1280156063494% Correct digits -1 h 0.001 y1[1] (analytic) -0.6337480537393773 y1[1] (numeric) -11.272390655964305 absolute error 10.638642602224927 relative error 1678.686433741691% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0269999999996795 y2[1] (analytic) -0.7741728911195167 y2[1] (numeric) 9.343375177257649 absolute error 10.117548068377165 relative error 1306.8848295303096% Correct digits -1 h 0.001 y1[1] (analytic) -0.6329741974643587 y1[1] (numeric) -11.281731149624495 absolute error 10.648756952160136 relative error 1682.336656820793% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.02799999999968 y2[1] (analytic) -0.7748054781250723 y2[1] (numeric) 9.34913938219844 absolute error 10.123944860323512 relative error 1306.6434280797978% Correct digits -1 h 0.001 y1[1] (analytic) -0.6321997082151953 y1[1] (numeric) -11.291077406787284 absolute error 10.65887769857209 relative error 1685.998515985379% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.02899999999968 y2[1] (analytic) -0.7754372903252144 y2[1] (numeric) 9.35490498827445 absolute error 10.130342278599665 relative error 1306.4038065993773% Correct digits -1 h 0.001 y1[1] (analytic) -0.6314245867663765 y1[1] (numeric) -11.300429428855937 absolute error 10.66900484208956 relative error 1689.672063092632% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0299999999996805 y2[1] (analytic) -0.7760683270881307 y2[1] (numeric) 9.360671991219156 absolute error 10.136740318307288 relative error 1306.165960456231% Correct digits -1 h 0.001 y1[1] (analytic) -0.6306488338930235 y1[1] (numeric) -11.309787217229456 absolute error 10.679138383336433 relative error 1693.3573503043895% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.030999999999681 y2[1] (analytic) -0.7766985877827846 y2[1] (numeric) 9.366440386756526 absolute error 10.14313897453931 relative error 1305.929885040037% Correct digits -1 h 0.001 y1[1] (analytic) -0.6298724503708891 y1[1] (numeric) -11.319150773302573 absolute error 10.689278322931683 relative error 1697.0544300893762% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.031999999999681 y2[1] (analytic) -0.7773280717789154 y2[1] (numeric) 9.372210170601006 absolute error 10.149538242379922 relative error 1305.6955757628439% Correct digits -1 h 0.001 y1[1] (analytic) -0.6290954369763568 y1[1] (numeric) -11.328520098465738 absolute error 10.699424661489381 relative error 1700.763355225464% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0329999999996815 y2[1] (analytic) -0.7779567784470391 y2[1] (numeric) 9.377981338457513 absolute error 10.155938116904553 relative error 1305.4630280589472% Correct digits -1 h 0.001 y1[1] (analytic) -0.6283177944864401 y1[1] (numeric) -11.337895194105112 absolute error 10.709577399618672 relative error 1704.484178801942% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.033999999999682 y2[1] (analytic) -0.7785847071584494 y2[1] (numeric) 9.383753886021418 absolute error 10.162338593179868 relative error 1305.2322373847674% Correct digits -1 h 0.001 y1[1] (analytic) -0.6275395236787812 y1[1] (numeric) -11.347276061602555 absolute error 10.719736537923774 relative error 1708.216954221817% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.034999999999682 y2[1] (analytic) -0.7792118572852174 y2[1] (numeric) 9.389527808978542 absolute error 10.16873966626376 relative error 1305.0031992187285% Correct digits -1 h 0.001 y1[1] (analytic) -0.6267606253316509 y1[1] (numeric) -11.356662702335619 absolute error 10.729902077003969 relative error 1711.9617352041273% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0359999999996825 y2[1] (analytic) -0.7798382282001929 y2[1] (numeric) 9.395303103005139 absolute error 10.175141331205332 relative error 1304.775909061137% Correct digits -1 h 0.001 y1[1] (analytic) -0.6259811002239475 y1[1] (numeric) -11.366055117677535 absolute error 10.740074017453587 relative error 1715.7185757862783% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.036999999999683 y2[1] (analytic) -0.7804638192770053 y2[1] (numeric) 9.401079763767884 absolute error 10.181543583044888 relative error 1304.550362434061% Correct digits -1 h 0.001 y1[1] (analytic) -0.6252009491351961 y1[1] (numeric) -11.375453308997207 absolute error 10.75025235986201 relative error 1719.4875303264025% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.037999999999683 y2[1] (analytic) -0.7810886298900634 y2[1] (numeric) 9.406857786923865 absolute error 10.18794641681393 relative error 1304.3265548812126% Correct digits -1 h 0.001 y1[1] (analytic) -0.6244201728455476 y1[1] (numeric) -11.3848572776592 absolute error 10.760437104813652 relative error 1723.268653505735% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0389999999996835 y2[1] (analytic) -0.7817126594145568 y2[1] (numeric) 9.412637168120572 absolute error 10.19434982753513 relative error 1304.104481967827% Correct digits -1 h 0.001 y1[1] (analytic) -0.6236387721357782 y1[1] (numeric) -11.394267025023735 absolute error 10.770628252887956 relative error 1727.0620003310157% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.039999999999684 y2[1] (analytic) -0.7823359072264559 y2[1] (numeric) 9.41841790299588 absolute error 10.200753810222336 relative error 1303.8841392805475% Correct digits -1 h 0.001 y1[1] (analytic) -0.6228567477872888 y1[1] (numeric) -11.40368255244667 absolute error 10.780825804659381 relative error 1730.8676261369058% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.040999999999684 y2[1] (analytic) -0.7829583727025129 y2[1] (numeric) 9.424199987178048 absolute error 10.20715835988056 relative error 1303.6655224273075% Correct digits -1 h 0.001 y1[1] (analytic) -0.6220741005821034 y1[1] (numeric) -11.413103861279497 absolute error 10.791029760697393 relative error 1734.6855865884352% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0419999999996845 y2[1] (analytic) -0.7835800552202624 y2[1] (numeric) 9.429983416285694 absolute error 10.213563471505957 relative error 1303.4486270372142% Correct digits -1 h 0.001 y1[1] (analytic) -0.6212908313028693 y1[1] (numeric) -11.422530952869334 absolute error 10.801240121566465 relative error 1738.5159376834638% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.042999999999685 y2[1] (analytic) -0.784200954158022 y2[1] (numeric) 9.435768185927797 absolute error 10.21996914008582 relative error 1303.233448760434% Correct digits -1 h 0.001 y1[1] (analytic) -0.6205069407328557 y1[1] (numeric) -11.431963828558912 absolute error 10.811456887826056 relative error 1742.3587357551685% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.043999999999685 y2[1] (analytic) -0.7848210688948929 y2[1] (numeric) 9.441554291703675 absolute error 10.226375360598567 relative error 1303.019983268076% Correct digits -1 h 0.001 y1[1] (analytic) -0.6197224296559531 y1[1] (numeric) -11.441402489686567 absolute error 10.821680060030614 relative error 1746.2140374745527% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0449999999996855 y2[1] (analytic) -0.7854403988107602 y2[1] (numeric) 9.44734172920298 absolute error 10.23278212801374 relative error 1302.8082262520816% Correct digits -1 h 0.001 y1[1] (analytic) -0.6189372988566725 y1[1] (numeric) -11.450846937586228 absolute error 10.831909638729556 relative error 1750.0818998529776% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.045999999999686 y2[1] (analytic) -0.7860589432862942 y2[1] (numeric) 9.453130494005686 absolute error 10.23918943729198 relative error 1302.5981734251086% Correct digits -1 h 0.001 y1[1] (analytic) -0.6181515491201445 y1[1] (numeric) -11.460297173587408 absolute error 10.842145624467264 relative error 1753.962380244715% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.046999999999686 y2[1] (analytic) -0.7866767017029505 y2[1] (numeric) 9.45892058168207 absolute error 10.24559728338502 relative error 1302.3898205204205% Correct digits -1 h 0.001 y1[1] (analytic) -0.617365181232119 y1[1] (numeric) -11.469753199015198 absolute error 10.85238801778308 relative error 1757.8555363495245% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0479999999996865 y2[1] (analytic) -0.7872936734429705 y2[1] (numeric) 9.464711987792715 absolute error 10.252005661235685 relative error 1302.1831632917742% Correct digits -1 h 0.001 y1[1] (analytic) -0.6165781959789637 y1[1] (numeric) -11.47921501519025 absolute error 10.862636819211287 relative error 1761.7614262152558% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.048999999999687 y2[1] (analytic) -0.7879098578893827 y2[1] (numeric) 9.470504707888484 absolute error 10.258414565777867 relative error 1301.9781975133099% Correct digits -1 h 0.001 y1[1] (analytic) -0.6157905941476637 y1[1] (numeric) -11.488682623428778 absolute error 10.872892029281115 relative error 1765.6801082404722% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.049999999999687 y2[1] (analytic) -0.7885252544260027 y2[1] (numeric) 9.476298737510517 absolute error 10.264823991936519 relative error 1301.7749189794397% Correct digits -1 h 0.001 y1[1] (analytic) -0.615002376525821 y1[1] (numeric) -11.498156025042537 absolute error 10.883153648516716 relative error 1769.6116411770945% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0509999999996875 y2[1] (analytic) -0.7891398624374341 y2[1] (numeric) 9.482094072190216 absolute error 10.27123393462765 relative error 1301.573323504741% Correct digits -1 h 0.001 y1[1] (analytic) -0.614213543901653 y1[1] (numeric) -11.507635221338818 absolute error 10.893421677437164 relative error 1773.5560841330787% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.051999999999688 y2[1] (analytic) -0.7897536813090686 y2[1] (numeric) 9.487890707449237 absolute error 10.277644388758306 relative error 1301.3734069238442% Correct digits -1 h 0.001 y1[1] (analytic) -0.6134240970639921 y1[1] (numeric) -11.517120213620442 absolute error 10.90369611655645 relative error 1777.5134965751079% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.052999999999688 y2[1] (analytic) -0.7903667104270877 y2[1] (numeric) 9.493688638799474 absolute error 10.284055349226563 relative error 1301.1751650913286% Correct digits -1 h 0.001 y1[1] (analytic) -0.6126340368022855 y1[1] (numeric) -11.526611003185746 absolute error 10.91397696638346 relative error 1781.483938331313% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0539999999996885 y2[1] (analytic) -0.7909789491784622 y2[1] (numeric) 9.499487861743052 absolute error 10.290466810921515 relative error 1300.978593881613% Correct digits -1 h 0.001 y1[1] (analytic) -0.611843363906593 y1[1] (numeric) -11.536107591328571 absolute error 10.924264227421979 relative error 1785.4674695940203% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.054999999999689 y2[1] (analytic) -0.7915903969509536 y2[1] (numeric) 9.505288371772311 absolute error 10.296878768723264 relative error 1300.7836891888485% Correct digits -1 h 0.001 y1[1] (analytic) -0.6110520791675876 y1[1] (numeric) -11.54560997933826 absolute error 10.934557900170672 relative error 1789.4641509225191% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.055999999999689 y2[1] (analytic) -0.7922010531331138 y2[1] (numeric) 9.511090164369795 absolute error 10.30329121750291 relative error 1300.5904469268162% Correct digits -1 h 0.001 y1[1] (analytic) -0.6102601833765541 y1[1] (numeric) -11.555118168499638 absolute error 10.944857985123084 relative error 1793.4740432458602% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0569999999996895 y2[1] (analytic) -0.792810917114287 y2[1] (numeric) 9.516893235008247 absolute error 10.309704152122535 relative error 1300.3988630288184% Correct digits -1 h 0.001 y1[1] (analytic) -0.6094676773253879 y1[1] (numeric) -11.564632160093012 absolute error 10.955164482767625 relative error 1797.4972078656745% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.05799999999969 y2[1] (analytic) -0.7934199882846091 y2[1] (numeric) 9.52269757915059 absolute error 10.3161175674352 relative error 1300.208933447576% Correct digits -1 h 0.001 y1[1] (analytic) -0.6086745618065953 y1[1] (numeric) -11.574151955394155 absolute error 10.96547739358756 relative error 1801.5337064590208% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.05899999999969 y2[1] (analytic) -0.7940282660350091 y2[1] (numeric) 9.528503192249916 absolute error 10.322531458284924 relative error 1300.0206541551254% Correct digits -1 h 0.001 y1[1] (analytic) -0.6078808376132915 y1[1] (numeric) -11.5836775556743 absolute error 10.975796718061007 relative error 1805.5836010812623% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0599999999996905 y2[1] (analytic) -0.7946357497572092 y2[1] (numeric) 9.53431006974948 absolute error 10.32894581950669 relative error 1299.8340211427144% Correct digits -1 h 0.001 y1[1] (analytic) -0.6070865055392007 y1[1] (numeric) -11.593208962200123 absolute error 10.986122456660922 relative error 1809.6469541689605% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.060999999999691 y2[1] (analytic) -0.7952424388437257 y2[1] (numeric) 9.540118207082683 absolute error 10.335360645926409 relative error 1299.6490304207% Correct digits -1 h 0.001 y1[1] (analytic) -0.6062915663786551 y1[1] (numeric) -11.602746176233744 absolute error 10.996454609855089 relative error 1813.7238285428054% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.061999999999691 y2[1] (analytic) -0.7958483326878697 y2[1] (numeric) 9.545927599673062 absolute error 10.341775932360932 relative error 1299.4656780184469% Correct digits -1 h 0.001 y1[1] (analytic) -0.6054960209265936 y1[1] (numeric) -11.612289199032707 absolute error 11.006793178106113 relative error 1817.81428741057% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0629999999996915 y2[1] (analytic) -0.7964534306837473 y2[1] (numeric) 9.55173824293428 absolute error 10.348191673618027 relative error 1299.2839599842277% Correct digits -1 h 0.001 y1[1] (analytic) -0.6046998699785616 y1[1] (numeric) -11.621838031849979 absolute error 11.017138161871417 relative error 1821.9183943700875% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.063999999999692 y2[1] (analytic) -0.7970577322262606 y2[1] (numeric) 9.55755013227011 absolute error 10.354607864496371 relative error 1299.1038723851198% Correct digits -1 h 0.001 y1[1] (analytic) -0.60390311433071 y1[1] (numeric) -11.631392675933933 absolute error 11.027489561603224 relative error 1826.0362134122627% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.064999999999692 y2[1] (analytic) -0.7976612367111081 y2[1] (numeric) 9.56336326307443 absolute error 10.361024499785538 relative error 1298.925411306909% Correct digits -1 h 0.001 y1[1] (analytic) -0.6031057547797944 y1[1] (numeric) -11.640953132528342 absolute error 11.037847377748548 relative error 1830.1678089241047% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0659999999996925 y2[1] (analytic) -0.7982639435347854 y2[1] (numeric) 9.569177630731208 absolute error 10.367441574265992 relative error 1298.7485728539884% Correct digits -1 h 0.001 y1[1] (analytic) -0.6023077921231743 y1[1] (numeric) -11.650519402872366 absolute error 11.048211610749192 relative error 1834.3132456917956% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.066999999999693 y2[1] (analytic) -0.7988658520945856 y2[1] (numeric) 9.574993230614485 absolute error 10.373859082709071 relative error 1298.5733531492604% Correct digits -1 h 0.001 y1[1] (analytic) -0.6015092271588123 y1[1] (numeric) -11.660091488200546 absolute error 11.058582261041733 relative error 1838.4725889037798% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.067999999999693 y2[1] (analytic) -0.7994669617886003 y2[1] (numeric) 9.580810058088375 absolute error 10.380277019876974 relative error 1298.3997483340388% Correct digits -1 h 0.001 y1[1] (analytic) -0.6007100606852732 y1[1] (numeric) -11.669669389742792 absolute error 11.068959329057519 relative error 1842.6459041538874% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0689999999996935 y2[1] (analytic) -0.8000672720157199 y2[1] (numeric) 9.586628108507043 absolute error 10.386695380522763 relative error 1298.2277545679538% Correct digits -1 h 0.001 y1[1] (analytic) -0.5999102935017235 y1[1] (numeric) -11.679253108724371 absolute error 11.079342815222647 relative error 1846.8332574444842% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.069999999999694 y2[1] (analytic) -0.8006667821756341 y2[1] (numeric) 9.592447377214697 absolute error 10.393114159390331 relative error 1298.0573680288512% Correct digits -1 h 0.001 y1[1] (analytic) -0.5991099264079304 y1[1] (numeric) -11.688842646365902 absolute error 11.089732719957972 relative error 1851.0347151896526% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.070999999999694 y2[1] (analytic) -0.8012654916688329 y2[1] (numeric) 9.59826785954558 absolute error 10.399533351214412 relative error 1297.888584912701% Correct digits -1 h 0.001 y1[1] (analytic) -0.5983089602042606 y1[1] (numeric) -11.698438003883341 absolute error 11.10012904367908 relative error 1855.2503442184009% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0719999999996945 y2[1] (analytic) -0.8018633998966067 y2[1] (numeric) 9.60408955082395 absolute error 10.405952950720557 relative error 1297.7214014335002% Correct digits -1 h 0.001 y1[1] (analytic) -0.5975073956916807 y1[1] (numeric) -11.708039182487976 absolute error 11.110531786796296 relative error 1859.480211777903% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.072999999999695 y2[1] (analytic) -0.8024605062610475 y2[1] (numeric) 9.609912446364078 absolute error 10.412372952625125 relative error 1297.5558138231777% Correct digits -1 h 0.001 y1[1] (analytic) -0.5967052336717547 y1[1] (numeric) -11.71764618338641 absolute error 11.120940949714656 relative error 1863.72438553677% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.073999999999695 y2[1] (analytic) -0.8030568101650489 y2[1] (numeric) 9.615736541470227 absolute error 10.418793351635276 relative error 1297.3918183315009% Correct digits -1 h 0.001 y1[1] (analytic) -0.5959024749466448 y1[1] (numeric) -11.72725900778056 absolute error 11.131356532833916 relative error 1867.9829335883494% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0749999999996955 y2[1] (analytic) -0.803652311012307 y2[1] (numeric) 9.62156183143665 absolute error 10.425214142448956 relative error 1297.2294112259829% Correct digits -1 h 0.001 y1[1] (analytic) -0.5950991203191096 y1[1] (numeric) -11.73687765686764 absolute error 11.141778536548529 relative error 1872.2559244540607% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.075999999999696 y2[1] (analytic) -0.8042470082073211 y2[1] (numeric) 9.627388311547566 absolute error 10.431635319754887 relative error 1297.0685887917896% Correct digits -1 h 0.001 y1[1] (analytic) -0.5942951705925038 y1[1] (numeric) -11.746502131840149 absolute error 11.152206961247645 relative error 1876.5434270867547% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.076999999999696 y2[1] (analytic) -0.8048409011553941 y2[1] (numeric) 9.633215977077162 absolute error 10.438056878232556 relative error 1296.9093473316454% Correct digits -1 h 0.001 y1[1] (analytic) -0.5934906265707768 y1[1] (numeric) -11.756132433885874 absolute error 11.162641807315097 relative error 1880.8455108741123% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0779999999996965 y2[1] (analytic) -0.8054339892626329 y2[1] (numeric) 9.63904482328957 absolute error 10.444478812552203 relative error 1296.7516831657458% Correct digits -1 h 0.001 y1[1] (analytic) -0.5926854890584727 y1[1] (numeric) -11.765768564187864 absolute error 11.17308307512939 relative error 1885.1622456420703% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.078999999999697 y2[1] (analytic) -0.8060262719359496 y2[1] (numeric) 9.644874845438862 absolute error 10.450901117374812 relative error 1296.5955926316615% Correct digits -1 h 0.001 y1[1] (analytic) -0.591879758860729 y1[1] (numeric) -11.775410523924432 absolute error 11.183530765063702 relative error 1889.4937016582821% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.079999999999697 y2[1] (analytic) -0.8066177485830615 y2[1] (numeric) 9.650706038769034 absolute error 10.457323787352095 relative error 1296.4410720842516% Correct digits -1 h 0.001 y1[1] (analytic) -0.5910734367832757 y1[1] (numeric) -11.785058314269136 absolute error 11.19398487748586 relative error 1893.83994963561% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0809999999996975 y2[1] (analytic) -0.807208418612492 y2[1] (numeric) 9.656538398514 absolute error 10.463746817126491 relative error 1296.2881178955731% Correct digits -1 h 0.001 y1[1] (analytic) -0.5902665236324349 y1[1] (numeric) -11.794711936390776 absolute error 11.204445412758341 relative error 1898.2010607356526% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.081999999999698 y2[1] (analytic) -0.8077982814335712 y2[1] (numeric) 9.662371919897573 absolute error 10.470170201331145 relative error 1296.1367264547905% Correct digits -1 h 0.001 y1[1] (analytic) -0.5894590202151196 y1[1] (numeric) -11.804371391453378 absolute error 11.214912371238258 relative error 1902.577106572301% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.082999999999698 y2[1] (analytic) -0.8083873364564363 y2[1] (numeric) 9.668206598133459 absolute error 10.476593934589895 relative error 1295.986894168087% Correct digits -1 h 0.001 y1[1] (analytic) -0.5886509273388333 y1[1] (numeric) -11.814036680616189 absolute error 11.225385753277356 relative error 1906.9681592153363% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0839999999996985 y2[1] (analytic) -0.8089755830920323 y2[1] (numeric) 9.67404242842524 absolute error 10.483018011517272 relative error 1295.8386174585794% Correct digits -1 h 0.001 y1[1] (analytic) -0.5878422458116687 y1[1] (numeric) -11.823707805033663 absolute error 11.235865559221995 relative error 1911.3742911940549% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.084999999999699 y2[1] (analytic) -0.8095630207521127 y2[1] (numeric) 9.679879405966368 absolute error 10.48944242671848 relative error 1295.6918927662252% Correct digits -1 h 0.001 y1[1] (analytic) -0.5870329764423072 y1[1] (numeric) -11.833384765855456 absolute error 11.246351789413149 relative error 1915.7955755009318% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.085999999999699 y2[1] (analytic) -0.8101496488492397 y2[1] (numeric) 9.685717525940149 absolute error 10.495867174789389 relative error 1295.5467165477423% Correct digits -1 h 0.001 y1[1] (analytic) -0.5862231200400182 y1[1] (numeric) -11.843067564226407 absolute error 11.25684444418639 relative error 1920.2320855953187% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0869999999996995 y2[1] (analytic) -0.8107354667967854 y2[1] (numeric) 9.691556783519731 absolute error 10.502292250316517 relative error 1295.4030852765152% Correct digits -1 h 0.001 y1[1] (analytic) -0.5854126774146581 y1[1] (numeric) -11.852756201286539 absolute error 11.267343523871881 relative error 1924.6838954071752% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0879999999997 y2[1] (analytic) -0.8113204740089318 y2[1] (numeric) 9.697397173868097 absolute error 10.50871764787703 relative error 1295.2609954425159% Correct digits -1 h 0.001 y1[1] (analytic) -0.5846016493766693 y1[1] (numeric) -11.862450678171037 absolute error 11.277849028794368 relative error 1929.1510793408397% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0889999999997 y2[1] (analytic) -0.8119046699006719 y2[1] (numeric) 9.703238692138047 absolute error 10.51514336203872 relative error 1295.1204435522136% Correct digits -1 h 0.001 y1[1] (analytic) -0.5837900367370797 y1[1] (numeric) -11.872150996010248 absolute error 11.288360959273168 relative error 1933.6337122788348% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0899999999997005 y2[1] (analytic) -0.8124880538878098 y2[1] (numeric) 9.70908133347219 absolute error 10.52156938736 relative error 1294.9814261284932% Correct digits -1 h 0.001 y1[1] (analytic) -0.5829778403075022 y1[1] (numeric) -11.881857155929668 absolute error 11.298879315622166 relative error 1938.1318695857065% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.090999999999701 y2[1] (analytic) -0.8130706253869614 y2[1] (numeric) 9.71492509300293 absolute error 10.527995718389892 relative error 1294.843939710569% Correct digits -1 h 0.001 y1[1] (analytic) -0.582165060900133 y1[1] (numeric) -11.891569159049926 absolute error 11.309404098149793 relative error 1942.6456271119052% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.091999999999701 y2[1] (analytic) -0.8136523838155554 y2[1] (numeric) 9.720769965852458 absolute error 10.534422349668013 relative error 1294.7079808539015% Correct digits -1 h 0.001 y1[1] (analytic) -0.5813516993277513 y1[1] (numeric) -11.90128700648678 absolute error 11.31993530715903 relative error 1947.1750611977034% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0929999999997015 y2[1] (analytic) -0.8142333285918334 y2[1] (numeric) 9.726615947132732 absolute error 10.540849275724565 relative error 1294.5735461301144% Correct digits -1 h 0.001 y1[1] (analytic) -0.5805377564037187 y1[1] (numeric) -11.911010699351108 absolute error 11.33047294294739 relative error 1951.720248677147% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.093999999999702 y2[1] (analytic) -0.8148134591348506 y2[1] (numeric) 9.732463031945475 absolute error 10.547276491080325 relative error 1294.4406321269128% Correct digits -1 h 0.001 y1[1] (analytic) -0.5797232329419781 y1[1] (numeric) -11.92074023874889 absolute error 11.341017005806911 relative error 1956.2812668820507% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.094999999999702 y2[1] (analytic) -0.8153927748644767 y2[1] (numeric) 9.738311215382158 absolute error 10.553703990246635 relative error 1294.3092354479995% Correct digits -1 h 0.001 y1[1] (analytic) -0.578908129757053 y1[1] (numeric) -11.930475625781206 absolute error 11.351567496024153 relative error 1960.8581936460278% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0959999999997025 y2[1] (analytic) -0.8159712752013958 y2[1] (numeric) 9.744160492523985 absolute error 10.56013176772538 relative error 1294.179352712993% Correct digits -1 h 0.001 y1[1] (analytic) -0.5780924476640462 y1[1] (numeric) -11.940216861544222 absolute error 11.362124413880176 relative error 1965.451107308564% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.096999999999703 y2[1] (analytic) -0.8165489595671077 y2[1] (numeric) 9.75001085844189 absolute error 10.566559818008997 relative error 1294.0509805573502% Correct digits -1 h 0.001 y1[1] (analytic) -0.5772761874786401 y1[1] (numeric) -11.949963947129179 absolute error 11.372687759650539 relative error 1970.0600867191222% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.097999999999703 y2[1] (analytic) -0.817125827383928 y2[1] (numeric) 9.755862308196514 absolute error 10.572988135580442 relative error 1293.92411563228% Correct digits -1 h 0.001 y1[1] (analytic) -0.5764593500170945 y1[1] (numeric) -11.959716883622384 absolute error 11.38325753360529 relative error 1974.6852112413005% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.0989999999997035 y2[1] (analytic) -0.8177018780749892 y2[1] (numeric) 9.761714836838204 absolute error 10.579416714913194 relative error 1293.7987546046684% Correct digits -1 h 0.001 y1[1] (analytic) -0.5756419360962469 y1[1] (numeric) -11.969475672105201 absolute error 11.393833736008954 relative error 1979.3265607570177% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.099999999999704 y2[1] (analytic) -0.8182771110642403 y2[1] (numeric) 9.76756843940699 absolute error 10.58584555047123 relative error 1293.6748941569956% Correct digits -1 h 0.001 y1[1] (analytic) -0.5748239465335112 y1[1] (numeric) -11.979240313654037 absolute error 11.404416367120525 relative error 1983.9842156707484% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.100999999999704 y2[1] (analytic) -0.8188515257764486 y2[1] (numeric) 9.773423110932585 absolute error 10.592274636709034 relative error 1293.5525309872583% Correct digits -1 h 0.001 y1[1] (analytic) -0.5740053821468769 y1[1] (numeric) -11.989010809340334 absolute error 11.415005427193456 relative error 1988.6582569137963% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.1019999999997045 y2[1] (analytic) -0.8194251216371993 y2[1] (numeric) 9.779278846434362 absolute error 10.598703968071561 relative error 1293.431661808892% Correct digits -1 h 0.001 y1[1] (analytic) -0.5731862437549082 y1[1] (numeric) -11.99878716023056 absolute error 11.425600916475652 relative error 1993.3487659486098% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.102999999999705 y2[1] (analytic) -0.8199978980728967 y2[1] (numeric) 9.78513564092135 absolute error 10.605133538994247 relative error 1293.3122833506902% Correct digits -1 h 0.001 y1[1] (analytic) -0.5723665321767436 y1[1] (numeric) -12.008569367386198 absolute error 11.436202835209453 relative error 1998.0558247731399% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.103999999999705 y2[1] (analytic) -0.8205698545107644 y2[1] (numeric) 9.790993489392218 absolute error 10.611563343902983 relative error 1293.19439235673% Correct digits -1 h 0.001 y1[1] (analytic) -0.5715462482320945 y1[1] (numeric) -12.01835743186373 absolute error 11.446811183631636 relative error 2002.7795159252441% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.1049999999997056 y2[1] (analytic) -0.8211409903788459 y2[1] (numeric) 9.796852386835262 absolute error 10.617993377214107 relative error 1293.0779855862918% Correct digits -1 h 0.001 y1[1] (analytic) -0.5707253927412449 y1[1] (numeric) -12.02815135471464 absolute error 11.457425961973394 relative error 2007.5199224871278% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.105999999999706 y2[1] (analytic) -0.8217113051060054 y2[1] (numeric) 9.802712328228397 absolute error 10.624423633334402 relative error 1292.963059813786% Correct digits -1 h 0.001 y1[1] (analytic) -0.5699039665250499 y1[1] (numeric) -12.037951136985384 absolute error 11.468047170460334 relative error 2012.2771280898357% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.106999999999706 y2[1] (analytic) -0.8222807981219283 y2[1] (numeric) 9.808573308539142 absolute error 10.63085410666107 relative error 1292.8496118286737% Correct digits -1 h 0.001 y1[1] (analytic) -0.569081970404936 y1[1] (numeric) -12.047756779717401 absolute error 11.478674809312466 relative error 2017.051216917784% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.1079999999997066 y2[1] (analytic) -0.8228494688571217 y2[1] (numeric) 9.81443532272461 absolute error 10.637284791581731 relative error 1292.7376384353931% Correct digits -1 h 0.001 y1[1] (analytic) -0.5682594052028991 y1[1] (numeric) -12.057568283947088 absolute error 11.48930887874419 relative error 2021.8422737133387% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.108999999999707 y2[1] (analytic) -0.8234173167429147 y2[1] (numeric) 9.82029836573149 absolute error 10.643715682474406 relative error 1292.627136453284% Correct digits -1 h 0.001 y1[1] (analytic) -0.5674362717415043 y1[1] (numeric) -12.067385650705791 absolute error 11.499949378964287 relative error 2026.650383781439% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.109999999999707 y2[1] (analytic) -0.8239843412114597 y2[1] (numeric) 9.826162432496048 absolute error 10.650146773707508 relative error 1292.518102716512% Correct digits -1 h 0.001 y1[1] (analytic) -0.5666125708438852 y1[1] (numeric) -12.077208881019803 absolute error 11.510596310175918 relative error 2031.475632994269% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.1109999999997076 y2[1] (analytic) -0.824550541695732 y2[1] (numeric) 9.832027517944098 absolute error 10.65657805963983 relative error 1292.4105340739952% Correct digits -1 h 0.001 y1[1] (analytic) -0.5657883033337423 y1[1] (numeric) -12.087037975910345 absolute error 11.521249672576603 relative error 2036.3181077959732% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.111999999999708 y2[1] (analytic) -0.8251159176295314 y2[1] (numeric) 9.837893616991005 absolute error 10.663009534620537 relative error 1292.3044273893306% Correct digits -1 h 0.001 y1[1] (analytic) -0.5649634700353433 y1[1] (numeric) -12.096872936393558 absolute error 11.531909466358215 relative error 2041.1778952074185% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.112999999999708 y2[1] (analytic) -0.825680468447482 y2[1] (numeric) 9.843760724541664 absolute error 10.669441192989146 relative error 1292.1997795407199% Correct digits -1 h 0.001 y1[1] (analytic) -0.5641380717735214 y1[1] (numeric) -12.106713763480494 absolute error 11.542575691706972 relative error 2046.0550828310077% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.113999999999709 y2[1] (analytic) -0.8262441935850329 y2[1] (numeric) 9.849628835490488 absolute error 10.675873029075522 relative error 1292.0965874208973% Correct digits -1 h 0.001 y1[1] (analytic) -0.5633121093736746 y1[1] (numeric) -12.116560458177107 absolute error 11.553248348803432 relative error 2050.9497588555396% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.114999999999709 y2[1] (analytic) -0.826807092478459 y2[1] (numeric) 9.855497944721403 absolute error 10.682305037199862 relative error 1291.9948479370564% Correct digits -1 h 0.001 y1[1] (analytic) -0.5624855836617655 y1[1] (numeric) -12.126413021484236 absolute error 11.563927437822471 relative error 2055.862012061114% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.115999999999709 y2[1] (analytic) -0.8273691645648615 y2[1] (numeric) 9.861368047107828 absolute error 10.68873721167269 relative error 1291.8945580107786% Correct digits -1 h 0.001 y1[1] (analytic) -0.5616584954643196 y1[1] (numeric) -12.136271454397601 absolute error 11.574612958933281 relative error 2060.791931824092% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.11699999999971 y2[1] (analytic) -0.8279304092821685 y2[1] (numeric) 9.867239137512664 absolute error 10.695169546794833 relative error 1291.795714577962% Correct digits -1 h 0.001 y1[1] (analytic) -0.5608308456084249 y1[1] (numeric) -12.14613575790779 absolute error 11.585304912299366 relative error 2065.7396081221054% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.11799999999971 y2[1] (analytic) -0.8284908260691352 y2[1] (numeric) 9.87311121078829 absolute error 10.701602036857425 relative error 1291.6983145887493% Correct digits -1 h 0.001 y1[1] (analytic) -0.5600026349217314 y1[1] (numeric) -12.15600593300025 absolute error 11.596003298078518 relative error 2070.7051315391095% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.11899999999971 y2[1] (analytic) -0.8290504143653448 y2[1] (numeric) 9.87898426177654 absolute error 10.708034676141885 relative error 1291.6023550074585% Correct digits -1 h 0.001 y1[1] (analytic) -0.5591738642324496 y1[1] (numeric) -12.165881980655271 absolute error 11.606708116422821 relative error 2075.6885932704986% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.119999999999711 y2[1] (analytic) -0.8296091736112092 y2[1] (numeric) 9.8848582853087 absolute error 10.71446745891991 relative error 1291.507832812511% Correct digits -1 h 0.001 y1[1] (analytic) -0.5583445343693503 y1[1] (numeric) -12.175763901847985 absolute error 11.617419367478634 relative error 2080.6900851282626% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.120999999999711 y2[1] (analytic) -0.830167103247969 y2[1] (numeric) 9.890733276205486 absolute error 10.720900379453456 relative error 1291.4147449963632% Correct digits -1 h 0.001 y1[1] (analytic) -0.557514646161763 y1[1] (numeric) -12.185651697548344 absolute error 11.628137051386581 relative error 2085.7096995462025% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.121999999999711 y2[1] (analytic) -0.8307242027176949 y2[1] (numeric) 9.89660922927704 absolute error 10.727333431994735 relative error 1291.3230885654364% Correct digits -1 h 0.001 y1[1] (analytic) -0.5566842004395761 y1[1] (numeric) -12.19554536872112 absolute error 11.638861168281544 relative error 2090.747529585197% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.122999999999712 y2[1] (analytic) -0.8312804714632872 y2[1] (numeric) 9.902486139322914 absolute error 10.733766610786201 relative error 1291.232860540048% Correct digits -1 h 0.001 y1[1] (analytic) -0.5558531980332352 y1[1] (numeric) -12.20544491632589 absolute error 11.649591718292655 relative error 2095.8036689385226% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.123999999999712 y2[1] (analytic) -0.8318359089284774 y2[1] (numeric) 9.908364001132062 absolute error 10.74019991006054 relative error 1291.1440579543435% Correct digits -1 h 0.001 y1[1] (analytic) -0.5550216397737425 y1[1] (numeric) -12.215350341317022 absolute error 11.660328701543278 relative error 2100.8782119372268% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.124999999999712 y2[1] (analytic) -0.8323905145578279 y2[1] (numeric) 9.914242809482822 absolute error 10.74663332404065 relative error 1291.0566778562275% Correct digits -1 h 0.001 y1[1] (analytic) -0.5541895264926563 y1[1] (numeric) -12.225261644643668 absolute error 11.671072118151011 relative error 2105.971253555559% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.125999999999713 y2[1] (analytic) -0.8329442877967331 y2[1] (numeric) 9.920122559142905 absolute error 10.753066846939639 relative error 1290.9707173072966% Correct digits -1 h 0.001 y1[1] (analytic) -0.5533568590220898 y1[1] (numeric) -12.235178827249756 absolute error 11.681821968227666 relative error 2111.082889416454% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.126999999999713 y2[1] (analytic) -0.8334972280914201 y2[1] (numeric) 9.92600324486939 absolute error 10.759500472960811 relative error 1290.8861733827723% Correct digits -1 h 0.001 y1[1] (analytic) -0.5525236381947104 y1[1] (numeric) -12.245101890073975 absolute error 11.692578251879265 relative error 2116.2132157970727% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.127999999999713 y2[1] (analytic) -0.8340493348889484 y2[1] (numeric) 9.9318848614087 absolute error 10.765934196297648 relative error 1290.8030431714337% Correct digits -1 h 0.001 y1[1] (analytic) -0.5516898648437387 y1[1] (numeric) -12.255030834049766 absolute error 11.703340969206026 relative error 2121.362329634403% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.128999999999714 y2[1] (analytic) -0.8346006076372113 y2[1] (numeric) 9.937767403496597 absolute error 10.772368011133809 relative error 1290.7213237755511% Correct digits -1 h 0.001 y1[1] (analytic) -0.5508555398029483 y1[1] (numeric) -12.26496566010531 absolute error 11.714110120302362 relative error 2126.5303285309114% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.129999999999714 y2[1] (analytic) -0.8351510457849362 y2[1] (numeric) 9.943650865858173 absolute error 10.778801911643109 relative error 1290.641012310821% Correct digits -1 h 0.001 y1[1] (analytic) -0.5500206639066639 y1[1] (numeric) -12.274906369163517 absolute error 11.724885705256852 relative error 2131.7173107602575% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.130999999999714 y2[1] (analytic) -0.8357006487816848 y2[1] (numeric) 9.949535243207828 absolute error 10.785235891989513 relative error 1290.562105906299% Correct digits -1 h 0.001 y1[1] (analytic) -0.5491852379897616 y1[1] (numeric) -12.284852962142022 absolute error 11.735667724152261 relative error 2136.923375273071% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.131999999999715 y2[1] (analytic) -0.8362494160778543 y2[1] (numeric) 9.955420530249267 absolute error 10.79166994632712 relative error 1290.4846017043344% Correct digits -1 h 0.001 y1[1] (analytic) -0.5483492628876669 y1[1] (numeric) -12.294805439953164 absolute error 11.746456177065497 relative error 2142.1486217027773% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.132999999999715 y2[1] (analytic) -0.8367973471246775 y2[1] (numeric) 9.96130672167548 absolute error 10.798104068800159 relative error 1290.4084968605082% Correct digits -1 h 0.001 y1[1] (analytic) -0.5475127394363551 y1[1] (numeric) -12.304763803503983 absolute error 11.757251064067628 relative error 2147.393150371496% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.133999999999715 y2[1] (analytic) -0.8373444413742231 y2[1] (numeric) 9.967193812168738 absolute error 10.80453825354296 relative error 1290.3337885435644% Correct digits -1 h 0.001 y1[1] (analytic) -0.5466756684723495 y1[1] (numeric) -12.314728053696205 absolute error 11.768052385223855 relative error 2152.657062295992% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.134999999999716 y2[1] (analytic) -0.8378906982793973 y2[1] (numeric) 9.97308179640057 absolute error 10.810972494679966 relative error 1290.26047393535% Correct digits -1 h 0.001 y1[1] (analytic) -0.5458380508327209 y1[1] (numeric) -12.324698191426235 absolute error 11.778860140593514 relative error 2157.940459193692% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.135999999999716 y2[1] (analytic) -0.838436117293943 y2[1] (numeric) 9.97897066903176 absolute error 10.817406786325703 relative error 1290.1885502307487% Correct digits -1 h 0.001 y1[1] (analytic) -0.544999887355087 y1[1] (numeric) -12.33467421758514 absolute error 11.789674330230053 relative error 2163.243443488761% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.136999999999716 y2[1] (analytic) -0.8389806978724412 y2[1] (numeric) 9.984860424712336 absolute error 10.823841122584778 relative error 1290.1180146376187% Correct digits -1 h 0.001 y1[1] (analytic) -0.5441611788776112 y1[1] (numeric) -12.344656133058649 absolute error 11.800494954181039 relative error 2168.566118318249% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.137999999999717 y2[1] (analytic) -0.8395244394703115 y2[1] (numeric) 9.990751058081546 absolute error 10.830275497551858 relative error 1290.0488643767296% Correct digits -1 h 0.001 y1[1] (analytic) -0.5433219262390018 y1[1] (numeric) -12.35464393872713 absolute error 11.811322012488127 relative error 2173.9085875382925% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.138999999999717 y2[1] (analytic) -0.8400673415438122 y2[1] (numeric) 9.996642563767859 absolute error 10.836709905311672 relative error 1289.9810966817001% Correct digits -1 h 0.001 y1[1] (analytic) -0.5424821302785114 y1[1] (numeric) -12.364637635465584 absolute error 11.822155505187073 relative error 2179.2709557303856% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.139999999999717 y2[1] (analytic) -0.8406094035500415 y2[1] (numeric) 10.00253493638894 absolute error 10.843144339938982 relative error 1289.914708798935% Correct digits -1 h 0.001 y1[1] (analytic) -0.541641791835936 y1[1] (numeric) -12.374637224143642 absolute error 11.832995432307706 relative error 2184.6533282077203% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.140999999999718 y2[1] (analytic) -0.8411506249469373 y2[1] (numeric) 10.00842817055165 absolute error 10.849578795498587 relative error 1289.8496979875652% Correct digits -1 h 0.001 y1[1] (analytic) -0.5408009117516139 y1[1] (numeric) -12.384642705625541 absolute error 11.843841793873928 relative error 2190.055811021584% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.141999999999718 y2[1] (analytic) -0.8416910051932781 y2[1] (numeric) 10.014322260852024 absolute error 10.856013266045302 relative error 1289.7860615193847% Correct digits -1 h 0.001 y1[1] (analytic) -0.5399594908664251 y1[1] (numeric) -12.394654080770124 absolute error 11.8546945899037 relative error 2195.478510967836% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.142999999999718 y2[1] (analytic) -0.842230543748684 y2[1] (numeric) 10.020217201875266 absolute error 10.86244774562395 relative error 1289.7237966787904% Correct digits -1 h 0.001 y1[1] (analytic) -0.5391175300217904 y1[1] (numeric) -12.40467135043082 absolute error 11.86555382040903 relative error 2200.921535593443% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.143999999999719 y2[1] (analytic) -0.8427692400736163 y2[1] (numeric) 10.026112988195727 absolute error 10.868882228269344 relative error 1289.6629007627216% Correct digits -1 h 0.001 y1[1] (analytic) -0.5382750300596707 y1[1] (numeric) -12.414694515455642 absolute error 11.87641948539597 relative error 2206.3849932030853% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.144999999999719 y2[1] (analytic) -0.8433070936293787 y2[1] (numeric) 10.032009614376907 absolute error 10.875316708006286 relative error 1289.6033710805984% Correct digits -1 h 0.001 y1[1] (analytic) -0.5374319918225657 y1[1] (numeric) -12.424723576687166 absolute error 11.8872915848646 relative error 2211.8689928658387% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.145999999999719 y2[1] (analytic) -0.8438441038781178 y2[1] (numeric) 10.037907074971427 absolute error 10.881751178849544 relative error 1289.5452049542637% Correct digits -1 h 0.001 y1[1] (analytic) -0.5365884161535137 y1[1] (numeric) -12.434758534962533 absolute error 11.89817011880902 relative error 2217.3736444219194% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.14699999999972 y2[1] (analytic) -0.8443802702828233 y2[1] (numeric) 10.043805364521026 absolute error 10.888185634803849 relative error 1289.488399717923% Correct digits -1 h 0.001 y1[1] (analytic) -0.5357443038960903 y1[1] (numeric) -12.444799391113428 absolute error 11.909055087217338 relative error 2222.8990584895037% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.14799999999972 y2[1] (analytic) -0.8449155923073289 y2[1] (numeric) 10.049704477556547 absolute error 10.894620069863876 relative error 1289.4329527180837% Correct digits -1 h 