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New Number: 16.6 | AESZ: | Superseeker: 604 10582920 | Hash: ae9e6afa6a64c66b14ecc57c090a2276
Degree: 16
\(2^{4} \theta^4+2^{3} x\left(2632\theta^4-8020\theta^3-8134\theta^2-4124\theta-957\right)-2^{2} 3^{3} x^{2}\left(59584\theta^4+447880\theta^3-266330\theta^2-470004\theta-257157\right)-2^{2} 3^{6} x^{3}\left(2084848\theta^4-10624248\theta^3-6613144\theta^2-2338506\theta+2575629\right)+3^{10} x^{4}\left(76860224\theta^4+37515040\theta^3-123523576\theta^2-230682216\theta-89646143\right)-2^{4} 3^{13} x^{5}\left(47627428\theta^4+177706198\theta^3+314770123\theta^2+293923803\theta+123197247\right)+2 3^{18} x^{6}\left(109348352\theta^4+791269264\theta^3+2037777532\theta^2+2503390304\theta+1301617959\right)+2^{2} 3^{20} x^{7}\left(1118115152\theta^4+8230409176\theta^3+26430670096\theta^2+42292381622\theta+27424948395\right)-3^{24} x^{8}\left(6553002016\theta^4+67555786336\theta^3+267811589048\theta^2+484625497784\theta+337209119577\right)-2^{3} 3^{28} x^{9}\left(304315688\theta^4+3377868156\theta^3+14426600138\theta^2+28319769288\theta+21624447113\right)+2^{3} 3^{32} x^{10}\left(477772768\theta^4+6828823100\theta^3+36140835237\theta^2+84133602806\theta+72831614902\right)+2^{2} 3^{36} x^{11}\left(79307440\theta^4+1193232808\theta^3+6600824472\theta^2+15994957990\theta+14398159609\right)+3^{40} x^{12}\left(76769344\theta^4+964818528\theta^3+4370936856\theta^2+8483539176\theta+5938160775\right)+2^{4} 3^{44} x^{13}\left(268060\theta^4+3542666\theta^3+17044857\theta^2+35620691\theta+27340212\right)+2 3^{48} x^{14}\left(184064\theta^4+2048432\theta^3+8660500\theta^2+16541392\theta+12080907\right)+2^{2} 3^{53} x^{15}\left(976\theta^4+11928\theta^3+54912\theta^2+112878\theta+87435\right)+3^{58} x^{16}\left((2\theta+7)^4\right)\)
Maple LaTexCoefficients of the holomorphic solution: 1, 957/2, 1357479/8, 851677269/16, 2013405923979/128, ... --> OEIS Normalized instanton numbers (n0=1): 604, -114415/2, 10582920, -5127425229/2, 729802869084, ... ; Common denominator:...
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No data for singularities