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New Number: 16.11 | AESZ: | Superseeker: 38/3 117997/81 | Hash: 438ab76047e8f77ecfe291026e2970a0
Degree: 16
\(3^{2} \theta^4-3 x\left(19\theta^4+470\theta^3+414\theta^2+179\theta+34\right)+x^{2}\left(41308\theta^3-23477\theta^4+78614\theta+24216+112043\theta^2\right)+2^{4} x^{3}\left(41519\theta^4+148341\theta^3-124008\theta^2-154719\theta-69971\right)+2^{4} x^{4}\left(716611\theta^4-5967778\theta^3-839688\theta^2+788291\theta+833002\right)-2^{6} x^{5}\left(12596017\theta^4-6393470\theta^3+2392202\theta^2+4900019\theta+4099566\right)+2^{6} x^{6}\left(194870635\theta^4+297635664\theta^3+556055121\theta^2+599417856\theta+294269276\right)-2^{10} x^{7}\left(22362244\theta^4+47811167\theta^3+124981710\theta^2+251213093\theta+208323007\right)-2^{11} 3 x^{8}\left(203181506\theta^4+1085037788\theta^3+2654369977\theta^2+3167097718\theta+1487844351\right)+2^{14} 3 x^{9}\left(244118416\theta^4+1618934400\theta^3+4804954902\theta^2+7184093301\theta+4428796652\right)-2^{14} 3^{2} x^{10}\left(8324768\theta^4-180857600\theta^3-234257808\theta^2+1793353480\theta+3232798229\right)-2^{19} x^{11}\left(849165344\theta^4+8968527536\theta^3+35778505900\theta^2+64448634778\theta+44747735367\right)+2^{20} x^{12}\left(1677501472\theta^4+20600458944\theta^3+98677225536\theta^2+217063032696\theta+183607904627\right)-2^{26} x^{13}\left(27355744\theta^4+393826112\theta^3+2103107610\theta^2+4954989251\theta+4356355009\right)-2^{26} x^{14}\left(4154384\theta^4+53813504\theta^3+256876192\theta^2+535612120\theta+410996463\right)-2^{31} x^{15}\left(4160\theta^4+47256\theta^3+198132\theta^2+361494\theta+240199\right)+2^{32} x^{16}\left((2\theta+7)^4\right)\)
Maple LaTexCoefficients of the holomorphic solution: 1, 34/3, 286/3, 8528/27, -797638/81, ... --> OEIS Normalized instanton numbers (n0=1): 38/3, -2035/18, 117997/81, -12892349/486, 394521557/729, ... ; Common denominator:...
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No data for singularities