0.001 y1[1] (analytic) -0.5348996558944076 y1[1] (numeric) -12.454846145966071 absolute error 11.919946490071663 relative error 2228.4453464716253% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.14899999999972 y2[1] (analytic) -0.8454500694163126 y2[1] (numeric) 10.055604408597926 absolute error 10.901054478014238 relative error 1289.378861313499% Correct digits -1 h 0.001 y1[1] (analytic) -0.5340544729931136 y1[1] (numeric) -12.46489880034121 absolute error 11.930844327348096 relative error 2234.0126205631345% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.149999999999721 y2[1] (analytic) -0.8459837010752973 y2[1] (numeric) 10.061505152154174 absolute error 10.907488853229472 relative error 1289.3261228751078% Correct digits -1 h 0.001 y1[1] (analytic) -0.533208756037391 y1[1] (numeric) -12.474957355054105 absolute error 11.941748599016714 relative error 2239.600993757744% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.150999999999721 y2[1] (analytic) -0.8465164867506515 y2[1] (numeric) 10.06740670272337 absolute error 10.913923189474021 relative error 1289.2747347859756% Correct digits -1 h 0.001 y1[1] (analytic) -0.532362505872957 y1[1] (numeric) -12.485021810914523 absolute error 11.952659305041566 relative error 2245.2105798551393% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.151999999999721 y2[1] (analytic) -0.8470484259095894 y2[1] (numeric) 10.073309054792643 absolute error 10.920357480702233 relative error 1289.2246944412395% Correct digits -1 h 0.001 y1[1] (analytic) -0.5315157233460613 y1[1] (numeric) -12.49509216872672 absolute error 11.963576445380658 relative error 2250.8414934681746% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.152999999999722 y2[1] (analytic) -0.8475795180201721 y2[1] (numeric) 10.07921220283817 absolute error 10.926791720858342 relative error 1289.175999248048% Correct digits -1 h 0.001 y1[1] (analytic) -0.5306684093034867 y1[1] (numeric) -12.505168429289434 absolute error 11.974500019985946 relative error 2256.4938500301396% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.153999999999722 y2[1] (analytic) -0.8481097625513073 y2[1] (numeric) 10.085116141325148 absolute error 10.933225903876455 relative error 1289.1286466255053% Correct digits -1 h 0.001 y1[1] (analytic) -0.5298205645925469 y1[1] (numeric) -12.515250593395876 absolute error 11.985430028803329 relative error 2262.167765802107% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.154999999999722 y2[1] (analytic) -0.8486391589727507 y2[1] (numeric) 10.091020864707797 absolute error 10.939660023680547 relative error 1289.082634004615% Correct digits -1 h 0.001 y1[1] (analytic) -0.5289721900610868 y1[1] (numeric) -12.525338661833716 absolute error 11.99636647177263 relative error 2267.863357880358% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.155999999999723 y2[1] (analytic) -0.8491677067551058 y2[1] (numeric) 10.096926367429338 absolute error 10.946094074184444 relative error 1289.0379588282226% Correct digits -1 h 0.001 y1[1] (analytic) -0.5281232865574805 y1[1] (numeric) -12.535432635385073 absolute error 12.007309348827592 relative error 2273.5807442038868% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.156999999999723 y2[1] (analytic) -0.8496954053698249 y2[1] (numeric) 10.102832643921984 absolute error 10.952528049291809 relative error 1288.9946185509602% Correct digits -1 h 0.001 y1[1] (analytic) -0.5272738549306318 y1[1] (numeric) -12.5455325148265 absolute error 12.018258659895867 relative error 2279.320043561991% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.157999999999723 y2[1] (analytic) -0.8502222542892094 y2[1] (numeric) 10.108739688606924 absolute error 10.958961942896133 relative error 1288.9526106391895% Correct digits -1 h 0.001 y1[1] (analytic) -0.5264238960299721 y1[1] (numeric) -12.555638300928981 absolute error 12.02921440489901 relative error 2285.0813756019397% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.158999999999724 y2[1] (analytic) -0.8507482529864105 y2[1] (numeric) 10.114647495894316 absolute error 10.965395748880725 relative error 1288.9119325709485% Correct digits -1 h 0.001 y1[1] (analytic) -0.5255734107054603 y1[1] (numeric) -12.565749994457915 absolute error 12.040176583752455 relative error 2290.8648608367216% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.159999999999724 y2[1] (analytic) -0.8512734009354296 y2[1] (numeric) 10.120556060183267 absolute error 10.971829461118697 relative error 1288.8725818358944% Correct digits -1 h 0.001 y1[1] (analytic) -0.5247223998075815 y1[1] (numeric) -12.575867596173104 absolute error 12.051145196365523 relative error 2296.6706206528906% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.160999999999724 y2[1] (analytic) -0.8517976976111186 y2[1] (numeric) 10.12646537586183 absolute error 10.978263073472949 relative error 1288.8345559352506% Correct digits -1 h 0.001 y1[1] (analytic) -0.5238708641873466 y1[1] (numeric) -12.585991106828745 absolute error 12.062120242641399 relative error 2302.4987773184776% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.161999999999725 y2[1] (analytic) -0.852321142489181 y2[1] (numeric) 10.132375437306985 absolute error 10.984696579796166 relative error 1288.7978523817508% Correct digits -1 h 0.001 y1[1] (analytic) -0.5230188046962913 y1[1] (numeric) -12.596120527173417 absolute error 12.073101722477126 relative error 2308.349453991006% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.162999999999725 y2[1] (analytic) -0.852843735046172 y2[1] (numeric) 10.138286238884625 absolute error 10.991129973930796 relative error 1288.7624686995855% Correct digits -1 h 0.001 y1[1] (analytic) -0.5221662221864747 y1[1] (numeric) -12.60625585795007 absolute error 12.084089635763595 relative error 2314.2227747255847% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.163999999999725 y2[1] (analytic) -0.8533654747594989 y2[1] (numeric) 10.144197774949548 absolute error 10.997563249709048 relative error 1288.7284024243488% Correct digits -1 h 0.001 y1[1] (analytic) -0.5213131175104795 y1[1] (numeric) -12.616397099896014 absolute error 12.095083982385535 relative error 2320.1188644830904% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.164999999999726 y2[1] (analytic) -0.8538863611074222 y2[1] (numeric) 10.150110039845444 absolute error 11.003996400952866 relative error 1288.6956511029834% Correct digits -1 h 0.001 y1[1] (analytic) -0.5204594915214102 y1[1] (numeric) -12.626544253742912 absolute error 12.106084762221501 relative error 2326.0378491384454% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.165999999999726 y2[1] (analytic) -0.8544063935690556 y2[1] (numeric) 10.15602302790488 absolute error 11.010429421473935 relative error 1288.6642122937296% Correct digits -1 h 0.001 y1[1] (analytic) -0.5196053450728929 y1[1] (numeric) -12.63669732021676 absolute error 12.117091975143866 relative error 2331.979855488981% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.166999999999726 y2[1] (analytic) -0.8549255716243666 y2[1] (numeric) 10.161936733449284 absolute error 11.016862305073651 relative error 1288.634083566071% Correct digits -1 h 0.001 y1[1] (analytic) -0.5187506790190737 y1[1] (numeric) -12.646856300037884 absolute error 12.128105621018811 relative error 2337.945011262892% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.167999999999727 y2[1] (analytic) -0.8554438947541771 y2[1] (numeric) 10.167851150788943 absolute error 11.02329504554312 relative error 1288.6052625006819% Correct digits -1 h 0.001 y1[1] (analytic) -0.5178954942146188 y1[1] (numeric) -12.657021193920924 absolute error 12.139125699706305 relative error 2343.9334451277896% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.168999999999727 y2[1] (analytic) -0.8559613624401643 y2[1] (numeric) 10.17376627422298 absolute error 11.029727636663145 relative error 1288.577746689375% Correct digits -1 h 0.001 y1[1] (analytic) -0.5170397915147127 y1[1] (numeric) -12.667192002574827 absolute error 12.150152211060115 relative error 2349.9452866993456% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.169999999999727 y2[1] (analytic) -0.8564779741648604 y2[1] (numeric) 10.179682098039349 absolute error 11.03616007220421 relative error 1288.5515337350519% Correct digits -1 h 0.001 y1[1] (analytic) -0.5161835717750582 y1[1] (numeric) -12.677368726702833 absolute error 12.161185154927775 relative error 2355.980666550031% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.170999999999728 y2[1] (analytic) -0.8569937294116536 y2[1] (numeric) 10.185598616514813 absolute error 11.042592345926467 relative error 1288.5266212516474% Correct digits -1 h 0.001 y1[1] (analytic) -0.5153268358518751 y1[1] (numeric) -12.68755136700246 absolute error 12.172224531150585 relative error 2362.0397162179524% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.171999999999728 y2[1] (analytic) -0.8575086276647889 y2[1] (numeric) 10.191515823914944 absolute error 11.049024451579733 relative error 1288.5030068640824% Correct digits -1 h 0.001 y1[1] (analytic) -0.514469584601899 y1[1] (numeric) -12.697739924165504 absolute error 12.183270339563604 relative error 2368.1225682157915% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.172999999999728 y2[1] (analytic) -0.8580226684093679 y2[1] (numeric) 10.197433714494098 absolute error 11.055456382903465 relative error 1288.4806882082091% Correct digits -1 h 0.001 y1[1] (analytic) -0.5136118188823812 y1[1] (numeric) -12.707934398878017 absolute error 12.194322579995635 relative error 2374.2293560398334% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.173999999999729 y2[1] (analytic) -0.85853585113135 y2[1] (numeric) 10.203352282495407 absolute error 11.061888133626757 relative error 1288.459662930764% Correct digits -1 h 0.001 y1[1] (analytic) -0.5127535395510872 y1[1] (numeric) -12.7181347918203 absolute error 12.205381252269213 relative error 2380.3602141791075% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.174999999999729 y2[1] (analytic) -0.8590481753175526 y2[1] (numeric) 10.209271522150773 absolute error 11.068319697468326 relative error 1288.4399286893138% Correct digits -1 h 0.001 y1[1] (analytic) -0.5118947474662965 y1[1] (numeric) -12.728341103666892 absolute error 12.216446356200596 relative error 2386.515278124618% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.175999999999729 y2[1] (analytic) -0.8595596404556514 y2[1] (numeric) 10.215191427680844 absolute error 11.074751068136496 relative error 1288.4214831522088% Correct digits -1 h 0.001 y1[1] (analytic) -0.5110354434868009 y1[1] (numeric) -12.738553335086559 absolute error 12.227517891599758 relative error 2392.694684378692% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.17699999999973 y2[1] (analytic) -0.8600702460341814 y2[1] (numeric) 10.221111993295008 absolute error 11.08118223932919 relative error 1288.4043239985301% Correct digits -1 h 0.001 y1[1] (analytic) -0.5101756284719045 y1[1] (numeric) -12.748771486742282 absolute error 12.238595858270378 relative error 2398.8985704644183% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.17799999999973 y2[1] (analytic) -0.8605799915425371 y2[1] (numeric) 10.227033213191378 absolute error 11.087613204733914 relative error 1288.3884489180425% Correct digits -1 h 0.001 y1[1] (analytic) -0.509315303281422 y1[1] (numeric) -12.758995559291243 absolute error 12.249680256009821 relative error 2405.1270749352025% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.17899999999973 y2[1] (analytic) -0.8610888764709729 y2[1] (numeric) 10.232955081556781 absolute error 11.094043958027754 relative error 1288.373855611144% Correct digits -1 h 0.001 y1[1] (analytic) -0.5084544687756788 y1[1] (numeric) -12.769225553384821 absolute error 12.260771084609143 relative error 2411.380337384424% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.179999999999731 y2[1] (analytic) -0.8615969003106039 y2[1] (numeric) 10.238877592566746 absolute error 11.10047449287735 relative error 1288.360541788817% Correct digits -1 h 0.001 y1[1] (analytic) -0.5075931258155091 y1[1] (numeric) -12.779461469668572 absolute error 12.271868343853063 relative error 2417.6584984552023% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.180999999999731 y2[1] (analytic) -0.8621040625534064 y2[1] (numeric) 10.244800740385486 absolute error 11.106904802938892 relative error 1288.3485051725797% Correct digits -1 h 0.001 y1[1] (analytic) -0.5067312752622559 y1[1] (numeric) -12.789703308782224 absolute error 12.282972033519968 relative error 2423.9616998502775% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.181999999999731 y2[1] (analytic) -0.8626103626922184 y2[1] (numeric) 10.25072451916589 absolute error 11.113334881858108 relative error 1288.3377434944375% Correct digits -1 h 0.001 y1[1] (analytic) -0.5058689179777698 y1[1] (numeric) -12.799951071359663 absolute error 12.294082153381893 relative error 2430.290084341998% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.182999999999732 y2[1] (analytic) -0.8631158002207394 y2[1] (numeric) 10.25664892304951 absolute error 11.11976472327025 relative error 1288.328254496836% Correct digits -1 h 0.001 y1[1] (analytic) -0.5050060548244077 y1[1] (numeric) -12.810204758028924 absolute error 12.305198703204516 relative error 2436.6437957824237% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.183999999999732 y2[1] (analytic) -0.8636203746335321 y2[1] (numeric) 10.262573946166548 absolute error 11.12619432080008 relative error 1288.320035932612% Correct digits -1 h 0.001 y1[1] (analytic) -0.5041426866650329 y1[1] (numeric) -12.820464369412173 absolute error 12.316321682747141 relative error 2443.022979113543% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.184999999999732 y2[1] (analytic) -0.8641240854260223 y2[1] (numeric) 10.268499582635837 absolute error 11.132623668061859 relative error 1288.313085564946% Correct digits -1 h 0.001 y1[1] (analytic) -0.5032788143630135 y1[1] (numeric) -12.830729906125708 absolute error 12.327451091762693 relative error 2449.4277803776063% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.185999999999733 y2[1] (analytic) -0.8646269320944989 y2[1] (numeric) 10.27442582656484 absolute error 11.13905275865934 relative error 1288.3074011673166% Correct digits -1 h 0.001 y1[1] (analytic) -0.5024144387822217 y1[1] (numeric) -12.841001368779931 absolute error 12.33858692999771 relative error 2455.858346727578% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.186999999999733 y2[1] (analytic) -0.8651289141361156 y2[1] (numeric) 10.280352672049627 absolute error 11.145481586185742 relative error 1288.3029805234507% Correct digits -1 h 0.001 y1[1] (analytic) -0.5015495607870329 y1[1] (numeric) -12.851278757979355 absolute error 12.349729197192321 relative error 2462.3148264377087% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.187999999999733 y2[1] (analytic) -0.8656300310488901 y2[1] (numeric) 10.286280113174868 absolute error 11.15191014422376 relative error 1288.29982142728% Correct digits -1 h 0.001 y1[1] (analytic) -0.5006841812423252 y1[1] (numeric) -12.861562074322578 absolute error 12.360877893080252 relative error 2468.7973689142245% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.188999999999734 y2[1] (analytic) -0.8661302823317059 y2[1] (numeric) 10.292208144013816 absolute error 11.158338426345523 relative error 1288.297921682891% Correct digits -1 h 0.001 y1[1] (analytic) -0.49981830101347785 y1[1] (numeric) -12.871851318402276 absolute error 12.372033017388798 relative error 2475.306124706142% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.189999999999734 y2[1] (analytic) -0.8666296674843114 y2[1] (numeric) 10.2981367586283 absolute error 11.16476642611261 relative error 1288.2972791044829% Correct digits -1 h 0.001 y1[1] (analytic) -0.49895192096637125 y1[1] (numeric) -12.882146490805198 absolute error 12.383194569838826 relative error 2481.8412455162065% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.190999999999734 y2[1] (analytic) -0.8671281860073216 y2[1] (numeric) 10.3040659510687 absolute error 11.171194137076021 relative error 1288.2978915163183% Correct digits -1 h 0.001 y1[1] (analytic) -0.49808504196738523 y1[1] (numeric) -12.892447592112143 absolute error 12.394362550144757 relative error 2488.4028842119587% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.191999999999735 y2[1] (analytic) -0.8676258374022181 y2[1] (numeric) 10.309995715373953 absolute error 11.17762155277617 relative error 1288.299756752679% Correct digits -1 h 0.001 y1[1] (analytic) -0.49721766488339875 y1[1] (numeric) -12.902754622897957 absolute error 12.405536958014558 relative error 2494.991194836923% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.192999999999735 y2[1] (analytic) -0.8681226211713495 y2[1] (numeric) 10.315926045571521 absolute error 11.184048666742871 relative error 1288.3028726578214% Correct digits -1 h 0.001 y1[1] (analytic) -0.4963497905817888 y1[1] (numeric) -12.913067583731522 absolute error 12.416717793149733 relative error 2501.6063326219332% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.193999999999735 y2[1] (analytic) -0.8686185368179321 y2[1] (numeric) 10.321856935677392 absolute error 11.190475472495324 relative error 1288.307237085929% Correct digits -1 h 0.001 y1[1] (analytic) -0.49548141993042966 y1[1] (numeric) -12.923386475175736 absolute error 12.427905055245306 relative error 2508.2484539965803% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.194999999999736 y2[1] (analytic) -0.8691135838460502 y2[1] (numeric) 10.327788379696058 absolute error 11.196901963542107 relative error 1288.3128479010704% Correct digits -1 h 0.001 y1[1] (analytic) -0.49461255379769187 y1[1] (numeric) -12.933711297787513 absolute error 12.43909874398982 relative error 2514.917716600801% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.195999999999736 y2[1] (analytic) -0.8696077617606569 y2[1] (numeric) 10.333720371620508 absolute error 11.203328133381165 relative error 1288.3197029771532% Correct digits -1 h 0.001 y1[1] (analytic) -0.49374319305244146 y1[1] (numeric) -12.944042052117762 absolute error 12.45029885906532 relative error 2521.614279296595% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.196999999999736 y2[1] (analytic) -0.8701010700675744 y2[1] (numeric) 10.339652905432214 absolute error 11.209753975499789 relative error 1288.3278001978792% Correct digits -1 h 0.001 y1[1] (analytic) -0.4928733385640392 y1[1] (numeric) -12.954378738711382 absolute error 12.461505400147344 relative error 2528.3383021798845% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.197999999999737 y2[1] (analytic) -0.8705935082734942 y2[1] (numeric) 10.345585975101114 absolute error 11.216179483374608 relative error 1288.3371374567016% Correct digits -1 h 0.001 y1[1] (analytic) -0.4920029912023394 y1[1] (numeric) -12.964721358107246 absolute error 12.472718366904907 relative error 2535.089946592504% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.198999999999737 y2[1] (analytic) -0.8710850758859784 y2[1] (numeric) 10.351519574585605 absolute error 11.222604650471585 relative error 1288.3477126567807% Correct digits -1 h 0.001 y1[1] (analytic) -0.49113215183768943 y1[1] (numeric) -12.97506991083819 absolute error 12.4839377590005 relative error 2541.869375134337% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.199999999999737 y2[1] (analytic) -0.8715757724134593 y2[1] (numeric) 10.357453697832526 absolute error 11.229029470245985 relative error 1288.3595237109394% Correct digits -1 h 0.001 y1[1] (analytic) -0.4902608213409286 y1[1] (numeric) -12.985424397431006 absolute error 12.495163576090077 relative error 2548.6767516755963% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.200999999999738 y2[1] (analytic) -0.8720655973652404 y2[1] (numeric) 10.363388338777142 absolute error 11.235453936142383 relative error 1288.3725685416216% Correct digits -1 h 0.001 y1[1] (analytic) -0.4893890005833872 y1[1] (numeric) -12.995784818406422 absolute error 12.506395817823035 relative error 2555.512241369239% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.201999999999738 y2[1] (analytic) -0.8725545502514968 y2[1] (numeric) 10.369323491343142 absolute error 11.241878041594639 relative error 1288.3868450808477% Correct digits -1 h 0.001 y1[1] (analytic) -0.488516690436886 y1[1] (numeric) -13.0061511742791 absolute error 12.517634483842215 relative error 2562.3760106635364% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.202999999999738 y2[1] (analytic) -0.8730426305832756 y2[1] (numeric) 10.375259149442615 absolute error 11.24830178002589 relative error 1288.4023512701726% Correct digits -1 h 0.001 y1[1] (analytic) -0.4876438917737351 y1[1] (numeric) -13.01652346555762 absolute error 12.528879573783886 relative error 2569.2682273147875% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.203999999999739 y2[1] (analytic) -0.8735298378724965 y2[1] (numeric) 10.38119530697604 absolute error 11.254725144848535 relative error 1288.4190850606426% Correct digits -1 h 0.001 y1[1] (analytic) -0.48677060546673306 y1[1] (numeric) -13.026901692744465 absolute error 12.540131087277732 relative error 2576.189060400187% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.204999999999739 y2[1] (analytic) -0.8740161716319524 y2[1] (numeric) 10.387131957832278 absolute error 11.26114812946423 relative error 1288.4370444127537% Correct digits -1 h 0.001 y1[1] (analytic) -0.48589683238916614 y1[1] (numeric) -13.037285856336014 absolute error 12.551389023946848 relative error 2583.138680330838% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.205999999999739 y2[1] (analytic) -0.8745016313753096 y2[1] (numeric) 10.393069095888551 absolute error 11.26757072726386 relative error 1288.4562272964085% Correct digits -1 h 0.001 y1[1] (analytic) -0.4850225734148073 y1[1] (numeric) -13.04767595682253 absolute error 12.562653383407723 relative error 2590.1172588649247% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.20699999999974 y2[1] (analytic) -0.8749862166171082 y2[1] (numeric) 10.399006715010438 absolute error 11.273992931627546 relative error 1288.476631690876% Correct digits -1 h 0.001 y1[1] (analytic) -0.48414782941791545 y1[1] (numeric) -13.058071994688147 absolute error 12.573924165270231 relative error 2597.124969121042% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.20799999999974 y2[1] (analytic) -0.8754699268727631 y2[1] (numeric) 10.404944809051852 absolute error 11.280414735924614 relative error 1288.498255584747% Correct digits -1 h 0.001 y1[1] (analytic) -0.48327260127323457 y1[1] (numeric) -13.068473970410858 absolute error 12.585201369137623 relative error 2604.1619855916792% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.20899999999974 y2[1] (analytic) -0.8759527616585642 y2[1] (numeric) 10.410883371855034 absolute error 11.286836133513598 relative error 1288.5210969758973% Correct digits -1 h 0.001 y1[1] (analytic) -0.48239688985599266 y1[1] (numeric) -13.078881884462506 absolute error 12.596484994606513 relative error 2611.228484156868% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.209999999999741 y2[1] (analytic) -0.8764347204916765 y2[1] (numeric) 10.416822397250538 absolute error 11.293257117742215 relative error 1288.545153871442% Correct digits -1 h 0.001 y1[1] (analytic) -0.48152069604190106 y1[1] (numeric) -13.089295737308767 absolute error 12.607775041266866 relative error 2618.324642097992% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.210999999999741 y2[1] (analytic) -0.8769158028901414 y2[1] (numeric) 10.42276187905722 absolute error 11.299677681947362 relative error 1288.5704242876973% Correct digits -1 h 0.001 y1[1] (analytic) -0.4806440207071536 y1[1] (numeric) -13.099715529409144 absolute error 12.61907150870199 relative error 2625.4506381117612% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.211999999999741 y2[1] (analytic) -0.8773960083728765 y2[1] (numeric) 10.428701811082217 absolute error 11.306097819455093 relative error 1288.5969062501388% Correct digits -1 h 0.001 y1[1] (analytic) -0.47976686472842545 y1[1] (numeric) -13.110141261216954 absolute error 12.630374396488529 relative error 2632.606652324357% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.212999999999742 y2[1] (analytic) -0.8778753364596763 y2[1] (numeric) 10.434642187120943 absolute error 11.312517523580619 relative error 1288.624597793361% Correct digits -1 h 0.001 y1[1] (analytic) -0.47888922898287256 y1[1] (numeric) -13.120572933179314 absolute error 12.641683704196442 relative error 2639.7928663057423% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.213999999999742 y2[1] (analytic) -0.8783537866712128 y2[1] (numeric) 10.440583000957075 absolute error 11.318936787628287 relative error 1288.6534969610389% Correct digits -1 h 0.001 y1[1] (analytic) -0.47801111434813065 y1[1] (numeric) -13.13101054573713 absolute error 12.652999431388999 relative error 2647.0094630841463% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.214999999999742 y2[1] (analytic) -0.8788313585290358 y2[1] (numeric) 10.446524246362534 absolute error 11.32535560489157 relative error 1288.683601805885% Correct digits -1 h 0.001 y1[1] (analytic) -0.4771325217023141 y1[1] (numeric) -13.141454099325086 absolute error 12.664321577622772 relative error 2654.2566271607284% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.215999999999743 y2[1] (analytic) -0.8793080515555736 y2[1] (numeric) 10.452465917097475 absolute error 11.33177396865305 relative error 1288.7149103896115% Correct digits -1 h 0.001 y1[1] (analytic) -0.47625345192401575 y1[1] (numeric) -13.151903594371632 absolute error 12.675650142447616 relative error 2661.5345445244066% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.216999999999743 y2[1] (analytic) -0.879783865274133 y2[1] (numeric) 10.458408006910277 absolute error 11.33819187218441 relative error 1288.7474207828907% Correct digits -1 h 0.001 y1[1] (analytic) -0.4753739058923051 y1[1] (numeric) -13.162359031298973 absolute error 12.686985125406668 relative error 2668.8434026668842% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.217999999999743 y2[1] (analytic) -0.8802587992089005 y2[1] (numeric) 10.464350509537525 absolute error 11.344609308746426 relative error 1288.7811310653149% Correct digits -1 h 0.001 y1[1] (analytic) -0.47449388448672813 y1[1] (numeric) -13.172820410523057 absolute error 12.698326526036329 relative error 2676.183390597842% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.218999999999744 y2[1] (analytic) -0.8807328528849422 y2[1] (numeric) 10.470293418703998 absolute error 11.351026271588939 relative error 1288.8160393253575% Correct digits -1 h 0.001 y1[1] (analytic) -0.4736133885873063 y1[1] (numeric) -13.183287732453561 absolute error 12.709674343866254 relative error 2683.5546988603223% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.219999999999744 y2[1] (analytic) -0.8812060258282044 y2[1] (numeric) 10.47623672812266 absolute error 11.357442753950863 relative error 1288.8521436603357% Correct digits -1 h 0.001 y1[1] (analytic) -0.4727324190745353 y1[1] (numeric) -13.193760997493882 absolute error 12.721028578419347 relative error 2690.957519546302% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.220999999999744 y2[1] (analytic) -0.8816783175655141 y2[1] (numeric) 10.482180431494639 absolute error 11.363858749060153 relative error 1288.8894421763694% Correct digits -1 h 0.001 y1[1] (analytic) -0.4718509768293846 y1[1] (numeric) -13.204240206041124 absolute error 12.732389229211739 relative error 2698.392046312455% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.221999999999745 y2[1] (analytic) -0.8821497276245798 y2[1] (numeric) 10.48812452250922 absolute error 11.3702742501338 relative error 1288.9279329883436% Correct digits -1 h 0.001 y1[1] (analytic) -0.4709690627332964 y1[1] (numeric) -13.214725358486087 absolute error 12.74375629575279 relative error 2705.8584743961014% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.222999999999745 y2[1] (analytic) -0.8826202555339914 y2[1] (numeric) 10.494068994843834 absolute error 11.376689250377826 relative error 1288.967614219872% Correct digits -1 h 0.001 y1[1] (analytic) -0.47008667766818474 y1[1] (numeric) -13.22521645521325 absolute error 12.755129777545065 relative error 2713.3570006313594% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.223999999999745 y2[1] (analytic) -0.8830899008232209 y2[1] (numeric) 10.500013842164035 absolute error 11.383103742987256 relative error 1289.0084840032557% Correct digits -1 h 0.001 y1[1] (analytic) -0.4692038225164346 y1[1] (numeric) -13.23571349660077 absolute error 12.766509674084336 relative error 2720.887823465498% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.224999999999746 y2[1] (analytic) -0.8835586630226232 y2[1] (numeric) 10.505959058123498 absolute error 11.38951772114612 relative error 1289.0505404794494% Correct digits -1 h 0.001 y1[1] (analytic) -0.468320498160901 y1[1] (numeric) -13.246216483020458 absolute error 12.777895984859557 relative error 2728.451142975478% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.225999999999746 y2[1] (analytic) -0.8840265416634362 y2[1] (numeric) 10.511904636363996 absolute error 11.395931178027432 relative error 1289.093781798019% Correct digits -1 h 0.001 y1[1] (analytic) -0.4674367054849083 y1[1] (numeric) -13.256725414837776 absolute error 12.789288709352867 relative error 2736.0471608847124% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.226999999999746 y2[1] (analytic) -0.8844935362777812 y2[1] (numeric) 10.517850570515392 absolute error 11.402344106793173 relative error 1289.1382061171096% Correct digits -1 h 0.001 y1[1] (analytic) -0.46655244537224905 y1[1] (numeric) -13.267240292411822 absolute error 12.800687847039573 relative error 2743.6760805800227% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.227999999999747 y2[1] (analytic) -0.8849596463986635 y2[1] (numeric) 10.523796854195627 absolute error 11.40875650059429 relative error 1289.1838116034032% Correct digits -1 h 0.001 y1[1] (analytic) -0.4656677187071833 y1[1] (numeric) -13.277761116095316 absolute error 12.812093397388134 relative error 2751.3381071288113% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.228999999999747 y2[1] (analytic) -0.8854248715599733 y2[1] (numeric) 10.529743481010703 absolute error 11.415168352570676 relative error 1289.2305964320863% Correct digits -1 h 0.001 y1[1] (analytic) -0.4647825263744377 y1[1] (numeric) -13.288287886234592 absolute error 12.823505359860155 relative error 2759.0334472964446% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.229999999999747 y2[1] (analytic) -0.8858892112964852 y2[1] (numeric) 10.535690444554673 absolute error 11.421579655851158 relative error 1289.2785587868095% Correct digits -1 h 0.001 y1[1] (analytic) -0.46389686925920437 y1[1] (numeric) -13.298820603169581 absolute error 12.834923733910376 relative error 2766.762309563854% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.230999999999748 y2[1] (analytic) -0.8863526651438597 y2[1] (numeric) 10.541637738409625 absolute error 11.427990403553485 relative error 1289.3276968596538% Correct digits -1 h 0.001 y1[1] (analytic) -0.4630107482471405 y1[1] (numeric) -13.309359267233805 absolute error 12.846348518986664 relative error 2774.524904145355% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.231999999999748 y2[1] (analytic) -0.8868152326386429 y2[1] (numeric) 10.54758535614567 absolute error 11.434400588784312 relative error 1289.3780088510919% Correct digits -1 h 0.001 y1[1] (analytic) -0.4621241642243669 y1[1] (numeric) -13.319903878754362 absolute error 12.857779714529995 relative error 2782.3214430066864% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.232999999999748 y2[1] (analytic) -0.8872769133182674 y2[1] (numeric) 10.553533291320926 absolute error 11.440810204639194 relative error 1289.429492969954% Correct digits -1 h 0.001 y1[1] (analytic) -0.4612371180774677 y1[1] (numeric) -13.33045443805191 absolute error 12.869217319974442 relative error 2790.1521398832815% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.233999999999749 y2[1] (analytic) -0.8877377067210525 y2[1] (numeric) 10.559481537481513 absolute error 11.447219244202566 relative error 1289.482147433391% Correct digits -1 h 0.001 y1[1] (analytic) -0.4603496106934888 y1[1] (numeric) -13.341010945440665 absolute error 12.880661334747176 relative error 2798.017210298764% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.234999999999749 y2[1] (analytic) -0.8881976123862048 y2[1] (numeric) 10.56543008816153 absolute error 11.453627700547734 relative error 1289.5359704668385% Correct digits -1 h 0.001 y1[1] (analytic) -0.4594616429599375 y1[1] (numeric) -13.35157340122838 absolute error 12.892111758268443 relative error 2805.916871583677% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.235999999999749 y2[1] (analytic) -0.8886566298538188 y2[1] (numeric) 10.571378936883047 absolute error 11.460035566736865 relative error 1289.590960303982% Correct digits -1 h 0.001 y1[1] (analytic) -0.4585732157647816 y1[1] (numeric) -13.362141805716336 absolute error 12.903568589951554 relative error 2813.851342894446% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.23699999999975 y2[1] (analytic) -0.8891147586648769 y2[1] (numeric) 10.577328077156087 absolute error 11.466442835820963 relative error 1289.647115186721% Correct digits -1 h 0.001 y1[1] (analytic) -0.45768432999644815 y1[1] (numeric) -13.37271615919933 absolute error 12.915031829202881 relative error 2821.820845232588% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.23799999999975 y2[1] (analytic) -0.8895719983612506 y2[1] (numeric) 10.583277502478621 absolute error 11.472849500839871 relative error 1289.7044333651345% Correct digits -1 h 0.001 y1[1] (analytic) -0.45679498654382283 y1[1] (numeric) -13.383296461965664 absolute error 12.92650147542184 relative error 2829.8256014641547% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.23899999999975 y2[1] (analytic) -0.8900283484856999 y2[1] (numeric) 10.589227206336545 absolute error 11.479255554822245 relative error 1289.7629130974453% Correct digits -1 h 0.001 y1[1] (analytic) -0.45590518629624904 y1[1] (numeric) -13.393882714297131 absolute error 12.937977528000882 relative error 2837.8658363394293% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.239999999999751 y2[1] (analytic) -0.8904838085818749 y2[1] (numeric) 10.595177182203674 absolute error 11.485660990785549 relative error 1289.8225526499855% Correct digits -1 h 0.001 y1[1] (analytic) -0.45501493014352695 y1[1] (numeric) -13.404474916469006 absolute error 12.94945998632548 relative error 2845.9417765128683% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.240999999999751 y2[1] (analytic) -0.8909383781943156 y2[1] (numeric) 10.601127423541723 absolute error 11.492065801736038 relative error 1289.8833502971618% Correct digits -1 h 0.001 y1[1] (analytic) -0.45412421897591265 y1[1] (numeric) -13.41507306875003 absolute error 12.960948849774116 relative error 2854.0536505633013% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.241999999999751 y2[1] (analytic) -0.8913920568684524 y2[1] (numeric) 10.607077923800299 absolute error 11.498469980668752 relative error 1289.9453043214232% Correct digits -1 h 0.001 y1[1] (analytic) -0.45323305368411715 y1[1] (numeric) -13.425677171402397 absolute error 12.972444117718279 relative error 2862.2016890143855% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.242999999999752 y2[1] (analytic) -0.8918448441506065 y2[1] (numeric) 10.613028676416883 absolute error 11.50487352056749 relative error 1290.008413013223% Correct digits -1 h 0.001 y1[1] (analytic) -0.4523414351593058 y1[1] (numeric) -13.436287224681749 absolute error 12.983945789522442 relative error 2870.386124355323% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.243999999999752 y2[1] (analytic) -0.8922967395879908 y2[1] (numeric) 10.61897967481682 absolute error 11.511276414404811 relative error 1290.0726746709877% Correct digits -1 h 0.001 y1[1] (analytic) -0.45144936429309696 y1[1] (numeric) -13.446903228837158 absolute error 12.99545386454406 relative error 2878.607191061842% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.244999999999752 y2[1] (analytic) -0.8927477427287098 y2[1] (numeric) 10.624930912413305 absolute error 11.517678655142015 relative error 1290.1380876010833% Correct digits -1 h 0.001 y1[1] (analytic) -0.45055684197756146 y1[1] (numeric) -13.457525184111114 absolute error 13.006968342133552 relative error 2886.8651256174517% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.245999999999753 y2[1] (analytic) -0.8931978531217606 y2[1] (numeric) 10.630882382607364 absolute error 11.524080235729125 relative error 1290.204650117779% Correct digits -1 h 0.001 y1[1] (analytic) -0.4496638691052215 y1[1] (numeric) -13.468153090739516 absolute error 13.018489221634296 relative error 2895.1601665349644% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.246999999999753 y2[1] (analytic) -0.8936470703170326 y2[1] (numeric) 10.636834078787851 absolute error 11.530481149104883 relative error 1290.2723605432175% Correct digits -1 h 0.001 y1[1] (analytic) -0.44877044656904996 y1[1] (numeric) -13.478786948951658 absolute error 13.030016502382608 relative error 2903.4925543782992% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.247999999999753 y2[1] (analytic) -0.8940953938653089 y2[1] (numeric) 10.642785994331424 absolute error 11.536881388196733 relative error 1290.3412172073786% Correct digits -1 h 0.001 y1[1] (analytic) -0.4478765752624692 y1[1] (numeric) -13.489426758970215 absolute error 13.041550183707745 relative error 2911.8625317845663% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.248999999999754 y2[1] (analytic) -0.8945428233182657 y2[1] (numeric) 10.64873812260254 absolute error 11.543280945920806 relative error 1290.4112184480484% Correct digits -1 h 0.001 y1[1] (analytic) -0.4469822560793505 y1[1] (numeric) -13.500072521011232 absolute error 13.053090264931882 relative error 2920.270343486439% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.249999999999754 y2[1] (analytic) -0.8949893582284738 y2[1] (numeric) 10.654690456953434 absolute error 11.549679815181907 relative error 1290.4823626107845% Correct digits -1 h 0.001 y1[1] (analytic) -0.446087489914013 y1[1] (numeric) -13.510724235284114 absolute error 13.0646367453701 relative error 2928.716236334809% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.250999999999754 y2[1] (analytic) -0.8954349981493982 y2[1] (numeric) 10.660642990724112 absolute error 11.55607798887351 relative error 1290.5546480488854% Correct digits -1 h 0.001 y1[1] (analytic) -0.4451922776612227 y1[1] (numeric) -13.521381901991612 absolute error 13.07618962433039 relative error 2937.200459321749% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.251999999999755 y2[1] (analytic) -0.895879742635399 y2[1] (numeric) 10.666595717242334 absolute error 11.562475459877733 relative error 1290.6280731233562% Correct digits -1 h 0.001 y1[1] (analytic) -0.44429662021619193 y1[1] (numeric) -13.532045521329811 absolute error 13.087748901113619 relative error 2945.7232636037616% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.252999999999755 y2[1] (analytic) -0.896323591241732 y2[1] (numeric) 10.6725486298236 absolute error 11.568872221065332 relative error 1290.7026362028769% Correct digits -1 h 0.001 y1[1] (analytic) -0.4434005184745779 y1[1] (numeric) -13.542715093488118 absolute error 13.09931457501354 relative error 2954.2849025253413% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.253999999999755 y2[1] (analytic) -0.8967665435245484 y2[1] (numeric) 10.678501721771141 absolute error 11.57526826529569 relative error 1290.7783356637708% Correct digits -1 h 0.001 y1[1] (analytic) -0.44250397333248237 y1[1] (numeric) -13.553390618649248 absolute error 13.110886645316766 relative error 2962.885631642836% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.254999999999756 y2[1] (analytic) -0.897208599040896 y2[1] (numeric) 10.684454986375899 absolute error 11.581663585416795 relative error 1290.8551698899719% Correct digits -1 h 0.001 y1[1] (analytic) -0.44160698568645035 y1[1] (numeric) -13.564072096989213 absolute error 13.122465111302763 relative error 2971.525708748632% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.255999999999756 y2[1] (analytic) -0.8976497573487192 y2[1] (numeric) 10.690408416916517 absolute error 11.588058174265235 relative error 1290.9331372729937% Correct digits -1 h 0.001 y1[1] (analytic) -0.4407095564334695 y1[1] (numeric) -13.574759528677312 absolute error 13.134049972243842 relative error 2980.205393895648% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.256999999999756 y2[1] (analytic) -0.8980900180068601 y2[1] (numeric) 10.696362006659326 absolute error 11.594452024666186 relative error 1291.0122362118964% Correct digits -1 h 0.001 y1[1] (analytic) -0.4398116864709689 y1[1] (numeric) -13.585452913876114 absolute error 13.145641227405145 relative error 2988.924949422157% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.257999999999757 y2[1] (analytic) -0.8985293805750576 y2[1] (numeric) 10.70231574885833 absolute error 11.600845129433388 relative error 1291.0924651132568% Correct digits -1 h 0.001 y1[1] (analytic) -0.4389133766968185 y1[1] (numeric) -13.59615225274145 absolute error 13.15723887604463 relative error 2997.6846399769342% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.258999999999757 y2[1] (analytic) -0.8989678446139495 y2[1] (numeric) 10.708269636755196 absolute error 11.607237481369145 relative error 1291.1738223911366% Correct digits -1 h 0.001 y1[1] (analytic) -0.43801462800932794 y1[1] (numeric) -13.606857545422397 absolute error 13.16884291741307 relative error 3006.484732544737% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.259999999999757 y2[1] (analytic) -0.8994054096850717 y2[1] (numeric) 10.714223663579231 absolute error 11.613629073264303 relative error 1291.2563064670508% Correct digits -1 h 0.001 y1[1] (analytic) -0.43711544130724594 y1[1] (numeric) -13.617568792061268 absolute error 13.180453350754023 relative error 3015.3254964721227% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.260999999999758 y2[1] (analytic) -0.8998420753508591 y2[1] (numeric) 10.72017782254738 absolute error 11.620019897898239 relative error 1291.3399157699373% Correct digits -1 h 0.001 y1[1] (analytic) -0.436215817489759 y1[1] (numeric) -13.628285992793602 absolute error 13.192070175303844 relative error 3024.2072034936127% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.261999999999758 y2[1] (analytic) -0.9002778411746463 y2[1] (numeric) 10.726132106864203 absolute error 11.626409948038848 relative error 1291.4246487361252% Correct digits -1 h 0.001 y1[1] (analytic) -0.435315757456491 y1[1] (numeric) -13.639009147748146 absolute error 13.203693390291654 relative error 3033.1301277582033% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.262999999999758 y2[1] (analytic) -0.9007127067206672 y2[1] (numeric) 10.732086509721869 absolute error 11.632799216442535 relative error 1291.5105038093072% Correct digits -1 h 0.001 y1[1] (analytic) -0.4344152621075017 y1[1] (numeric) -13.649738257046845 absolute error 13.215322994939344 relative error 3042.094545856228% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.263999999999759 y2[1] (analytic) -0.9011466715540565 y2[1] (numeric) 10.738041024300138 absolute error 11.639187695854194 relative error 1291.5974794405042% Correct digits -1 h 0.001 y1[1] (analytic) -0.43351433234328657 y1[1] (numeric) -13.660473320804831 absolute error 13.226958988461545 relative error 3051.1007368465794% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.264999999999759 y2[1] (analytic) -0.9015797352408492 y2[1] (numeric) 10.743995643766347 absolute error 11.645575379007196 relative error 1291.68557408804% Correct digits -1 h 0.001 y1[1] (analytic) -0.4326129690647752 y1[1] (numeric) -13.671214339130408 absolute error 13.238601370065632 relative error 3060.148982284305% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.265999999999759 y2[1] (analytic) -0.9020118973479819 y2[1] (numeric) 10.749950361275399 absolute error 11.651962258623382 relative error 1291.774786217508% Correct digits -1 h 0.001 y1[1] (analytic) -0.43171117317333085 y1[1] (numeric) -13.681961312125045 absolute error 13.250250138951714 relative error 3069.239566248561% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.26699999999976 y2[1] (analytic) -0.9024431574432925 y2[1] (numeric) 10.755905169969749 absolute error 11.65834832741304 relative error 1291.865114301742% Correct digits -1 h 0.001 y1[1] (analytic) -0.4308089455707493 y1[1] (numeric) -13.692714239883355 absolute error 13.261905294312605 relative error 3078.3727753709513% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.26799999999976 y2[1] (analytic) -0.9028735150955208 y2[1] (numeric) 10.761860062979384 absolute error 11.664733578074905 relative error 1291.9565568207877% Correct digits -1 h 0.001 y1[1] (analytic) -0.429906287159258 y1[1] (numeric) -13.70347312249309 absolute error 13.273566835333833 relative error 3087.548898864246% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.26899999999976 y2[1] (analytic) -0.9033029698743092 y2[1] (numeric) 10.76781503342182 absolute error 11.67111800329613 relative error 1292.049112261871% Correct digits -1 h 0.001 y1[1] (analytic) -0.42900319884151544 y1[1] (numeric) -13.714237960035126 absolute error 13.28523476119361 relative error 3096.7682285514866% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.269999999999761 y2[1] (analytic) -0.9037315213502031 y2[1] (numeric) 10.773770074402082 absolute error 11.677501595752284 relative error 1292.142779119371% Correct digits -1 h 0.001 y1[1] (analytic) -0.4280996815206098 y1[1] (numeric) -13.725008752583447 absolute error 13.296909071062837 relative error 3106.031058895495% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.270999999999761 y2[1] (analytic) -0.9041591690946508 y2[1] (numeric) 10.779725179012686 absolute error 11.683884348107338 relative error 1292.2375558947879% Correct digits -1 h 0.001 y1[1] (analytic) -0.42719573610005823 y1[1] (numeric) -13.73578550020514 absolute error 13.308589764105081 relative error 3115.33768702877% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.271999999999761 y2[1] (analytic) -0.9045859126800049 y2[1] (numeric) 10.785680340333638 absolute error 11.690266253013643 relative error 1292.3334410967161% Correct digits -1 h 0.001 y1[1] (analytic) -0.42629136348380625 y1[1] (numeric) -13.746568202960376 absolute error 13.32027683947657 relative error 3124.6884127838007% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.272999999999762 y2[1] (analytic) -0.9050117516795216 y2[1] (numeric) 10.791635551432408 absolute error 11.69664730311193 relative error 1292.430433240815% Correct digits -1 h 0.001 y1[1] (analytic) -0.42538656457622626 y1[1] (numeric) -13.7573568609024 absolute error 13.331970296326173 relative error 3134.0835387237944% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.273999999999762 y2[1] (analytic) -0.9054366856673621 y2[1] (numeric) 10.797590805363923 absolute error 11.703027491031285 relative error 1292.5285308497787% Correct digits -1 h 0.001 y1[1] (analytic) -0.42448134028211715 y1[1] (numeric) -13.768151474077518 absolute error 13.343670133795401 relative error 3143.523370173818% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.274999999999762 y2[1] (analytic) -0.9058607142185924 y2[1] (numeric) 10.803546095170548 absolute error 11.70940680938914 relative error 1292.6277324533091% Correct digits -1 h 0.001 y1[1] (analytic) -0.42357569150670316 y1[1] (numeric) -13.778952042525086 absolute error 13.355376351018382 relative error 3153.008215252369% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.275999999999763 y2[1] (analytic) -0.9062838369091839 y2[1] (numeric) 10.809501413882078 absolute error 11.715785250791262 relative error 1292.7280365880856% Correct digits -1 h 0.001 y1[1] (analytic) -0.42266961915563295 y1[1] (numeric) -13.789758566277495 absolute error 13.367088947121863 relative error 3162.5383849033897% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.276999999999763 y2[1] (analytic) -0.9067060533160141 y2[1] (numeric) 10.81545675451572 absolute error 11.722162807831735 relative error 1292.829441797739% Correct digits -1 h 0.001 y1[1] (analytic) -0.4217631241349788 y1[1] (numeric) -13.800571045360158 absolute error 13.37880792122518 relative error 3172.114192928706% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.277999999999763 y2[1] (analytic) -0.9071273630168665 y2[1] (numeric) 10.821412110076084 absolute error 11.728539473092951 relative error 1292.9319466328213% Correct digits -1 h 0.001 y1[1] (analytic) -0.42085620735123563 y1[1] (numeric) -13.811389479791503 absolute error 13.390533272440267 relative error 3181.735956020931% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.278999999999764 y2[1] (analytic) -0.9075477655904314 y2[1] (numeric) 10.827367473555164 absolute error 11.734915239145595 relative error 1293.0355496507789% Correct digits -1 h 0.001 y1[1] (analytic) -0.4199488697113202 y1[1] (numeric) -13.822213869582951 absolute error 13.402264999871631 relative error 3191.403993796809% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.279999999999764 y2[1] (analytic) -0.9079672606163064 y2[1] (numeric) 10.833322837932325 absolute error 11.741290098548632 relative error 1293.1402494159233% Correct digits -1 h 0.001 y1[1] (analytic) -0.41904111212257006 y1[1] (numeric) -13.833044214738912 absolute error 13.414003102616341 relative error 3201.1186288310364% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.280999999999764 y2[1] (analytic) -0.9083858476749964 y2[1] (numeric) 10.839278196174293 absolute error 11.747664043849289 relative error 1293.2460444994058% Correct digits -1 h 0.001 y1[1] (analytic) -0.4181329354927427 y1[1] (numeric) -13.84388051525677 absolute error 13.425747579764026 relative error 3210.8801866905433% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.281999999999765 y2[1] (analytic) -0.9088035263479145 y2[1] (numeric) 10.845233541235137 absolute error 11.754037067583052 relative error 1293.3529334791874% Correct digits -1 h 0.001 y1[1] (analytic) -0.41722434073001474 y1[1] (numeric) -13.854722771126866 absolute error 13.437498430396852 relative error 3220.688995969254% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.282999999999765 y2[1] (analytic) -0.909220296217382 y2[1] (numeric) 10.851188866056257 absolute error 11.760409162273639 relative error 1293.4609149400121% Correct digits -1 h 0.001 y1[1] (analytic) -0.4163153287429808 y1[1] (numeric) -13.865570982332493 absolute error 13.449255653589512 relative error 3230.5453883233386% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.283999999999765 y2[1] (analytic) -0.909636156866629 y2[1] (numeric) 10.85714416356637 absolute error 11.766780320432998 relative error 1293.569987473381% Correct digits -1 h 0.001 y1[1] (analytic) -0.4154059004406528 y1[1] (numeric) -13.876425148849874 absolute error 13.46101924840922 relative error 3240.4496985069513% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.284999999999766 y2[1] (analytic) -0.9100511078797949 y2[1] (numeric) 10.863099426681496 absolute error 11.77315053456129 relative error 1293.6801496775233% Correct digits -1 h 0.001 y1[1] (analytic) -0.41449605673245893 y1[1] (numeric) -13.88728527064816 absolute error 13.472789213915702 relative error 3250.4022644084794% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.285999999999766 y2[1] (analytic) -0.9104651488419289 y2[1] (numeric) 10.869054648304942 absolute error 11.779519797146872 relative error 1293.7914001573697% Correct digits -1 h 0.001 y1[1] (analytic) -0.41358579852824295 y1[1] (numeric) -13.898151347689407 absolute error 13.484565549161164 relative error 3260.403427087289% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.286999999999766 y2[1] (analytic) -0.9108782793389898 y2[1] (numeric) 10.875009821327296 absolute error 11.785888100666286 relative error 1293.9037375245266% Correct digits -1 h 0.001 y1[1] (analytic) -0.41267512673826284 y1[1] (numeric) -13.90902337992857 absolute error 13.496348253190307 relative error 3270.4535308110053% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.287999999999767 y2[1] (analytic) -0.9112904989578473 y2[1] (numeric) 10.880964938626404 absolute error 11.79225543758425 relative error 1294.0171603972483% Correct digits -1 h 0.001 y1[1] (analytic) -0.4117640422731904 y1[1] (numeric) -13.919901367313487 absolute error 13.508137325040297 relative error 3280.5529230933043% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.288999999999767 y2[1] (analytic) -0.9117018072862818 y2[1] (numeric) 10.886919993067357 absolute error 11.798621800353638 relative error 1294.1316674004106% Correct digits -1 h 0.001 y1[1] (analytic) -0.41085254604411003 y1[1] (numeric) -13.93078530978487 absolute error 13.51993276374076 relative error 3290.7019547322534% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.289999999999767 y2[1] (analytic) -0.912112203912985 y2[1] (numeric) 10.892874977502483 absolute error 11.804987181415468 relative error 1294.2472571654855% Correct digits -1 h 0.001 y1[1] (analytic) -0.40994063896251787 y1[1] (numeric) -13.941675207276287 absolute error 13.53173456831377 relative error 3300.900979849187% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.290999999999768 y2[1] (analytic) -0.9125216884275602 y2[1] (numeric) 10.898829884771331 absolute error 11.811351573198891 relative error 1294.3639283305126% Correct digits -1 h 0.001 y1[1] (analytic) -0.40902832194032085 y1[1] (numeric) -13.952571059714153 absolute error 13.543542737773832 relative error 3311.15035592814% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.291999999999768 y2[1] (analytic) -0.912930260420523 y2[1] (numeric) 10.904784707700651 absolute error 11.817714968121175 relative error 1294.4816795400757% Correct digits -1 h 0.001 y1[1] (analytic) -0.408115595889836 y1[1] (numeric) -13.963472867017716 absolute error 13.55535727112788 relative error 3321.450443855844% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.292999999999768 y2[1] (analytic) -0.9133379194833016 y2[1] (numeric) 10.910739439104388 absolute error 11.82407735858769 relative error 1294.6005094452742% Correct digits -1 h 0.001 y1[1] (analytic) -0.40720246172378927 y1[1] (numeric) -13.974380629099045 absolute error 13.567178167375255 relative error 3331.801607962294% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.293999999999769 y2[1] (analytic) -0.9137446652082368 y2[1] (numeric) 10.916694071783665 absolute error 11.830438736991901 relative error 1294.7204167036987% Correct digits -1 h 0.001 y1[1] (analytic) -0.4062889203553147 y1[1] (numeric) -13.985294345863016 absolute error 13.5790054255077 relative error 3342.2042160618994% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.294999999999769 y2[1] (analytic) -0.9141504971885829 y2[1] (numeric) 10.922648598526767 absolute error 11.83679909571535 relative error 1294.8413999794063% Correct digits -1 h 0.001 y1[1] (analytic) -0.4053749726979537 y1[1] (numeric) -13.9962140172073 absolute error 13.590839044509346 relative error 3352.658639495223% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.295999999999769 y2[1] (analytic) -0.914555415018508 y2[1] (numeric) 10.928603012109129 absolute error 11.843158427127637 relative error 1294.9634579428919% Correct digits -1 h 0.001 y1[1] (analytic) -0.4044606196656538 y1[1] (numeric) -14.00713964302235 absolute error 13.602679023356696 relative error 3363.1652531713253% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.29699999999977 y2[1] (analytic) -0.9149594182930942 y2[1] (numeric) 10.934557305293323 absolute error 11.849516723586417 relative error 1295.0865892710656% Correct digits -1 h 0.001 y1[1] (analytic) -0.4035458621727679 y1[1] (numeric) -14.018071223191386 absolute error 13.614525361018618 relative error 3373.7244356107176% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.29799999999977 y2[1] (analytic) -0.9153625066083385 y2[1] (numeric) 10.940511470829044 absolute error 11.855873977437383 relative error 1295.2107926472268% Correct digits -1 h 0.001 y1[1] (analytic) -0.4026307011340534 y1[1] (numeric) -14.029008757590388 absolute error 13.626378056456334 relative error 3384.3365689889392% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.29899999999977 y2[1] (analytic) -0.9157646795611524 y2[1] (numeric) 10.946465501453092 absolute error 11.862230181014244 relative error 1295.336066761037% Correct digits -1 h 0.001 y1[1] (analytic) -0.4017151374646714 y1[1] (numeric) -14.039952246088074 absolute error 13.638237108623402 relative error 3395.002039180764% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.299999999999771 y2[1] (analytic) -0.9161659367493631 y2[1] (numeric) 10.952419389889364 absolute error 11.868585326638728 relative error 1295.462410308498% Correct digits -1 h 0.001 y1[1] (analytic) -0.4007991720801854 y1[1] (numeric) -14.050901688545897 absolute error 13.650102516465711 relative error 3405.721235805053% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.300999999999771 y2[1] (analytic) -0.9165662777717133 y2[1] (numeric) 10.958373128848834 absolute error 11.874939406620546 relative error 1295.5898219919243% Correct digits -1 h 0.001 y1[1] (analytic) -0.3998828058965607 y1[1] (numeric) -14.061857084818026 absolute error 13.661974278921466 relative error 3416.494552270263% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.301999999999771 y2[1] (analytic) -0.9169657022278622 y2[1] (numeric) 10.964326711029543 absolute error 11.881292413257405 relative error 1295.71830051992% Correct digits -1 h 0.001 y1[1] (analytic) -0.39896603983016343 y1[1] (numeric) -14.072818434751335 absolute error 13.673852394921171 relative error 3427.322385820612% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.302999999999772 y2[1] (analytic) -0.9173642097183853 y2[1] (numeric) 10.970280129116585 absolute error 11.88764433883497 relative error 1295.8478446073527% Correct digits -1 h 0.001 y1[1] (analytic) -0.3980488747977596 y1[1] (numeric) -14.083785738185387 absolute error 13.685736863387628 relative error 3438.2051375829337% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.303999999999772 y2[1] (analytic) -0.917761799844775 y2[1] (numeric) 10.976233375782089 absolute error 11.893995175626864 relative error 1295.9784529753306% Correct digits -1 h 0.001 y1[1] (analytic) -0.3971313117165141 y1[1] (numeric) -14.094758994952427 absolute error 13.697627683235913 relative error 3449.1432126142063% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.304999999999772 y2[1] (analytic) -0.9181584722094415 y2[1] (numeric) 10.982186443685208 absolute error 11.90034491589465 relative error 1296.110124351176% Correct digits -1 h 0.001 y1[1] (analytic) -0.39621335150399 y1[1] (numeric) -14.105738204877364 absolute error 13.709524853373374 relative error 3460.137019949797% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.305999999999773 y2[1] (analytic) -0.9185542264157122 y2[1] (numeric) 10.988139325472106 absolute error 11.906693551887818 relative error 1296.2428574684036% Correct digits -1 h 0.001 y1[1] (analytic) -0.3952949950781474 y1[1] (numeric) -14.116723367777759 absolute error 13.721428372699611 relative error 3471.1869726524033% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.306999999999773 y2[1] (analytic) -0.918949062067833 y2[1] (numeric) 10.994092013775944 absolute error 11.913041075843777 relative error 1296.376651066695% Correct digits -1 h 0.001 y1[1] (analytic) -0.39437624335734267 y1[1] (numeric) -14.127714483463814 absolute error 13.733338240106471 relative error 3482.2934878617293% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.307999999999773 y2[1] (analytic) -0.9193429787709684 y2[1] (numeric) 11.000044501216859 absolute error 11.919387479987828 relative error 1296.5115038918732% Correct digits -1 h 0.001 y1[1] (analytic) -0.39345709726032746 y1[1] (numeric) -14.138711551738357 absolute error 13.74525445447803 relative error 3493.456986844896% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.308999999999774 y2[1] (analytic) -0.9197359761312016 y2[1] (numeric) 11.00599678040196 absolute error 11.925732756533161 relative error 1296.6474146958822% Correct digits -1 h 0.001 y1[1] (analytic) -0.39253755770624776 y1[1] (numeric) -14.14971457239683 absolute error 13.757177014690582 relative error 3504.6778950475996% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.309999999999774 y2[1] (analytic) -0.9201280537555353 y2[1] (numeric) 11.011948843925307 absolute error 11.932076897680842 relative error 1296.7843822367602% Correct digits -1 h 0.001 y1[1] (analytic) -0.3916176256146431 y1[1] (numeric) -14.160723545227274 absolute error 13.769105919612631 relative error 3515.956642146034% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.310999999999774 y2[1] (analytic) -0.920519211251892 y2[1] (numeric) 11.017900684367898 absolute error 11.93841989561979 relative error 1296.922405278617% Correct digits -1 h 0.001 y1[1] (analytic) -0.39069730190544544 y1[1] (numeric) -14.17173847001032 absolute error 13.781041168104874 relative error 3527.293662099589% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.311999999999775 y2[1] (analytic) -0.920909448229114 y2[1] (numeric) 11.023852294297658 absolute error 11.944761742526772 relative error 1297.0614825916114% Correct digits -1 h 0.001 y1[1] (analytic) -0.3897765874989784 y1[1] (numeric) -14.182759346519171 absolute error 13.792982759020193 relative error 3538.689393204342% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.312999999999775 y2[1] (analytic) -0.9212987642969646 y2[1] (numeric) 11.02980366626942 absolute error 11.951102430566383 relative error 1297.2016129519257% Correct digits -1 h 0.001 y1[1] (analytic) -0.3888554833159564 y1[1] (numeric) -14.193786174519595 absolute error 13.804930691203639 relative error 3550.144278147348% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.313999999999775 y2[1] (analytic) -0.9216871590661276 y2[1] (numeric) 11.035754792824914 absolute error 11.957441951891042 relative error 1297.342795141745% Correct digits -1 h 0.001 y1[1] (analytic) -0.38793399027748343 y1[1] (numeric) -14.204818953769903 absolute error 13.81688496349242 relative error 3561.6587640617436% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.314999999999776 y2[1] (analytic) -0.9220746321482085 y2[1] (numeric) 11.041705666492755 absolute error 11.963780298640962 relative error 1297.4850279492323% Correct digits -1 h 0.001 y1[1] (analytic) -0.3870121093050526 y1[1] (numeric) -14.215857684020948 absolute error 13.828845574715896 relative error 3573.233302582699% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.315999999999776 y2[1] (analytic) -0.922461183155734 y2[1] (numeric) 11.047656279788422 absolute error 11.970117462944156 relative error 1297.6283101685058% Correct digits -1 h 0.001 y1[1] (analytic) -0.38608984132054464 y1[1] (numeric) -14.226902365016098 absolute error 13.840812523695554 relative error 3584.8683499042004% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.316999999999776 y2[1] (analytic) -0.9228468117021532 y2[1] (numeric) 11.05360662521425 absolute error 11.976453436916403 relative error 1297.7726405996164% Correct digits -1 h 0.001 y1[1] (analytic) -0.3851671872462275 y1[1] (numeric) -14.237952996491234 absolute error 13.852785809245006 relative error 3596.5643668366993% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.317999999999777 y2[1] (analytic) -0.9232315174018377 y2[1] (numeric) 11.059556695259415 absolute error 11.982788212661253 relative error 1297.9180180485248% Correct digits -1 h 0.001 y1[1] (analytic) -0.38424414800475526 y1[1] (numeric) -14.249009578174732 absolute error 13.864765430169976 relative error 3608.3218188656424% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.318999999999777 y2[1] (analytic) -0.9236152998700816 y2[1] (numeric) 11.065506482399915 absolute error 11.989121782269997 relative error 1298.0644413270786% Correct digits -1 h 0.001 y1[1] (analytic) -0.38332072451916704 y1[1] (numeric) -14.260072109787451 absolute error 13.876751385268284 relative error 3620.141176210891% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.319999999999777 y2[1] (analytic) -0.9239981587231028 y2[1] (numeric) 11.07145597909856 absolute error 11.995454137821664 relative error 1298.21190925299% Correct digits -1 h 0.001 y1[1] (analytic) -0.38239691771288625 y1[1] (numeric) -14.271140591042718 absolute error 13.88874367332983 relative error 3632.022913887049% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.320999999999778 y2[1] (analytic) -0.9243800935780421 y2[1] (numeric) 11.077405177804959 absolute error 12.001785271383001 relative error 1298.3604206498128% Correct digits -1 h 0.001 y1[1] (analytic) -0.3814727285097196 y1[1] (numeric) -14.282215021646318 absolute error 13.900742293136599 relative error 3643.9675117647157% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.321999999999778 y2[1] (analytic) -0.9247611040529649 y2[1] (numeric) 11.083354070955501 absolute error 12.008115175008466 relative error 1298.5099743469218% Correct digits -1 h 0.001 y1[1] (analytic) -0.38054815783385626 y1[1] (numeric) -14.293295401296476 absolute error 13.91274724346262 relative error 3655.9754546326812% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.322999999999778 y2[1] (analytic) -0.9251411897668607 y2[1] (numeric) 11.089302650973345 absolute error 12.014443840740205 relative error 1298.6605691794884% Correct digits -1 h 0.001 y1[1] (analytic) -0.37962320660986676 y1[1] (numeric) -14.30438172968385 absolute error 13.924758523073983 relative error 3668.0472322610813% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.323999999999779 y2[1] (analytic) -0.9255203503396437 y2[1] (numeric) 11.095250910268401 absolute error 12.020771260608045 relative error 1298.8122039884604% Correct digits -1 h 0.001 y1[1] (analytic) -0.3786978757627023 y1[1] (numeric) -14.315474006491515 absolute error 13.936776130728813 relative error 3680.1833394655223% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.324999999999779 y2[1] (analytic) -0.9258985853921536 y2[1] (numeric) 11.101198841237322 absolute error 12.027097426629476 relative error 1298.9648776205374% Correct digits -1 h 0.001 y1[1] (analytic) -0.3777721662176936 y1[1] (numeric) -14.326572231394945 absolute error 13.94880006517725 relative error 3692.3842761722062% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.325999999999779 y2[1] (analytic) -0.9262758945461553 y2[1] (numeric) 11.107146436263486 absolute error 12.03342233080964 relative error 1299.118588928153% Correct digits -1 h 0.001 y1[1] (analytic) -0.3768460789005502 y1[1] (numeric) -14.337676404062009 absolute error 13.960830325161458 relative error 3704.650547484063% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.32699999999978 y2[1] (analytic) -0.9266522774243396 y2[1] (numeric) 11.11309368771698 absolute error 12.03974596514132 relative error 1299.27333676945% Correct digits -1 h 0.001 y1[1] (analytic) -0.3759196147373593 y1[1] (numeric) -14.348786524152949 absolute error 13.97286690941559 relative error 3716.982663747913% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.32799999999978 y2[1] (analytic) -0.9270277336503238 y2[1] (numeric) 11.11904058795459 absolute error 12.046068321604913 relative error 1299.4291200082596% Correct digits -1 h 0.001 y1[1] (analytic) -0.37499277465458497 y1[1] (numeric) -14.359902591320372 absolute error 13.984909816665787 relative error 3729.381140622678% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.32899999999978 y2[1] (analytic) -0.9274022628486515 y2[1] (numeric) 11.124987129319784 absolute error 12.052389392168436 relative error 1299.5859375140797% Correct digits -1 h 0.001 y1[1] (analytic) -0.37406555957906723 y1[1] (numeric) -14.371024605209234 absolute error 13.996959045630167 relative error 3741.8464991486585% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.329999999999781 y2[1] (analytic) -0.9277758646447937 y2[1] (numeric) 11.130933304142696 absolute error 12.05870916878749 relative error 1299.7437881620535% Correct digits -1 h 0.001 y1[1] (analytic) -0.3731379704380211 y1[1] (numeric) -14.382152565456831 absolute error 14.00901459501881 relative error 3754.3792658179054% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.330999999999781 y2[1] (analytic) -0.9281485386651485 y2[1] (numeric) 11.136879104740116 absolute error 12.065027643405264 relative error 1299.9026708329504% Correct digits -1 h 0.001 y1[1] (analytic) -0.37221000815903565 y1[1] (numeric) -14.393286471692779 absolute error 14.021076463533744 relative error 3766.979972645685% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.331999999999781 y2[1] (analytic) -0.9285202845370419 y2[1] (numeric) 11.142824523415472 absolute error 12.071344807952514 relative error 1300.0625844131407% Correct digits -1 h 0.001 y1[1] (analytic) -0.37128167367007303 y1[1] (numeric) -14.404426323539004 absolute error 14.033144649868932 relative error 3779.6491572430837% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.332999999999782 y2[1] (analytic) -0.9288911018887284 y2[1] (numeric) 11.148769552458818 absolute error 12.077660654347547 relative error 1300.2235277945774% Correct digits -1 h 0.001 y1[1] (analytic) -0.3703529678994677 y1[1] (numeric) -14.415572120609733 absolute error 14.045219152710265 relative error 3792.3873628907545% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.333999999999782 y2[1] (analytic) -0.9292609903493901 y2[1] (numeric) 11.154714184146817 absolute error 12.083975174496207 relative error 1300.3854998747754% Correct digits -1 h 0.001 y1[1] (analytic) -0.36942389177592533 y1[1] (numeric) -14.426723862511471 absolute error 14.057299970735546 relative error 3805.1951386138353% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.334999999999782 y2[1] (analytic) -0.9296299495491391 y2[1] (numeric) 11.16065841074273 absolute error 12.090288360291868 relative error 1300.5484995567895% Correct digits -1 h 0.001 y1[1] (analytic) -0.36849444622852195 y1[1] (numeric) -14.437881548842997 absolute error 14.069387102614474 relative error 3818.0730392580567% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.335999999999783 y2[1] (analytic) -0.9299979791190159 y2[1] (numeric) 11.166602224496398 absolute error 12.096600203615413 relative error 1300.712525749194% Correct digits -1 h 0.001 y1[1] (analytic) -0.36756463218670304 y1[1] (numeric) -14.449045179195343 absolute error 14.08148054700864 relative error 3831.021625567067% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.336999999999783 y2[1] (analytic) -0.9303650786909913 y2[1] (numeric) 11.172545617644229 absolute error 12.10291069633522 relative error 1300.8775773660616% Correct digits -1 h 0.001 y1[1] (analytic) -0.3666344505802826 y1[1] (numeric) -14.460214753151787 absolute error 14.093580302571505 relative error 3844.0414642609826% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.337999999999783 y2[1] (analytic) -0.9307312478979654 y2[1] (numeric) 11.178488582409186 absolute error 12.10921983030715 relative error 1301.0436533269446% Correct digits -1 h 0.001 y1[1] (analytic) -0.3657039023394421 y1[1] (numeric) -14.471390270287836 absolute error 14.105686367948394 relative error 3857.1331281162156% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.338999999999784 y2[1] (analytic) -0.9310964863737691 y2[1] (numeric) 11.184431111000768 absolute error 12.115527597374538 relative error 1301.210752556853% Correct digits -1 h 0.001 y1[1] (analytic) -0.36477298839472977 y1[1] (numeric) -14.482571730171214 absolute error 14.117798741776484 relative error 3870.297196046564% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.339999999999784 y2[1] (analytic) -0.931460793753164 y2[1] (numeric) 11.190373195614997 absolute error 12.121833989368161 relative error 1301.3788739862337% Correct digits -1 h 0.001 y1[1] (analytic) -0.3638417096770594 y1[1] (numeric) -14.493759132361845 absolute error 14.129917422684786 relative error 3883.5342531856213% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.340999999999784 y2[1] (analytic) -0.9318241696718429 y2[1] (numeric) 11.19631482843441 absolute error 12.128138998106254 relative error 1301.5480165509525% Correct digits -1 h 0.001 y1[1] (analytic) -0.36291006711770973 y1[1] (numeric) -14.504952476411844 absolute error 14.142042409294135 relative error 3896.8448909705144% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.341999999999785 y2[1] (analytic) -0.9321866137664296 y2[1] (numeric) 11.202256001628033 absolute error 12.134442615394462 relative error 1301.7181791922717% Correct digits -1 h 0.001 y1[1] (analytic) -0.3619780616483232 y1[1] (numeric) -14.516151761865505 absolute error 14.154173700217182 relative error 3910.2297072269957% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.342999999999785 y2[1] (analytic) -0.9325481256744804 y2[1] (numeric) 11.208196707351375 absolute error 12.140744833025856 relative error 1301.8893608568317% Correct digits -1 h 0.001 y1[1] (analytic) -0.3610456942009051 y1[1] (numeric) -14.527356988259278 absolute error 14.166311294058373 relative error 3923.6893062559225% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.343999999999785 y2[1] (analytic) -0.9329087050344832 y2[1] (numeric) 11.21413693774641 absolute error 12.147045642780894 relative error 1302.0615604966297% Correct digits -1 h 0.001 y1[1] (analytic) -0.360112965707823 y1[1] (numeric) -14.538568155121766 absolute error 14.178455189413944 relative error 3937.224298921136% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.344999999999786 y2[1] (analytic) -0.9332683514858586 y2[1] (numeric) 11.220076684941565 absolute error 12.153345036427424 relative error 1302.2347770690023% Correct digits -1 h 0.001 y1[1] (analytic) -0.3591798771018051 y1[1] (numeric) -14.549785261973705 absolute error 14.1906053848719 relative error 3950.8353027387852% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.345999999999786 y2[1] (analytic) -0.9336270646689604 y2[1] (numeric) 11.226015941051703 absolute error 12.159643005720664 relative error 1302.4090095366025% Correct digits -1 h 0.001 y1[1] (analytic) -0.35824642931594003 y1[1] (numeric) -14.561008308327954 absolute error 14.202761879012014 relative error 3964.522941968111% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.346999999999786 y2[1] (analytic) -0.9339848442250753 y2[1] (numeric) 11.231954698178106 absolute error 12.16593954240318 relative error 1302.5842568673827% Correct digits -1 h 0.001 y1[1] (analytic) -0.3573126232836755 y1[1] (numeric) -14.572237293689481 absolute error 14.214924670405805 relative error 3978.2878477037116% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.347999999999787 y2[1] (analytic) -0.9343416897964237 y2[1] (numeric) 11.237892948408469 absolute error 12.172234638204893 relative error 1302.7605180345752% Correct digits -1 h 0.001 y1[1] (analytic) -0.35637845993881756 y1[1] (numeric) -14.583472217555345 absolute error 14.227093757616528 relative error 3992.130657969343% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.348999999999787 y2[1] (analytic) -0.9346976010261604 y2[1] (numeric) 11.243830683816878 absolute error 12.178528284843038 relative error 1302.9377920166698% Correct digits -1 h 0.001 y1[1] (analytic) -0.3554439402155293 y1[1] (numeric) -14.59471307941469 absolute error 14.23926913919916 relative error 4006.0520178132583% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.349999999999787 y2[1] (analytic) -0.9350525775583738 y2[1] (numeric) 11.249767896463796 absolute error 12.18482047402217 relative error 1303.1160777973996% Correct digits -1 h 0.001 y1[1] (analytic) -0.35450906504833046 y1[1] (numeric) -14.605959878748726 absolute error 14.251450813700394 relative error 4020.052579405123% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.350999999999788 y2[1] (analytic) -0.9354066190380875 y2[1] (numeric) 11.255704578396053 absolute error 12.19111119743414 relative error 1303.295374365717% Correct digits -1 h 0.001 y1[1] (analytic) -0.3535738353720961 y1[1] (numeric) -14.617212615030713 absolute error 14.263638779658617 relative error 4034.133002134552% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.351999999999788 y2[1] (analytic) -0.9357597251112603 y2[1] (numeric) 11.261640721646826 absolute error 12.197400446758087 relative error 1303.4756807157773% Correct digits -1 h 0.001 y1[1] (analytic) -0.35263825212205585 y1[1] (numeric) -14.628471287725956 absolute error 14.2758330356039 relative error 4048.2939527112676% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.352999999999788 y2[1] (analytic) -0.9361118954247858 y2[1] (numeric) 11.267576318235628 absolute error 12.203688213660413 relative error 1303.656995846919% Correct digits -1 h 0.001 y1[1] (analytic) -0.35170231623379283 y1[1] (numeric) -14.639735896291786 absolute error 14.288033580057993 relative error 4062.5361052669537% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.353999999999789 y2[1] (analytic) -0.936463129626494 y2[1] (numeric) 11.273511360168293 absolute error 12.209974489794787 relative error 1303.8393187636445% Correct digits -1 h 0.001 y1[1] (analytic) -0.3507660286432429 y1[1] (numeric) -14.651006440177543 absolute error 14.3002404115343 relative error 4076.8601414587924% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.354999999999789 y2[1] (analytic) -0.9368134273651506 y2[1] (numeric) 11.279445839436958 absolute error 12.216259266802108 relative error 1304.022648475603% Correct digits -1 h 0.001 y1[1] (analytic) -0.3498293902866936 y1[1] (numeric) -14.662282918824568 absolute error 14.312453528537874 relative error 4091.2667505747518% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.355999999999789 y2[1] (analytic) -0.9371627882904578 y2[1] (numeric) 11.285379748020054 absolute error 12.222542536310511 relative error 1304.20698399757% Correct digits -1 h 0.001 y1[1] (analytic) -0.34889240210078315 y1[1] (numeric) -14.673565331666188 absolute error 14.324672929565404 relative error 4105.756629640646% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.35699999999979 y2[1] (analytic) -0.9375112120530549 y2[1] (numeric) 11.291313077882284 absolute error 12.22882428993534 relative error 1304.3923243494282% Correct digits -1 h 0.001 y1[1] (analytic) -0.3479550650224996 y1[1] (numeric) -14.6848536781277 absolute error 14.3368986131052 relative error 4120.330483528998% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.35799999999979 y2[1] (analytic) -0.9378586983045181 y2[1] (numeric) 11.297245820974618 absolute error 12.235104519279137 relative error 1304.5786685561516% Correct digits -1 h 0.001 y1[1] (analytic) -0.3470173799891801 y1[1] (numeric) -14.696147957626362 absolute error 14.349130577637181 relative error 4134.989025069748% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.35899999999979 y2[1] (analytic) -0.938205246697361 y2[1] (numeric) 11.303177969234268 absolute error 12.241383215931629 relative error 1304.7660156477848% Correct digits -1 h 0.001 y1[1] (analytic) -0.34607934793850953 y1[1] (numeric) -14.707448169571371 absolute error 14.361368821632862 relative error 4149.732975162838% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.359999999999791 y2[1] (analytic) -0.9385508568850355 y2[1] (numeric) 11.309109514584682 absolute error 12.247660371469717 relative error 1304.9543646594263% Correct digits -1 h 0.001 y1[1] (analytic) -0.3451409698085198 y1[1] (numeric) -14.71875431336386 absolute error 14.37361334355534 relative error 4164.563062892722% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.360999999999791 y2[1] (analytic) -0.9388955285219314 y2[1] (numeric) 11.315040448935521 absolute error 12.253935977457452 relative error 1305.1437146312085% Correct digits -1 h 0.001 y1[1] (analytic) -0.3442022465375891 y1[1] (numeric) -14.730066388396875 absolute error 14.385864141859285 relative error 4179.480025644823% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.361999999999791 y2[1] (analytic) -0.9392392612633769 y2[1] (numeric) 11.320970764182654 absolute error 12.260210025446032 relative error 1305.3340646082813% Correct digits -1 h 0.001 y1[1] (analytic) -0.3432631790644405 y1[1] (numeric) -14.741384394055364 absolute error 14.398121214990924 relative error 4194.484609223985% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.362999999999792 y2[1] (analytic) -0.9395820547656394 y2[1] (numeric) 11.326900452208134 absolute error 12.266482506973773 relative error 1305.5254136407927% Correct digits -1 h 0.001 y1[1] (analytic) -0.34232376832814143 y1[1] (numeric) -14.752708329716167 absolute error 14.410384561388026 relative error 4209.577567974964% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.363999999999792 y2[1] (analytic) -0.9399239086859255 y2[1] (numeric) 11.332829504880191 absolute error 12.272753413566116 relative error 1305.7177607838723% Correct digits -1 h 0.001 y1[1] (analytic) -0.3413840152681026 y1[1] (numeric) -14.764038194747997 absolute error 14.422654179479894 relative error 4224.759664904991% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.364999999999792 y2[1] (analytic) -0.9402648226823811 y2[1] (numeric) 11.33875791405321 absolute error 12.279022736735591 relative error 1305.9111050976128% Correct digits -1 h 0.001 y1[1] (analytic) -0.34044392082407693 y1[1] (numeric) -14.775373988511427 absolute error 14.43493006768735 relative error 4240.031671808451% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.365999999999793 y2[1] (analytic) -0.9406047964140926 y2[1] (numeric) 11.34468567156772 absolute error 12.285290467981813 relative error 1306.1054456470501% Correct digits -1 h 0.001 y1[1] (analytic) -0.3395034859361588 y1[1] (numeric) -14.786715710358884 absolute error 14.447212224422724 relative error 4255.394369393726% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.366999999999793 y2[1] (analytic) -0.9409438295410859 y2[1] (numeric) 11.350612769250384 absolute error 12.29155659879147 relative error 1306.3007815021506% Correct digits -1 h 0.001 y1[1] (analytic) -0.338562711544783 y1[1] (numeric) -14.79806335963462 absolute error 14.459500648089836 relative error 4270.8485474122335% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.367999999999793 y2[1] (analytic) -0.9412819217243281 y2[1] (numeric) 11.356539198913973 absolute error 12.297821120638302 relative error 1306.497111737789% Correct digits -1 h 0.001 y1[1] (analytic) -0.33762159859072394 y1[1] (numeric) -14.809416935674712 absolute error 14.471795337083988 relative error 4286.39500478972% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.368999999999794 y2[1] (analytic) -0.941619072625727 y2[1] (numeric) 11.36246495235736 absolute error 12.304084024983087 relative error 1306.6944354337322% Correct digits -1 h 0.001 y1[1] (analytic) -0.3366801480150944 y1[1] (numeric) -14.82077643780704 absolute error 14.484096289791946 relative error 4302.0345497598455% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.369999999999794 y2[1] (analytic) -0.9419552819081318 y2[1] (numeric) 11.368390021365505 absolute error 12.310345303273637 relative error 1306.892751674623% Correct digits -1 h 0.001 y1[1] (analytic) -0.3357383607593448 y1[1] (numeric) -14.83214186535128 absolute error 14.496403504591935 relative error 4317.7680000001155% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.370999999999794 y2[1] (analytic) -0.9422905492353332 y2[1] (numeric) 11.374314397709433 absolute error 12.316604946944766 relative error 1307.0920595499622% Correct digits -1 h 0.001 y1[1] (analytic) -0.33479623776526257 y1[1] (numeric) -14.843513217618883 absolute error 14.50871697985362 relative error 4333.596182770188% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.371999999999795 y2[1] (analytic) -0.9426248742720638 y2[1] (numeric) 11.380238073146229 absolute error 12.322862947418292 relative error 1307.2923581540904% Correct digits -1 h 0.001 y1[1] (analytic) -0.3338537799749704 y1[1] (numeric) -14.854890493913063 absolute error 14.521036713938091 relative error 4349.519935052633% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.372999999999795 y2[1] (analytic) -0.9429582566839987 y2[1] (numeric) 11.386161039419015 absolute error 12.329119296103014 relative error 1307.4936465861724% Correct digits -1 h 0.001 y1[1] (analytic) -0.3329109883309261 y1[1] (numeric) -14.866273693528786 absolute error 14.53336270519786 relative error 4365.540103696171% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.373999999999795 y2[1] (analytic) -0.9432906961377555 y2[1] (numeric) 11.39208328825694 absolute error 12.335373984394694 relative error 1307.6959239501787% Correct digits -1 h 0.001 y1[1] (analytic) -0.3319678637759212 y1[1] (numeric) -14.877662815752755 absolute error 14.545694951976834 relative error 4381.657545561458% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.374999999999796 y2[1] (analytic) -0.9436221923008948 y2[1] (numeric) 11.398004811375161 absolute error 12.341627003676056 relative error 1307.89918935487% Correct digits -1 h 0.001 y1[1] (analytic) -0.33102440725308013 y1[1] (numeric) -14.889057859863394 absolute error 14.558033452610314 relative error 4397.873127669456% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.375999999999796 y2[1] (analytic) -0.9439527448419205 y2[1] (numeric) 11.403925600474834 absolute error 12.347878345316754 relative error 1308.1034419137789% Correct digits -1 h 0.001 y1[1] (analytic) -0.33008061970585945 y1[1] (numeric) -14.900458825130833 absolute error 14.570378205424975 relative error 4414.187727352454% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.376999999999796 y2[1] (analytic) -0.9442823534302799 y2[1] (numeric) 11.409845647243092 absolute error 12.354128000673372 relative error 1308.3086807451948% Correct digits -1 h 0.001 y1[1] (analytic) -0.32913650207804657 y1[1] (numeric) -14.9118657108169 absolute error 14.582729208738852 relative error 4430.602232407792% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.377999999999797 y2[1] (analytic) -0.9446110177363646 y2[1] (numeric) 11.415764943353038 absolute error 12.360375961089403 relative error 1308.5149049721451% Correct digits -1 h 0.001 y1[1] (analytic) -0.32819205531375906 y1[1] (numeric) -14.923278516175099 absolute error 14.59508646086134 relative error 4447.117541254345% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.378999999999797 y2[1] (analytic) -0.9449387374315102 y2[1] (numeric) 11.421683480463722 absolute error 12.366622217895232 relative error 1308.72211372238% Correct digits -1 h 0.001 y1[1] (analytic) -0.32724728035744355 y1[1] (numeric) -14.934697240450605 absolute error 14.607449960093161 relative error 4463.734563091809% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.379999999999797 y2[1] (analytic) -0.9452655121879973 y2[1] (numeric) 11.427601250220134 absolute error 12.372866762408131 relative error 1308.9303061283567% Correct digits -1 h 0.001 y1[1] (analytic) -0.32630217815387497 y1[1] (numeric) -14.946121882880242 absolute error 14.619819704726366 relative error 4480.454218062886% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.380999999999798 y2[1] (analytic) -0.9455913416790509 y2[1] (numeric) 11.43351824425318 absolute error 12.379109585932232 relative error 1309.1394813272207% Correct digits -1 h 0.001 y1[1] (analytic) -0.3253567496481554 y1[1] (numeric) -14.95755244269247 absolute error 14.632195693044315 relative error 4497.277437418385% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.381999999999798 y2[1] (analytic) -0.9459162255788416 y2[1] (numeric) 11.439434454179679 absolute error 12.38535067975852 relative error 1309.3496384607909% Correct digits -1 h 0.001 y1[1] (analytic) -0.3244109957857133 y1[1] (numeric) -14.96898891910738 absolute error 14.644577923321666 relative error 4514.205163685329% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.382999999999798 y2[1] (analytic) -0.9462401635624855 y2[1] (numeric) 11.445349871602335 absolute error 12.391590035164821 relative error 1309.5607766755436% Correct digits -1 h 0.001 y1[1] (analytic) -0.3234649175123025 y1[1] (numeric) -14.980431311336663 absolute error 14.65696639382436 relative error 4531.238350838125% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.383999999999799 y2[1] (analytic) -0.9465631553060447 y2[1] (numeric) 11.451264488109732 absolute error 12.397827643415777 relative error 1309.7728951225959% Correct digits -1 h 0.001 y1[1] (analytic) -0.3225185157740011 y1[1] (numeric) -14.991879618583612 absolute error 14.66936110280961 relative error 4548.377964472866% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.384999999999799 y2[1] (analytic) -0.9468852004865276 y2[1] (numeric) 11.457178295276313 absolute error 12.40406349576284 relative error 1309.9859929576887% Correct digits -1 h 0.001 y1[1] (analytic) -0.32157179151721077 y1[1] (numeric) -15.003333840043101 absolute error 14.68176204852589 relative error 4565.624981984812% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.385999999999799 y2[1] (analytic) -0.9472062987818888 y2[1] (numeric) 11.463091284662365 absolute error 12.410297583444255 relative error 1310.200069341172% Correct digits -1 h 0.001 y1[1] (analytic) -0.3206247456886558 y1[1] (numeric) -15.01479397490157 absolute error 14.694169229212914 relative error 4582.980392749148% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.3869999999998 y2[1] (analytic) -0.9475264498710302 y2[1] (numeric) 11.469003447814014 absolute error 12.416529897685045 relative error 1310.4151234379879% Correct digits -1 h 0.001 y1[1] (analytic) -0.3196773792353818 y1[1] (numeric) -15.026260022337015 absolute error 14.706582643101633 relative error 4600.445198305077% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.3879999999998 y2[1] (analytic) -0.9478456534338007 y2[1] (numeric) 11.474914776263196 absolute error 12.422760429696996 relative error 1310.6311544176558% Correct digits -1 h 0.001 y1[1] (analytic) -0.31872969310475524 y1[1] (numeric) -15.037731981518965 absolute error 14.71900228841421 relative error 4618.020412543299% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.3889999999998 y2[1] (analytic) -0.9481639091509967 y2[1] (numeric) 11.480825261527649 absolute error 12.428989170678646 relative error 1310.8481614542566% Correct digits -1 h 0.001 y1[1] (analytic) -0.3177816882444621 y1[1] (numeric) -15.04920985160848 absolute error 14.731428163364017 relative error 4635.707061896993% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.389999999999801 y2[1] (analytic) -0.9484812167043626 y2[1] (numeric) 11.486734895110898 absolute error 12.43521611181526 relative error 1311.066143726414% Correct digits -1 h 0.001 y1[1] (analytic) -0.3168333656025072 y1[1] (numeric) -15.060693631758125 absolute error 14.743860266155618 relative error 4653.506185536334% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.390999999999801 y2[1] (analytic) -0.9487975757765909 y2[1] (numeric) 11.49264366850224 absolute error 12.441441244278831 relative error 1311.2851004172846% Correct digits -1 h 0.001 y1[1] (analytic) -0.31588472612721313 y1[1] (numeric) -15.07218332111197 absolute error 14.756298594984756 relative error 4671.418835566648% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.391999999999801 y2[1] (analytic) -0.9491129860513223 y2[1] (numeric) 11.498551573176726 absolute error 12.447664559228048 relative error 1311.5050307145364% Correct digits -1 h 0.001 y1[1] (analytic) -0.31493577076721924 y1[1] (numeric) -15.083678918805559 absolute error 14.76874314803834 relative error 4689.446077230289% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.392999999999802 y2[1] (analytic) -0.9494274472131469 y2[1] (numeric) 11.504458600595152 absolute error 12.453886047808298 relative error 1311.7259338103374% Correct digits -1 h 0.001 y1[1] (analytic) -0.31398650047148086 y1[1] (numeric) -15.095180423965905 absolute error 14.781193923494424 relative error 4707.588989112285% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.393999999999802 y2[1] (analytic) -0.9497409589476034 y2[1] (numeric) 11.510364742204034 absolute error 12.460105701151637 relative error 1311.947808901338% Correct digits -1 h 0.001 y1[1] (analytic) -0.3130369161892681 y1[1] (numeric) -15.10668783571148 absolute error 14.79365091952221 relative error 4725.84866334988% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.394999999999802 y2[1] (analytic) -0.95005352094118 y2[1] (numeric) 11.516269989435605 absolute error 12.466323510376785 relative error 1312.1706551886568% Correct digits -1 h 0.001 y1[1] (analytic) -0.31208701887016527 y1[1] (numeric) -15.118201153152189 absolute error 14.806114134282023 relative error 4744.226205846029% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.395999999999803 y2[1] (analytic) -0.9503651328813149 y2[1] (numeric) 11.522174333707788 absolute error 12.472539466589103 relative error 1312.394471877865% Correct digits -1 h 0.001 y1[1] (analytic) -0.31113680946406963 y1[1] (numeric) -15.129720375389365 absolute error 14.818583565925294 relative error 4762.72273648694% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.396999999999803 y2[1] (analytic) -0.950675794456396 y2[1] (numeric) 11.528077766424191 absolute error 12.478753560880588 relative error 1312.6192581789712% Correct digits -1 h 0.001 y1[1] (analytic) -0.3101862889211904 y1[1] (numeric) -15.141245501515753 absolute error 14.831059212594562 relative error 4781.339389363763% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.397999999999803 y2[1] (analytic) -0.950985505355762 y2[1] (numeric) 11.533980278974088 absolute error 12.48496578432985 relative error 1312.8450133064064% Correct digits -1 h 0.001 y1[1] (analytic) -0.3092354581920481 y1[1] (numeric) -15.152776530615492 absolute error 14.843541072423443 relative error 4800.077312998494% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.398999999999804 y2[1] (analytic) -0.9512942652697018 y2[1] (numeric) 11.539881862732399 absolute error 12.4911761280021 relative error 1313.0717364790087% Correct digits -1 h 0.001 y1[1] (analytic) -0.3082843182274734 y1[1] (numeric) -15.164313461764104 absolute error 14.856029143536631 relative error 4818.9376705742225% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.399999999999804 y2[1] (analytic) -0.9516020738894557 y2[1] (numeric) 11.545782509059682 absolute error 12.497384582949138 relative error 1313.2994269200087% Correct digits -1 h 0.001 y1[1] (analytic) -0.30733286997860615 y1[1] (numeric) -15.17585629402848 absolute error 14.868523424049874 relative error 4837.921640169791% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.400999999999804 y2[1] (analytic) -0.951908930907215 y2[1] (numeric) 11.551682209302117 absolute error 12.503591140209332 relative error 1313.5280838570145% Correct digits -1 h 0.001 y1[1] (analytic) -0.3063811143968945 y1[1] (numeric) -15.18740502646686 absolute error 14.881023912069967 relative error 4857.030414998974% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.401999999999805 y2[1] (analytic) -0.9522148360161227 y2[1] (numeric) 11.557580954791485 absolute error 12.509795790807608 relative error 1313.757706521997% Correct digits -1 h 0.001 y1[1] (analytic) -0.305429052434094 y1[1] (numeric) -15.198959658128832 absolute error 14.893530605694737 relative error 4876.265203654288% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.402999999999805 y2[1] (analytic) -0.9525197889102737 y2[1] (numeric) 11.563478736845159 absolute error 12.515998525755432 relative error 1313.988294151275% Correct digits -1 h 0.001 y1[1] (analytic) -0.30447668504226655 y1[1] (numeric) -15.210520188055298 absolute error 14.906043503013032 relative error 4895.627230355526% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.403999999999805 y2[1] (analytic) -0.9528237892847152 y2[1] (numeric) 11.569375546766087 absolute error 12.522199336050802 relative error 1314.2198459855013% Correct digits -1 h 0.001 y1[1] (analytic) -0.3035240131737794 y1[1] (numeric) -15.222086615278478 absolute error 14.918562602104698 relative error 4915.117735203124% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.404999999999806 y2[1] (analytic) -0.9531268368354469 y2[1] (numeric) 11.575271375842775 absolute error 12.528398212678221 relative error 1314.4523612696464% Correct digits -1 h 0.001 y1[1] (analytic) -0.3025710377813044 y1[1] (numeric) -15.233658938821883 absolute error 14.931087901040579 relative error 4934.73797443648% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.405999999999806 y2[1] (analytic) -0.953428931259421 y2[1] (numeric) 11.581166215349272 absolute error 12.534595146608693 relative error 1314.685839252986% Correct digits -1 h 0.001 y1[1] (analytic) -0.3016177598178168 y1[1] (numeric) -15.245237157700307 absolute error 14.943619397882491 relative error 4954.489220697328% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.406999999999806 y2[1] (analytic) -0.9537300722545434 y2[1] (numeric) 11.58706005654516 absolute error 12.540790128799705 relative error 1314.920279189085% Correct digits -1 h 0.001 y1[1] (analytic) -0.3006641802365946 y1[1] (numeric) -15.256821270919811 absolute error 14.956157090683217 relative error 4974.372763298282% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.407999999999807 y2[1] (analytic) -0.954030259519673 y2[1] (numeric) 11.592952890675532 absolute error 12.546983150195205 relative error 1315.1556803357844% Correct digits -1 h 0.001 y1[1] (analytic) -0.2997102999912171 y1[1] (numeric) -15.268411277477709 absolute error 14.968700977486492 relative error 4994.389908496686% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.408999999999807 y2[1] (analytic) -0.9543294927546226 y2[1] (numeric) 11.598844708970978 absolute error 12.5531742017256 relative error 1315.3920419551862% Correct digits -1 h 0.001 y1[1] (analytic) -0.2987561200355646 y1[1] (numeric) -15.28000717636255 absolute error 14.981251056326986 relative error 5014.541979773865% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.409999999999807 y2[1] (analytic) -0.954627771660159 y2[1] (numeric) 11.604735502647573 absolute error 12.559363274307731 relative error 1315.6293633136393% Correct digits -1 h 0.001 y1[1] (analytic) -0.29780164132381703 y1[1] (numeric) -15.291608966554112 absolute error 14.993807325230295 relative error 5034.830318119925% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.410999999999808 y2[1] (analytic) -0.9549250959380032 y2[1] (numeric) 11.610625262906861 absolute error 12.565550358844865 relative error 1315.867643681726% Correct digits -1 h 0.001 y1[1] (analytic) -0.2968468648104529 y1[1] (numeric) -15.303216647023374 absolute error 15.006369782212921 relative error 5055.256282324225% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.411999999999808 y2[1] (analytic) -0.9552214652908312 y2[1] (numeric) 11.616513980935837 absolute error 12.571735446226668 relative error 1316.1068823342468% Correct digits -1 h 0.001 y1[1] (analytic) -0.29589179145024874 y1[1] (numeric) -15.314830216732515 absolute error 15.018938425282267 relative error 5075.821249271646% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.412999999999808 y2[1] (analytic) -0.9555168794222734 y2[1] (numeric) 11.622401647906932 absolute error 12.577918527329205 relative error 1316.3470785502075% Correct digits -1 h 0.001 y1[1] (analytic) -0.29493642219827776 y1[1] (numeric) -15.326449674634892 absolute error 15.031513252436614 relative error 5096.526614244794% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.413999999999809 y2[1] (analytic) -0.9558113380369158 y2[1] (numeric) 11.628288254978001 absolute error 12.584099593014917 relative error 1316.5882316128047% Correct digits -1 h 0.001 y1[1] (analytic) -0.2939807580099092 y1[1] (numeric) -15.338075019675028 absolute error 15.04409426166512 relative error 5117.373791232291% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.414999999999809 y2[1] (analytic) -0.9561048408402998 y2[1] (numeric) 11.634173793292305 absolute error 12.590278634132606 relative error 1316.830340809412% Correct digits -1 h 0.001 y1[1] (analytic) -0.29302479984080704 y1[1] (numeric) -15.349706250788595 absolute error 15.056681450947787 relative error 5138.364213243282% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.415999999999809 y2[1] (analytic) -0.9563973875389227 y2[1] (numeric) 11.640058253978498 absolute error 12.596455641517421 relative error 1317.073405431566% Correct digits -1 h 0.001 y1[1] (analytic) -0.29206854864692955 y1[1] (numeric) -15.361343366902402 absolute error 15.069274818255472 relative error 5159.499332628293% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.41699999999981 y2[1] (analytic) -0.9566889778402377 y2[1] (numeric) 11.645941628150608 absolute error 12.602630605990845 relative error 1317.3174247749535% Correct digits -1 h 0.001 y1[1] (analytic) -0.2911120053845277 y1[1] (numeric) -15.372986366934379 absolute error 15.08187436154985 relative error 5180.780621406635% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.41799999999981 y2[1] (analytic) -0.9569796114526545 y2[1] (numeric) 11.651823906908023 absolute error 12.608803518360677 relative error 1317.562398139397% Correct digits -1 h 0.001 y1[1] (analytic) -0.2901551710101447 y1[1] (numeric) -15.384635249793565 absolute error 15.09448007878342 relative error 5202.209571600456% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.41899999999981 y2[1] (analytic) -0.9572692880855398 y2[1] (numeric) 11.657705081335479 absolute error 12.614974369421018 relative error 1317.8083248288403% Correct digits -1 h 0.001 y1[1] (analytic) -0.2891980464806149 y1[1] (numeric) -15.396290014380085 absolute error 15.10709196789947 relative error 5223.787695575636% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.419999999999811 y2[1] (analytic) -0.9575580074492166 y2[1] (numeric) 11.663585142503038 absolute error 12.621143149952255 relative error 1318.0552041513379% Correct digits -1 h 0.001 y1[1] (analytic) -0.2882406327530628 y1[1] (numeric) -15.407950659585149 absolute error 15.119710026832086 relative error 5245.516526389678% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.420999999999811 y2[1] (analytic) -0.9578457692549659 y2[1] (numeric) 11.669464081466081 absolute error 12.627309850721048 relative error 1318.3030354190378% Correct digits -1 h 0.001 y1[1] (analytic) -0.28728293078490186 y1[1] (numeric) -15.419617184291024 absolute error 15.132334253506123 relative error 5267.39761814676% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.421999999999811 y2[1] (analytic) -0.9581325732150257 y2[1] (numeric) 11.675341889265285 absolute error 12.633474462480311 relative error 1318.5518179481712% Correct digits -1 h 0.001 y1[1] (analytic) -0.2863249415338341 y1[1] (numeric) -15.431289587371026 absolute error 15.144964645837192 relative error 5289.432546360115% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.422999999999812 y2[1] (analytic) -0.9584184190425921 y2[1] (numeric) 11.681218556926611 absolute error 12.639636975969204 relative error 1318.801551059037% Correct digits -1 h 0.001 y1[1] (analytic) -0.28536666595784865 y1[1] (numeric) -15.442967867689507 absolute error 15.157601201731659 relative error 5311.622908321948% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.423999999999812 y2[1] (analytic) -0.9587033064518193 y2[1] (numeric) 11.687094075461289 absolute error 12.645797381913109 relative error 1319.0522340759903% Correct digits -1 h 0.001 y1[1] (analytic) -0.28440810501522107 y1[1] (numeric) -15.454652024101836 absolute error 15.170243919086616 relative error 5333.970323481016% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.424999999999812 y2[1] (analytic) -0.95898723515782 y2[1] (numeric) 11.692968435865803 absolute error 12.651955671023623 relative error 1319.3038663274278% Correct digits -1 h 0.001 y1[1] (analytic) -0.2834492596645121 y1[1] (numeric) -15.466342055454387 absolute error 15.182892795789876 relative error 5356.476433828123% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.425999999999813 y2[1] (analytic) -0.9592702048766655 y2[1] (numeric) 11.69884162912187 absolute error 12.658111833998536 relative error 1319.5564471457762% Correct digits -1 h 0.001 y1[1] (analytic) -0.28249013086456715 y1[1] (numeric) -15.478037960584519 absolute error 15.195547829719953 relative error 5379.142904289665% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.426999999999813 y2[1] (analytic) -0.9595522153253859 y2[1] (numeric) 11.704713646196437 absolute error 12.664265861521823 relative error 1319.8099758674778% Correct digits -1 h 0.001 y1[1] (analytic) -0.28153071957451486 y1[1] (numeric) -15.48973973832057 absolute error 15.208209018746054 relative error 5401.971423129468% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.427999999999813 y2[1] (analytic) -0.9598332662219711 y2[1] (numeric) 11.710584478041646 absolute error 12.670417744263617 relative error 1320.0644518329764% Correct digits -1 h 0.001 y1[1] (analytic) -0.2805710267537665 y1[1] (numeric) -15.501447387481834 absolute error 15.220876360728067 relative error 5424.963702359098% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.428999999999814 y2[1] (analytic) -0.9601133572853701 y2[1] (numeric) 11.716454115594841 absolute error 12.676567472880212 relative error 1320.319874386709% Correct digits -1 h 0.001 y1[1] (analytic) -0.2796110533620147 y1[1] (numeric) -15.513160906878554 absolute error 15.23354985351654 relative error 5448.121478156852% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.429999999999814 y2[1] (analytic) -0.9603924882354916 y2[1] (numeric) 11.722322549778534 absolute error 12.682715038014026 relative error 1320.576242877087% Correct digits -1 h 0.001 y1[1] (analytic) -0.2786508003592329 y1[1] (numeric) -15.524880295311899 absolute error 15.246229494952667 relative error 5471.446511295655% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.430999999999814 y2[1] (analytic) -0.960670658793205 y2[1] (numeric) 11.728189771500402 absolute error 12.688860430293607 relative error 1320.8335566564883% Correct digits -1 h 0.001 y1[1] (analytic) -0.27769026870567387 y1[1] (numeric) -15.536605551573956 absolute error 15.258915282868282 relative error 5494.9405875800885% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.431999999999815 y2[1] (analytic) -0.9609478686803398 y2[1] (numeric) 11.734055771653262 absolute error 12.695003640333601 relative error 1321.0918150812408% Correct digits -1 h 0.001 y1[1] (analytic) -0.2767294593618694 y1[1] (numeric) -15.548336674447711 absolute error 15.271607215085842 relative error 5518.605518292759% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.432999999999815 y2[1] (analytic) -0.9612241176196858 y2[1] (numeric) 11.739920541115064 absolute error 12.70114465873475 relative error 1321.3510175116137% Correct digits -1 h 0.001 y1[1] (analytic) -0.2757683732886285 y1[1] (numeric) -15.560073662707033 absolute error 15.284305289418405 relative error 5542.443140650264% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.433999999999815 y2[1] (analytic) -0.9614994053349945 y2[1] (numeric) 11.745784070748867 absolute error 12.70728347608386 relative error 1321.6111633118% Correct digits -1 h 0.001 y1[1] (analytic) -0.27480701144703734 y1[1] (numeric) -15.571816515116666 absolute error 15.297009503669628 relative error 5566.455318268971% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.434999999999816 y2[1] (analytic) -0.9617737315509778 y2[1] (numeric) 11.751646351402831 absolute error 12.713420082953808 relative error 1321.872251849909% Correct digits -1 h 0.001 y1[1] (analytic) -0.27384537479845766 y1[1] (numeric) -15.583565230432205 absolute error 15.309719855633748 relative error 5590.643941640885% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.435999999999816 y2[1] (analytic) -0.9620470959933097 y2[1] (numeric) 11.7575073739102 absolute error 12.719554469903509 relative error 1322.1342824979497% Correct digits -1 h 0.001 y1[1] (analytic) -0.272883464304526 y1[1] (numeric) -15.59531980740009 absolute error 15.322436343095564 relative error 5615.010928619844% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.436999999999816 y2[1] (analytic) -0.9623194983886258 y2[1] (numeric) 11.763367129089279 absolute error 12.725686627477904 relative error 1322.3972546318214% Correct digits -1 h 0.001 y1[1] (analytic) -0.27192128092715273 y1[1] (numeric) -15.607080244757583 absolute error 15.33515896383043 relative error 5639.558224918297% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.437999999999817 y2[1] (analytic) -0.9625909384645238 y2[1] (numeric) 11.769225607743428 absolute error 12.731816546207952 relative error 1322.6611676312991% Correct digits -1 h 0.001 y1[1] (analytic) -0.27095882562852125 y1[1] (numeric) -15.61884654123276 absolute error 15.347887715604239 relative error 5664.287804614958% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.438999999999817 y2[1] (analytic) -0.9628614159495634 y2[1] (numeric) 11.77508280066104 absolute error 12.737944216610604 relative error 1322.9260208800226% Correct digits -1 h 0.001 y1[1] (analytic) -0.2699960993710867 y1[1] (numeric) -15.630618695544491 absolute error 15.360622596173405 relative error 5689.201670673595% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.439999999999817 y2[1] (analytic) -0.9631309305732675 y2[1] (numeric) 11.780938698615532 absolute error 12.7440696291888 relative error 1323.1918137654839% Correct digits -1 h 0.001 y1[1] (analytic) -0.2690331031175753 y1[1] (numeric) -15.642396706402428 absolute error 15.373363603284853 relative error 5714.301855473244% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.440999999999818 y2[1] (analytic) -0.9633994820661211 y2[1] (numeric) 11.786793292365322 absolute error 12.750192774431444 relative error 1323.4585456790144% Correct digits -1 h 0.001 y1[1] (analytic) -0.26806983783098315 y1[1] (numeric) -15.654180572506988 absolute error 15.386110734676004 relative error 5739.590421350155% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.441999999999818 y2[1] (analytic) -0.963667070159573 y2[1] (numeric) 11.792646572653817 absolute error 12.75631364281339 relative error 1323.726216015774% Correct digits -1 h 0.001 y1[1] (analytic) -0.2671063044745755 y1[1] (numeric) -15.66597029254934 absolute error 15.398863988074764 relative error 5765.06946115175% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.442999999999818 y2[1] (analytic) -0.963933694586035 y2[1] (numeric) 11.798498530209397 absolute error 12.762432224795432 relative error 1323.9948241747384% Correct digits -1 h 0.001 y1[1] (analytic) -0.2661425040118857 y1[1] (numeric) -15.677765865211386 absolute error 15.411623361199501 relative error 5790.74109880293% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.443999999999819 y2[1] (analytic) -0.9641993550788828 y2[1] (numeric) 11.804349155745399 absolute error 12.768548510824282 relative error 1324.264369558686% Correct digits -1 h 0.001 y1[1] (analytic) -0.26517843740671404 y1[1] (numeric) -15.689567289165753 absolute error 15.424388851759039 relative error 5816.607489885038% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.444999999999819 y2[1] (analytic) -0.9644640513724558 y2[1] (numeric) 11.810198439960104 absolute error 12.77466249133256 relative error 1324.5348515741882% Correct digits -1 h 0.001 y1[1] (analytic) -0.2642141056231271 y1[1] (numeric) -15.70137456307577 absolute error 15.437160457452643 relative error 5842.670822227821% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.445999999999819 y2[1] (analytic) -0.9647277832020579 y2[1] (numeric) 11.816046373536716 absolute error 12.780774156738774 relative error 1324.806269631596% Correct digits -1 h 0.001 y1[1] (analytic) -0.26324950962545646 y1[1] (numeric) -15.71318768559546 absolute error 15.449938175970004 relative error 5868.933316514707% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.44699999999982 y2[1] (analytic) -0.9649905503039571 y2[1] (numeric) 11.82189294714335 absolute error 12.786883497447308 relative error 1325.0786231450286% Correct digits -1 h 0.001 y1[1] (analytic) -0.26228465037829823 y1[1] (numeric) -15.725006655369521 absolute error 15.462722004991223 relative error 5895.39722690178% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.44799999999982 y2[1] (analytic) -0.9652523524153864 y2[1] (numeric) 11.827738151433017 absolute error 12.792990503848404 relative error 1325.3519115323609% Correct digits -1 h 0.001 y1[1] (analytic) -0.26131952884651144 y1[1] (numeric) -15.736831471033309 absolute error 15.475511942186797 relative error 5922.064841650808% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.44899999999982 y2[1] (analytic) -0.9655131892745438 y2[1] (numeric) 11.833581977043604 absolute error 12.799095166318148 relative error 1325.6261342152131% Correct digits -1 h 0.001 y1[1] (analytic) -0.26035414599521756 y1[1] (numeric) -15.748662131212827 absolute error 15.48830798521761 relative error 5948.938483776677% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.449999999999821 y2[1] (analytic) -0.9657730606205923 y2[1] (numeric) 11.839424414597863 absolute error 12.805197475218455 relative error 1325.9012906189382% Correct digits -1 h 0.001 y1[1] (analytic) -0.2593885027897994 y1[1] (numeric) -15.76049863452471 absolute error 15.501110131734912 relative error 5976.020511709627% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.450999999999821 y2[1] (analytic) -0.9660319661936607 y2[1] (numeric) 11.845265454703393 absolute error 12.811297420897054 relative error 1326.177380172611% Correct digits -1 h 0.001 y1[1] (analytic) -0.2584226001959001 y1[1] (numeric) -15.772340979576207 absolute error 15.513918379380307 relative error 6003.313319972715% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.451999999999821 y2[1] (analytic) -0.9662899057348434 y2[1] (numeric) 11.851105087952625 absolute error 12.817394993687468 relative error 1326.4544023090157% Correct digits -1 h 0.001 y1[1] (analytic) -0.25745643917942207 y1[1] (numeric) -15.784189164965165 absolute error 15.526732725785742 relative error 6030.81933987486% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.452999999999822 y2[1] (analytic) -0.966546878986201 y2[1] (numeric) 11.856943304922806 absolute error 12.823490183909007 relative error 1326.732356464635% Correct digits -1 h 0.001 y1[1] (analytic) -0.2564900207065264 y1[1] (numeric) -15.796043189280018 absolute error 15.539553168573493 relative error 6058.541040219929% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.453999999999822 y2[1] (analytic) -0.96680288569076 y2[1] (numeric) 11.862780096175982 absolute error 12.829582981866741 relative error 1327.0112420796384% Correct digits -1 h 0.001 y1[1] (analytic) -0.2555233457436313 y1[1] (numeric) -15.807903051099771 absolute error 15.55237970535614 relative error 6086.480928032296% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.454999999999822 y2[1] (analytic) -0.9670579255925139 y2[1] (numeric) 11.868615452258984 absolute error 12.835673377851498 relative error 1327.2910585978718% Correct digits -1 h 0.001 y1[1] (analytic) -0.2545564152574118 y1[1] (numeric) -15.81976874899398 absolute error 15.565212333736568 relative error 6114.641549299301% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.455999999999823 y2[1] (analytic) -0.9673119984364228 y2[1] (numeric) 11.87444936370341 absolute error 12.841761362139833 relative error 1327.5718054668444% Correct digits -1 h 0.001 y1[1] (analytic) -0.25358923021479823 y1[1] (numeric) -15.831640281522743 absolute error 15.578051051307945 relative error 6143.025489731104% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.456999999999823 y2[1] (analytic) -0.9675651039684139 y2[1] (numeric) 11.880281821025614 absolute error 12.847846924994027 relative error 1327.853482137719% Correct digits -1 h 0.001 y1[1] (analytic) -0.2526217915829756 y1[1] (numeric) -15.84351764723668 absolute error 15.590895855653706 relative error 6171.635375538358% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.457999999999823 y2[1] (analytic) -0.9678172419353817 y2[1] (numeric) 11.886112814726681 absolute error 12.853930056662064 relative error 1328.1360880653006% Correct digits -1 h 0.001 y1[1] (analytic) -0.25165410032938246 y1[1] (numeric) -15.855400844676922 absolute error 15.60374674434754 relative error 6200.4738742282625% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.458999999999824 y2[1] (analytic) -0.9680684120851881 y2[1] (numeric) 11.891942335292425 absolute error 12.860010747377613 relative error 1328.4196227080238% Correct digits -1 h 0.001 y1[1] (analytic) -0.25068615742170997 y1[1] (numeric) -15.867289872375089 absolute error 15.61660371495338 relative error 6229.543695419437% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.459999999999824 y2[1] (analytic) -0.9683186141666632 y2[1] (numeric) 11.897770373193357 absolute error 12.866088987360019 relative error 1328.7040855279436% Correct digits -1 h 0.001 y1[1] (analytic) -0.2497179638279009 y1[1] (numeric) -15.879184728853284 absolute error 15.629466765025382 relative error 6258.8475916761845% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.460999999999824 y2[1] (analytic) -0.9685678479296048 y2[1] (numeric) 11.903596918884682 absolute error 12.872164766814286 relative error 1328.989475990724% Correct digits -1 h 0.001 y1[1] (analytic) -0.24874952051614882 y1[1] (numeric) -15.891085412624072 absolute error 15.642335892107923 relative error 6288.388359362655% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.461999999999825 y2[1] (analytic) -0.9688161131247792 y2[1] (numeric) 11.90942196280628 absolute error 12.878238075931058 relative error 1329.2757935656257% Correct digits -1 h 0.001 y1[1] (analytic) -0.24778082845489696 y1[1] (numeric) -15.902991922190465 absolute error 15.655211093735568 relative error 6318.168839517482% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.462999999999825 y2[1] (analytic) -0.9690634095039211 y2[1] (numeric) 11.915245495382681 absolute error 12.884308904886602 relative error 1329.5630377254965% Correct digits -1 h 0.001 y1[1] (analytic) -0.24681188861283732 y1[1] (numeric) -15.914904256045904 absolute error 15.668092367433067 relative error 6348.191918749464% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.463999999999825 y2[1] (analytic) -0.9693097368197344 y2[1] (numeric) 11.921067507023064 absolute error 12.8903772438428 relative error 1329.85120794676% Correct digits -1 h 0.001 y1[1] (analytic) -0.24584270195890962 y1[1] (numeric) -15.926822412674252 absolute error 15.680979710715341 relative error 6378.460530154877% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.464999999999826 y2[1] (analytic) -0.9695550948258915 y2[1] (numeric) 11.926887988121232 absolute error 12.896443082947123 relative error 1330.140303709405% Correct digits -1 h 0.001 y1[1] (analytic) -0.24487326946230042 y1[1] (numeric) -15.93874639054977 absolute error 15.69387312108747 relative error 6408.9776542570435% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.465999999999826 y2[1] (analytic) -0.9697994832770347 y2[1] (numeric) 11.932706929055595 absolute error 12.90250641233263 relative error 1330.430324496974% Correct digits -1 h 0.001 y1[1] (analytic) -0.2439035920924422 y1[1] (numeric) -15.950676188137107 absolute error 15.706772596044665 relative error 6439.746319968762% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.466999999999826 y2[1] (analytic) -0.9700429019287754 y2[1] (numeric) 11.93852432018916 absolute error 12.908567222117934 relative error 1330.7212697965533% Correct digits -1 h 0.001 y1[1] (analytic) -0.24293367081901218 y1[1] (numeric) -15.962611803891281 absolute error 15.71967813307227 relative error 6470.769605578296% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.467999999999827 y2[1] (analytic) -0.970285350537695 y2[1] (numeric) 11.94434015186951 absolute error 12.914625502407205 relative error 1331.0131390987624% Correct digits -1 h 0.001 y1[1] (analytic) -0.2419635066119316 y1[1] (numeric) -15.974553236257668 absolute error 15.732589729645737 relative error 6502.050639759548% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.468999999999827 y2[1] (analytic) -0.970526828861345 y2[1] (numeric) 11.95015441442879 absolute error 12.920681243290135 relative error 1331.3059318977423% Correct digits -1 h 0.001 y1[1] (analytic) -0.24099310044136457 y1[1] (numeric) -15.98650048367198 absolute error 15.745507383230615 relative error 6533.59260260715% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4699999999998274 y2[1] (analytic) -0.9707673366582469 y2[1] (numeric) 11.955967098183692 absolute error 12.926734434841938 relative error 1331.5996476911462% Correct digits -1 h 0.001 y1[1] (analytic) -0.2400224532777172 y1[1] (numeric) -15.998453544560258 absolute error 15.75843109128254 relative error 6565.398726697164% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.470999999999828 y2[1] (analytic) -0.9710068736878931 y2[1] (numeric) 11.961778193435437 absolute error 12.93278506712333 relative error 1331.8942859801282% Correct digits -1 h 0.001 y1[1] (analytic) -0.23905156609163652 y1[1] (numeric) -16.01041241733885 absolute error 15.771360851247213 relative error 6597.472298174161% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.471999999999828 y2[1] (analytic) -0.9712454397107465 y2[1] (numeric) 11.967587690469763 absolute error 12.938833130180509 relative error 1332.1898462693337% Correct digits -1 h 0.001 y1[1] (analytic) -0.2380804398540097 y1[1] (numeric) -16.022377100414392 absolute error 15.784296660560383 relative error 6629.816657865414% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4729999999998284 y2[1] (analytic) -0.9714830344882411 y2[1] (numeric) 11.9733955795569 absolute error 12.944878614045141 relative error 1332.4863280668878% Correct digits -1 h 0.001 y1[1] (analytic) -0.23710907553596286 y1[1] (numeric) -16.034347592183806 absolute error 15.797238516647843 relative error 6662.435202423047% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.473999999999829 y2[1] (analytic) -0.9717196577827822 y2[1] (numeric) 11.979201850951567 absolute error 12.95092150873435 relative error 1332.7837308843857% Correct digits -1 h 0.001 y1[1] (analytic) -0.23613747410886024 y1[1] (numeric) -16.046323891034273 absolute error 15.810186416925413 relative error 6695.331385494899% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.474999999999829 y2[1] (analytic) -0.9719553093577465 y2[1] (numeric) 11.985006494892943 absolute error 12.956961804250689 relative error 1333.082054236882% Correct digits -1 h 0.001 y1[1] (analytic) -0.23516563654430317 y1[1] (numeric) -16.058305995343222 absolute error 15.823140358798918 relative error 6728.508718925002% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4759999999998294 y2[1] (analytic) -0.9721899889774824 y2[1] (numeric) 11.990809501604659 absolute error 12.962999490582142 relative error 1333.3812976428815% Correct digits -1 h 0.001 y1[1] (analytic) -0.23419356381412917 y1[1] (numeric) -16.070293903478316 absolute error 15.836100339664187 relative error 6761.970773984514% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.47699999999983 y2[1] (analytic) -0.9724236964073104 y2[1] (numeric) 11.99661086129478 absolute error 12.96903455770209 relative error 1333.681460624327% Correct digits -1 h 0.001 y1[1] (analytic) -0.23322125689041087 y1[1] (numeric) -16.082287613797426 absolute error 15.849066356907015 relative error 6795.721182634045% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.47799999999983 y2[1] (analytic) -0.972656431413523 y2[1] (numeric) 12.00241056415579 absolute error 12.975066995569312 relative error 1333.9825427065919% Correct digits -1 h 0.001 y1[1] (analytic) -0.23224871674545514 y1[1] (numeric) -16.09428712464863 absolute error 15.862038407903176 relative error 6829.763638818288% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4789999999998305 y2[1] (analytic) -0.9728881937633852 y2[1] (numeric) 12.008208600364574 absolute error 12.981096794127959 relative error 1334.2845434184674% Correct digits -1 h 0.001 y1[1] (analytic) -0.231275944351802 y1[1] (numeric) -16.10629243437019 absolute error 15.875016490018387 relative error 6864.101899793928% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.479999999999831 y2[1] (analytic) -0.9731189832251348 y2[1] (numeric) 12.014004960082401 absolute error 12.987123943307536 relative error 1334.5874622921538% Correct digits -1 h 0.001 y1[1] (analytic) -0.23030294068222376 y1[1] (numeric) -16.11830354129053 absolute error 15.888000600608306 relative error 6898.739787491842% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.480999999999831 y2[1] (analytic) -0.9733487995679821 y2[1] (numeric) 12.019799633454912 absolute error 12.993148433022895 relative error 1334.8912988632508% Correct digits -1 h 0.001 y1[1] (analytic) -0.22932970670972402 y1[1] (numeric) -16.130320443728237 absolute error 15.900990737018514 relative error 6933.681189914626% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4819999999998315 y2[1] (analytic) -0.9735776425621111 y2[1] (numeric) 12.025592610612101 absolute error 12.999170253174212 relative error 1335.196052670746% Correct digits -1 h 0.001 y1[1] (analytic) -0.2283562434075367 y1[1] (numeric) -16.142343139992033 absolute error 15.913986896584495 relative error 6968.930062570502% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.482999999999832 y2[1] (analytic) -0.9738055119786787 y2[1] (numeric) 12.031383881668296 absolute error 13.005189393646974 relative error 1335.5017232570071% Correct digits -1 h 0.001 y1[1] (analytic) -0.22738255174912503 y1[1] (numeric) -16.15437162838076 absolute error 15.926989076631633 relative error 7004.490429944751% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.483999999999832 y2[1] (analytic) -0.9740324075898154 y2[1] (numeric) 12.03717343672215 absolute error 13.011205844311965 relative error 1335.8083101677707% Correct digits -1 h 0.001 y1[1] (analytic) -0.22640863270818054 y1[1] (numeric) -16.166405907183368 absolute error 15.939997274475187 relative error 7040.366387009786% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4849999999998325 y2[1] (analytic) -0.9742583291686256 y2[1] (numeric) 12.042961265856619 absolute error 13.017219595025244 relative error 1336.1158129521323% Correct digits -1 h 0.001 y1[1] (analytic) -0.2254344872586222 y1[1] (numeric) -16.178445974678898 absolute error 15.953011487420275 relative error 7076.562100775075% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.485999999999833 y2[1] (analytic) -0.974483276489188 y2[1] (numeric) 12.048747359138948 absolute error 13.023230635628137 relative error 1336.4242311625376% Correct digits -1 h 0.001 y1[1] (analytic) -0.2244601163745954 y1[1] (numeric) -16.190491829136462 absolute error 15.966031712761867 relative error 7113.081811878146% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.486999999999833 y2[1] (analytic) -0.974707249326555 y2[1] (numeric) 12.054531706620658 absolute error 13.029238955947212 relative error 1336.733564354772% Correct digits -1 h 0.001 y1[1] (analytic) -0.22348552103047092 y1[1] (numeric) -16.20254346881524 absolute error 15.979057947784769 relative error 7149.929836217944% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4879999999998335 y2[1] (analytic) -0.9749302474567538 y2[1] (numeric) 12.060314298337522 absolute error 13.035244545794276 relative error 1337.043812087951% Correct digits -1 h 0.001 y1[1] (analytic) -0.22251070220084404 y1[1] (numeric) -16.214600891964448 absolute error 15.992090189763603 relative error 7187.110566631855% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.488999999999834 y2[1] (analytic) -0.9751522706567866 y2[1] (numeric) 12.066095124309554 absolute error 13.04124739496634 relative error 1337.3549739245104% Correct digits -1 h 0.001 y1[1] (analytic) -0.2215356608605335 y1[1] (numeric) -16.226664096823335 absolute error 16.005128435962803 relative error 7224.62847461779% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.489999999999834 y2[1] (analytic) -0.9753733187046298 y2[1] (numeric) 12.071874174540993 absolute error 13.047247493245623 relative error 1337.667049430198% Correct digits -1 h 0.001 y1[1] (analytic) -0.22056039798458055 y1[1] (numeric) -16.238733081621156 absolute error 16.018172683636575 relative error 7262.488112102704% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4909999999998345 y2[1] (analytic) -0.9755933913792357 y2[1] (numeric) 12.077651439020286 absolute error 13.053244830399523 relative error 1337.980038174062% Correct digits -1 h 0.001 y1[1] (analytic) -0.219584914548248 y1[1] (numeric) -16.250807844577167 absolute error 16.03122293002892 relative error 7300.694113259079% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.491999999999835 y2[1] (analytic) -0.9758124884605315 y2[1] (numeric) 12.083426907720073 absolute error 13.059239396180605 relative error 1338.293939728443% Correct digits -1 h 0.001 y1[1] (analytic) -0.2186092115270192 y1[1] (numeric) -16.262888383900606 absolute error 16.044279172373585 relative error 7339.251196370826% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.492999999999835 y2[1] (analytic) -0.9760306097294201 y2[1] (numeric) 12.089200570597166 absolute error 13.065231180326586 relative error 1338.6087536689645% Correct digits -1 h 0.001 y1[1] (analytic) -0.2176332898965971 y1[1] (numeric) -16.274974697790668 absolute error 16.05734140789407 relative error 7378.164165750242% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4939999999998355 y2[1] (analytic) -0.9762477549677805 y2[1] (numeric) 12.09497241759254 absolute error 13.07122017256032 relative error 1338.924479574523% Correct digits -1 h 0.001 y1[1] (analytic) -0.21665715063290322 y1[1] (numeric) -16.287066784436504 absolute error 16.0704096338036 relative error 7417.437913707623% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.494999999999836 y2[1] (analytic) -0.976463923958467 y2[1] (numeric) 12.10074243863131 absolute error 13.077206362589777 relative error 1339.2411170272794% Correct digits -1 h 0.001 y1[1] (analytic) -0.2156807947120768 y1[1] (numeric) -16.2991646420172 absolute error 16.08348384730512 relative error 7457.077422575236% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.495999999999836 y2[1] (analytic) -0.9766791164853111 y2[1] (numeric) 12.106510623622718 absolute error 13.083189740108029 relative error 1339.5586656126477% Correct digits -1 h 0.001 y1[1] (analytic) -0.2147042231104736 y1[1] (numeric) -16.311268268701753 absolute error 16.09656404559128 relative error 7497.0877667874165% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4969999999998365 y2[1] (analytic) -0.9768933323331201 y2[1] (numeric) 12.112276962460117 absolute error 13.089170294793236 relative error 1339.8771249192882% Correct digits -1 h 0.001 y1[1] (analytic) -0.21372743680466522 y1[1] (numeric) -16.32337766264906 absolute error 16.109650225844398 relative error 7537.47411501861% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.497999999999837 y2[1] (analytic) -0.9771065712876782 y2[1] (numeric) 12.118041445020953 absolute error 13.095148016308631 relative error 1340.1964945390976% Correct digits -1 h 0.001 y1[1] (analytic) -0.21275043677143782 y1[1] (numeric) -16.335492822007915 absolute error 16.122742385236478 relative error 7578.241732381247% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.498999999999837 y2[1] (analytic) -0.9773188331357463 y2[1] (numeric) 12.123804061166751 absolute error 13.101122894302497 relative error 1340.516774067199% Correct digits -1 h 0.001 y1[1] (analytic) -0.21177322398779136 y1[1] (numeric) -16.347613744916966 absolute error 16.135840520929175 relative error 7619.3959826854225% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.4999999999998375 y2[1] (analytic) -0.9775301176650628 y2[1] (numeric) 12.129564800743097 absolute error 13.10709491840816 relative error 1340.8379631019334% Correct digits -1 h 0.001 y1[1] (analytic) -0.2107957994309386 y1[1] (numeric) -16.359740429504726 absolute error 16.148944630073785 relative error 7660.942330762402% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.500999999999838 y2[1] (analytic) -0.9777404246643431 y2[1] (numeric) 12.135323653579622 absolute error 13.113064078243966 relative error 1341.1600612448506% Correct digits -1 h 0.001 y1[1] (analytic) -0.20981816407830395 y1[1] (numeric) -16.37187287388954 absolute error 16.162054709811237 relative error 7702.886344854096% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.501999999999838 y2[1] (analytic) -0.9779497539232802 y2[1] (numeric) 12.141080609489984 absolute error 13.119030363413264 relative error 1341.4830681007% Correct digits -1 h 0.001 y1[1] (analytic) -0.20884031890752272 y1[1] (numeric) -16.384011076179576 absolute error 16.175170757272053 relative error 7745.233699070644% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5029999999998385 y2[1] (analytic) -0.9781581052325449 y2[1] (numeric) 12.146835658271856 absolute error 13.124993763504401 relative error 1341.806983277422% Correct digits -1 h 0.001 y1[1] (analytic) -0.20786226489643997 y1[1] (numeric) -16.39615503447281 absolute error 16.188292769576368 relative error 7787.990175918468% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.503999999999839 y2[1] (analytic) -0.9783654783837857 y2[1] (numeric) 12.152588789706904 absolute error 13.13095426809069 relative error 1342.1318063861386% Correct digits -1 h 0.001 y1[1] (analytic) -0.20688400302310966 y1[1] (numeric) -16.408304746857002 absolute error 16.201420743833893 relative error 7831.161668901069% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.504999999999839 y2[1] (analytic) -0.9785718731696298 y2[1] (numeric) 12.158339993560775 absolute error 13.136911866730404 relative error 1342.4575370411444% Correct digits -1 h 0.001 y1[1] (analytic) -0.20590553426579356 y1[1] (numeric) -16.420460211409694 absolute error 16.2145546771439 relative error 7874.754185195096% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5059999999998395 y2[1] (analytic) -0.9787772893836824 y2[1] (numeric) 12.16408925958308 absolute error 13.142866548966762 relative error 1342.7841748598985% Correct digits -1 h 0.001 y1[1] (analytic) -0.20492685960296034 y1[1] (numeric) -16.43262142619818 absolute error 16.22769456659522 relative error 7918.773848404202% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.50699999999984 y2[1] (analytic) -0.978981726820527 y2[1] (numeric) 12.169836577507375 absolute error 13.148818304327902 relative error 1343.1117194630156% Correct digits -1 h 0.001 y1[1] (analytic) -0.20394798001328462 y1[1] (numeric) -16.444788389279495 absolute error 16.24084040926621 relative error 7963.226901393347% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.50799999999984 y2[1] (analytic) -0.9791851852757264 y2[1] (numeric) 12.175581937051149 absolute error 13.154767122326875 relative error 1343.4401704742556% Correct digits -1 h 0.001 y1[1] (analytic) -0.20296889647564587 y1[1] (numeric) -16.4569610987004 absolute error 16.253992202224754 relative error 8008.119709206313% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5089999999998405 y2[1] (analytic) -0.979387664545822 y2[1] (numeric) 12.1813253279158 absolute error 13.160712992461622 relative error 1343.7695275205174% Correct digits -1 h 0.001 y1[1] (analytic) -0.20198960996912754 y1[1] (numeric) -16.46913955249737 absolute error 16.267149942528242 relative error 8053.458762069268% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.509999999999841 y2[1] (analytic) -0.9795891644283349 y2[1] (numeric) 12.187066739786628 absolute error 13.166655904214963 relative error 1344.0997902318277% Correct digits -1 h 0.001 y1[1] (analytic) -0.2010101214730161 y1[1] (numeric) -16.481323748696568 absolute error 16.280313627223553 relative error 8099.250678483394% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.510999999999841 y2[1] (analytic) -0.9797896847217649 y2[1] (numeric) 12.192806162332811 absolute error 13.172595847054577 relative error 1344.4309582413348% Correct digits -1 h 0.001 y1[1] (analytic) -0.20003043196679993 y1[1] (numeric) -16.493513685313836 absolute error 16.293483253347038 relative error 8145.502208409644% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5119999999998415 y2[1] (analytic) -0.9799892252255918 y2[1] (numeric) 12.198543585207393 absolute error 13.178532810432985 relative error 1344.763031185298% Correct digits -1 h 0.001 y1[1] (analytic) -0.19905054243016845 y1[1] (numeric) -16.505709360354675 absolute error 16.306658817924507 relative error 8192.220236548847% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.512999999999842 y2[1] (analytic) -0.9801877857402752 y2[1] (numeric) 12.204278998047265 absolute error 13.18446678378754 relative error 1345.09600870308% Correct digits -1 h 0.001 y1[1] (analytic) -0.19807045384301117 y1[1] (numeric) -16.517910771814236 absolute error 16.319840317971224 relative error 8239.411785720538% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.513999999999842 y2[1] (analytic) -0.9803853660672545 y2[1] (numeric) 12.21001239047315 absolute error 13.190397756540404 relative error 1345.4298904371387% Correct digits -1 h 0.001 y1[1] (analytic) -0.1970901671854165 y1[1] (numeric) -16.5301179176773 absolute error 16.333027750491883 relative error 8287.084020343978% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5149999999998425 y2[1] (analytic) -0.9805819660089494 y2[1] (numeric) 12.215743752089587 absolute error 13.196325718098537 relative error 1345.764676033018% Correct digits -1 h 0.001 y1[1] (analytic) -0.1961096834376711 y1[1] (numeric) -16.542330795918247 absolute error 16.346221112480574 relative error 8335.24425002493% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.515999999999843 y2[1] (analytic) -0.98077758536876 y2[1] (numeric) 12.221473072484912 absolute error 13.202250657853671 relative error 1346.1003651393391% Correct digits -1 h 0.001 y1[1] (analytic) -0.1951290035802586 y1[1] (numeric) -16.55454940450107 absolute error 16.35942040092081 relative error 8383.899933252113% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.516999999999843 y2[1] (analytic) -0.9809722239510671 y2[1] (numeric) 12.227200341231242 absolute error 13.20817256518231 relative error 1346.436957407793% Correct digits -1 h 0.001 y1[1] (analytic) -0.19414812859385877 y1[1] (numeric) -16.566773741379336 absolute error 16.372625612785477 relative error 8433.058681207072% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5179999999998435 y2[1] (analytic) -0.9811658815612319 y2[1] (numeric) 12.232925547884461 absolute error 13.214091429445693 relative error 1346.774452493132% Correct digits -1 h 0.001 y1[1] (analytic) -0.19316705945934654 y1[1] (numeric) -16.57900380449617 absolute error 16.385836745036826 relative error 8482.728261691715% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.518999999999844 y2[1] (analytic) -0.9813585580055969 y2[1] (numeric) 12.238648681984202 absolute error 13.2200072399898 relative error 1347.112850053161% Correct digits -1 h 0.001 y1[1] (analytic) -0.19218579715779094 y1[1] (numeric) -16.591239591784255 absolute error 16.399053794626465 relative error 8532.91660317765% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.519999999999844 y2[1] (analytic) -0.9815502530914857 y2[1] (numeric) 12.244369733053828 absolute error 13.225919986145314 relative error 1347.452149748729% Correct digits -1 h 0.001 y1[1] (analytic) -0.1912043426704542 y1[1] (numeric) -16.603481101165798 absolute error 16.412276758495345 relative error 8583.631798981858% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5209999999998445 y2[1] (analytic) -0.9817409666272031 y2[1] (numeric) 12.25008869060042 absolute error 13.231829657227623 relative error 1347.7923512437217% Correct digits -1 h 0.001 y1[1] (analytic) -0.1902226969787907 y1[1] (numeric) -16.61572833055252 absolute error 16.42550563357373 relative error 8634.88211157322% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.521999999999845 y2[1] (analytic) -0.9819306984220358 y2[1] (numeric) 12.255805544114756 absolute error 13.23773624253679 relative error 1348.1334542050529% Correct digits -1 h 0.001 y1[1] (analytic) -0.1892408610644461 y1[1] (numeric) -16.627981277845652 absolute error 16.438740416781208 relative error 8686.675977014807% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.522999999999845 y2[1] (analytic) -0.9821194482862519 y2[1] (numeric) 12.261520283071297 absolute error 13.243639731357549 relative error 1348.4754583026556% Correct digits -1 h 0.001 y1[1] (analytic) -0.18825883590925618 y1[1] (numeric) -16.6402399409359 absolute error 16.451981105026643 relative error 8739.02200954688% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5239999999998455 y2[1] (analytic) -0.9823072160311015 y2[1] (numeric) 12.267232896928173 absolute error 13.249540112959274 relative error 1348.8183632094758% Correct digits -1 h 0.001 y1[1] (analytic) -0.18727662249524607 y1[1] (numeric) -16.652504317703432 absolute error 16.465227695208185 relative error 8791.929006315855% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.524999999999846 y2[1] (analytic) -0.9824940014688169 y2[1] (numeric) 12.272943375127157 absolute error 13.255437376595975 relative error 1349.1621686014623% Correct digits -1 h 0.001 y1[1] (analytic) -0.18629422180462904 y1[1] (numeric) -16.664774406017873 absolute error 16.478480184213243 relative error 8845.405952254707% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.525999999999846 y2[1] (analytic) -0.9826798044126128 y2[1] (numeric) 12.27865170709366 absolute error 13.261331511506272 relative error 1349.5068741575597% Correct digits -1 h 0.001 y1[1] (analytic) -0.18531163481980575 y1[1] (numeric) -16.677050203738276 absolute error 16.49173856891847 relative error 8899.462025120436% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5269999999998465 y2[1] (analytic) -0.9828646246766861 y2[1] (numeric) 12.284357882236705 absolute error 13.267222506913392 relative error 1349.8524795597007% Correct digits -1 h 0.001 y1[1] (analytic) -0.18432886252336309 y1[1] (numeric) -16.68933170871312 absolute error 16.505002846189758 relative error 8954.106600694615% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.527999999999847 y2[1] (analytic) -0.9830484620762167 y2[1] (numeric) 12.290061889948918 absolute error 13.273110352025135 relative error 1350.1989844927969% Correct digits -1 h 0.001 y1[1] (analytic) -0.18334590589807326 y1[1] (numeric) -16.701618918780273 absolute error 16.5182730128822 relative error 9009.34925815313% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.528999999999847 y2[1] (analytic) -0.9832313164273672 y2[1] (numeric) 12.295763719606503 absolute error 13.278995036033871 relative error 1350.5463886447326% Correct digits -1 h 0.001 y1[1] (analytic) -0.1823627659268928 y1[1] (numeric) -16.713911831767 absolute error 16.531549065840107 relative error 9065.19978561162% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5299999999998475 y2[1] (analytic) -0.983413187547283 y2[1] (numeric) 12.301463360569233 absolute error 13.284876548116516 relative error 1350.894691706356% Correct digits -1 h 0.001 y1[1] (analytic) -0.18137944359296163 y1[1] (numeric) -16.726210445489922 absolute error 16.54483100189696 relative error 9121.668185853327% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.530999999999848 y2[1] (analytic) -0.9835940752540934 y2[1] (numeric) 12.307160802180428 absolute error 13.290754877434521 relative error 1351.2438933714704% Correct digits -1 h 0.001 y1[1] (analytic) -0.18039593987960195 y1[1] (numeric) -16.73851475775502 absolute error 16.558118817875418 relative error 9178.764682246436% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.531999999999848 y2[1] (analytic) -0.9837739793669104 y2[1] (numeric) 12.312856033766945 absolute error 13.296630013133855 relative error 1351.593993336829% Correct digits -1 h 0.001 y1[1] (analytic) -0.17941225577031744 y1[1] (numeric) -16.750824766357606 absolute error 16.57141251058729 relative error 9236.499724858217% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5329999999998485 y2[1] (analytic) -0.98395289970583 y2[1] (numeric) 12.31854904463915 absolute error 13.30250194434498 relative error 1351.944991302124% Correct digits -1 h 0.001 y1[1] (analytic) -0.17842839224879212 y1[1] (numeric) -16.763140469082316 absolute error 16.584712076833522 relative error 9294.883996773666% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.533999999999849 y2[1] (analytic) -0.984130836091932 y2[1] (numeric) 12.324239824090911 absolute error 13.308370660182844 relative error 1352.2968869699812% Correct digits -1 h 0.001 y1[1] (analytic) -0.17744435029888941 y1[1] (numeric) -16.77546186370308 absolute error 16.59801751340419 relative error 9353.928420626686% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.534999999999849 y2[1] (analytic) -0.9843077883472798 y2[1] (numeric) 12.32992836139958 absolute error 13.31423614974686 relative error 1352.6496800459513% Correct digits -1 h 0.001 y1[1] (analytic) -0.1764601309046512 y1[1] (numeric) -16.787788947983117 absolute error 16.611328817078466 relative error 9413.64416535215% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5359999999998495 y2[1] (analytic) -0.9844837562949214 y2[1] (numeric) 12.33561464582597 absolute error 13.320098402120891 relative error 1353.0033702385024% Correct digits -1 h 0.001 y1[1] (analytic) -0.1754757350502968 y1[1] (numeric) -16.800121719674916 absolute error 16.624645984624618 relative error 9474.042653167675% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.53699999999985 y2[1] (analytic) -0.9846587397588886 y2[1] (numeric) 12.341298666614348 absolute error 13.325957406373236 relative error 1353.3579572590131% Correct digits -1 h 0.001 y1[1] (analytic) -0.17449116372022194 y1[1] (numeric) -16.812460176520222 absolute error 16.6379690128 relative error 9535.135566794212% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.53799999999985 y2[1] (analytic) -0.9848327385641982 y2[1] (numeric) 12.346980412992407 absolute error 13.331813151556606 relative error 1353.713440821763% Correct digits -1 h 0.001 y1[1] (analytic) -0.1735064178989979 y1[1] (numeric) -16.82480431625001 absolute error 16.65129789835101 relative error 9596.93485692507% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5389999999998505 y2[1] (analytic) -0.9850057525368512 y2[1] (numeric) 12.352659874171259 absolute error 13.33766562670811 relative error 1354.0698206439276% Correct digits -1 h 0.001 y1[1] (analytic) -0.17252149857137045 y1[1] (numeric) -16.837154136584473 absolute error 16.664632638013103 relative error 9659.452749953427% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.539999999999851 y2[1] (analytic) -0.9851777815038338 y2[1] (numeric) 12.358337039345413 absolute error 13.343514820849247 relative error 1354.4270964455688% Correct digits -1 h 0.001 y1[1] (analytic) -0.17153640672225878 y1[1] (numeric) -16.849509635233016 absolute error 16.67797322851076 relative error 9722.701755968754% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.540999999999851 y2[1] (analytic) -0.9853488252931171 y2[1] (numeric) 12.36401189769276 absolute error 13.349360722985878 relative error 1354.785267949629% Correct digits -1 h 0.001 y1[1] (analytic) -0.1705511433367547 y1[1] (numeric) -16.86187080989422 absolute error 16.691319666557465 relative error 9786.694677033218% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5419999999998515 y2[1] (analytic) -0.9855188837336571 y2[1] (numeric) 12.369684438374556 absolute error 13.355203322108213 relative error 1355.1443348819223% Correct digits -1 h 0.001 y1[1] (analytic) -0.16956570940012147 y1[1] (numeric) -16.874237658255844 absolute error 16.704671948855722 relative error 9851.444615749508% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.542999999999852 y2[1] (analytic) -0.9856879566553955 y2[1] (numeric) 12.3753546505354 absolute error 13.361042607190795 relative error 1355.5042969711278% Correct digits -1 h 0.001 y1[1] (analytic) -0.16858010589779301 y1[1] (numeric) -16.886610177994793 absolute error 16.718030072097 relative error 9916.964984132133% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.543999999999852 y2[1] (analytic) -0.9858560438892594 y2[1] (numeric) 12.381022523303226 absolute error 13.366878567192487 relative error 1355.8651539487828% Correct digits -1 h 0.001 y1[1] (analytic) -0.16759433381537267 y1[1] (numeric) -16.898988366777115 absolute error 16.73139403296174 relative error 9983.269512794857% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5449999999998525 y2[1] (analytic) -0.9860231452671616 y2[1] (numeric) 12.386688045789283 absolute error 13.372711191056444 relative error 1356.2269055492736% Correct digits -1 h 0.001 y1[1] (analytic) -0.1666083941386325 y1[1] (numeric) -16.91137222225797 absolute error 16.74476382811934 relative error 10050.372260467417% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.545999999999853 y2[1] (analytic) -0.9861892606220007 y2[1] (numeric) 12.392351207088113 absolute error 13.378540467710113 relative error 1356.5895515098305% Correct digits -1 h 0.001 y1[1] (analytic) -0.16562228785351205 y1[1] (numeric) -16.92376174208163 absolute error 16.758139454228118 relative error 10118.287623855427% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.546999999999853 y2[1] (analytic) -0.9863543897876613 y2[1] (numeric) 12.39801199627754 absolute error 13.384366386065203 relative error 1356.9530915705195% Correct digits -1 h 0.001 y1[1] (analytic) -0.16463601594611757 y1[1] (numeric) -16.936156923881445 absolute error 16.771520907935326 relative error 10187.030347857995% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5479999999998535 y2[1] (analytic) -0.9865185325990143 y2[1] (numeric) 12.403670402418653 absolute error 13.390188935017667 relative error 1357.3175254742341% Correct digits -1 h 0.001 y1[1] (analytic) -0.16364957940272085 y1[1] (numeric) -16.948557765279837 absolute error 16.784908185877114 relative error 10256.61553615826% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.548999999999854 y2[1] (analytic) -0.986681688891917 y2[1] (numeric) 12.409326414555785 absolute error 13.396008103447702 relative error 1357.6828529666905% Correct digits -1 h 0.001 y1[1] (analytic) -0.16266297920975836 y1[1] (numeric) -16.960964263888282 absolute error 16.798301284678523 relative error 10327.05866220282% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.549999999999854 y2[1] (analytic) -0.986843858503213 y2[1] (numeric) 12.414980021716499 absolute error 13.401823880219712 relative error 1358.0490737964176% Correct digits -1 h 0.001 y1[1] (analytic) -0.16167621635383023 y1[1] (numeric) -16.97337641730729 absolute error 16.81170020095346 relative error 10398.375580586859% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5509999999998545 y2[1] (analytic) -0.9870050412707327 y2[1] (numeric) 12.420631212911568 absolute error 13.4076362541823 relative error 1358.416187714752% Correct digits -1 h 0.001 y1[1] (analytic) -0.16068929182169922 y1[1] (numeric) -16.98579422312639 absolute error 16.82510493130469 relative error 10470.582538862527% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.551999999999855 y2[1] (analytic) -0.9871652370332934 y2[1] (numeric) 12.426279977134964 absolute error 13.413445214168258 relative error 1358.7841944758304% Correct digits -1 h 0.001 y1[1] (analytic) -0.15970220660028978 y1[1] (numeric) -16.99821767892412 absolute error 16.83851547232383 relative error 10543.696189789076% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.552999999999855 y2[1] (analytic) -0.9873244456306993 y2[1] (numeric) 12.431926303363836 absolute error 13.419250748994536 relative error 1359.1530938365825% Correct digits -1 h 0.001 y1[1] (analytic) -0.15871496167668703 y1[1] (numeric) -17.010646782267997 absolute error 16.85193182059131 relative error 10617.733604044097% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5539999999998555 y2[1] (analytic) -0.9874826669037419 y2[1] (numeric) 12.437570180558494 absolute error 13.425052847462235 relative error 1359.522885556723% Correct digits -1 h 0.001 y1[1] (analytic) -0.15772755803813585 y1[1] (numeric) -17.023081530714506 absolute error 16.86535397267637 relative error 10692.71228341633% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.554999999999856 y2[1] (analytic) -0.9876399006941998 y2[1] (numeric) 12.443211597662392 absolute error 13.430851498356592 relative error 1359.8935693987469% Correct digits -1 h 0.001 y1[1] (analytic) -0.15673999667203978 y1[1] (numeric) -17.035521921809085 absolute error 16.878781925137044 relative error 10768.650174501363% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.555999999999856 y2[1] (analytic) -0.9877961468448394 y2[1] (numeric) 12.448850543602113 absolute error 13.436646690446953 relative error 1360.2651451279196% Correct digits -1 h 0.001 y1[1] (analytic) -0.15575227856596008 y1[1] (numeric) -17.04796795308611 absolute error 16.892215674520152 relative error 10845.565682922841% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5569999999998565 y2[1] (analytic) -0.9879514051994145 y2[1] (numeric) 12.45448700728735 absolute error 13.442438412486764 relative error 1360.6376125122727% Correct digits -1 h 0.001 y1[1] (analytic) -0.1547644047076148 y1[1] (numeric) -17.060419622068874 absolute error 16.90565521736126 relative error 10923.477688102697% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.557999999999857 y2[1] (analytic) -0.9881056756026666 y2[1] (numeric) 12.460120977610886 absolute error 13.448226653213553 relative error 1361.010971322596% Correct digits -1 h 0.001 y1[1] (analytic) -0.1537763760848777 y1[1] (numeric) -17.072876926269565 absolute error 16.919100550184687 relative error 11002.405558605502% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.558999999999857 y2[1] (analytic) -0.9882589579003255 y2[1] (numeric) 12.465752443448586 absolute error 13.454011401348913 relative error 1361.3852213324299% Correct digits -1 h 0.001 y1[1] (analytic) -0.15278819368577734 y1[1] (numeric) -17.085339863189265 absolute error 16.93255166950349 relative error 11082.369168082976% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5599999999998575 y2[1] (analytic) -0.9884112519391088 y2[1] (numeric) 12.47138139365937 absolute error 13.459792645598478 relative error 1361.7603623180596% Correct digits -1 h 0.001 y1[1] (analytic) -0.15179985849849603 y1[1] (numeric) -17.09780843031792 absolute error 16.946008571819423 relative error 11163.388911846263% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.560999999999858 y2[1] (analytic) -0.9885625575667226 y2[1] (numeric) 12.477007817085198 absolute error 13.465570374651922 relative error 1362.1363940585086% Correct digits -1 h 0.001 y1[1] (analytic) -0.15081137151136886 y1[1] (numeric) -17.11028262513432 absolute error 16.95947125362295 relative error 11245.48572409506% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.561999999999858 y2[1] (analytic) -0.9887128746318613 y2[1] (numeric) 12.482631702551062 absolute error 13.471344577182924 relative error 1362.51331633553% Correct digits -1 h 0.001 y1[1] (analytic) -0.14982273371288277 y1[1] (numeric) -17.1227624451061 absolute error 16.97293971139322 relative error 11328.681095834105% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5629999999998585 y2[1] (analytic) -0.9888622029842077 y2[1] (numeric) 12.488253038864958 absolute error 13.477115241849166 relative error 1362.891128933603% Correct digits -1 h 0.001 y1[1] (analytic) -0.14883394609167544 y1[1] (numeric) -17.135247887689705 absolute error 16.98641394159803 relative error 11412.997093509242% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.563999999999859 y2[1] (analytic) -0.9890105424744334 y2[1] (numeric) 12.493871814817872 absolute error 13.482882357292306 relative error 1363.2698316399237% Correct digits -1 h 0.001 y1[1] (analytic) -0.1478450096365344 y1[1] (numeric) -17.14773895033038 absolute error 16.999893940693845 relative error 11498.456378397064% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.564999999999859 y2[1] (analytic) -0.9891578929541991 y2[1] (numeric) 12.499488019183765 absolute error 13.488645912137965 relative error 1363.6494242443991% Correct digits -1 h 0.001 y1[1] (analytic) -0.14685592533639608 y1[1] (numeric) -17.160235630462147 absolute error 17.01337970512575 relative error 11585.082226783828% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5659999999998595 y2[1] (analytic) -0.9893042542761543 y2[1] (numeric) 12.505101640719554 absolute error 13.494405894995708 relative error 1364.0299065396398% Correct digits -1 h 0.001 y1[1] (analytic) -0.14586669418034462 y1[1] (numeric) -17.172737925507803 absolute error 17.02687123132746 relative error 11672.898550971488% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.56699999999986 y2[1] (analytic) -0.9894496262939377 y2[1] (numeric) 12.510712668165095 absolute error 13.500162294459033 relative error 1364.4112783209555% Correct digits -1 h 0.001 y1[1] (analytic) -0.14487731715761115 y1[1] (numeric) -17.18524583287889 absolute error 17.04036851572128 relative error 11761.929921150573% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.56799999999986 y2[1] (analytic) -0.9895940088621772 y2[1] (numeric) 12.516321090243165 absolute error 13.505915099105342 relative error 1364.7935393863465% Correct digits -1 h 0.001 y1[1] (analytic) -0.14388779525757261 y1[1] (numeric) -17.19775934997568 absolute error 17.053871554718107 relative error 11852.201588182015% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5689999999998605 y2[1] (analytic) -0.9897374018364903 y2[1] (numeric) 12.521926895659451 absolute error 13.511664297495942 relative error 1365.1766895364979% Correct digits -1 h 0.001 y1[1] (analytic) -0.1428981294697508 y1[1] (numeric) -17.210278474187156 absolute error 17.067380344717407 relative error 11943.739507332244% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.569999999999861 y2[1] (analytic) -0.989879805073484 y2[1] (numeric) 12.527530073102522 absolute error 13.517409878176005 relative error 1365.5607285747724% Correct digits -1 h 0.001 y1[1] (analytic) -0.14190832078381144 y1[1] (numeric) -17.222803202891008 absolute error 17.080894882107195 relative error 12036.57036300844% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.570999999999861 y2[1] (analytic) -0.9900212184307553 y2[1] (numeric) 12.533130611243822 absolute error 13.523151829674577 relative error 1365.945656307206% Correct digits -1 h 0.001 y1[1] (analytic) -0.1409183701895631 y1[1] (numeric) -17.235333533453595 absolute error 17.09441516326403 relative error 12130.721594543465% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5719999999998615 y2[1] (analytic) -0.9901616417668905 y2[1] (numeric) 12.538728498737644 absolute error 13.528890140504535 relative error 1366.3314725424987% Correct digits -1 h 0.001 y1[1] (analytic) -0.1399282786769563 y1[1] (numeric) -17.247869463229947 absolute error 17.107941184552992 relative error 12226.22142308277% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.572999999999862 y2[1] (analytic) -0.9903010749414666 y2[1] (numeric) 12.544323724221123 absolute error 13.53462479916259 relative error 1366.7181770920097% Correct digits -1 h 0.001 y1[1] (analytic) -0.13893804723608252 y1[1] (numeric) -17.260410989563734 absolute error 17.121472942327653 relative error 12323.09887962868% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.573999999999862 y2[1] (analytic) -0.9904395178150501 y2[1] (numeric) 12.549916276314207 absolute error 13.540355794129256 relative error 1367.1057697697515% Correct digits -1 h 0.001 y1[1] (analytic) -0.13794767685717305 y1[1] (numeric) -17.272958109787258 absolute error 17.135010432930084 relative error 12421.383834300572% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5749999999998625 y2[1] (analytic) -0.9905769702491984 y2[1] (numeric) 12.555506143619649 absolute error 13.546083113868848 relative error 1367.4942503923824% Correct digits -1 h 0.001 y1[1] (analytic) -0.13695716853059825 y1[1] (numeric) -17.285510821221433 absolute error 17.148553652690833 relative error 12521.107026872853% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.575999999999863 y2[1] (analytic) -0.990713432106459 y2[1] (numeric) 12.561093314722985 absolute error 13.551806746829444 relative error 1367.8836187791999% Correct digits -1 h 0.001 y1[1] (analytic) -0.1359665232468663 y1[1] (numeric) -17.298069121175764 absolute error 17.162102597928897 relative error 12622.30009865641% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.576999999999863 y2[1] (analytic) -0.99084890325037 y2[1] (numeric) 12.56667777819252 absolute error 13.55752668144289 relative error 1368.273874752137% Correct digits -1 h 0.001 y1[1] (analytic) -0.13497574199662246 y1[1] (numeric) -17.310633006948336 absolute error 17.175657264951713 relative error 12724.995625792895% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5779999999998635 y2[1] (analytic) -0.9909833835454605 y2[1] (numeric) 12.572259522579309 absolute error 13.563242906124769 relative error 1368.6650181357525% Correct digits -1 h 0.001 y1[1] (analytic) -0.13398482577064785 y1[1] (numeric) -17.32320247582579 absolute error 17.189217650055145 relative error 12829.227154035527% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.578999999999864 y2[1] (analytic) -0.9911168728572498 y2[1] (numeric) 12.577838536417135 absolute error 13.568955409274384 relative error 1369.0570487572272% Correct digits -1 h 0.001 y1[1] (analytic) -0.13299377555985864 y1[1] (numeric) -17.335777525083312 absolute error 17.202783749523455 relative error 12935.029235094331% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.579999999999864 y2[1] (analytic) -0.991249371052249 y2[1] (numeric) 12.583414808222502 absolute error 13.57466417927475 relative error 1369.4499664463572% Correct digits -1 h 0.001 y1[1] (analytic) -0.13200259235530495 y1[1] (numeric) -17.348358151984613 absolute error 17.216355559629307 relative error 13042.437464628632% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5809999999998645 y2[1] (analytic) -0.9913808779979597 y2[1] (numeric) 12.588988326494608 absolute error 13.580369204492568 relative error 1369.843771035547% Correct digits -1 h 0.001 y1[1] (analytic) -0.13101127714816993 y1[1] (numeric) -17.36094435378191 absolute error 17.229933076633742 relative error 13151.48852197448% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.581999999999865 y2[1] (analytic) -0.991511393562875 y2[1] (numeric) 12.594559079715333 absolute error 13.586070473278209 relative error 1370.2384623598048% Correct digits -1 h 0.001 y1[1] (analytic) -0.13001983092976865 y1[1] (numeric) -17.373536127715916 absolute error 17.243516296786147 relative error 13262.220211700154% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.582999999999865 y2[1] (analytic) -0.9916409176164793 y2[1] (numeric) 12.600127056349223 absolute error 13.591767973965702 relative error 1370.6340402567341% Correct digits -1 h 0.001 y1[1] (analytic) -0.1290282546915473 y1[1] (numeric) -17.38613347101581 absolute error 17.257105216324263 relative error 13374.671507088737% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5839999999998655 y2[1] (analytic) -0.9917694500292488 y2[1] (numeric) 12.605692244843462 absolute error 13.597461694872711 relative error 1371.0305045665302% Correct digits -1 h 0.001 y1[1] (analytic) -0.128036549425082 y1[1] (numeric) -17.398736380899233 absolute error 17.27069983147415 relative error 13488.882595652698% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.584999999999866 y2[1] (analytic) -0.9918969906726508 y2[1] (numeric) 12.61125463362787 absolute error 13.603151624300521 relative error 1371.427855131973% Correct digits -1 h 0.001 y1[1] (analytic) -0.12704471612207793 y1[1] (numeric) -17.41134485457226 absolute error 17.28430013845018 relative error 13604.894926792238% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.585999999999866 y2[1] (analytic) -0.9920235394191448 y2[1] (numeric) 12.616814211114878 absolute error 13.608837750534024 relative error 1371.8260917984212% Correct digits -1 h 0.001 y1[1] (analytic) -0.12605275577436834 y1[1] (numeric) -17.42395888922939 absolute error 17.297906133455022 relative error 13722.751261716081% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5869999999998665 y2[1] (analytic) -0.992149096142182 y2[1] (numeric) 12.622370965699504 absolute error 13.614520061841686 relative error 1372.225214413805% Correct digits -1 h 0.001 y1[1] (analytic) -0.1250606693739135 y1[1] (numeric) -17.436578482053523 absolute error 17.31151781267961 relative error 13842.495725751036% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.587999999999867 y2[1] (analytic) -0.9922736607162058 y2[1] (numeric) 12.627924885759349 absolute error 13.620198546475555 relative error 1372.625222828623% Correct digits -1 h 0.001 y1[1] (analytic) -0.12406845791279966 y1[1] (numeric) -17.449203630215948 absolute error 17.32513517230315 relative error 13964.173863174761% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.588999999999867 y2[1] (analytic) -0.9923972330166515 y2[1] (numeric) 12.633475959654568 absolute error 13.62587319267122 relative error 1373.0261168959337% Correct digits -1 h 0.001 y1[1] (analytic) -0.12307612238323828 y1[1] (numeric) -17.46183433087632 absolute error 17.338758208493083 relative error 14087.83269471483% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5899999999998675 y2[1] (analytic) -0.992519812919947 y2[1] (numeric) 12.639024175727862 absolute error 13.631543988647808 relative error 1373.4278964713503% Correct digits -1 h 0.001 y1[1] (analytic) -0.12208366377756476 y1[1] (numeric) -17.47447058118265 absolute error 17.352386917405084 relative error 14213.520777866695% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.590999999999868 y2[1] (analytic) -0.9926414003035122 y2[1] (numeric) 12.644569522304451 absolute error 13.637210922607963 relative error 1373.8305614130359% Correct digits -1 h 0.001 y1[1] (analytic) -0.12109108308823764 y1[1] (numeric) -17.487112378271277 absolute error 17.36602129518304 relative error 14341.288270192963% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.591999999999868 y2[1] (analytic) -0.9927619950457598 y2[1] (numeric) 12.650111987692066 absolute error 13.642873982737825 relative error 1374.2341115816967% Correct digits -1 h 0.001 y1[1] (analytic) -0.12009838130783752 y1[1] (numeric) -17.499759719266862 absolute error 17.379661337959025 relative error 14471.186995777472% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5929999999998685 y2[1] (analytic) -0.9928815970260951 y2[1] (numeric) 12.655651560180923 absolute error 13.648533157207018 relative error 1374.638546840576% Correct digits -1 h 0.001 y1[1] (analytic) -0.11910555942906612 y1[1] (numeric) -17.51241260128236 absolute error 17.393307041853294 relative error 14603.270515019043% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.593999999999869 y2[1] (analytic) -0.9930002061249162 y2[1] (numeric) 12.661188228043711 absolute error 13.654188434168628 relative error 1375.043867055449% Correct digits -1 h 0.001 y1[1] (analytic) -0.11811261844474519 y1[1] (numeric) -17.525071021419013 absolute error 17.40695840297427 relative error 14737.59419796243% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.594999999999869 y2[1] (analytic) -0.9931178222236139 y2[1] (numeric) 12.666721979535575 absolute error 13.659839801759189 relative error 1375.450072094617% Correct digits -1 h 0.001 y1[1] (analytic) -0.11711955934781566 y1[1] (numeric) -17.537734976766323 absolute error 17.420615417418507 relative error 14874.215301377337% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5959999999998695 y2[1] (analytic) -0.993234445204572 y2[1] (numeric) 12.672252802894095 absolute error 13.665487248098668 relative error 1375.8571618289022% Correct digits -1 h 0.001 y1[1] (analytic) -0.11612638313133655 y1[1] (numeric) -17.55040446440204 absolute error 17.4342780812707 relative error 15013.19304981099% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.59699999999987 y2[1] (analytic) -0.9933500749511678 y2[1] (numeric) 12.677780686339267 absolute error 13.671130761290435 relative error 1376.2651361316398% Correct digits -1 h 0.001 y1[1] (analytic) -0.115133090788484 y1[1] (numeric) -17.56307948139214 absolute error 17.447946390603658 relative error 15154.588720855274% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.59799999999987 y2[1] (analytic) -0.9934647113477714 y2[1] (numeric) 12.683305618073494 absolute error 13.676770329421265 relative error 1376.6739948786753% Correct digits -1 h 0.001 y1[1] (analytic) -0.11413968331255023 y1[1] (numeric) -17.575760024790814 absolute error 17.461620341478262 relative error 15298.465734886326% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.5989999999998705 y2[1] (analytic) -0.9935783542797464 y2[1] (numeric) 12.688827586281556 absolute error 13.682405940561303 relative error 1377.083737948357% Correct digits -1 h 0.001 y1[1] (analytic) -0.11314616169694267 y1[1] (numeric) -17.588446091640446 absolute error 17.475299929943503 relative error 15444.889749552773% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.599999999999871 y2[1] (analytic) -0.99369100363345 y2[1] (numeric) 12.694346579130608 absolute error 13.688037582764057 relative error 1377.4943652215316% Correct digits -1 h 0.001 y1[1] (analytic) -0.11215252693518285 y1[1] (numeric) -17.601137678971593 absolute error 17.48898515203641 relative error 15593.92875930825% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.600999999999871 y2[1] (analytic) -0.9938026592962327 y2[1] (numeric) 12.699862584770145 absolute error 13.693665244066377 relative error 1377.9058765815366% Correct digits -1 h 0.001 y1[1] (analytic) -0.11115878002090543 y1[1] (numeric) -17.61383478380297 absolute error 17.502676003782067 relative error 15745.653200305338% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6019999999998715 y2[1] (analytic) -0.9939133211564389 y2[1] (numeric) 12.705375591331997 absolute error 13.699288912488436 relative error 1378.3182719141976% Correct digits -1 h 0.001 y1[1] (analytic) -0.11016492194785725 y1[1] (numeric) -17.62653740314144 absolute error 17.516372481193585 relative error 15900.136060990768% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.602999999999872 y2[1] (analytic) -0.9940229891034068 y2[1] (numeric) 12.710885586930308 absolute error 13.704908576033715 relative error 1378.7315511078198% Correct digits -1 h 0.001 y1[1] (analytic) -0.10917095370989631 y1[1] (numeric) -17.63924553398198 absolute error 17.530074580272085 relative error 16057.452998766823% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.603999999999872 y2[1] (analytic) -0.9941316630274685 y2[1] (numeric) 12.716392559661518 absolute error 13.710524222688987 relative error 1379.1457140531854% Correct digits -1 h 0.001 y1[1] (analytic) -0.10817687630099075 y1[1] (numeric) -17.65195917330768 absolute error 17.54378229700669 relative error 16217.682463110661% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6049999999998725 y2[1] (analytic) -0.99423934281995 y2[1] (numeric) 12.721896497604343 absolute error 13.716135840424293 relative error 1379.5607606435458% Correct digits -1 h 0.001 y1[1] (analytic) -0.10718269071521791 y1[1] (numeric) -17.66467831808971 absolute error 17.557495627374493 relative error 16380.905825572507% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.605999999999873 y2[1] (analytic) -0.9943460283731714 y2[1] (numeric) 12.72739738881976 absolute error 13.721743417192931 relative error 1379.9766907746175% Correct digits -1 h 0.001 y1[1] (analytic) -0.10618839794676328 y1[1] (numeric) -17.677402965287314 absolute error 17.57121456734055 relative error 16547.207517105344% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.606999999999873 y2[1] (analytic) -0.9944517195804474 y2[1] (numeric) 12.732895221350992 absolute error 13.72734694093144 relative error 1380.3935043445767% Correct digits -1 h 0.001 y1[1] (analytic) -0.10519399898991956 y1[1] (numeric) -17.69013311184779 absolute error 17.58493911285787 relative error 16716.67517321305% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6079999999998735 y2[1] (analytic) -0.9945564163360867 y2[1] (numeric) 12.738389983223483 absolute error 13.73294639955957 relative error 1380.8112012540519% Correct digits -1 h 0.001 y1[1] (analytic) -0.10419949483908562 y1[1] (numeric) -17.702868754706465 absolute error 17.59866925986738 relative error 16889.399787441245% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.608999999999874 y2[1] (analytic) -0.9946601185353925 y2[1] (numeric) 12.743881662444887 absolute error 13.73854178098028 relative error 1381.2297814061224% Correct digits -1 h 0.001 y1[1] (analytic) -0.10320488648876551 y1[1] (numeric) -17.715609890786688 absolute error 17.612405004297923 relative error 17065.475873775747% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.609999999999874 y2[1] (analytic) -0.9947628260746626 y2[1] (numeric) 12.749370247005047 absolute error 13.744133073079709 relative error 1381.6492447063088% Correct digits -1 h 0.001 y1[1] (analytic) -0.10221017493356753 y1[1] (numeric) -17.728356516999803 absolute error 17.626146342066235 relative error 17245.00163855753% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6109999999998745 y2[1] (analytic) -0.9948645388511896 y2[1] (numeric) 12.754855724875977 absolute error 13.749720263727166 relative error 1382.0695910625707% Correct digits -1 h 0.001 y1[1] (analytic) -0.10121536116820312 y1[1] (numeric) -17.741108630245137 absolute error 17.639893269076932 relative error 17428.07916257134% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.611999999999875 y2[1] (analytic) -0.9949652567632606 y2[1] (numeric) 12.760338084011849 absolute error 13.755303340775109 relative error 1382.4908203853% Correct digits -1 h 0.001 y1[1] (analytic) -0.10022044618748598 y1[1] (numeric) -17.75386622740998 absolute error 17.653645781222494 relative error 17614.81459401726% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.612999999999875 y2[1] (analytic) -0.9950649797101578 y2[1] (numeric) 12.76581731234897 absolute error 13.760882292059128 relative error 1382.9129325873162% Correct digits -1 h 0.001 y1[1] (analytic) -0.099225430986331 y1[1] (numeric) -17.766629305369563 absolute error 17.667403874383233 relative error 17805.318353131708% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6139999999998755 y2[1] (analytic) -0.9951637075921582 y2[1] (numeric) 12.771293397805763 absolute error 13.766457105397922 relative error 1383.3359275838607% Correct digits -1 h 0.001 y1[1] (analytic) -0.09823031655975331 y1[1] (numeric) -17.77939786098705 absolute error 17.681167544427296 relative error 17999.70534928682% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.614999999999876 y2[1] (analytic) -0.995261440310534 y2[1] (numeric) 12.776766328282758 absolute error 13.772027768593292 relative error 1383.7598052925919% Correct digits -1 h 0.001 y1[1] (analytic) -0.09723510390286724 y1[1] (numeric) -17.792171891113515 absolute error 17.694936787210647 relative error 18198.095211464944% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.615999999999876 y2[1] (analytic) -0.9953581777675523 y2[1] (numeric) 12.782236091662561 absolute error 13.777594269430114 relative error 1384.1845656335804% Correct digits -1 h 0.001 y1[1] (analytic) -0.09623979401088537 y1[1] (numeric) -17.804951392587917 absolute error 17.708711598577032 relative error 18400.612533079675% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6169999999998765 y2[1] (analytic) -0.9954539198664759 y2[1] (numeric) 12.78770267580985 absolute error 13.783156595676326 relative error 1384.6102085293023% Correct digits -1 h 0.001 y1[1] (analytic) -0.09524438787911751 y1[1] (numeric) -17.817736362237095 absolute error 17.72249197435798 relative error 18607.387132196232% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.617999999999877 y2[1] (analytic) -0.9955486665115625 y2[1] (numeric) 12.793166068571349 absolute error 13.78871473508291 relative error 1385.0367339046368% Correct digits -1 h 0.001 y1[1] (analytic) -0.09424888650296971 y1[1] (numeric) -17.83052679687574 absolute error 17.73627791037277 relative error 18818.55432829322% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.618999999999877 y2[1] (analytic) -0.9956424176080656 y2[1] (numeric) 12.79862625777581 absolute error 13.794268675383876 relative error 1385.4641416868587% Correct digits -1 h 0.001 y1[1] (analytic) -0.09325329087794326 y1[1] (numeric) -17.843322693306387 absolute error 17.750069402428444 relative error 19034.255236805566% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6199999999998775 y2[1] (analytic) -0.995735173062234 y2[1] (numeric) 12.804083231234 absolute error 13.799818404296234 relative error 1385.892431805634% Correct digits -1 h 0.001 y1[1] (analytic) -0.0922576019996337 y1[1] (numeric) -17.85612404831938 absolute error 17.763866446319746 relative error 19254.637082795925% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.620999999999878 y2[1] (analytic) -0.9958269327813124 y2[1] (numeric) 12.809536976738677 absolute error 13.80536390951999 relative error 1386.3216041930152% Correct digits -1 h 0.001 y1[1] (analytic) -0.09126182086372983 y1[1] (numeric) -17.86893085869287 absolute error 17.777669037829142 relative error 19479.853535219696% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.621999999999878 y2[1] (analytic) -0.9959176966735409 y2[1] (numeric) 12.814987482064579 absolute error 13.81090517873812 relative error 1386.7516587834361% Correct digits -1 h 0.001 y1[1] (analytic) -0.09026594846601271 y1[1] (numeric) -17.881743121192798 absolute error 17.791477172726786 relative error 19710.06506337847% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6229999999998785 y2[1] (analytic) -0.9960074646481558 y2[1] (numeric) 12.8204347349684 absolute error 13.816442199616555 relative error 1387.182595513707% Correct digits -1 h 0.001 y1[1] (analytic) -0.08926998580235464 y1[1] (numeric) -17.89456083257286 absolute error 17.805290846770507 relative error 19945.439317299482% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.623999999999879 y2[1] (analytic) -0.996096236615389 y2[1] (numeric) 12.825878723188776 absolute error 13.821974959804164 relative error 1387.6144143230088% Correct digits -1 h 0.001 y1[1] (analytic) -0.08827393386871821 y1[1] (numeric) -17.90738398957451 absolute error 17.819110055705792 relative error 20186.151533935867% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.624999999999879 y2[1] (analytic) -0.9961840124864687 y2[1] (numeric) 12.831319434446266 absolute error 13.827503446932734 relative error 1388.04711515289% Correct digits -1 h 0.001 y1[1] (analytic) -0.08727779366115526 y1[1] (numeric) -17.92021258892692 absolute error 17.832934795265764 relative error 20432.384971256062% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6259999999998795 y2[1] (analytic) -0.9962707921736188 y2[1] (numeric) 12.836756856443335 absolute error 13.833027648616953 relative error 1388.4806979472594% Correct digits -1 h 0.001 y1[1] (analytic) -0.08628156617580592 y1[1] (numeric) -17.933046627346982 absolute error 17.846765061171176 relative error 20684.331372482156% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.62699999999988 y2[1] (analytic) -0.9963565755900599 y2[1] (numeric) 12.842190976864332 absolute error 13.838547552454392 relative error 1388.9151626523828% Correct digits -1 h 0.001 y1[1] (analytic) -0.0852852524088976 y1[1] (numeric) -17.94588610153928 absolute error 17.860600849130382 relative error 20942.191462948675% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.62799999999988 y2[1] (analytic) -0.9964413626500083 y2[1] (numeric) 12.847621783375478 absolute error 13.844063146025487 relative error 1389.350509216878% Correct digits -1 h 0.001 y1[1] (analytic) -0.08428885335674398 y1[1] (numeric) -17.95873100819607 absolute error 17.87444215483933 relative error 21206.175482287766% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6289999999998805 y2[1] (analytic) -0.9965251532686771 y2[1] (numeric) 12.853049263624843 absolute error 13.849574416893521 relative error 1389.7867375917087% Correct digits -1 h 0.001 y1[1] (analytic) -0.08329237001574402 y1[1] (numeric) -17.971581343997276 absolute error 17.88828897398153 relative error 21476.50375490608% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.629999999999881 y2[1] (analytic) -0.9966079473622756 y2[1] (numeric) 12.858473405242332 absolute error 13.855081352604607 relative error 1390.2238477301812% Correct digits -1 h 0.001 y1[1] (analytic) -0.08229580338238099 y1[1] (numeric) -17.984437105610443 absolute error 17.902141302228063 relative error 21753.407302006846% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.630999999999881 y2[1] (analytic) -0.99668974484801 y2[1] (numeric) 12.863894195839665 absolute error 13.860583940687675 relative error 1390.6618395879393% Correct digits -1 h 0.001 y1[1] (analytic) -0.08129915445322144 y1[1] (numeric) -17.997298289690754 absolute error 17.91599913523753 relative error 22037.12849873018% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6319999999998815 y2[1] (analytic) -0.9967705456440825 y2[1] (numeric) 12.869311623010358 absolute error 13.86608216865444 relative error 1391.100713122959% Correct digits -1 h 0.001 y1[1] (analytic) -0.08030242422491421 y1[1] (numeric) -18.010164892880983 absolute error 17.92986246865607 relative error 22327.92178034053% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.632999999999882 y2[1] (analytic) -0.9968503496696924 y2[1] (numeric) 12.874725674329706 absolute error 13.871576023999399 relative error 1391.5404682955432% Correct digits -1 h 0.001 y1[1] (analytic) -0.07930561369418944 y1[1] (numeric) -18.02303691181149 absolute error 17.943731298117303 relative error 22626.05440178569% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.633999999999882 y2[1] (analytic) -0.9969291568450357 y2[1] (numeric) 12.880136337354768 absolute error 13.877065494199805 relative error 1391.9811050683193% Correct digits -1 h 0.001 y1[1] (analytic) -0.07830872385785759 y1[1] (numeric) -18.03591434310021 absolute error 17.95760561924235 relative error 22931.807255393633% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6349999999998825 y2[1] (analytic) -0.9970069670913052 y2[1] (numeric) 12.885543599624345 absolute error 13.88255056671565 relative error 1392.422623406231% Correct digits -1 h 0.001 y1[1] (analytic) -0.0773117557128084 y1[1] (numeric) -18.048797183352615 absolute error 17.971485427639806 relative error 23245.47575196566% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.635999999999883 y2[1] (analytic) -0.9970837803306908 y2[1] (numeric) 12.890947448658961 absolute error 13.888031228989652 relative error 1392.8650232765372% Correct digits -1 h 0.001 y1[1] (analytic) -0.07631471025600996 y1[1] (numeric) -18.061685429161713 absolute error 17.985370718905703 relative error 23567.37077107531% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.636999999999883 y2[1] (analytic) -0.9971595964863791 y2[1] (numeric) 12.89634787196085 absolute error 13.893507468447229 relative error 1393.3083046488046% Correct digits -1 h 0.001 y1[1] (analytic) -0.0753175884845076 y1[1] (numeric) -18.074579077108023 absolute error 17.999261488623514 relative error 23897.81968699895% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6379999999998835 y2[1] (analytic) -0.997234415482554 y2[1] (numeric) 12.901744857013936 absolute error 13.89897927249649 relative error 1393.7524674949052% Correct digits -1 h 0.001 y1[1] (analytic) -0.07432039139542304 y1[1] (numeric) -18.087478123759553 absolute error 18.013157732364128 relative error 24237.167477394974% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.638999999999884 y2[1] (analytic) -0.9973082372443965 y2[1] (numeric) 12.90713839128381 absolute error 13.904446628528207 relative error 1394.1975117890095% Correct digits -1 h 0.001 y1[1] (analytic) -0.07332311998595328 y1[1] (numeric) -18.10038256567179 absolute error 18.027059445685836 relative error 24585.77792262431% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.639999999999884 y2[1] (analytic) -0.9973810616980849 y2[1] (numeric) 12.91252846221772 absolute error 13.909909523915806 relative error 1394.6434375075837% Correct digits -1 h 0.001 y1[1] (analytic) -0.07232577525336964 y1[1] (numeric) -18.113292399387674 absolute error 18.040966624134306 relative error 24944.034904477267% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6409999999998846 y2[1] (analytic) -0.9974528887707947 y2[1] (numeric) 12.917915057244548 absolute error 13.915367946015342 relative error 1395.0902446293844% Correct digits -1 h 0.001 y1[1] (analytic) -0.07132835819501679 y1[1] (numeric) -18.12620762143759 absolute error 18.054879263242572 relative error 25312.343814053944% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.641999999999885 y2[1] (analytic) -0.9975237183906989 y2[1] (numeric) 12.92329816377479 absolute error 13.92082188216549 relative error 1395.5379331354543% Correct digits -1 h 0.001 y1[1] (analytic) -0.07033086980831167 y1[1] (numeric) -18.139128228339334 absolute error 18.06879735853102 relative error 25691.133079653253% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.642999999999885 y2[1] (analytic) -0.9975935504869677 y2[1] (numeric) 12.928677769200544 absolute error 13.926271319687512 relative error 1395.986503009117% Correct digits -1 h 0.001 y1[1] (analytic) -0.0693333110907426 y1[1] (numeric) -18.152054216598106 absolute error 18.082720905507365 relative error 26080.855826777% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6439999999998856 y2[1] (analytic) -0.9976623849897693 y2[1] (numeric) 12.934053860895487 absolute error 13.931716245885257 relative error 1396.4359542359734% Correct digits -1 h 0.001 y1[1] (analytic) -0.06833568303986824 y1[1] (numeric) -18.164985582706493 absolute error 18.096649899666623 relative error 26481.991683771885% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.644999999999886 y2[1] (analytic) -0.9977302218302689 y2[1] (numeric) 12.939426426214858 absolute error 13.937156648045127 relative error 1396.8862868038968% Correct digits -1 h 0.001 y1[1] (analytic) -0.06733798665331651 y1[1] (numeric) -18.17792232314444 absolute error 18.110584336491122 relative error 26895.048748237477% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.645999999999886 y2[1] (analytic) -0.99779706094063 y2[1] (numeric) 12.944795452495443 absolute error 13.942592513436074 relative error 1397.3375007030284% Correct digits -1 h 0.001 y1[1] (analytic) -0.06634022292878375 y1[1] (numeric) -18.190864434379243 absolute error 18.12452421145046 relative error 27320.565731150982% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6469999999998866 y2[1] (analytic) -0.9978629022540132 y2[1] (numeric) 12.950160927055549 absolute error 13.948023829309562 relative error 1397.789595925773% Correct digits -1 h 0.001 y1[1] (analytic) -0.0653423928640336 y1[1] (numeric) -18.203811912865525 absolute error 18.138469520001493 relative error 27759.114297734035% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.647999999999887 y2[1] (analytic) -0.9979277457045773 y2[1] (numeric) 12.955522837194996 absolute error 13.953450582899574 relative error 1398.2425724667946% Correct digits -1 h 0.001 y1[1] (analytic) -0.06434449745689601 y1[1] (numeric) -18.216764755045215 absolute error 18.152420257588318 relative error 28211.301626449902% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.648999999999887 y2[1] (analytic) -0.9979915912274788 y2[1] (numeric) 12.960881170195092 absolute error 13.95887276142257 relative error 1398.696430323012% Correct digits -1 h 0.001 y1[1] (analytic) -0.06334653770526634 y1[1] (numeric) -18.229722957347537 absolute error 18.16637641964227 relative error 28677.77321021919% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.649999999999888 y2[1] (analytic) -0.9980544387588723 y2[1] (numeric) 12.966235913318616 absolute error 13.964290352077489 relative error 1399.1511694935941% Correct digits -1 h 0.001 y1[1] (analytic) -0.062348514607104236 y1[1] (numeric) -18.242686516188982 absolute error 18.180338001581877 relative error 29159.215927030822% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.650999999999888 y2[1] (analytic) -0.9981162882359103 y2[1] (numeric) 12.9715870538098 absolute error 13.969703342045712 relative error 1399.6067899799564% Correct digits -1 h 0.001 y1[1] (analytic) -0.06135042916043272 y1[1] (numeric) -18.2556554279733 absolute error 18.194304998812864 relative error 29656.36141066651% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.651999999999888 y2[1] (analytic) -0.9981771395967431 y2[1] (numeric) 12.976934578894312 absolute error 13.975111718491055 relative error 1400.0632917857552% Correct digits -1 h 0.001 y1[1] (analytic) -0.06035228236333716 y1[1] (numeric) -18.26862968909147 absolute error 18.208277406728133 relative error 30169.98975632661% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.652999999999889 y2[1] (analytic) -0.9982369927805196 y2[1] (numeric) 12.982278475779234 absolute error 13.980515468559753 relative error 1400.5206749168854% Correct digits -1 h 0.001 y1[1] (analytic) -0.05935407521396427 y1[1] (numeric) -18.28160929592169 absolute error 18.222255220707726 relative error 30700.933600630957% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.653999999999889 y2[1] (analytic) -0.9982958477273864 y2[1] (numeric) 12.98761873165305 absolute error 13.985914579380436 relative error 1400.9789393814744% Correct digits -1 h 0.001 y1[1] (analytic) -0.0583558087105211 y1[1] (numeric) -18.29459424482936 absolute error 18.23623843611884 relative error 31250.082620877096% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.654999999999889 y2[1] (analytic) -0.9983537043784887 y2[1] (numeric) 12.992955333685623 absolute error 13.991309038064113 relative error 1401.4380851898784% Correct digits -1 h 0.001 y1[1] (analytic) -0.057357483851274094 y1[1] (numeric) -18.30758453216705 absolute error 18.250227048315775 relative error 31818.388504694456% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.65599999999989 y2[1] (analytic) -0.9984105626759698 y2[1] (numeric) 12.998288269028178 absolute error 13.996698831704148 relative error 1401.8981123546787% Correct digits -1 h 0.001 y1[1] (analytic) -0.05635910163454801 y1[1] (numeric) -18.3205801542745 absolute error 18.26422105263995 relative error 32406.87044848852% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.65699999999989 y2[1] (analytic) -0.9984664225629715 y2[1] (numeric) 13.003617524813283 absolute error 14.002083947376255 relative error 1402.359020890677% Correct digits -1 h 0.001 y1[1] (analytic) -0.05536066305872499 y1[1] (numeric) -18.333581107478587 absolute error 18.278220444419862 relative error 33016.62125150282% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.65799999999989 y2[1] (analytic) -0.9985212839836338 y2[1] (numeric) 13.008943088154833 absolute error 14.007464372138466 relative error 1402.8208108148904% Correct digits -1 h 0.001 y1[1] (analytic) -0.05436216912224352 y1[1] (numeric) -18.34658738809331 absolute error 18.29222521897107 relative error 33648.81408215624% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.658999999999891 y2[1] (analytic) -0.9985751468830952 y2[1] (numeric) 13.014264946148028 absolute error 14.012840093031123 relative error 1403.2834821465497% Correct digits -1 h 0.001 y1[1] (analytic) -0.05336362082359747 y1[1] (numeric) -18.35959899241978 absolute error 18.306235371596184 relative error 34304.710004800014% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.659999999999891 y2[1] (analytic) -0.9986280112074931 y2[1] (numeric) 13.019583085869357 absolute error 14.01821109707685 relative error 1403.7470349070925% Correct digits -1 h 0.001 y1[1] (analytic) -0.052365019161335034 y1[1] (numeric) -18.372615916746184 absolute error 18.32025089758485 relative error 34985.66636849824% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.660999999999891 y2[1] (analytic) -0.998679876903963 y2[1] (numeric) 13.02489749437658 absolute error 14.023577371280544 relative error 1404.21146912016% Correct digits -1 h 0.001 y1[1] (analytic) -0.051366365134057804 y1[1] (numeric) -18.38563815734778 absolute error 18.334271792213723 relative error 35693.14617525355% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.661999999999892 y2[1] (analytic) -0.9987307439206392 y2[1] (numeric) 13.03020815870871 absolute error 14.02893890262935 relative error 1404.676784811594% Correct digits -1 h 0.001 y1[1] (analytic) -0.050367659740419714 y1[1] (numeric) -18.398665710486878 absolute error 18.348298050746457 relative error 36428.728563741606% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.662999999999892 y2[1] (analytic) -0.9987806122066546 y2[1] (numeric) 13.035515065885992 absolute error 14.034295678092647 relative error 1405.142982009432% Correct digits -1 h 0.001 y1[1] (analytic) -0.049368903979126084 y1[1] (numeric) -18.411698572412813 absolute error 18.362329668433688 relative error 37194.120566657824% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.663999999999892 y2[1] (analytic) -0.9988294817121411 y2[1] (numeric) 13.040818202909886 absolute error 14.039647684622027 relative error 1405.6100607439018% Correct digits -1 h 0.001 y1[1] (analytic) -0.04837009884893259 y1[1] (numeric) -18.424736739361933 absolute error 18.376366640513 relative error 37991.17032591825% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.664999999999893 y2[1] (analytic) -0.9988773523882292 y2[1] (numeric) 13.046117556763049 absolute error 14.044994909151278 relative error 1406.0780210474202% Correct digits -1 h 0.001 y1[1] (analytic) -0.04737124534864428 y1[1] (numeric) -18.437780207557577 absolute error 18.390408962208934 relative error 38821.88198105974% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.665999999999893 y2[1] (analytic) -0.9989242241870481 y2[1] (numeric) 13.051413114409316 absolute error 14.050337338596364 relative error 1406.5468629545865% Correct digits -1 h 0.001 y1[1] (analytic) -0.046372344477114566 y1[1] (numeric) -18.450828973210058 absolute error 18.404456628732945 relative error 39688.43248332164% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.666999999999893 y2[1] (analytic) -0.998970097061726 y2[1] (numeric) 13.056704862793685 absolute error 14.055674959855411 relative error 1407.01658650218% Correct digits -1 h 0.001 y1[1] (analytic) -0.04537339723324424 y1[1] (numeric) -18.46388303251664 absolute error 18.418509635283396 relative error 40593.19063239219% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.667999999999894 y2[1] (analytic) -0.9990149709663901 y2[1] (numeric) 13.061992788842291 absolute error 14.061007759808682 relative error 1407.4871917291553% Correct digits -1 h 0.001 y1[1] (analytic) -0.04437440461598047 y1[1] (numeric) -18.476942381661534 absolute error 18.432567977045554 relative error 41538.73868632701% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.668999999999894 y2[1] (analytic) -0.9990588458561666 y2[1] (numeric) 13.067276879462394 absolute error 14.066335725318561 relative error 1407.9586786766388% Correct digits -1 h 0.001 y1[1] (analytic) -0.04337536762431577 y1[1] (numeric) -18.490007016815852 absolute error 18.446631649191538 relative error 42527.896959772515% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.669999999999894 y2[1] (analytic) -0.9991017216871803 y2[1] (numeric) 13.07255712154236 absolute error 14.07165884322954 relative error 1408.4310473879245% Correct digits -1 h 0.001 y1[1] (analytic) -0.042376287257287065 y1[1] (numeric) -18.503076934137614 absolute error 18.460700646880326 relative error 43563.75190397504% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.670999999999895 y2[1] (analytic) -0.9991435984165556 y2[1] (numeric) 13.07783350195164 absolute error 14.076977100368195 relative error 1408.9042979084697% Correct digits -1 h 0.001 y1[1] (analytic) -0.041377164513974635 y1[1] (numeric) -18.516152129771715 absolute error 18.47477496525774 relative error 44649.68825743995% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.671999999999895 y2[1] (analytic) -0.9991844760024159 y2[1] (numeric) 13.08310600754075 absolute error 14.082290483543165 relative error 1409.3784302858921% Correct digits -1 h 0.001 y1[1] (analytic) -0.04037800039350113 y1[1] (numeric) -18.529232599849912 absolute error 18.48885459945641 relative error 45789.425972743826% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.672999999999895 y2[1] (analytic) -0.9992243544038834 y2[1] (numeric) 13.088374625141258 absolute error 14.087598979545142 relative error 1409.8534445699647% Correct digits -1 h 0.001 y1[1] (analytic) -0.039378795895030606 y1[1] (numeric) -18.5423183404908 absolute error 18.502939544595773 relative error 46987.06276829237% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.673999999999896 y2[1] (analytic) -0.9992632335810797 y2[1] (numeric) 13.093639341565762 absolute error 14.09290257514684 relative error 1410.3293408126128% Correct digits -1 h 0.001 y1[1] (analytic) -0.038379552017767465 y1[1] (numeric) -18.555409347799802 absolute error 18.517029795782033 relative error 48247.12333069897% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.674999999999896 y2[1] (analytic) -0.9993011134951257 y2[1] (numeric) 13.098900143607873 absolute error 14.098201257102998 relative error 1410.8061190679105% Correct digits -1 h 0.001 y1[1] (analytic) -0.03738026976095551 y1[1] (numeric) -18.56850561786914 absolute error 18.531125348108183 relative error 49574.616412919364% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.675999999999896 y2[1] (analytic) -0.9993379941081416 y2[1] (numeric) 13.104157018042192 absolute error 14.103495012150335 relative error 1411.2837793920753% Correct digits -1 h 0.001 y1[1] (analytic) -0.036380950123876904 y1[1] (numeric) -18.581607146777817 absolute error 18.54522619665394 relative error 50975.10134701695% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.676999999999897 y2[1] (analytic) -0.9993738753832465 y2[1] (numeric) 13.1094099516243 absolute error 14.108783827007548 relative error 1411.762321843466% Correct digits -1 h 0.001 y1[1] (analytic) -0.035381594105851205 y1[1] (numeric) -18.594713930591606 absolute error 18.559332336485756 relative error 52454.76583378848% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.677999999999897 y2[1] (analytic) -0.9994087572845595 y2[1] (numeric) 13.11465893109073 absolute error 14.11406768837529 relative error 1412.2417464825778% Correct digits -1 h 0.001 y1[1] (analytic) -0.03438220270623435 y1[1] (numeric) -18.607825965363027 absolute error 18.573443762656794 relative error 54020.51730469545% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.678999999999897 y2[1] (analytic) -0.9994426397771983 y2[1] (numeric) 13.119903943158954 absolute error 14.119346582936153 relative error 1412.7220533720397% Correct digits -1 h 0.001 y1[1] (analytic) -0.033382776924417656 y1[1] (numeric) -18.620943247131322 absolute error 18.587560470206906 relative error 55680.09070153518% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.679999999999898 y2[1] (analytic) -0.9994755228272807 y2[1] (numeric) 13.125144974527364 absolute error 14.124620497354645 relative error 1413.2032425766088% Correct digits -1 h 0.001 y1[1] (analytic) -0.032383317759826814 y1[1] (numeric) -18.634065771922444 absolute error 18.601682454162617 relative error 57442.176222100905% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.680999999999898 y2[1] (analytic) -0.9995074064019236 y2[1] (numeric) 13.130382011875252 absolute error 14.129889418277175 relative error 1413.6853141631689% Correct digits -1 h 0.001 y1[1] (analytic) -0.031383826211920915 y1[1] (numeric) -18.647193535749036 absolute error 18.615809709537114 relative error 59316.57148441013% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.681999999999898 y2[1] (analytic) -0.9995382904692433 y2[1] (numeric) 13.13561504186279 absolute error 14.135153332332033 relative error 1414.1682682007254% Correct digits -1 h 0.001 y1[1] (analytic) -0.03038430328019142 y1[1] (numeric) -18.66032653461041 absolute error 18.62994223133022 relative error 61314.36373423683% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.682999999999899 y2[1] (analytic) -0.9995681749983558 y2[1] (numeric) 13.140844051131015 absolute error 14.14041222612937 relative error 1414.652104760401% Correct digits -1 h 0.001 y1[1] (analytic) -0.029384749964161176 y1[1] (numeric) -18.673464764492522 absolute error 18.64408001452836 relative error 63448.14925179704% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.683999999999899 y2[1] (analytic) -0.9995970599593768 y2[1] (numeric) 13.146069026301811 absolute error 14.145666086261189 relative error 1415.136823915435% Correct digits -1 h 0.001 y1[1] (analytic) -0.02838516726338342 y1[1] (numeric) -18.686608221367973 absolute error 18.65822305410459 relative error 65732.29912995268% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.684999999999899 y2[1] (analytic) -0.9996249453234209 y2[1] (numeric) 13.151289953977884 absolute error 14.150914899301304 relative error 1415.6224257411748% Correct digits -1 h 0.001 y1[1] (analytic) -0.02738555617744076 y1[1] (numeric) -18.69975690119596 absolute error 18.672371345018522 relative error 68183.28327543757% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6859999999999 y2[1] (analytic) -0.9996518310626031 y2[1] (numeric) 13.156506820742749 absolute error 14.156158651805352 relative error 1416.1089103150778% Correct digits -1 h 0.001 y1[1] (analytic) -0.026385917705944204 y1[1] (numeric) -18.71291079992229 absolute error 18.686524882216347 relative error 70820.0680774755% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6869999999999 y2[1] (analytic) -0.9996777171500375 y2[1] (numeric) 13.161719613160708 absolute error 14.161397330310745 relative error 1416.5962777167033% Correct digits -1 h 0.001 y1[1] (analytic) -0.025386252848532145 y1[1] (numeric) -18.726069913479332 absolute error 18.7006836606308 relative error 73664.60805463888% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.6879999999999 y2[1] (analytic) -0.9997026035598381 y2[1] (numeric) 13.166928317776836 absolute error 14.166630921336674 relative error 1417.0845280277113% Correct digits -1 h 0.001 y1[1] (analytic) -0.024386562604869353 y1[1] (numeric) -18.73923423778601 absolute error 18.71484767518114 relative error 76742.45845310023% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.688999999999901 y2[1] (analytic) -0.9997264902671185 y2[1] (numeric) 13.172132921116956 absolute error 14.171859411384075 relative error 1417.5736613318584% Correct digits -1 h 0.001 y1[1] (analytic) -0.023386847974645988 y1[1] (numeric) -18.752403768747794 absolute error 18.729016920773148 relative error 80083.54499536466% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.689999999999901 y2[1] (analytic) -0.9997493772479917 y2[1] (numeric) 13.177333409687625 absolute error 14.177082786935618 relative error 1418.0636777149937% Correct digits -1 h 0.001 y1[1] (analytic) -0.022387109957576593 y1[1] (numeric) -18.765578502256655 absolute error 18.743191392299078 relative error 83723.139913179% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.690999999999901 y2[1] (analytic) -0.9997712644795712 y2[1] (numeric) 13.182529769976114 absolute error 14.182301034455685 relative error 1418.554577265056% Correct digits -1 h 0.001 y1[1] (analytic) -0.02138734955339911 y1[1] (numeric) -18.778758434191076 absolute error 18.757371084637676 relative error 87703.11177551474% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.691999999999902 y2[1] (analytic) -0.9997921519399695 y2[1] (numeric) 13.187721988450386 absolute error 14.187514140390356 relative error 1419.04636007207% Correct digits -1 h 0.001 y1[1] (analytic) -0.020387567761873854 y1[1] (numeric) -18.791943560416005 absolute error 18.771555992654132 relative error 92073.54311169096% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.692999999999902 y2[1] (analytic) -0.9998120396082991 y2[1] (numeric) 13.192910051559085 absolute error 14.192722091167385 relative error 1419.539026228143% Correct digits -1 h 0.001 y1[1] (analytic) -0.01938776558278254 y1[1] (numeric) -18.805133876782854 absolute error 18.785746111200073 relative error 96894.84861464854% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.693999999999902 y2[1] (analytic) -0.9998309274646725 y2[1] (numeric) 13.19809394573151 absolute error 14.197924873196182 relative error 1420.032575827461% Correct digits -1 h 0.001 y1[1] (analytic) -0.018387944015927252 y1[1] (numeric) -18.818329379129477 absolute error 18.79994143511355 relative error 102240.58447659745% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.694999999999903 y2[1] (analytic) -0.9998488154902017 y2[1] (numeric) 13.203273657377594 absolute error 14.203122472867795 relative error 1420.5270089662854% Correct digits -1 h 0.001 y1[1] (analytic) -0.017388104061129485 y1[1] (numeric) -18.83153006328014 absolute error 18.81414195921901 relative error 108201.22707499425% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.695999999999903 y2[1] (analytic) -0.9998657036669987 y2[1] (numeric) 13.208449172887896 absolute error 14.208314876554894 relative error 1421.0223257429498% Correct digits -1 h 0.001 y1[1] (analytic) -0.016388246718229103 y1[1] (numeric) -18.84473592504552 absolute error 18.82834767832729 relative error 114889.33503413758% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.696999999999903 y2[1] (analytic) -0.9998815919781754 y2[1] (numeric) 13.213620478633576 absolute error 14.213502070611751 relative error 1421.5185262578564% Correct digits -1 h 0.001 y1[1] (analytic) -0.01538837298708337 y1[1] (numeric) -18.857946960222662 absolute error 18.84255858723558 relative error 122446.72391975143% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.697999999999904 y2[1] (analytic) -0.9998964804078434 y2[1] (numeric) 13.218787560966371 absolute error 14.218684041374214 relative error 1422.0156106134723% Correct digits -1 h 0.001 y1[1] (analytic) -0.014388483867565933 y1[1] (numeric) -18.871163164594982 absolute error 18.856774680727415 relative error 131054.63267908138% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.698999999999904 y2[1] (analytic) -0.9999103689411144 y2[1] (numeric) 13.223950406218584 absolute error 14.223860775159698 relative error 1422.5135789143271% Correct digits -1 h 0.001 y1[1] (analytic) -0.013388580359565826 y1[1] (numeric) -18.884384533932234 absolute error 18.870995953572667 relative error 140948.44596492103% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.699999999999904 y2[1] (analytic) -0.9999232575640997 y2[1] (numeric) 13.229109000703064 absolute error 14.229032258267164 relative error 1423.0124312670082% Correct digits -1 h 0.001 y1[1] (analytic) -0.012388663462986475 y1[1] (numeric) -18.897611063990496 absolute error 18.88522240052751 relative error 152439.5465011279% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.700999999999905 y2[1] (analytic) -0.9999351462639108 y2[1] (numeric) 13.234263330713183 absolute error 14.234198476977094 relative error 1423.5121677801585% Correct digits -1 h 0.001 y1[1] (analytic) -0.011388734177744695 y1[1] (numeric) -18.91084275051215 absolute error 18.899454016334403 relative error 165948.67982138688% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.701999999999905 y2[1] (analytic) -0.999946035028659 y2[1] (numeric) 13.239413382522821 absolute error 14.23935941755148 relative error 1424.012788564472% Correct digits -1 h 0.001 y1[1] (analytic) -0.010388793503769684 y1[1] (numeric) -18.924079589225855 absolute error 18.913690795722086 relative error 182058.5883130611% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.702999999999905 y2[1] (analytic) -0.9999559238474554 y2[1] (numeric) 13.244559142386343 absolute error 14.244515066233799 relative error 1424.5142937326925% Correct digits -1 h 0.001 y1[1] (analytic) -0.009388842441002037 y1[1] (numeric) -18.937321575846546 absolute error 18.927932733405544 relative error 201600.28089027593% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.703999999999906 y2[1] (analytic) -0.9999648127104114 y2[1] (numeric) 13.249700596538586 absolute error 14.249665409248998 relative error 1425.0166833996072% Correct digits -1 h 0.001 y1[1] (analytic) -0.00838888198939273 y1[1] (numeric) -18.95056870607539 absolute error 18.942179824085997 relative error 225801.00480656803% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.704999999999906 y2[1] (analytic) -0.9999727016086379 y2[1] (numeric) 13.254837731194836 absolute error 14.254810432803474 relative error 1425.5199576820467% Correct digits -1 h 0.001 y1[1] (analytic) -0.007388913148902134 y1[1] (numeric) -18.96382097559979 absolute error 18.95643206245089 relative error 256552.3735418042% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.705999999999906 y2[1] (analytic) -0.9999795905342462 y2[1] (numeric) 13.25997053255081 absolute error 14.259950123085057 relative error 1426.0241166988794% Correct digits -1 h 0.001 y1[1] (analytic) -0.006388936919499004 y1[1] (numeric) -18.97707838009335 absolute error 18.97068944317385 relative error 296930.2981420179% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.706999999999907 y2[1] (analytic) -0.9999854794803472 y2[1] (numeric) 13.265098986782634 absolute error 14.265084466262982 relative error 1426.5291605710095% Correct digits -1 h 0.001 y1[1] (analytic) -0.005388954301159488 y1[1] (numeric) -18.990340915215853 absolute error 18.984951960914692 relative error 352293.8013564132% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.707999999999907 y2[1] (analytic) -0.9999903684410522 y2[1] (numeric) 13.270223080046833 absolute error 14.270213448487885 relative error 1427.0350894213727% Correct digits -1 h 0.001 y1[1] (analytic) -0.004388966293866118 y1[1] (numeric) -19.00360857661326 absolute error 18.999219610319393 relative error 432885.9767474657% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.708999999999907 y2[1] (analytic) -0.999994257411472 y2[1] (numeric) 13.275342798480299 absolute error 14.275337055891772 relative error 1427.5419033749347% Correct digits -1 h 0.001 y1[1] (analytic) -0.003388973897606821 y1[1] (numeric) -19.016881359917672 absolute error 19.013492386020065 relative error 561039.8002606852% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.709999999999908 y2[1] (analytic) -0.9999971463877178 y2[1] (numeric) 13.280458128200284 absolute error 14.280455274588002 relative error 1428.0496025586858% Correct digits -1 h 0.001 y1[1] (analytic) -0.0023889781123739087 y1[1] (numeric) -19.03015926074732 absolute error 19.027770282634943 relative error 796481.5660754296% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.710999999999908 y2[1] (analytic) -0.9999990353669004 y2[1] (numeric) 13.285569055304373 absolute error 14.285568090671273 relative error 1428.5581871016393% Correct digits -1 h 0.001 y1[1] (analytic) -0.001388979938163083 y1[1] (numeric) -19.043442274706535 absolute error 19.042053294768372 relative error 1370937.964730532% Correct digits -4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.711999999999908 y2[1] (analytic) -0.999999924347131 y2[1] (numeric) 13.290675565870469 absolute error 14.2906754902176 relative error 1429.067657134828% Correct digits -1 h 0.001 y1[1] (analytic) -0.00038898037497243513 y1[1] (numeric) -19.05673039738575 absolute error 19.056341417010778 relative error 4899049.577594035% Correct digits -4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.712999999999909 y2[1] (analytic) -0.9999998133275207 y2[1] (numeric) 13.295777645956774 absolute error 14.295777459284295 relative error 1429.5780127913015% Correct digits -1 h 0.001 y1[1] (analytic) 0.0006110195771985554 y1[1] (numeric) -19.07002362436145 absolute error 19.07063464393865 relative error 3121116.7948783254% Correct digits -4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.713999999999909 y2[1] (analytic) -0.9999987023081803 y2[1] (numeric) 13.300875281601767 absolute error 14.300873983909948 relative error 1430.0892542061215% Correct digits -1 h 0.001 y1[1] (analytic) 0.0016110189183500198 y1[1] (numeric) -19.083321951196183 absolute error 19.084932970114533 relative error 1184649.8357487335% Correct digits -4 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.714999999999909 y2[1] (analytic) -0.999996591290221 y2[1] (numeric) 13.30596845882419 absolute error 14.30596505011441 relative error 1430.60138151636% Correct digits -1 h 0.001 y1[1] (analytic) 0.0026110166484827 y1[1] (numeric) -19.096625373438513 absolute error 19.099236390086997 relative error 731486.5801865278% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.71599999999991 y2[1] (analytic) -0.9999934802757537 y2[1] (numeric) 13.31105716362302 absolute error 14.311050643898774 relative error 1431.1143948610968% Correct digits -1 h 0.001 y1[1] (analytic) 0.003611011767598949 y1[1] (numeric) -19.109933886623022 absolute error 19.11354489839062 relative error 529312.7280806312% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.71699999999991 y2[1] (analytic) -0.9999893692678895 y2[1] (numeric) 13.316141381977463 absolute error 14.316130751245353 relative error 1431.6282943814147% Correct digits -1 h 0.001 y1[1] (analytic) 0.004611003275703732 y1[1] (numeric) -19.123247486270277 absolute error 19.12785848954598 relative error 414830.7287122168% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.71799999999991 y2[1] (analytic) -0.9999842582707393 y2[1] (numeric) 13.32122109984692 absolute error 14.321205358117659 relative error 1432.1430802203972% Correct digits -1 h 0.001 y1[1] (analytic) 0.005610990172805623 y1[1] (numeric) -19.136566167886816 absolute error 19.14217715805962 relative error 341155.0647661908% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.718999999999911 y2[1] (analytic) -0.9999781472894143 y2[1] (numeric) 13.32629630317098 absolute error 14.326274450460394 relative error 1432.6587525231264% Correct digits -1 h 0.001 y1[1] (analytic) 0.006610971458917809 y1[1] (numeric) -19.149889926965123 absolute error 19.156500898424042 relative error 289768.3194893098% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.719999999999911 y2[1] (analytic) -0.9999710363300252 y2[1] (numeric) 13.331366977869394 absolute error 14.331338014199419 relative error 1433.1753114366784% Correct digits -1 h 0.001 y1[1] (analytic) 0.007610946134059087 y1[1] (numeric) -19.163218758983618 absolute error 19.170829705117676 relative error 251884.97418642807% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.720999999999911 y2[1] (analytic) -0.999962925399683 y2[1] (numeric) 13.33643310984206 absolute error 14.336396035241743 relative error 1433.6927571101214% Correct digits -1 h 0.001 y1[1] (analytic) 0.008610913198254865 y1[1] (numeric) -19.17655265940662 absolute error 19.185163572604875 relative error 222800.56866085986% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.721999999999912 y2[1] (analytic) -0.9999538145064989 y2[1] (numeric) 13.341494684969003 absolute error 14.341448499475502 relative error 1434.2110896945126% Correct digits -1 h 0.001 y1[1] (analytic) 0.009610871651538162 y1[1] (numeric) -19.189891623684353 absolute error 19.199502495335892 relative error 199768.58698620877% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.722999999999912 y2[1] (analytic) -0.9999437036595836 y2[1] (numeric) 13.34655168911035 absolute error 14.346495392769935 relative error 1434.7303093428939% Correct digits -1 h 0.001 y1[1] (analytic) 0.01061082049395061 y1[1] (numeric) -19.2032356472529 absolute error 19.21384646774685 relative error 181077.85801014124% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.723999999999912 y2[1] (analytic) -0.999932592869048 y2[1] (numeric) 13.351604108106322 absolute error 14.35153670097537 relative error 1435.2504162102912% Correct digits -1 h 0.001 y1[1] (analytic) 0.011610758725543447 y1[1] (numeric) -19.216584725534194 absolute error 19.228195484259736 relative error 165606.70959390514% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.724999999999913 y2[1] (analytic) -0.9999204821460028 y2[1] (numeric) 13.356651927777202 absolute error 14.356572409923205 relative error 1435.7714104537104% Correct digits -1 h 0.001 y1[1] (analytic) 0.012610685346378525 y1[1] (numeric) -19.229938853936005 absolute error 19.242549539282383 relative error 152589.2448407522% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.725999999999913 y2[1] (analytic) -0.9999073715025587 y2[1] (numeric) 13.361695133923327 absolute error 14.361602505425886 relative error 1436.293292232133% Correct digits -1 h 0.001 y1[1] (analytic) 0.013610599356529309 y1[1] (numeric) -19.243298027851907 absolute error 19.256908627208436 relative error 141484.64827135234% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.726999999999913 y2[1] (analytic) -0.9998932609518265 y2[1] (numeric) 13.366733712325061 absolute error 14.366626973276887 relative error 1436.8160617065155% Correct digits -1 h 0.001 y1[1] (analytic) 0.01461049975608187 y1[1] (numeric) -19.25666224266127 absolute error 19.271272742417352 relative error 131900.16128226795% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.727999999999914 y2[1] (analytic) -0.9998781505079167 y2[1] (numeric) 13.371767648742782 absolute error 14.371645799250699 relative error 1437.339719039786% Correct digits -1 h 0.001 y1[1] (analytic) 0.015610385545135892 y1[1] (numeric) -19.27003149372923 absolute error 19.285641879274365 relative error 123543.66151631445% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.728999999999914 y2[1] (analytic) -0.9998620401859397 y2[1] (numeric) 13.376796928916857 absolute error 14.376658969102797 relative error 1437.8642643968399% Correct digits -1 h 0.001 y1[1] (analytic) 0.016610255723805673 y1[1] (numeric) -19.283405776406678 absolute error 19.300016032130483 relative error 116193.37084901027% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.729999999999914 y2[1] (analytic) -0.9998449300020059 y2[1] (numeric) 13.381821538567623 absolute error 14.381666468569628 relative error 1438.3896979445378% Correct digits -1 h 0.001 y1[1] (analytic) 0.01761010929222111 y1[1] (numeric) -19.296785086030226 absolute error 19.314395195322447 relative error 109677.8837361002% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.730999999999915 y2[1] (analytic) -0.9998268199732253 y2[1] (numeric) 13.386841463395376 absolute error 14.386668283368602 relative error 1438.9160198517045% Correct digits -1 h 0.001 y1[1] (analytic) 0.018609945250528726 y1[1] (numeric) -19.310169417922207 absolute error 19.328779363172735 relative error 103862.63421502321% Correct digits -3 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.731999999999915 y2[1] (analytic) -0.9998077101177081 y2[1] (numeric) 13.39185668908034 absolute error 14.391664399198048 relative error 1439.443230289123% Correct digits -1 h 0.001 y1[1] (analytic) 0.01960976259889264 y1[1] (numeric) -19.323558767390637 absolute error 19.34316852998953 relative error 98640.50333318076% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.732999999999915 y2[1] (analytic) -0.9997876004545642 y2[1] (numeric) 13.396867201282657 absolute error 14.39665480173722 relative error 1439.9713294295334% Correct digits -1 h 0.001 y1[1] (analytic) 0.02060956033749559 y1[1] (numeric) -19.336953129729206 absolute error 19.3575626900667 relative error 93925.16081407572% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.733999999999916 y2[1] (analytic) -0.9997664910039029 y2[1] (numeric) 13.401872985642362 absolute error 14.401639476646265 relative error 1440.5003174476312% Correct digits -1 h 0.001 y1[1] (analytic) 0.021609337466539917 y1[1] (numeric) -19.350352500217255 absolute error 19.371961837683795 relative error 89646.25531754273% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.734999999999916 y2[1] (analytic) -0.9997443817868341 y2[1] (numeric) 13.406874027779367 absolute error 14.406618409566201 relative error 1441.0301945200615% Correct digits -1 h 0.001 y1[1] (analytic) 0.02260909298624858 y1[1] (numeric) -19.36375687411975 absolute error 19.386365967106 relative error 85745.88099972553% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.735999999999916 y2[1] (analytic) -0.9997212728254669 y2[1] (numeric) 13.41187031329344 absolute error 14.411591586118906 relative error 1441.5609608254188% Correct digits -1 h 0.001 y1[1] (analytic) 0.023608825896866144 y1[1] (numeric) -19.377166246687274 absolute error 19.40077507258414 relative error 82175.94198599861% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.736999999999917 y2[1] (analytic) -0.99969716414291 y2[1] (numeric) 13.416861827764185 absolute error 14.416558991907095 relative error 1442.0926165442438% Correct digits -1 h 0.001 y1[1] (analytic) 0.024608535198659777 y1[1] (numeric) -19.39058061315599 absolute error 19.41518914835465 relative error 78896.1593675516% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.737999999999917 y2[1] (analytic) -0.9996720557632723 y2[1] (numeric) 13.421848556751025 absolute error 14.421520612514296 relative error 1442.6251618590195% Correct digits -1 h 0.001 y1[1] (analytic) 0.025608219891920258 y1[1] (numeric) -19.40399996874764 absolute error 19.429608188639563 relative error 75872.54510716643% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.738999999999917 y2[1] (analytic) -0.9996459477116622 y2[1] (numeric) 13.42683048579318 absolute error 14.426476433504842 relative error 1443.1585969541702% Correct digits -1 h 0.001 y1[1] (analytic) 0.026607878976962984 y1[1] (numeric) -19.41742430866951 absolute error 19.444032187646474 relative error 73076.22003422766% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.739999999999918 y2[1] (analytic) -0.9996188400141877 y2[1] (numeric) 13.431807600409652 absolute error 14.43142644042384 relative error 1443.692922016057% Correct digits -1 h 0.001 y1[1] (analytic) 0.02760751145412895 y1[1] (numeric) -19.430853628114416 absolute error 19.458461139568545 relative error 70482.48869478729% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.740999999999918 y2[1] (analytic) -0.9995907326979564 y2[1] (numeric) 13.436779886099197 absolute error 14.436370618797154 relative error 1444.2281372329762% Correct digits -1 h 0.001 y1[1] (analytic) 0.028607116323785764 y1[1] (numeric) -19.444287922260685 absolute error 19.472895038584472 relative error 68070.10821427491% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.741999999999918 y2[1] (analytic) -0.9995616257910758 y2[1] (numeric) 13.441747328340316 absolute error 14.441308954131392 relative error 1444.7642427951564% Correct digits -1 h 0.001 y1[1] (analytic) 0.02960669258632864 y1[1] (numeric) -19.45772718627213 absolute error 19.487333878858458 relative error 65820.70530855934% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.742999999999919 y2[1] (analytic) -0.9995315193226526 y2[1] (numeric) 13.446709912591228 absolute error 14.44624143191388 relative error 1445.3012388947564% Correct digits -1 h 0.001 y1[1] (analytic) 0.030606239242181393 y1[1] (numeric) -19.471171415298034 absolute error 19.501777654540216 relative error 63718.3075654161% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.743999999999919 y2[1] (analytic) -0.9995004133227935 y2[1] (numeric) 13.451667624289852 absolute error 14.451168037612646 relative error 1445.8391257258613% Correct digits -1 h 0.001 y1[1] (analytic) 0.031605755291797454 y1[1] (numeric) -19.48462060447313 absolute error 19.516226359764925 relative error 61748.96369215993% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.744999999999919 y2[1] (analytic) -0.9994683078226043 y2[1] (numeric) 13.456620448853794 absolute error 14.4560887566764 relative error 1446.3779034844806% Correct digits -1 h 0.001 y1[1] (analytic) 0.03260523973566086 y1[1] (numeric) -19.49807474891757 absolute error 19.53067998865323 relative error 59900.43363273364% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.74599999999992 y2[1] (analytic) -0.9994352028541905 y2[1] (numeric) 13.461568371680317 absolute error 14.461003574534507 relative error 1446.917572368546% Correct digits -1 h 0.001 y1[1] (analytic) 0.03360469157428725 y1[1] (numeric) -19.511533843736924 absolute error 19.54513853531121 relative error 58161.934002888585% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.74699999999992 y2[1] (analytic) -0.9994010984506573 y2[1] (numeric) 13.466511378146327 absolute error 14.465912476596985 relative error 1447.4581325779084% Correct digits -1 h 0.001 y1[1] (analytic) 0.034604109808224856 y1[1] (numeric) -19.524997884022145 absolute error 19.55960199383037 relative error 56523.92765549877% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.74799999999992 y2[1] (analytic) -0.9993659946461088 y2[1] (numeric) 13.471449453608358 absolute error 14.470815448254466 relative error 1447.9995843143342% Correct digits -1 h 0.001 y1[1] (analytic) 0.03560349343805554 y1[1] (numeric) -19.53846686484955 absolute error 19.574070358287607 relative error 54977.948701419984% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.748999999999921 y2[1] (analytic) -0.999329891475649 y2[1] (numeric) 13.476382583402541 absolute error 14.47571247487819 relative error 1448.5419277815051% Correct digits -1 h 0.001 y1[1] (analytic) 0.03660284146439576 y1[1] (numeric) -19.551940781280805 absolute error 19.588543622745203 relative error 53516.45620682025% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.749999999999921 y2[1] (analytic) -0.9992927889753809 y2[1] (numeric) 13.481310752844596 absolute error 14.480603541819978 relative error 1449.0851631850142% Correct digits -1 h 0.001 y1[1] (analytic) 0.03760215288789756 y1[1] (numeric) -19.565419628362903 absolute error 19.6030217812508 relative error 52132.71122984059% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.750999999999921 y2[1] (analytic) -0.9992546871824072 y2[1] (numeric) 13.486233947229806 absolute error 14.485488634412214 relative error 1449.629290732362% Correct digits -1 h 0.001 y1[1] (analytic) 0.03860142670924961 y1[1] (numeric) -19.57890340112814 absolute error 19.61750482783739 relative error 50820.67296527326% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.751999999999922 y2[1] (analytic) -0.9992155861348295 y2[1] (numeric) 13.491152151832999 absolute error 14.490367737967828 relative error 1450.1743106329575% Correct digits -1 h 0.001 y1[1] (analytic) 0.03960066192917817 y1[1] (numeric) -19.5923920945941 absolute error 19.631992756523278 relative error 49574.91062051725% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.752999999999922 y2[1] (analytic) -0.999175485871749 y2[1] (numeric) 13.496065351908527 absolute error 14.495240837780276 relative error 1450.7202230981115% Correct digits -1 h 0.001 y1[1] (analytic) 0.04059985754844809 y1[1] (numeric) -19.60588570376363 absolute error 19.646485561312076 relative error 48390.528311257716% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.753999999999922 y2[1] (analytic) -0.9991343864332659 y2[1] (numeric) 13.500973532690251 absolute error 14.500107919123517 relative error 1451.2670283410375% Correct digits -1 h 0.001 y1[1] (analytic) 0.04159901256786385 y1[1] (numeric) -19.61938422362482 absolute error 19.660983236192685 relative error 47263.100786630755% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.754999999999923 y2[1] (analytic) -0.9990922878604797 y2[1] (numeric) 13.505876679391516 absolute error 14.504968967251996 relative error 1451.8147265768478% Correct digits -1 h 0.001 y1[1] (analytic) 0.042598125988270515 y1[1] (numeric) -19.632887649150984 absolute error 19.675485775139254 relative error 46188.61820484061% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.755999999999923 y2[1] (analytic) -0.9990491901954887 y2[1] (numeric) 13.510774777205135 absolute error 14.509823967400624 relative error 1452.363318022551% Correct digits -1 h 0.001 y1[1] (analytic) 0.04359719681055473 y1[1] (numeric) -19.646395975300642 absolute error 19.689993172111198 relative error 45163.4385065425% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.756999999999923 y2[1] (analytic) -0.9990050934813909 y2[1] (numeric) 13.515667811303368 absolute error 14.514672904784758 relative error 1452.9128028970488% Correct digits -1 h 0.001 y1[1] (analytic) 0.044596224035645775 y1[1] (numeric) -19.65990919701749 absolute error 19.70450542105314 relative error 44184.24619381076% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.757999999999924 y2[1] (analytic) -0.9989599977622828 y2[1] (numeric) 13.520555766837902 absolute error 14.519515764600184 relative error 1453.463181421136% Correct digits -1 h 0.001 y1[1] (analytic) 0.045595206664516504 y1[1] (numeric) -19.673427309230394 absolute error 19.71902251589491 relative error 43248.016531616726% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.758999999999924 y2[1] (analytic) -0.9989139030832602 y2[1] (numeric) 13.52543862893983 absolute error 14.524352532023089 relative error 1454.0144538174952% Correct digits -1 h 0.001 y1[1] (analytic) 0.04659414369818436 y1[1] (numeric) -19.686950306853355 absolute error 19.733544450551538 relative error 42351.98435746872% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.759999999999924 y2[1] (analytic) -0.9988668094904177 y2[1] (numeric) 13.530316382719635 absolute error 14.529183192210052 relative error 1454.5666203106964% Correct digits -1 h 0.001 y1[1] (analytic) 0.0475930341377124 y1[1] (numeric) -19.7004781847855 absolute error 19.74807121892321 relative error 41493.61682169991% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.760999999999925 y2[1] (analytic) -0.9988187170308491 y2[1] (numeric) 13.535189013267168 absolute error 14.534007730298017 relative error 1455.1196811271934% Correct digits -1 h 0.001 y1[1] (analytic) 0.048591876984210275 y1[1] (numeric) -19.714010937911052 absolute error 19.762602814895263 relative error 40670.589492389925% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.761999999999925 y2[1] (analytic) -0.9987696257526466 y2[1] (numeric) 13.540056505651629 absolute error 14.538826131404276 relative error 1455.6736364953226% Correct digits -1 h 0.001 y1[1] (analytic) 0.04959067123883521 y1[1] (numeric) -19.727548561099315 absolute error 19.77713923233815 relative error 39880.76535017814% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.762999999999925 y2[1] (analytic) -0.9987195357049016 y2[1] (numeric) 13.544918844921549 absolute error 14.54363838062645 relative error 1456.2284866452997% Correct digits -1 h 0.001 y1[1] (analytic) 0.05058941590279305 y1[1] (numeric) -19.741091049204652 absolute error 19.791680465107444 relative error 39122.176273268145% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.763999999999926 y2[1] (analytic) -0.9986684469377041 y2[1] (numeric) 13.549776016104763 absolute error 14.548444463042468 relative error 1456.7842318092166% Correct digits -1 h 0.001 y1[1] (analytic) 0.05158810997733919 y1[1] (numeric) -19.754638397066465 absolute error 19.806226507043803 relative error 38393.00667487909% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.764999999999926 y2[1] (analytic) -0.9986163595021429 y2[1] (numeric) 13.5546280042084 absolute error 14.553244363710544 relative error 1457.3408722210418% Correct digits -1 h 0.001 y1[1] (analytic) 0.052586752463779654 y1[1] (numeric) -19.768190599509172 absolute error 19.82077735197295 relative error 37691.579006756445% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.765999999999926 y2[1] (analytic) -0.9985632734503055 y2[1] (numeric) 13.559474794218858 absolute error 14.558038067669163 relative error 1457.8984081166147% Correct digits -1 h 0.001 y1[1] (analytic) 0.05358534236347204 y1[1] (numeric) -19.781747651342187 absolute error 19.83533299370566 relative error 37016.34088509057% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.766999999999927 y2[1] (analytic) -0.9985091888352777 y2[1] (numeric) 13.564316371101784 absolute error 14.562825559937062 relative error 1458.4568397336466% Correct digits -1 h 0.001 y1[1] (analytic) 0.054583878677826526 y1[1] (numeric) -19.795309547359903 absolute error 19.849893426037728 relative error 36365.853630884056% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.767999999999927 y2[1] (analytic) -0.9984541057111443 y2[1] (numeric) 13.569152719802055 absolute error 14.567606825513199 relative error 1459.0161673117152% Correct digits -1 h 0.001 y1[1] (analytic) 0.05558236040830688 y1[1] (numeric) -19.808876282341664 absolute error 19.86445864274997 relative error 35738.78204672501% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.768999999999927 y2[1] (analytic) -0.9983980241329885 y2[1] (numeric) 13.573983825243761 absolute error 14.57238184937675 relative error 1459.5763910922644% Correct digits -1 h 0.001 y1[1] (analytic) 0.056580786556431464 y1[1] (numeric) -19.822447851051756 absolute error 19.879028637608187 relative error 35133.88527708363% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.769999999999928 y2[1] (analytic) -0.9983409441568918 y2[1] (numeric) 13.57880967233018 absolute error 14.577150616487073 relative error 1460.1375113186018% Correct digits -1 h 0.001 y1[1] (analytic) 0.0575791561237742 y1[1] (numeric) -19.83602424823937 absolute error 19.893603404363144 relative error 34550.008620479166% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.770999999999928 y2[1] (analytic) -0.998282865839934 y2[1] (numeric) 13.583630245943763 absolute error 14.581913111783697 relative error 1460.699528235896% Correct digits -1 h 0.001 y1[1] (analytic) 0.05857746811196561 y1[1] (numeric) -19.849605468638593 absolute error 19.90818293675056 relative error 33986.07617983393% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.771999999999928 y2[1] (analytic) -0.9982237892401936 y2[1] (numeric) 13.588445530946109 absolute error 14.586669320186303 relative error 1461.2624420911734% Correct digits -1 h 0.001 y1[1] (analytic) 0.059575721522693796 y1[1] (numeric) -19.863191506968388 absolute error 19.922767228491082 relative error 33441.084252587745% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.772999999999929 y2[1] (analytic) -0.9981637144167471 y2[1] (numeric) 13.59325551217795 absolute error 14.591419226594699 relative error 1461.8262531333191% Correct digits -1 h 0.001 y1[1] (analytic) 0.06057391535770542 y1[1] (numeric) -19.876782357932562 absolute error 19.937356273290266 relative error 32914.09537513757% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.773999999999929 y2[1] (analytic) -0.9981026414296694 y2[1] (numeric) 13.598060174459132 absolute error 14.596162815888801 relative error 1462.3909616130707% Correct digits -1 h 0.001 y1[1] (analytic) 0.06157204861880673 y1[1] (numeric) -19.89037801621976 absolute error 19.951950064838567 relative error 32404.232947260403% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.774999999999929 y2[1] (analytic) -0.9980405703400335 y2[1] (numeric) 13.602859502588586 absolute error 14.60090007292862 relative error 1462.956567783019% Correct digits -1 h 0.001 y1[1] (analytic) 0.06257012030786456 y1[1] (numeric) -19.90397847650343 absolute error 19.966548596811293 relative error 31910.676371676498% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.77599999999993 y2[1] (analytic) -0.9979775012099104 y2[1] (numeric) 13.607653481344322 absolute error 14.605630982554231 relative error 1463.5230718976043% Correct digits -1 h 0.001 y1[1] (analytic) 0.0635681294268073 y1[1] (numeric) -19.917583733441813 absolute error 19.98115186286862 relative error 31432.656652064983% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.77699999999993 y2[1] (analytic) -0.9979134341023692 y2[1] (numeric) 13.612442095483397 absolute error 14.610355529585766 relative error 1464.0904742131156% Correct digits -1 h 0.001 y1[1] (analytic) 0.0645660749776259 y1[1] (numeric) -19.931193781677912 absolute error 19.99575985665554 relative error 30969.452399862737% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.77799999999993 y2[1] (analytic) -0.9978483690814771 y2[1] (numeric) 13.617225329741899 absolute error 14.615073698823377 relative error 1464.658774987687% Correct digits -1 h 0.001 y1[1] (analytic) 0.06556395596237491 y1[1] (numeric) -19.944808615839484 absolute error 20.01037257180186 relative error 30520.386206233776% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.778999999999931 y2[1] (analytic) -0.997782306212299 y2[1] (numeric) 13.622003168834933 absolute error 14.619785475047232 relative error 1465.2279744812959% Correct digits -1 h 0.001 y1[1] (analytic) 0.06656177138317342 y1[1] (numeric) -19.958428230539006 absolute error 20.02499000192218 relative error 30084.82134083413% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.779999999999931 y2[1] (analytic) -0.997715245560898 y2[1] (numeric) 13.626775597456591 absolute error 14.624490843017488 relative error 1465.7980729557617% Correct digits -1 h 0.001 y1[1] (analytic) 0.06755952024220609 y1[1] (numeric) -19.972052620373663 absolute error 20.03961214061587 relative error 29662.158743538017% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.780999999999931 y2[1] (analytic) -0.9976471871943344 y2[1] (numeric) 13.631542600279937 absolute error 14.629189787474271 relative error 1466.3690706747425% Correct digits -1 h 0.001 y1[1] (analytic) 0.06855720154172415 y1[1] (numeric) -19.985681779925322 absolute error 20.054238981467048 relative error 29251.834279236104% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.781999999999932 y2[1] (analytic) -0.9975781311806668 y2[1] (numeric) 13.636304161956991 absolute error 14.633882293137658 relative error 1466.9409679037342% Correct digits -1 h 0.001 y1[1] (analytic) 0.06955481428404638 y1[1] (numeric) -19.99931570376051 absolute error 20.068870518044555 relative error 28853.316229251588% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.782999999999932 y2[1] (analytic) -0.9975080775889512 y2[1] (numeric) 13.641060267118702 absolute error 14.638568344707654 relative error 1467.5137649100673% Correct digits -1 h 0.001 y1[1] (analytic) 0.07055235747156012 y1[1] (numeric) -20.012954386430398 absolute error 20.083506743901957 relative error 28466.102995917157% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.783999999999932 y2[1] (analytic) -0.9974370264892412 y2[1] (numeric) 13.645810900374931 absolute error 14.643247926864172 relative error 1468.0874619629053% Correct digits -1 h 0.001 y1[1] (analytic) 0.07154983010672226 y1[1] (numeric) -20.026597822470777 absolute error 20.0981476525775 relative error 28089.720999476187% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.784999999999933 y2[1] (analytic) -0.9973649779525877 y2[1] (numeric) 13.650556046314433 absolute error 14.64792102426702 relative error 1468.6620593332432% Correct digits -1 h 0.001 y1[1] (analytic) 0.07254723119206027 y1[1] (numeric) -20.04024600640204 absolute error 20.1127932375941 relative error 27723.72274876741% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.785999999999933 y2[1] (analytic) -0.9972919320510394 y2[1] (numeric) 13.655295689504833 absolute error 14.652587621555872 relative error 1469.237557293904% Correct digits -1 h 0.001 y1[1] (analytic) 0.07354455973017314 y1[1] (numeric) -20.053898932729155 absolute error 20.127443492459328 relative error 27367.685069167175% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.786999999999933 y2[1] (analytic) -0.9972178888576422 y2[1] (numeric) 13.660029814492608 absolute error 14.65724770335025 relative error 1469.8139561195383% Correct digits -1 h 0.001 y1[1] (analytic) 0.07454181472373239 y1[1] (numeric) -20.06755659594165 absolute error 20.142098410665383 relative error 27021.207473035403% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.787999999999934 y2[1] (analytic) -0.9971428484464392 y2[1] (numeric) 13.664758405803068 absolute error 14.661901254249507 relative error 1470.3912560866208% Correct digits -1 h 0.001 y1[1] (analytic) 0.07553899517548314 y1[1] (numeric) -20.081218990513584 absolute error 20.156757985689065 relative error 26683.91065947237% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.788999999999934 y2[1] (analytic) -0.9970668108924708 y2[1] (numeric) 13.669481447940337 absolute error 14.666548258832808 relative error 1470.9694574734501% Correct digits -1 h 0.001 y1[1] (analytic) 0.076536100088245 y1[1] (numeric) -20.094886110903534 absolute error 20.17142221099178 relative error 26355.435131571143% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.789999999999934 y2[1] (analytic) -0.9969897762717747 y2[1] (numeric) 13.674198925387323 absolute error 14.671188701659098 relative error 1471.5485605601439% Correct digits -1 h 0.001 y1[1] (analytic) 0.07753312846491316 y1[1] (numeric) -20.10855795155457 absolute error 20.186091080019484 relative error 26035.439920568275% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.790999999999935 y2[1] (analytic) -0.9969117446613853 y2[1] (numeric) 13.678910822605715 absolute error 14.675822567267101 relative error 1472.1285656286398% Correct digits -1 h 0.001 y1[1] (analytic) 0.0785300793084593 y1[1] (numeric) -20.122234506894234 absolute error 20.200764586202695 relative error 25723.601407373924% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.791999999999935 y2[1] (analytic) -0.9968327161393343 y2[1] (numeric) 13.683617124035948 absolute error 14.680449840175282 relative error 1472.7094729626924% Correct digits -1 h 0.001 y1[1] (analytic) 0.0795269516219327 y1[1] (numeric) -20.13591577133452 absolute error 20.215442722956453 relative error 25419.612232919095% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.792999999999935 y2[1] (analytic) -0.9967526907846503 y2[1] (numeric) 13.68831781409719 absolute error 14.685070504881839 relative error 1473.2912828478702% Correct digits -1 h 0.001 y1[1] (analytic) 0.08052374440846109 y1[1] (numeric) -20.14960173927185 absolute error 20.23012548368031 relative error 25123.180289607364% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.793999999999936 y2[1] (analytic) -0.9966716686773587 y2[1] (numeric) 13.69301287718732 absolute error 14.689684545864678 relative error 1473.873995571555% Correct digits -1 h 0.001 y1[1] (analytic) 0.08152045667125178 y1[1] (numeric) -20.16329240508706 absolute error 20.244812861758312 relative error 24834.02778691456% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.794999999999936 y2[1] (analytic) -0.9965896498984813 y2[1] (numeric) 13.697702297682909 absolute error 14.694291947581391 relative error 1474.4576114229403% Correct digits -1 h 0.001 y1[1] (analytic) 0.0825170874135926 y1[1] (numeric) -20.176987763145362 absolute error 20.259504850558955 relative error 24551.89038485345% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.795999999999936 y2[1] (analytic) -0.9965066345300371 y2[1] (numeric) 13.7023860599392 absolute error 14.698892694469237 relative error 1475.0421306930273% Correct digits -1 h 0.001 y1[1] (analytic) 0.08351363563885288 y1[1] (numeric) -20.190687807796348 absolute error 20.2742014434352 relative error 24276.51638962186% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.796999999999937 y2[1] (analytic) -0.9964226226550414 y2[1] (numeric) 13.707064148290081 absolute error 14.703486770945123 relative error 1475.6275536746246% Correct digits -1 h 0.001 y1[1] (analytic) 0.08451010035048448 y1[1] (numeric) -20.20439253337394 absolute error 20.288902633724426 relative error 24007.666006289524% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.797999999999937 y2[1] (analytic) -0.9963376143575061 y2[1] (numeric) 13.71173654704808 absolute error 14.708074161405586 relative error 1476.2138806623466% Correct digits -1 h 0.001 y1[1] (analytic) 0.08550648055202277 y1[1] (numeric) -20.218101934196397 absolute error 20.30360841474842 relative error 23745.110643859978% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.798999999999937 y2[1] (analytic) -0.9962516097224394 y2[1] (numeric) 13.716403240504329 absolute error 14.712654850226768 relative error 1476.8011119526107% Correct digits -1 h 0.001 y1[1] (analytic) 0.08650277524708763 y1[1] (numeric) -20.23181600456627 absolute error 20.318318779813357 relative error 23488.632268474452% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.799999999999938 y2[1] (analytic) -0.9961646088358461 y2[1] (numeric) 13.721064212928551 absolute error 14.717228821764397 relative error 1477.389247843635% Correct digits -1 h 0.001 y1[1] (analytic) 0.08749898343938446 y1[1] (numeric) -20.245534738770395 absolute error 20.33303372220978 relative error 23238.02280091132% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.800999999999938 y2[1] (analytic) -0.996076611784727 y2[1] (numeric) 13.725719448569041 absolute error 14.721796060353768 relative error 1477.9782886354385% Correct digits -1 h 0.001 y1[1] (analytic) 0.08849510413270514 y1[1] (numeric) -20.259258131079868 absolute error 20.347753235212572 relative error 22993.083554881825% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.801999999999938 y2[1] (analytic) -0.9959876186570791 y2[1] (numeric) 13.730368931652642 absolute error 14.72635655030972 relative error 1478.5682346298363% Correct digits -1 h 0.001 y1[1] (analytic) 0.08949113633092906 y1[1] (numeric) -20.272986175750017 absolute error 20.362477312080944 relative error 22753.624712935354% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.802999999999939 y2[1] (analytic) -0.9958976295418954 y2[1] (numeric) 13.735012646384728 absolute error 14.730910275926623 relative error 1479.1590861304408% Correct digits -1 h 0.001 y1[1] (analytic) 0.09048707903802411 y1[1] (numeric) -20.28671886702039 absolute error 20.377205946058414 relative error 22519.464837068714% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.803999999999939 y2[1] (analytic) -0.9958066445291652 y2[1] (numeric) 13.739650576949181 absolute error 14.735457221478347 relative error 1479.7508434426575% Correct digits -1 h 0.001 y1[1] (analytic) 0.09148293125804766 y1[1] (numeric) -20.30045619911473 absolute error 20.39193913037278 relative error 22290.430411387722% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.804999999999939 y2[1] (analytic) -0.9957146637098736 y2[1] (numeric) 13.744282707508374 absolute error 14.739997371218248 relative error 1480.3435068736837% Correct digits -1 h 0.001 y1[1] (analytic) 0.09247869199514756 y1[1] (numeric) -20.314198166240953 absolute error 20.4066768582361 relative error 22066.35541439844% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.80599999999994 y2[1] (analytic) -0.9956216871760012 y2[1] (numeric) 13.748909022203145 absolute error 14.744530709379147 relative error 1480.9370767325079% Correct digits -1 h 0.001 y1[1] (analytic) 0.09347436025356319 y1[1] (numeric) -20.327944762591127 absolute error 20.42141912284469 relative error 21847.080918712396% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.80699999999994 y2[1] (analytic) -0.9955277150205245 y2[1] (numeric) 13.753529505152786 absolute error 14.74905722017331 relative error 1481.5315533299072% Correct digits -1 h 0.001 y1[1] (analytic) 0.09446993503762635 y1[1] (numeric) -20.341695982341445 absolute error 20.43616591737907 relative error 21632.454716137538% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.80799999999994 y2[1] (analytic) -0.9954327473374158 y2[1] (numeric) 13.75814414045501 absolute error 14.753576887792427 relative error 1482.1269369784452% Correct digits -1 h 0.001 y1[1] (analytic) 0.09546541535176235 y1[1] (numeric) -20.355451819652217 absolute error 20.450917235003978 relative error 21422.33096629631% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.808999999999941 y2[1] (analytic) -0.9953367842216427 y2[1] (numeric) 13.762752912185947 absolute error 14.75808969640759 relative error 1482.7232279924704% Correct digits -1 h 0.001 y1[1] (analytic) 0.09646080020049096 y1[1] (numeric) -20.369212268667834 absolute error 20.465673068868323 relative error 21216.569867066228% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.809999999999941 y2[1] (analytic) -0.9952398257691684 y2[1] (numeric) 13.767355804400106 absolute error 14.762595630169274 relative error 1483.3204266881144% Correct digits -1 h 0.001 y1[1] (analytic) 0.09745608858842739 y1[1] (numeric) -20.38297732351675 absolute error 20.480433412105178 relative error 21015.03734527795% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.810999999999941 y2[1] (analytic) -0.9951418720769512 y2[1] (numeric) 13.771952801130366 absolute error 14.767094673207318 relative error 1483.9185333832909% Correct digits -1 h 0.001 y1[1] (analytic) 0.09845127952028336 y1[1] (numeric) -20.396746978311473 absolute error 20.495198257831756 relative error 20817.604766232875% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.811999999999942 y2[1] (analytic) -0.9950429232429449 y2[1] (numeric) 13.776543886387953 absolute error 14.771586809630898 relative error 1484.5175483976925% Correct digits -1 h 0.001 y1[1] (analytic) 0.09944637200086802 y1[1] (numeric) -20.41052122714852 absolute error 20.50996759914939 relative error 20624.14866071773% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.812999999999942 y2[1] (analytic) -0.9949429793660981 y2[1] (numeric) 13.78112904416242 absolute error 14.776072023528517 relative error 1485.117472052791% Correct digits -1 h 0.001 y1[1] (analytic) 0.10044136503508896 y1[1] (numeric) -20.424300064108422 absolute error 20.52474142914351 relative error 20434.550468298832% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.813999999999942 y2[1] (analytic) -0.994842040546355 y2[1] (numeric) 13.785708258421623 absolute error 14.78055029896798 relative error 1485.7183046718333% Correct digits -1 h 0.001 y1[1] (analytic) 0.10143625762795323 y1[1] (numeric) -20.438083483255674 absolute error 20.539519740883627 relative error 20248.69629577448% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.814999999999943 y2[1] (analytic) -0.9947401068846543 y2[1] (numeric) 13.790281513111708 absolute error 14.785021619996362 relative error 1486.3200465798418% Correct digits -1 h 0.001 y1[1] (analytic) 0.10243104878456834 y1[1] (numeric) -20.45187147863874 absolute error 20.554302527423307 relative error 20066.476689751416% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.815999999999943 y2[1] (analytic) -0.9946371784829295 y2[1] (numeric) 13.794848792157083 absolute error 14.789485970640012 relative error 1486.9226981036118% Correct digits -1 h 0.001 y1[1] (analytic) 0.1034257375101432 y1[1] (numeric) -20.465664044290016 absolute error 20.56908978180016 relative error 19887.78642239114% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.816999999999943 y2[1] (analytic) -0.9945332554441092 y2[1] (numeric) 13.7994100794604 absolute error 14.79394333490451 relative error 1487.526259571709% Correct digits -1 h 0.001 y1[1] (analytic) 0.10442032280998916 y1[1] (numeric) -20.479461174225808 absolute error 20.583881497035797 relative error 19712.524289444813% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.817999999999944 y2[1] (analytic) -0.9944283378721163 y2[1] (numeric) 13.80396535890254 absolute error 14.798393696774657 relative error 1488.1307313144703% Correct digits -1 h 0.001 y1[1] (analytic) 0.105414803689521 y1[1] (numeric) -20.493262862446315 absolute error 20.598677666135835 relative error 19540.59291976227% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.818999999999944 y2[1] (analytic) -0.9943224258718683 y2[1] (numeric) 13.80851461434258 absolute error 14.802837040214447 relative error 1488.7361136639988% Correct digits -1 h 0.001 y1[1] (analytic) 0.10640917915425795 y1[1] (numeric) -20.50706910293561 absolute error 20.61347828208987 relative error 19371.898595521703% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.819999999999944 y2[1] (analytic) -0.9942155195492773 y2[1] (numeric) 13.813057829617783 absolute error 14.80727334916706 relative error 1489.3424069541645% Correct digits -1 h 0.001 y1[1] (analytic) 0.10740344820982461 y1[1] (numeric) -20.52087988966161 absolute error 20.628283337871437 relative error 19206.351082482735% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.820999999999945 y2[1] (analytic) -0.9941076190112498 y2[1] (numeric) 13.81759498854358 absolute error 14.811702607554828 relative error 1489.9496115206025% Correct digits -1 h 0.001 y1[1] (analytic) 0.10839760986195202 y1[1] (numeric) -20.53469521657606 absolute error 20.643092826438014 relative error 19043.863469616797% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.821999999999945 y2[1] (analytic) -0.9939987243656859 y2[1] (numeric) 13.822126074913536 absolute error 14.81612479927922 relative error 1490.557727700711% Correct digits -1 h 0.001 y1[1] (analytic) 0.10939166311647859 y1[1] (numeric) -20.54851507761451 absolute error 20.65790674073099 relative error 18884.352017515965% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.822999999999945 y2[1] (analytic) -0.9938888357214806 y2[1] (numeric) 13.826651072499345 absolute error 14.820539908220827 relative error 1491.166755833649% Correct digits -1 h 0.001 y1[1] (analytic) 0.11038560697935115 y1[1] (numeric) -20.562339466696294 absolute error 20.672725073675643 relative error 18727.73601502477% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.823999999999946 y2[1] (analytic) -0.9937779531885224 y2[1] (numeric) 13.831169965050798 absolute error 14.82494791823932 relative error 1491.7766962603353% Correct digits -1 h 0.001 y1[1] (analytic) 0.11137944045662594 y1[1] (numeric) -20.5761683777245 absolute error 20.687547818181127 relative error 18573.9376435792% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.824999999999946 y2[1] (analytic) -0.9936660768776937 y2[1] (numeric) 13.835682736295764 absolute error 14.829348813173457 relative error 1492.3875493234475% Correct digits -1 h 0.001 y1[1] (analytic) 0.11237316255446957 y1[1] (numeric) -20.59000180458596 absolute error 20.70237496714043 relative error 18422.881848773784% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.825999999999946 y2[1] (analytic) -0.993553206900871 y2[1] (numeric) 13.840189369940179 absolute error 14.83374257684105 relative error 1492.99931536742% Correct digits -1 h 0.001 y1[1] (analytic) 0.11336677227915999 y1[1] (numeric) -20.603839741151223 absolute error 20.717206513430384 relative error 18274.496218711512% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.826999999999947 y2[1] (analytic) -0.9934393433709242 y2[1] (numeric) 13.844689849668013 absolute error 14.838129193038938 relative error 1493.6119947384416% Correct digits -1 h 0.001 y1[1] (analytic) 0.11436026863708758 y1[1] (numeric) -20.617682181274535 absolute error 20.732042449911624 relative error 18128.71086872222% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.827999999999947 y2[1] (analytic) -0.9933244864017169 y2[1] (numeric) 13.849184159141258 absolute error 14.842508645542974 relative error 1494.225587784455% Correct digits -1 h 0.001 y1[1] (analytic) 0.11535365063475607 y1[1] (numeric) -20.63152911879381 absolute error 20.746882769428566 relative error 17985.458332063856% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.828999999999947 y2[1] (analytic) -0.9932086361081058 y2[1] (numeric) 13.8536722819999 absolute error 14.846880918108006 relative error 1494.8400948551555% Correct digits -1 h 0.001 y1[1] (analytic) 0.11634691727878353 y1[1] (numeric) -20.645380547530614 absolute error 20.761727464809397 relative error 17844.673456247565% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.829999999999948 y2[1] (analytic) -0.9930917926059415 y2[1] (numeric) 13.858154201861906 absolute error 14.851245994467847 relative error 1495.4555163019877% Correct digits -1 h 0.001 y1[1] (analytic) 0.11734006757590341 y1[1] (numeric) -20.659236461290146 absolute error 20.776576528866048 relative error 17706.29330465177% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.830999999999948 y2[1] (analytic) -0.9929739560120674 y2[1] (numeric) 13.8626299023232 absolute error 14.855603858335266 relative error 1496.071852478146% Correct digits -1 h 0.001 y1[1] (analytic) 0.1183331005329655 y1[1] (numeric) -20.673096853861207 absolute error 20.79142995439417 relative error 17570.257063113164% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.831999999999948 y2[1] (analytic) -0.99285512644432 y2[1] (numeric) 13.867099366957639 absolute error 14.85995449340196 relative error 1496.6891037385722% Correct digits -1 h 0.001 y1[1] (analytic) 0.11932601515693692 y1[1] (numeric) -20.686961719016185 absolute error 20.80628773417312 relative error 17436.50595120335% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.832999999999949 y2[1] (analytic) -0.9927353040215288 y2[1] (numeric) 13.871562579317 absolute error 14.86429788333853 relative error 1497.3072704399538% Correct digits -1 h 0.001 y1[1] (analytic) 0.12031881045490311 y1[1] (numeric) -20.70083105051103 absolute error 20.821149860965935 relative error 17304.98313791919% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.833999999999949 y2[1] (analytic) -0.9926144888635163 y2[1] (numeric) 13.876019522930953 absolute error 14.86863401179447 relative error 1497.926352940723% Correct digits -1 h 0.001 y1[1] (analytic) 0.12131148543406889 y1[1] (numeric) -20.714704842085236 absolute error 20.836016327519307 relative error 17175.633661532727% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.834999999999949 y2[1] (analytic) -0.9924926810910977 y2[1] (numeric) 13.880470181307041 absolute error 14.87296286239814 relative error 1498.5463516010552% Correct digits -1 h 0.001 y1[1] (analytic) 0.12230403910175933 y1[1] (numeric) -20.728583087461814 absolute error 20.850887126563574 relative error 17048.40435336337% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.83599999999995 y2[1] (analytic) -0.9923698808260807 y2[1] (numeric) 13.884914537930662 absolute error 14.877284418756743 relative error 1499.1672667828664% Correct digits -1 h 0.001 y1[1] (analytic) 0.12329647046542086 y1[1] (numeric) -20.742465780347267 absolute error 20.865762250812686 relative error 16923.243765250034% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.83699999999995 y2[1] (analytic) -0.9922460881912656 y2[1] (numeric) 13.889352576265045 absolute error 14.88159866445631 relative error 1499.7890988498136% Correct digits -1 h 0.001 y1[1] (analytic) 0.12428877853262221 y1[1] (numeric) -20.756352914431577 absolute error 20.8806416929642 relative error 16800.102100515564% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.83799999999995 y2[1] (analytic) -0.992121303310445 y2[1] (numeric) 13.893784279751234 absolute error 14.885905583061678 relative error 1500.4118481672926% Correct digits -1 h 0.001 y1[1] (analytic) 0.12528096231105537 y1[1] (numeric) -20.77024448338818 absolute error 20.895525445699235 relative error 16678.931148228672% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.838999999999951 y2[1] (analytic) -0.9919955263084037 y2[1] (numeric) 13.898209631808061 absolute error 14.890205158116466 relative error 1501.0355151024357% Correct digits -1 h 0.001 y1[1] (analytic) 0.12627302080853667 y1[1] (numeric) -20.784140480873937 absolute error 20.910413501682473 relative error 16559.68422058121% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.839999999999951 y2[1] (analytic) -0.9918687573109188 y2[1] (numeric) 13.902628615832132 absolute error 14.89449737314305 relative error 1501.6601000241108% Correct digits -1 h 0.001 y1[1] (analytic) 0.1272649530330077 y1[1] (numeric) -20.79804090052912 absolute error 20.92530585356213 relative error 16442.31609320981% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.840999999999951 y2[1] (analytic) -0.9917409964447592 y2[1] (numeric) 13.9070412151978 absolute error 14.89878221164256 relative error 1502.285603302922% Correct digits -1 h 0.001 y1[1] (analytic) 0.12825675799253627 y1[1] (numeric) -20.811945735977382 absolute error 20.940202493969917 relative error 16326.782948301645% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.841999999999952 y2[1] (analytic) -0.9916122438376859 y2[1] (numeric) 13.911447413257148 absolute error 14.903059657094834 relative error 1502.9120253112035% Correct digits -1 h 0.001 y1[1] (analytic) 0.12924843469531755 y1[1] (numeric) -20.825854980825746 absolute error 20.955103415521062 relative error 16213.04232033398% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.842999999999952 y2[1] (analytic) -0.9914824996184514 y2[1] (numeric) 13.915847193339967 absolute error 14.907329692958418 relative error 1503.5393664230235% Correct digits -1 h 0.001 y1[1] (analytic) 0.13023998214967492 y1[1] (numeric) -20.839768628664572 absolute error 20.970008610814247 relative error 16101.053044306325% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.843999999999952 y2[1] (analytic) -0.9913517639167998 y2[1] (numeric) 13.920240538753736 absolute error 14.911592302670536 relative error 1504.1676270141793% Correct digits -1 h 0.001 y1[1] (analytic) 0.13123139936406097 y1[1] (numeric) -20.85368667306754 absolute error 20.9849180724316 relative error 15990.775206332617% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.844999999999953 y2[1] (analytic) -0.9912200368634669 y2[1] (numeric) 13.9246274327836 absolute error 14.915847469647067 relative error 1504.7968074621974% Correct digits -1 h 0.001 y1[1] (analytic) 0.1322226853470586 y1[1] (numeric) -20.86760910759162 absolute error 20.99983179293868 relative error 15882.170096468879% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.845999999999953 y2[1] (analytic) -0.9910873185901798 y2[1] (numeric) 13.92900785869235 absolute error 14.92009517728253 relative error 1505.426908146332% Correct digits -1 h 0.001 y1[1] (analytic) 0.1332138391073819 y1[1] (numeric) -20.881535925777065 absolute error 21.014749764884446 relative error 15775.200163659223% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.846999999999953 y2[1] (analytic) -0.9909536092296567 y2[1] (numeric) 13.933381799720399 absolute error 14.924335408950055 relative error 1506.0579294475624% Correct digits -1 h 0.001 y1[1] (analytic) 0.1342048596538772 y1[1] (numeric) -20.895467121147377 absolute error 21.029671980801254 relative error 15669.828972690037% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.847999999999954 y2[1] (analytic) -0.9908189089156069 y2[1] (numeric) 13.937749239085768 absolute error 14.928568148001375 relative error 1506.689871748594% Correct digits -1 h 0.001 y1[1] (analytic) 0.13519574599552403 y1[1] (numeric) -20.909402687209283 absolute error 21.044598433204808 relative error 15566.021163048677% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.848999999999954 y2[1] (analytic) -0.9906832177827308 y2[1] (numeric) 13.942110159984061 absolute error 14.932793377766792 relative error 1507.322735433855% Correct digits -1 h 0.001 y1[1] (analytic) 0.13618649714143613 y1[1] (numeric) -20.923342617452725 absolute error 21.059529114594163 relative error 15463.74240958914% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.849999999999954 y2[1] (analytic) -0.9905465359667195 y2[1] (numeric) 13.94646454558844 absolute error 14.93701108155516 relative error 1507.9565208894958% Correct digits -1 h 0.001 y1[1] (analytic) 0.13717711210086242 y1[1] (numeric) -20.93728690535082 absolute error 21.07446401745168 relative error 15362.959384912718% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.850999999999955 y2[1] (analytic) -0.9904088636042547 y2[1] (numeric) 13.950812379049614 absolute error 14.941221242653869 relative error 1508.5912285033878% Correct digits -1 h 0.001 y1[1] (analytic) 0.13816758988318806 y1[1] (numeric) -20.951235544359854 absolute error 21.089403134243042 relative error 15263.639723377095% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.851999999999955 y2[1] (analytic) -0.9902702008330089 y2[1] (numeric) 13.955153643495805 absolute error 14.945423844328815 relative error 1509.226858665122% Correct digits -1 h 0.001 y1[1] (analytic) 0.13915792949793532 y1[1] (numeric) -20.96518852791925 absolute error 21.104346457417183 relative error 15165.751986652192% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.852999999999955 y2[1] (analytic) -0.9901305477916447 y2[1] (numeric) 13.959488322032742 absolute error 14.949618869824388 relative error 1509.8634117660076% Correct digits -1 h 0.001 y1[1] (analytic) 0.1401481299547647 y1[1] (numeric) -20.979145849451545 absolute error 21.119293979406308 relative error 15069.265630745795% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.853999999999956 y2[1] (analytic) -0.9899899046198153 y2[1] (numeric) 13.963816397743628 absolute error 14.953806302363443 relative error 1510.5008881990707% Correct digits -1 h 0.001 y1[1] (analytic) 0.14113819026347577 y1[1] (numeric) -20.993107502362374 absolute error 21.13424569262585 relative error 14974.150974426264% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.854999999999956 y2[1] (analytic) -0.9898482714581637 y2[1] (numeric) 13.968137853689123 absolute error 14.957986125147286 relative error 1511.1392883590534% Correct digits -1 h 0.001 y1[1] (analytic) 0.14212810943400836 y1[1] (numeric) -21.007073480040443 absolute error 21.14920158947445 relative error 14880.37916897379% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.855999999999956 y2[1] (analytic) -0.9897056484483232 y2[1] (numeric) 13.972452672907327 absolute error 14.96215832135565 relative error 1511.7786126424123% Correct digits -1 h 0.001 y1[1] (analytic) 0.14311788647644336 y1[1] (numeric) -21.02104377585751 absolute error 21.164161662333953 relative error 14787.922169195457% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.856999999999957 y2[1] (analytic) -0.9895620357329167 y2[1] (numeric) 13.976760838413751 absolute error 14.966322874146668 relative error 1512.4188614473167% Correct digits -1 h 0.001 y1[1] (analytic) 0.1441075204010038 y1[1] (numeric) -21.035018383168357 absolute error 21.17912590356936 relative error 14696.752705642859% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.857999999999957 y2[1] (analytic) -0.9894174334555569 y2[1] (numeric) 13.981062333201304 absolute error 14.970479766656862 relative error 1513.0600351736487% Correct digits -1 h 0.001 y1[1] (analytic) 0.14509701021805585 y1[1] (numeric) -21.048997295310766 absolute error 21.19409430552882 relative error 14606.844257974539% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.858999999999957 y2[1] (analytic) -0.9892718417608461 y2[1] (numeric) 13.985357140240266 absolute error 14.974628982001112 relative error 1513.7021342230005% Correct digits -1 h 0.001 y1[1] (analytic) 0.14608635493810979 y1[1] (numeric) -21.06298050560551 absolute error 21.20906686054362 relative error 14518.17102940856% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.859999999999958 y2[1] (analytic) -0.989125260794376 y2[1] (numeric) 13.98964524247827 absolute error 14.978770503272646 relative error 1514.3451589986744% Correct digits -1 h 0.001 y1[1] (analytic) 0.14707555357182095 y1[1] (numeric) -21.076968007356314 absolute error 21.224043560928134 relative error 14430.707922213505% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.860999999999958 y2[1] (analytic) -0.9889776907027276 y2[1] (numeric) 13.993926622840283 absolute error 14.98290431354301 relative error 1514.9891099056808% Correct digits -1 h 0.001 y1[1] (analytic) 0.14806460512999078 y1[1] (numeric) -21.09095979384984 absolute error 21.239024398979833 relative error 14344.430514188987% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.861999999999958 y2[1] (analytic) -0.9888291316334709 y2[1] (numeric) 13.998201264228577 absolute error 14.987030395862048 relative error 1515.6339873507375% Correct digits -1 h 0.001 y1[1] (analytic) 0.14905350862356784 y1[1] (numeric) -21.10495585835567 absolute error 21.254009366979236 relative error 14259.31503608941% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.862999999999959 y2[1] (analytic) -0.9886795837351648 y2[1] (numeric) 14.002469149522717 absolute error 14.991148733257882 relative error 1516.2797917422683% Correct digits -1 h 0.001 y1[1] (analytic) 0.1500422630636487 y1[1] (numeric) -21.118956194126266 absolute error 21.268998457189916 relative error 14175.338349947104% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.863999999999959 y2[1] (analytic) -0.9885290471573576 y2[1] (numeric) 14.006730261579536 absolute error 14.995259308736893 relative error 1516.9265234904012% Correct digits -1 h 0.001 y1[1] (analytic) 0.15103086746147898 y1[1] (numeric) -21.13296079439697 absolute error 21.283991661858447 relative error 14092.47792825332% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.864999999999959 y2[1] (analytic) -0.9883775220505854 y2[1] (numeric) 14.010984583233112 absolute error 14.999362105283698 relative error 1517.5741830069694% Correct digits -1 h 0.001 y1[1] (analytic) 0.1520193208284544 y1[1] (numeric) -21.14696965238596 absolute error 21.298988973214414 relative error 14010.71183395772% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.86599999999996 y2[1] (analytic) -0.9882250085663736 y2[1] (numeric) 14.015232097294751 absolute error 15.003457105861125 relative error 1518.2227707055063% Correct digits -1 h 0.001 y1[1] (analytic) 0.15300762217612165 y1[1] (numeric) -21.16098276129424 absolute error 21.31399038347036 relative error 13930.018701249133% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.86699999999996 y2[1] (analytic) -0.9880715068572355 y2[1] (numeric) 14.019472786552962 absolute error 15.007544293410197 relative error 1518.872287001249% Correct digits -1 h 0.001 y1[1] (analytic) 0.1539957705161795 y1[1] (numeric) -21.175000114305615 absolute error 21.328995884821794 relative error 13850.377717082089% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.86799999999996 y2[1] (analytic) -0.9879170170766731 y2[1] (numeric) 14.023706633773436 absolute error 15.01162365085011 relative error 1519.5227323111335% Correct digits -1 h 0.001 y1[1] (analytic) 0.15498376486047966 y1[1] (numeric) -21.189021704586665 absolute error 21.344005469447143 relative error 13771.768603415694% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.868999999999961 y2[1] (analytic) -0.9877615393791758 y2[1] (numeric) 14.027933621699031 absolute error 15.015695161078206 relative error 1520.174107053795% Correct digits -1 h 0.001 y1[1] (analytic) 0.15597160422102785 y1[1] (numeric) -21.203047525286728 absolute error 21.359019129507754 relative error 13694.171600132946% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.869999999999961 y2[1] (analytic) -0.9876050739202215 y2[1] (numeric) 14.032153733049743 absolute error 15.019758806969964 relative error 1520.8264116495677% Correct digits -1 h 0.001 y1[1] (analytic) 0.15695928760998482 y1[1] (numeric) -21.21707756953787 absolute error 21.374036857147857 relative error 13617.567448610265% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.870999999999961 y2[1] (analytic) -0.9874476208562755 y2[1] (numeric) 14.036366950522687 absolute error 15.023814571378963 relative error 1521.4796465204815% Correct digits -1 h 0.001 y1[1] (analytic) 0.1579468140396673 y1[1] (numeric) -21.231111830454868 absolute error 21.389058644494536 relative error 13541.937375908587% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.871999999999962 y2[1] (analytic) -0.987289180344791 y2[1] (numeric) 14.04057325679208 absolute error 15.02786243713687 relative error 1522.133812090262% Correct digits -1 h 0.001 y1[1] (analytic) 0.15893418252254884 y1[1] (numeric) -21.24515030113518 absolute error 21.40408448365773 relative error 13467.263079558747% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.872999999999962 y2[1] (analytic) -0.9871297525442083 y2[1] (numeric) 14.044772634509213 absolute error 15.031902387053421 relative error 1522.7889087843314% Correct digits -1 h 0.001 y1[1] (analytic) 0.15992139207126113 y1[1] (numeric) -21.259192974658934 absolute error 21.419114366730195 relative error 13393.52671291519% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.873999999999962 y2[1] (analytic) -0.9869693376139554 y2[1] (numeric) 14.048965066302436 absolute error 15.035934403916391 relative error 1523.4449370298034% Correct digits -1 h 0.001 y1[1] (analytic) 0.1609084416985947 y1[1] (numeric) -21.27323984408889 absolute error 21.434148285787487 relative error 13320.7108710535% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.874999999999963 y2[1] (analytic) -0.9868079357144471 y2[1] (numeric) 14.053150534777133 absolute error 15.03995847049158 relative error 1524.1018972554855% Correct digits -1 h 0.001 y1[1] (analytic) 0.16189533041749996 y1[1] (numeric) -21.287290902470435 absolute error 21.449186232887936 relative error 13248.798577188241% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.875999999999963 y2[1] (analytic) -0.9866455470070854 y2[1] (numeric) 14.057329022515702 absolute error 15.043974569522788 relative error 1524.7597898918762% Correct digits -1 h 0.001 y1[1] (analytic) 0.16288205724108828 y1[1] (numeric) -21.301346142831537 absolute error 21.464228200072625 relative error 13177.7732695889% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.876999999999963 y2[1] (analytic) -0.9864821716542589 y2[1] (numeric) 14.061500512077535 absolute error 15.047982683731794 relative error 1525.4186153711648% Correct digits -1 h 0.001 y1[1] (analytic) 0.16386862118263296 y1[1] (numeric) -21.315405558182743 absolute error 21.479274179365376 relative error 13107.618788972748% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.877999999999964 y2[1] (analytic) -0.9863178098193429 y2[1] (numeric) 14.06566498599899 absolute error 15.051982795818335 relative error 1526.0783741272303% Correct digits -1 h 0.001 y1[1] (analytic) 0.16485502125557008 y1[1] (numeric) -21.329469141517148 absolute error 21.494324162772717 relative error 13038.319366354437% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.878999999999964 y2[1] (analytic) -0.9861524616666993 y2[1] (numeric) 14.069822426793383 absolute error 15.055974888460083 relative error 1526.739066595639% Correct digits -1 h 0.001 y1[1] (analytic) 0.1658412564734997 y1[1] (numeric) -21.343536885810366 absolute error 21.509378142283865 relative error 12969.859611333151% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.879999999999964 y2[1] (analytic) -0.9859861273616762 y2[1] (numeric) 14.07397281695095 absolute error 15.059958944312626 relative error 1527.400693213646% Correct digits -1 h 0.001 y1[1] (analytic) 0.16682732585018667 y1[1] (numeric) -21.35760878402052 absolute error 21.524436109870706 relative error 12902.224500799084% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.880999999999965 y2[1] (analytic) -0.985818807070608 y2[1] (numeric) 14.07811613893884 absolute error 15.063934946009448 relative error 1528.0632544201924% Correct digits -1 h 0.001 y1[1] (analytic) 0.1678132283995617 y1[1] (numeric) -21.37168482908821 absolute error 21.539498057487773 relative error 12835.399368041733% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.881999999999965 y2[1] (analytic) -0.9856505009608147 y2[1] (numeric) 14.082252375201087 absolute error 15.067902876161902 relative error 1528.726750655904% Correct digits -1 h 0.001 y1[1] (analytic) 0.1687989631357223 y1[1] (numeric) -21.38576501393649 absolute error 21.55456397707221 relative error 12769.36989224355% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.882999999999965 y2[1] (analytic) -0.9854812092006027 y2[1] (numeric) 14.086381508158587 absolute error 15.071862717359188 relative error 1529.3911823630915% Correct digits -1 h 0.001 y1[1] (analytic) 0.16978452907293382 y1[1] (numeric) -21.399849331470843 absolute error 21.569633860543778 relative error 12704.122088343029% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.883999999999966 y2[1] (analytic) -0.9853109319592636 y2[1] (numeric) 14.09050352020908 absolute error 15.075814452168343 relative error 1530.0565499857494% Correct digits -1 h 0.001 y1[1] (analytic) 0.17076992522563042 y1[1] (numeric) -21.41393777457917 absolute error 21.584707699804802 relative error 12639.64229725224% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.884999999999966 y2[1] (analytic) -0.9851396694070746 y2[1] (numeric) 14.09461839372713 absolute error 15.079758063134204 relative error 1530.7228539695543% Correct digits -1 h 0.001 y1[1] (analytic) 0.17175515060841604 y1[1] (numeric) -21.42803033613175 absolute error 21.599785486740167 relative error 12575.917176414372% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.885999999999966 y2[1] (analytic) -0.9849674217152984 y2[1] (numeric) 14.0987261110641 absolute error 15.083693532779398 relative error 1531.3900947618642% Correct digits -1 h 0.001 y1[1] (analytic) 0.17274020423606537 y1[1] (numeric) -21.44212700898123 absolute error 21.614867213217295 relative error 12512.93369068766% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.886999999999967 y2[1] (analytic) -0.9847941890561824 y2[1] (numeric) 14.102826654548132 absolute error 15.087620843604315 relative error 1532.0582728117183% Correct digits -1 h 0.001 y1[1] (analytic) 0.17372508512352486 y1[1] (numeric) -21.456227785962596 absolute error 21.62995287108612 relative error 12450.679103542494% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.887999999999967 y2[1] (analytic) -0.9846199716029596 y2[1] (numeric) 14.106920006484126 absolute error 15.091539978087086 relative error 1532.7273885698344% Correct digits -1 h 0.001 y1[1] (analytic) 0.17470979228591368 y1[1] (numeric) -21.470332659893145 absolute error 21.64504245217906 relative error 12389.14096855934% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.888999999999967 y2[1] (analytic) -0.9844447695298472 y2[1] (numeric) 14.111006149153715 absolute error 15.095450918683563 relative error 1533.3974424886094% Correct digits -1 h 0.001 y1[1] (analytic) 0.17569432473852478 y1[1] (numeric) -21.484441623572476 absolute error 21.660135948311 relative error 12328.307121215481% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.889999999999968 y2[1] (analytic) -0.9842685830120471 y2[1] (numeric) 14.11508506481525 absolute error 15.099353647827298 relative error 1534.068435022119% Correct digits -1 h 0.001 y1[1] (analytic) 0.17667868149682578 y1[1] (numeric) -21.49855466978245 absolute error 21.675233351279275 relative error 12268.16567094921% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.890999999999968 y2[1] (analytic) -0.9840914122257463 y2[1] (numeric) 14.119156735703775 absolute error 15.103248147929522 relative error 1534.740366626114% Correct digits -1 h 0.001 y1[1] (analytic) 0.17766286157646002 y1[1] (numeric) -21.512671791287183 absolute error 21.690334652863644 relative error 12208.704993490643% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.891999999999968 y2[1] (analytic) -0.9839132573481151 y2[1] (numeric) 14.123221144031005 absolute error 15.10713440137912 relative error 1535.413237758023% Correct digits -1 h 0.001 y1[1] (analytic) 0.17864686399324747 y1[1] (numeric) -21.526792980833005 absolute error 21.70543984482625 relative error 12149.913723448668% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.892999999999969 y2[1] (analytic) -0.9837341185573085 y2[1] (numeric) 14.127278271985304 absolute error 15.111012390542612 relative error 1536.0870488769474% Correct digits -1 h 0.001 y1[1] (analytic) 0.17963068776318583 y1[1] (numeric) -21.540918231148453 absolute error 21.72054891891164 relative error 12091.780747144214% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.893999999999969 y2[1] (analytic) -0.9835539960324655 y2[1] (numeric) 14.131328101731665 absolute error 15.11488209776413 relative error 1536.761800443665% Correct digits -1 h 0.001 y1[1] (analytic) 0.1806143319024514 y1[1] (numeric) -21.55504753494424 absolute error 21.73566186684669 relative error 12034.29519568025% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.894999999999969 y2[1] (analytic) -0.9833728899537083 y2[1] (numeric) 14.135370615411688 absolute error 15.118743505365396 relative error 1537.4374929206256% Correct digits -1 h 0.001 y1[1] (analytic) 0.18159779542740012 y1[1] (numeric) -21.56918088491323 absolute error 21.75077868034063 relative error 11977.446438239524% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.89599999999997 y2[1] (analytic) -0.9831908005021431 y2[1] (numeric) 14.139405795143558 absolute error 15.122596595645701 relative error 1538.1141267719518% Correct digits -1 h 0.001 y1[1] (analytic) 0.18258107735456852 y1[1] (numeric) -21.583318273730416 absolute error 21.765899351084986 relative error 11921.224075601262% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.89699999999997 y2[1] (analytic) -0.9830077278598595 y2[1] (numeric) 14.143433623022027 absolute error 15.126441350881887 relative error 1538.7917024634376% Correct digits -1 h 0.001 y1[1] (analytic) 0.1835641767006748 y1[1] (numeric) -21.5974596940529 absolute error 21.781023870753575 relative error 11865.617933868632% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.89799999999997 y2[1] (analytic) -0.9828236722099297 y2[1] (numeric) 14.147454081118386 absolute error 15.130277753328317 relative error 1539.4702204625482% Correct digits -1 h 0.001 y1[1] (analytic) 0.1845470924826197 y1[1] (numeric) -21.611605138519867 absolute error 21.796152231002488 relative error 11810.618058398948% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.898999999999971 y2[1] (analytic) -0.9826386337364098 y2[1] (numeric) 14.15146715148045 absolute error 15.13410578521686 relative error 1540.149681238418% Correct digits -1 h 0.001 y1[1] (analytic) 0.18552982371748744 y1[1] (numeric) -21.625754599752558 absolute error 21.811284423470045 relative error 11756.214707929023% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.899999999999971 y2[1] (analytic) -0.9824526126243379 y2[1] (numeric) 14.155472816132528 absolute error 15.137925428756866 relative error 1540.8300852618509% Correct digits -1 h 0.001 y1[1] (analytic) 0.18651236942254695 y1[1] (numeric) -21.639908070354256 absolute error 21.826420439776804 relative error 11702.398348888419% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.900999999999971 y2[1] (analytic) -0.9822656090597354 y2[1] (numeric) 14.159471057075411 absolute error 15.141736666135147 relative error 1541.5114330053186% Correct digits -1 h 0.001 y1[1] (analytic) 0.1874947286152526 y1[1] (numeric) -21.654065542910253 absolute error 21.841560271525505 relative error 11649.159649893594% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.901999999999972 y2[1] (analytic) -0.9820776232296056 y2[1] (numeric) 14.163461856286345 absolute error 15.14553947951595 relative error 1542.193724942961% Correct digits -1 h 0.001 y1[1] (analytic) 0.18847690031324524 y1[1] (numeric) -21.66822700998783 absolute error 21.856703910301075 relative error 11596.489476416275% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.902999999999972 y2[1] (analytic) -0.9818886553219344 y2[1] (numeric) 14.167445195719008 absolute error 15.149333851040943 relative error 1542.8769615505835% Correct digits -1 h 0.001 y1[1] (analytic) 0.18945888353435328 y1[1] (numeric) -21.682392464136235 absolute error 21.87185134767059 relative error 11544.378885619642% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.903999999999972 y2[1] (analytic) -0.9816987055256896 y2[1] (numeric) 14.171421057303494 absolute error 15.153119762829183 relative error 1543.5611433056583% Correct digits -1 h 0.001 y1[1] (analytic) 0.19044067729659356 y1[1] (numeric) -21.696561897886653 absolute error 21.887002575183246 relative error 11492.819121356246% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.904999999999973 y2[1] (analytic) -0.9815077740308212 y2[1] (numeric) 14.175389422946285 absolute error 15.156897196977106 relative error 1544.2462706873223% Correct digits -1 h 0.001 y1[1] (analytic) 0.1914222806181724 y1[1] (numeric) -21.710735303752195 absolute error 21.902157584370368 relative error 11441.801609321708% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.905999999999973 y2[1] (analytic) -0.9813158610282606 y2[1] (numeric) 14.179350274530234 absolute error 15.160666135558495 relative error 1544.9323441763759% Correct digits -1 h 0.001 y1[1] (analytic) 0.1924036925174866 y1[1] (numeric) -21.72491267422786 absolute error 21.917316366745347 relative error 11391.317952358628% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.906999999999973 y2[1] (analytic) -0.9811229667099207 y2[1] (numeric) 14.183303593914543 absolute error 15.164426560624463 relative error 1545.6193642552844% Correct digits -1 h 0.001 y1[1] (analytic) 0.19338491201312433 y1[1] (numeric) -21.739094001790523 absolute error 21.932478913803646 relative error 11341.35992590527% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.907999999999974 y2[1] (analytic) -0.9809290912686959 y2[1] (numeric) 14.187249362934736 absolute error 15.168178454203431 relative error 1546.307331408175% Correct digits -1 h 0.001 y1[1] (analytic) 0.19436593812386613 y1[1] (numeric) -21.7532792788989 absolute error 21.947645217022767 relative error 11291.919473583846% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.908999999999974 y2[1] (analytic) -0.9807342348984615 y2[1] (numeric) 14.191187563402643 absolute error 15.171921798301105 relative error 1546.9962461208365% Correct digits -1 h 0.001 y1[1] (analytic) 0.19534676986868602 y1[1] (numeric) -21.76746849799354 absolute error 21.962815267862226 relative error 11242.988702923443% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.909999999999974 y2[1] (analytic) -0.9805383977940739 y2[1] (numeric) 14.195118177106378 absolute error 15.175656574900453 relative error 1547.6861088807193% Correct digits -1 h 0.001 y1[1] (analytic) 0.19632740626675232 y1[1] (numeric) -21.781661651496783 absolute error 21.977989057763537 relative error 11194.55988121281% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.910999999999975 y2[1] (analytic) -0.9803415801513703 y2[1] (numeric) 14.199041185810312 absolute error 15.179382765961682 relative error 1548.3769201769346% Correct digits -1 h 0.001 y1[1] (analytic) 0.1973078463374287 y1[1] (numeric) -21.795858731812753 absolute error 21.99316657815018 relative error 11146.625431478415% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.911999999999975 y2[1] (analytic) -0.9801437821671682 y2[1] (numeric) 14.202956571255058 absolute error 15.183100353422226 relative error 1549.0686805002529% Correct digits -1 h 0.001 y1[1] (analytic) 0.1982880891002752 y1[1] (numeric) -21.810059731327318 absolute error 22.00834782042759 relative error 11099.177928583431% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.912999999999975 y2[1] (analytic) -0.9799450040392657 y2[1] (numeric) 14.206864315157445 absolute error 15.18680931919671 relative error 1549.7613903431038% Correct digits -1 h 0.001 y1[1] (analytic) 0.19926813357504913 y1[1] (numeric) -21.82426464240808 absolute error 22.02353277598313 relative error 11052.210095443355% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.913999999999976 y2[1] (analytic) -0.9797452459664407 y2[1] (numeric) 14.210764399210495 absolute error 15.190509645176936 relative error 1550.455050199576% Correct digits -1 h 0.001 y1[1] (analytic) 0.20024797878170608 y1[1] (numeric) -21.83847345740435 absolute error 22.03872143618606 relative error 11005.714799354288% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.914999999999976 y2[1] (analytic) -0.9795445081484514 y2[1] (numeric) 14.214656805083408 absolute error 15.19420131323186 relative error 1551.1496605654143% Correct digits -1 h 0.001 y1[1] (analytic) 0.20122762374040093 y1[1] (numeric) -21.85268616864711 absolute error 22.05391379238751 relative error 10959.685048429907% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.915999999999976 y2[1] (analytic) -0.9793427907860356 y2[1] (numeric) 14.218541514421531 absolute error 15.197884305207566 relative error 1551.8452219380215% Correct digits -1 h 0.001 y1[1] (analytic) 0.2022070674714888 y1[1] (numeric) -21.866902768449005 absolute error 22.069109835920493 relative error 10914.113988143485% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.916999999999977 y2[1] (analytic) -0.9791400940809106 y2[1] (numeric) 14.222418508846344 absolute error 15.201558602927255 relative error 1552.5417348164565% Correct digits -1 h 0.001 y1[1] (analytic) 0.20318630899552606 y1[1] (numeric) -21.881123249104316 absolute error 22.084309558099843 relative error 10868.994897971259% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.917999999999977 y2[1] (analytic) -0.9789364182357733 y2[1] (numeric) 14.226287769955432 absolute error 15.205224188191206 relative error 1553.2391997014338% Correct digits -1 h 0.001 y1[1] (analytic) 0.20416534733327127 y1[1] (numeric) -21.89534760288893 absolute error 22.099512950222202 relative error 10824.321188133777% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.918999999999977 y2[1] (analytic) -0.9787317634542991 y2[1] (numeric) 14.230149279322468 absolute error 15.208881042776767 relative error 1553.9376170953226% Correct digits -1 h 0.001 y1[1] (analytic) 0.20514418150568614 y1[1] (numeric) -21.909575822060315 absolute error 22.114720003566003 relative error 10780.086396431883% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.919999999999978 y2[1] (analytic) -0.9785261299411431 y2[1] (numeric) 14.234003018497189 absolute error 15.212529148438332 relative error 1554.6369875021471% Correct digits -1 h 0.001 y1[1] (analytic) 0.2061228105339366 y1[1] (numeric) -21.92380789885751 absolute error 22.12993070939145 relative error 10736.284185174118% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.920999999999978 y2[1] (analytic) -0.9783195179019387 y2[1] (numeric) 14.237848969005373 absolute error 15.216168486907312 relative error 1555.337311427584% Correct digits -1 h 0.001 y1[1] (analytic) 0.2071012334393937 y1[1] (numeric) -21.93804382550109 absolute error 22.145145058940482 relative error 10692.90833819252% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.921999999999978 y2[1] (analytic) -0.9781119275432979 y2[1] (numeric) 14.24168711234882 absolute error 15.219799039892118 relative error 1556.038589378963% Correct digits -1 h 0.001 y1[1] (analytic) 0.20807944924363467 y1[1] (numeric) -21.952283594193137 absolute error 22.16036304343677 relative error 10649.952757943815% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.922999999999979 y2[1] (analytic) -0.9779033590728111 y2[1] (numeric) 14.245517430005327 absolute error 15.223420789078139 relative error 1556.7408218652677% Correct digits -1 h 0.001 y1[1] (analytic) 0.2090574569684437 y1[1] (numeric) -21.966527197117227 absolute error 22.17558465408567 relative error 10607.411462693235% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.923999999999979 y2[1] (analytic) -0.9776938126990466 y2[1] (numeric) 14.249339903428668 absolute error 15.227033716127714 relative error 1557.4440093971316% Correct digits -1 h 0.001 y1[1] (analytic) 0.21003525563581316 y1[1] (numeric) -21.980774626438404 absolute error 22.190809882074216 relative error 10565.278583778132% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.924999999999979 y2[1] (analytic) -0.9774832886315511 y2[1] (numeric) 14.253154514048571 absolute error 15.230637802680123 relative error 1558.1481524868404% Correct digits -1 h 0.001 y1[1] (analytic) 0.2110128442679445 y1[1] (numeric) -21.99502587430315 absolute error 22.206038718571094 relative error 10523.548362948857% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.92599999999998 y2[1] (analytic) -0.9772717870808483 y2[1] (numeric) 14.256961243270696 absolute error 15.234233030351545 relative error 1558.8532516483297% Correct digits -1 h 0.001 y1[1] (analytic) 0.21199022188724917 y1[1] (numeric) -22.009280932839367 absolute error 22.221271154726615 relative error 10482.215149784313% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.92699999999998 y2[1] (analytic) -0.9770593082584399 y2[1] (numeric) 14.260760072476616 absolute error 15.237819380735056 relative error 1559.5593073971854% Correct digits -1 h 0.001 y1[1] (analytic) 0.2129673875163496 y1[1] (numeric) -22.023539794156353 absolute error 22.236507181672703 relative error 10441.273399179767% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.92799999999998 y2[1] (analytic) -0.9768458523768045 y2[1] (numeric) 14.26455098302379 absolute error 15.241396835400595 relative error 1560.2663202506428% Correct digits -1 h 0.001 y1[1] (analytic) 0.21394434017808028 y1[1] (numeric) -22.037802450344767 absolute error 22.251746790522848 relative error 10400.717668904548% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.928999999999981 y2[1] (analytic) -0.9766314196493984 y2[1] (numeric) 14.268333956245543 absolute error 15.244965375894942 relative error 1560.9742907275852% Correct digits -1 h 0.001 y1[1] (analytic) 0.21492107889548862 y1[1] (numeric) -22.052068893476623 absolute error 22.266989972372112 relative error 10360.542617227442% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.929999999999981 y2[1] (analytic) -0.9764160102906538 y2[1] (numeric) 14.272108973451047 absolute error 15.248524983741701 relative error 1561.6832193485448% Correct digits -1 h 0.001 y1[1] (analytic) 0.21589760269183594 y1[1] (numeric) -22.066339115605253 absolute error 22.28223671829709 relative error 10320.74300060752% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.930999999999981 y2[1] (analytic) -0.9761996245159804 y2[1] (numeric) 14.275876015925295 absolute error 15.252075640441275 relative error 1562.3931066357009% Correct digits -1 h 0.001 y1[1] (analytic) 0.21687391059059857 y1[1] (numeric) -22.08061310876528 absolute error 22.29748701935588 relative error 10281.31367144835% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.931999999999982 y2[1] (analytic) -0.9759822625417638 y2[1] (numeric) 14.27963506492908 absolute error 15.255617327470844 relative error 1563.1039531128808% Correct digits -1 h 0.001 y1[1] (analytic) 0.2178500016154687 y1[1] (numeric) -22.094890864972612 absolute error 22.31274086658808 relative error 10242.249575913584% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.932999999999982 y2[1] (analytic) -0.975763924585366 y2[1] (numeric) 14.283386101698971 absolute error 15.259150026284336 relative error 1563.8157593055564% Correct digits -1 h 0.001 y1[1] (analytic) 0.21882587479035534 y1[1] (numeric) -22.109172376224393 absolute error 22.327998251014748 relative error 10203.545751801945% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.933999999999982 y2[1] (analytic) -0.9755446108651249 y2[1] (numeric) 14.2871291074473 absolute error 15.262673718312424 relative error 1564.5285257408473% Correct digits -1 h 0.001 y1[1] (analytic) 0.21980152913938544 y1[1] (numeric) -22.123457634499 absolute error 22.343259163638386 relative error 10165.197326479736% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.934999999999983 y2[1] (analytic) -0.9753243216003542 y2[1] (numeric) 14.290864063362125 absolute error 15.26618838496248 relative error 1565.242252947518% Correct digits -1 h 0.001 y1[1] (analytic) 0.22077696368690472 y1[1] (numeric) -22.13774663175601 absolute error 22.358523595442914 relative error 10127.199514869088% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.935999999999983 y2[1] (analytic) -0.9751030570113433 y2[1] (numeric) 14.294590950607223 absolute error 15.269694007618567 relative error 1565.9569414559774% Correct digits -1 h 0.001 y1[1] (analytic) 0.22175217745747872 y1[1] (numeric) -22.15203935993617 absolute error 22.373791537393647 relative error 10089.547617490181% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.936999999999983 y2[1] (analytic) -0.9748808173193565 y2[1] (numeric) 14.298309750322055 absolute error 15.27319056764141 relative error 1566.6725917982794% Correct digits -1 h 0.001 y1[1] (analytic) 0.22272716947589374 y1[1] (numeric) -22.16633581096138 absolute error 22.389062980437277 relative error 10052.237018555788% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.937999999999984 y2[1] (analytic) -0.9746576027466337 y2[1] (numeric) 14.302020443621753 absolute error 15.276678046368387 relative error 1567.389204508121% Correct digits -1 h 0.001 y1[1] (analytic) 0.22370193876715783 y1[1] (numeric) -22.180635976734674 absolute error 22.40433791550183 relative error 10015.263184116428% Correct digits -2 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.938999999999984 y2[1] (analytic) -0.9744334135163893 y2[1] (numeric) 14.305723011597095 absolute error 15.280156425113484 relative error 1568.1067801208442% Correct digits -1 h 0.001 y1[1] (analytic) 0.2246764843565018 y1[1] (numeric) -22.194939849140184 absolute error 22.419616333496684 relative error 9978.621660254714% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.939999999999984 y2[1] (analytic) -0.9742082498528126 y2[1] (numeric) 14.30941743531448 absolute error 15.283625685167292 relative error 1568.8253191734318% Correct digits -1 h 0.001 y1[1] (analytic) 0.22565080526938014 y1[1] (numeric) -22.209247420043116 absolute error 22.434898225312498 relative error 9942.308071327243% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.940999999999985 y2[1] (analytic) -0.9739821119810673 y2[1] (numeric) 14.313103695815908 absolute error 15.287085807796975 relative error 1569.54482220451% Correct digits -1 h 0.001 y1[1] (analytic) 0.226624900531472 y1[1] (numeric) -22.22355868128974 absolute error 22.450183581821214 relative error 9906.318118252631% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.941999999999985 y2[1] (analytic) -0.9737550001272912 y2[1] (numeric) 14.31678177411896 absolute error 15.29053677424625 relative error 1570.265289754347% Correct digits -1 h 0.001 y1[1] (analytic) 0.22759876916868224 y1[1] (numeric) -22.23787362470735 absolute error 22.465472393876034 relative error 9870.647576844322% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.942999999999985 y2[1] (analytic) -0.9735269145185961 y2[1] (numeric) 14.320451651216773 absolute error 15.293978565735369 relative error 1570.9867223648523% Correct digits -1 h 0.001 y1[1] (analytic) 0.22857241020714225 y1[1] (numeric) -22.252192242104247 absolute error 22.48076465231139 relative error 9835.29229618673% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.943999999999986 y2[1] (analytic) -0.9732978553830676 y2[1] (numeric) 14.32411330807802 absolute error 15.297411163461089 relative error 1571.7091205795764% Correct digits -1 h 0.001 y1[1] (analytic) 0.2295458226732111 y1[1] (numeric) -22.266514525269706 absolute error 22.496060347942915 relative error 9800.248197053465% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.944999999999986 y2[1] (analytic) -0.9730678229497648 y2[1] (numeric) 14.327766725646883 absolute error 15.300834548596649 relative error 1572.4324849437103% Correct digits -1 h 0.001 y1[1] (analytic) 0.23051900559347643 y1[1] (numeric) -22.28084046597397 absolute error 22.511359471567445 relative error 9765.511270366378% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.945999999999986 y2[1] (analytic) -0.9728368174487201 y2[1] (numeric) 14.331411884843035 absolute error 15.304248702291755 relative error 1573.1568160040847% Correct digits -1 h 0.001 y1[1] (analytic) 0.2314919579947554 y1[1] (numeric) -22.295170055968207 absolute error 22.526662013962962 relative error 9731.077575694151% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.946999999999987 y2[1] (analytic) -0.9726048391109391 y2[1] (numeric) 14.33504876656162 absolute error 15.30765360567256 relative error 1573.8821143091711% Correct digits -1 h 0.001 y1[1] (analytic) 0.2324646789040956 y1[1] (numeric) -22.309503286984494 absolute error 22.54196796588859 relative error 9696.943239789294% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.947999999999987 y2[1] (analytic) -0.9723718881684 y2[1] (numeric) 14.338677351673223 absolute error 15.311049239841623 relative error 1574.6083804090788% Correct digits -1 h 0.001 y1[1] (analytic) 0.23343716734877631 y1[1] (numeric) -22.323840150735794 absolute error 22.55727731808457 relative error 9663.104455162425% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.948999999999987 y2[1] (analytic) -0.9721379648540538 y2[1] (numeric) 14.342297621023853 absolute error 15.314435585877908 relative error 1575.335614855557% Correct digits -1 h 0.001 y1[1] (analytic) 0.2344094223563091 y1[1] (numeric) -22.338180638915922 absolute error 22.57259006127223 relative error 9629.55747869266% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.949999999999988 y2[1] (analytic) -0.9719030694018237 y2[1] (numeric) 14.345909555434922 absolute error 15.317812624836746 relative error 1576.0638182019927% Correct digits -1 h 0.001 y1[1] (analytic) 0.23538144295443908 y1[1] (numeric) -22.35252474319953 absolute error 22.58790618615397 relative error 9596.298630273131% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.950999999999988 y2[1] (analytic) -0.9716672020466052 y2[1] (numeric) 14.34951313570322 absolute error 15.321180337749825 relative error 1576.7929910034113% Correct digits -1 h 0.001 y1[1] (analytic) 0.23635322817114574 y1[1] (numeric) -22.36687245524208 absolute error 22.60322568341323 relative error 9563.324291490535% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.951999999999988 y2[1] (analytic) -0.9714303630242657 y2[1] (numeric) 14.35310834260089 absolute error 15.324538705625157 relative error 1577.5231338164751% Correct digits -1 h 0.001 y1[1] (analytic) 0.2373247770346439 y1[1] (numeric) -22.381223766679817 absolute error 22.61854854371446 relative error 9530.630904337762% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.952999999999989 y2[1] (analytic) -0.971192552571644 y2[1] (numeric) 14.356695156875414 absolute error 15.327887709447058 relative error 1578.2542471994846% Correct digits -1 h 0.001 y1[1] (analytic) 0.2382960885733848 y1[1] (numeric) -22.395578669129744 absolute error 22.63387475770313 relative error 9498.214969958637% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.953999999999989 y2[1] (analytic) -0.9709537709265508 y2[1] (numeric) 14.360273559249581 absolute error 15.331227330176132 relative error 1578.986331712376% Correct digits -1 h 0.001 y1[1] (analytic) 0.239267161816057 y1[1] (numeric) -22.409937154189603 absolute error 22.649204316005658 relative error 9466.073047423797% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.954999999999989 y2[1] (analytic) -0.9707140183277675 y2[1] (numeric) 14.363843530421471 absolute error 15.334557548749238 relative error 1579.7193879167232% Correct digits -1 h 0.001 y1[1] (analytic) 0.2402379957915873 y1[1] (numeric) -22.424299213437845 absolute error 22.664537209229433 relative error 9434.201752536892% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.95599999999999 y2[1] (analytic) -0.9704732950150468 y2[1] (numeric) 14.36740505106443 absolute error 15.337878346079478 relative error 1580.4534163757357% Correct digits -1 h 0.001 y1[1] (analytic) 0.24120858952914187 y1[1] (numeric) -22.438664838433603 absolute error 22.679873427962743 relative error 9402.597756670126% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.95699999999999 y2[1] (analytic) -0.9702316012291119 y2[1] (numeric) 14.370958101827048 absolute error 15.341189703056159 relative error 1581.1884176542574% Correct digits -1 h 0.001 y1[1] (analytic) 0.24217894205812698 y1[1] (numeric) -22.45303402071668 absolute error 22.695212962774807 relative error 9371.257785628437% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.95799999999999 y2[1] (analytic) -0.9699889372116567 y2[1] (numeric) 14.374502663333137 absolute error 15.344491600544794 relative error 1581.9243923187698% Correct digits -1 h 0.001 y1[1] (analytic) 0.2431490524081902 y1[1] (numeric) -22.467406751807506 absolute error 22.710555804215694 relative error 9340.178618541355% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.958999999999991 y2[1] (analytic) -0.969745303205345 y2[1] (numeric) 14.37803871618171 absolute error 15.347784019387054 relative error 1582.661340937388% Correct digits -1 h 0.001 y1[1] (analytic) 0.2441189196092213 y1[1] (numeric) -22.481783023207125 absolute error 22.725901942816346 relative error 9309.357086781856% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.959999999999991 y2[1] (analytic) -0.969500699453811 y2[1] (numeric) 14.381566240946954 absolute error 15.351066940400765 relative error 1583.3992640798626% Correct digits -1 h 0.001 y1[1] (analytic) 0.24508854269135313 y1[1] (numeric) -22.496162826397175 absolute error 22.741251369088527 relative error 9278.790072911414% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.960999999999991 y2[1] (analytic) -0.9692551262016583 y2[1] (numeric) 14.385085218178213 absolute error 15.354340344379871 relative error 1584.138162317578% Correct digits -1 h 0.001 y1[1] (analytic) 0.24605792068496268 y1[1] (numeric) -22.510546152839844 absolute error 22.756604073524805 relative error 9248.474509650494% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.961999999999992 y2[1] (analytic) -0.9690085836944602 y2[1] (numeric) 14.388595628399962 absolute error 15.357604212094422 relative error 1584.8780362235527% Correct digits -1 h 0.001 y1[1] (analytic) 0.24702705262067207 y1[1] (numeric) -22.524932993977863 absolute error 22.771960046598537 relative error 9218.407378873815% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.962999999999992 y2[1] (analytic) -0.9687610721787592 y2[1] (numeric) 14.392097452111782 absolute error 15.360858524290542 relative error 1585.6188863724392% Correct digits -1 h 0.001 y1[1] (analytic) 0.24799593752934943 y1[1] (numeric) -22.539323341234475 absolute error 22.787319278763825 relative error 9188.585710629646% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.963999999999992 y2[1] (analytic) -0.9685125919020666 y2[1] (numeric) 14.395590669788348 absolute error 15.364103261690415 relative error 1586.3607133405233% Correct digits -1 h 0.001 y1[1] (analytic) 0.2489645744421099 y1[1] (numeric) -22.553717186013408 absolute error 22.802681760455517 relative error 9159.006582182508% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.964999999999993 y2[1] (analytic) -0.968263143112863 y2[1] (numeric) 14.399075261879391 absolute error 15.367338404992253 relative error 1587.1035177057236% Correct digits -1 h 0.001 y1[1] (analytic) 0.24993296239031668 y1[1] (numeric) -22.568114519698856 absolute error 22.818047482089174 relative error 9129.667117078603% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.965999999999993 y2[1] (analytic) -0.9680127260605969 y2[1] (numeric) 14.40255120880969 absolute error 15.370563934870287 relative error 1587.8473000475926% Correct digits -1 h 0.001 y1[1] (analytic) 0.2509011004055819 y1[1] (numeric) -22.582515333655447 absolute error 22.83341643406103 relative error 9100.564484233344% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.966999999999993 y2[1] (analytic) -0.9677613409956853 y2[1] (numeric) 14.406018490979044 absolute error 15.37377983197473 relative error 1588.5920609473148% Correct digits -1 h 0.001 y1[1] (analytic) 0.2518689875197676 y1[1] (numeric) -22.596919619228224 absolute error 22.84878860674799 relative error 9071.695897040414% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.967999999999994 y2[1] (analytic) -0.9675089881695135 y2[1] (numeric) 14.409477088762243 absolute error 15.376986076931756 relative error 1589.3378009877065% Correct digits -1 h 0.001 y1[1] (analytic) 0.2528366227649868 y1[1] (numeric) -22.61132736774261 absolute error 22.8641639905076 relative error 9043.05861250171% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.968999999999994 y2[1] (analytic) -0.9672556678344341 y2[1] (numeric) 14.412926982509054 absolute error 15.380182650343489 relative error 1590.0845207532168% Correct digits -1 h 0.001 y1[1] (analytic) 0.25380400517360435 y1[1] (numeric) -22.625738570504403 absolute error 22.87954257567801 relative error 9014.649930377649% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.969999999999994 y2[1] (analytic) -0.9670013802437675 y2[1] (numeric) 14.416368152544196 absolute error 15.383369532787963 relative error 1590.832220829926% Correct digits -1 h 0.001 y1[1] (analytic) 0.2547711337782378 y1[1] (numeric) -22.640153218799725 absolute error 22.894924352577963 relative error 8986.46719235726% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.970999999999995 y2[1] (analytic) -0.9667461256518011 y2[1] (numeric) 14.419800579167317 absolute error 15.386546704819118 relative error 1591.5809018055465% Correct digits -1 h 0.001 y1[1] (analytic) 0.25573800761175874 y1[1] (numeric) -22.65457130389502 absolute error 22.910309311506776 relative error 8958.507781247517% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.971999999999995 y2[1] (analytic) -0.9664899043137898 y2[1] (numeric) 14.423224242652969 absolute error 15.389714146966758 relative error 1592.330564269421% Correct digits -1 h 0.001 y1[1] (analytic) 0.25670462570729335 y1[1] (numeric) -22.66899281703701 absolute error 22.925697442744305 relative error 8930.769120181441% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.972999999999995 y2[1] (analytic) -0.9662327164859545 y2[1] (numeric) 14.426639123250592 absolute error 15.392871839736546 relative error 1593.0812088125256% Correct digits -1 h 0.001 y1[1] (analytic) 0.25767098709822367 y1[1] (numeric) -22.683417749452694 absolute error 22.941088736550917 relative error 8903.248671844387% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.973999999999996 y2[1] (analytic) -0.9659745624254834 y2[1] (numeric) 14.43004520118448 absolute error 15.396019763609964 relative error 1593.8328360274636% Correct digits -1 h 0.001 y1[1] (analytic) 0.25863709081818836 y1[1] (numeric) -22.69784609234929 absolute error 22.956483183167478 relative error 8875.943937718113% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.974999999999996 y2[1] (analytic) -0.9657154423905304 y2[1] (numeric) 14.433442456653774 absolute error 15.399157899044305 relative error 1594.585446508472% Correct digits -1 h 0.001 y1[1] (analytic) 0.2596029359010838 y1[1] (numeric) -22.71227783691424 absolute error 22.97188077281532 relative error 8848.852457342111% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.975999999999996 y2[1] (analytic) -0.9654553566402154 y2[1] (numeric) 14.436830869832422 absolute error 15.402286226472636 relative error 1595.3390408514165% Correct digits -1 h 0.001 y1[1] (analytic) 0.26056852138106495 y1[1] (numeric) -22.726712974315166 absolute error 22.98728149569623 relative error 8821.97180759175% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.976999999999997 y2[1] (analytic) -0.9651943054346243 y2[1] (numeric) 14.44021042086917 absolute error 15.405404726303793 relative error 1596.0936196537943% Correct digits -1 h 0.001 y1[1] (analytic) 0.2615338462925464 y1[1] (numeric) -22.741151495699857 absolute error 23.002685341992404 relative error 8795.299601972769% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.977999999999997 y2[1] (analytic) -0.9649322890348081 y2[1] (numeric) 14.443581089887532 absolute error 15.40851337892234 relative error 1596.8491835147313% Correct digits -1 h 0.001 y1[1] (analytic) 0.2624989096702034 y1[1] (numeric) -22.755593392196232 absolute error 23.018092301866435 relative error 8768.83348993173% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.978999999999997 y2[1] (analytic) -0.9646693077027833 y2[1] (numeric) 14.446942856985771 absolute error 15.411612164688554 relative error 1597.6057330349838% Correct digits -1 h 0.001 y1[1] (analytic) 0.2634637105489726 y1[1] (numeric) -22.770038654912327 absolute error 23.0335023654613 relative error 8742.571156181995% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.979999999999998 y2[1] (analytic) -0.9644053617015312 y2[1] (numeric) 14.450295702236875 absolute error 15.414701063938407 relative error 1598.3632688169378% Correct digits -1 h 0.001 y1[1] (analytic) 0.2644282479640532 y1[1] (numeric) -22.784487274936257 absolute error 23.04891552290031 relative error 8716.510320044785% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.980999999999998 y2[1] (analytic) -0.9641404512949977 y2[1] (numeric) 14.453639605688531 absolute error 15.41778005698353 relative error 1599.1217914646086% Correct digits -1 h 0.001 y1[1] (analytic) 0.2653925209509079 y1[1] (numeric) -22.798939243336203 absolute error 23.06433176428711 relative error 8690.648734804978% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.981999999999998 y2[1] (analytic) -0.9638745767480934 y2[1] (numeric) 14.456974547363108 absolute error 15.420849124111202 relative error 1599.8813015836406% Correct digits -1 h 0.001 y1[1] (analytic) 0.2663565285452637 y1[1] (numeric) -22.81339455116038 absolute error 23.07975107970564 relative error 8664.984187081245% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.982999999999999 y2[1] (analytic) -0.9636077383266926 y2[1] (numeric) 14.460300507257628 absolute error 15.42390824558432 relative error 1600.641799781307% Correct digits -1 h 0.001 y1[1] (analytic) 0.2673202697831132 y1[1] (numeric) -22.827853189437004 absolute error 23.095173459220117 relative error 8639.51449621014% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.983999999999999 y2[1] (analytic) -0.9633399362976337 y2[1] (numeric) 14.46361746534375 absolute error 15.426957401641385 relative error 1601.4032866665116% Correct digits -1 h 0.001 y1[1] (analytic) 0.26828374370071517 y1[1] (numeric) -22.84231514917429 absolute error 23.110598892875004 relative error 8614.237513643806% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.984999999999999 y2[1] (analytic) -0.9630711709287189 y2[1] (numeric) 14.466925401567742 absolute error 15.429996572496462 relative error 1602.1657628497846% Correct digits -1 h 0.001 y1[1] (analytic) 0.2692469493345958 y1[1] (numeric) -22.856780421360405 absolute error 23.126027370695002 relative error 8589.15112236093% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.986 y2[1] (analytic) -0.9628014424887134 y2[1] (numeric) 14.47022429585046 absolute error 15.433025738339174 relative error 1602.9292289432867% Correct digits -1 h 0.001 y1[1] (analytic) 0.2702098857215495 y1[1] (numeric) -22.871248996963445 absolute error 23.141458882684994 relative error 8564.25323629062% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.987 y2[1] (analytic) -0.9625307512473456 y2[1] (numeric) 14.473514128087325 absolute error 15.436044879334672 relative error 1603.6936855608062% Correct digits -1 h 0.001 y1[1] (analytic) 0.2711725518986401 y1[1] (numeric) -22.885720866931422 absolute error 23.156893418830062 relative error 8539.541799748868% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.988 y2[1] (analytic) -0.9622590974753067 y2[1] (numeric) 14.4767948781483 absolute error 15.439053975623608 relative error 1604.4591333177602% Correct digits -1 h 0.001 y1[1] (analytic) 0.2721349469032013 y1[1] (numeric) -22.900196022192226 absolute error 23.172330969095427 relative error 8515.014786887277% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.989000000000001 y2[1] (analytic) -0.9619864814442506 y2[1] (numeric) 14.48006652587787 absolute error 15.442053007322121 relative error 1605.2255728311943% Correct digits -1 h 0.001 y1[1] (analytic) 0.2730970697728383 y1[1] (numeric) -22.914674453653607 absolute error 23.187771523426445 relative error 8490.670201153749% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.990000000000001 y2[1] (analytic) -0.9617129034267932 y2[1] (numeric) 14.48332905109501 absolute error 15.445041954521804 relative error 1605.993004719781% Correct digits -1 h 0.001 y1[1] (analytic) 0.2740589195454283 y1[1] (numeric) -22.929156152203145 absolute error 23.203215071748573 relative error 8466.506074764839% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.991000000000001 y2[1] (analytic) -0.9614383636965125 y2[1] (numeric) 14.486582433593174 absolute error 15.448020797289686 relative error 1606.761429603823% Correct digits -1 h 0.001 y1[1] (analytic) 0.2750204952591216 y1[1] (numeric) -22.943641108708224 absolute error 23.218661603967345 relative error 8442.520468189452% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.992000000000002 y2[1] (analytic) -0.9611628625279482 y2[1] (numeric) 14.489826653140264 absolute error 15.450989515668212 relative error 1607.5308481052487% Correct digits -1 h 0.001 y1[1] (analytic) 0.2759817959523425 y1[1] (numeric) -22.958129314016013 absolute error 23.234111109968357 relative error 8418.711469643637% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.993000000000002 y2[1] (analytic) -0.9608864001966015 y2[1] (numeric) 14.493061689478612 absolute error 15.453948089675213 relative error 1608.3012608476163% Correct digits -1 h 0.001 y1[1] (analytic) 0.2769428206637905 y1[1] (numeric) -22.972620758953433 absolute error 23.249563579617224 relative error 8395.077194596162% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.994000000000002 y2[1] (analytic) -0.9606089769789348 y2[1] (numeric) 14.496287522324952 absolute error 15.456896499303888 relative error 1609.0726684561103% Correct digits -1 h 0.001 y1[1] (analytic) 0.2779035684324409 y1[1] (numeric) -22.987115434327137 absolute error 23.26501900275958 relative error 8371.61578528466% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.995000000000003 y2[1] (analytic) -0.960330593152371 y2[1] (numeric) 14.4995041313704 absolute error 15.459834724522771 relative error 1609.8450715575436% Correct digits -1 h 0.001 y1[1] (analytic) 0.2788640382975461 y1[1] (numeric) -23.001613330923483 absolute error 23.28047736922103 relative error 8348.325410242003% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.996000000000003 y2[1] (analytic) -0.9600512489952941 y2[1] (numeric) 14.502711496280433 absolute error 15.462762745275727 relative error 1610.6184707803573% Correct digits -1 h 0.001 y1[1] (analytic) 0.27982422929863615 y1[1] (numeric) -23.016114439508502 absolute error 23.29593866880714 relative error 8325.204263832733% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.997000000000003 y2[1] (analytic) -0.9597709447870483 y2[1] (numeric) 14.505909596694861 absolute error 15.465680541481909 relative error 1611.392866754619% Correct digits -1 h 0.001 y1[1] (analytic) 0.2807841404755202 y1[1] (numeric) -23.03061875082788 absolute error 23.311402891303402 relative error 8302.250565799237% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.998000000000004 y2[1] (analytic) -0.9594896808079376 y2[1] (numeric) 14.509098412227807 absolute error 15.468588093035745 relative error 1612.1682601120244% Correct digits -1 h 0.001 y1[1] (analytic) 0.2817437708682872 y1[1] (numeric) -23.04512625560693 absolute error 23.32687002647522 relative error 8279.462560817477% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 TOP MAIN SOLVE Loop x[1] 4.999000000000004 y2[1] (analytic) -0.9592074573392261 y2[1] (numeric) 14.512277922467685 absolute error 15.47148537980691 relative error 1612.9446514858967% Correct digits -1 h 0.001 y1[1] (analytic) 0.28270311951730687 y1[1] (numeric) -23.059636944550572 absolute error 23.34234006406788 relative error 8256.838518062012% Correct digits -1 h 0.001 NO POLE for equation 1 NO POLE for equation 2 Finished! diff ( y2 , x , 5 ) = y1 ; diff ( y1 , x , 1 ) = m1 * y2 ; Iterations 5000 Total Elapsed Time 2 Minutes 26.0 Seconds Elapsed Time(since restart) 2 Minutes 26.0 Seconds Time to Timeout 34.0 Seconds Percent Done 100.0200000000001%