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New Number: 16.3 | AESZ: | Superseeker: 68 1294532/3 | Hash: ed2a3fd88f95da59e82dcb7b2feb1eb1
Degree: 16
\(\theta^4+2^{2} x\left(4\theta^4-136\theta^3-345\theta^2-277\theta-78\right)-2^{7} x^{2}\left(200\theta^4+1736\theta^3+5488\theta^2+6235\theta+2661\right)-2^{12} x^{3}\left(1753\theta^4+4110\theta^3+20372\theta^2+22839\theta+8793\right)-2^{16} 3 x^{4}\left(2348\theta^4-19892\theta^3-14072\theta^2-33415\theta-43923\right)+2^{20} 3^{2} x^{5}\left(7876\theta^4+135496\theta^3+165125\theta^2+164459\theta+135000\right)+2^{26} 3^{2} x^{6}\left(35570\theta^4+273894\theta^3+190975\theta^2-89697\theta-119673\right)+2^{30} 3^{4} x^{7}\left(26487\theta^4+106022\theta^3-140553\theta^2-488804\theta-337095\right)+2^{36} 3^{4} x^{8}\left(16757\theta^4-83170\theta^3-787090\theta^2-1456680\theta-830376\right)-2^{41} 3^{4} x^{9}\left(35072\theta^4+724464\theta^3+3034063\theta^2+4788747\theta+2542968\right)-2^{46} 3^{5} x^{10}\left(66016\theta^4+658784\theta^3+2080330\theta^2+2614218\theta+968913\right)-2^{50} 3^{6} x^{11}\left(73120\theta^4+498112\theta^3+780920\theta^2-812872\theta-2147843\right)-2^{56} 3^{7} x^{12}\left(544\theta^4-88512\theta^3-765688\theta^2-2198712\theta-2138531\right)+2^{63} 3^{7} x^{13}\left(7104\theta^4+111552\theta^3+620932\theta^2+1494292\theta+1329663\right)+2^{69} 3^{8} x^{14}\left(1856\theta^4+26624\theta^3+142124\theta^2+335916\theta+297185\right)+2^{74} 3^{9} x^{15}\left(400\theta^4+5664\theta^3+30008\theta^2+70536\theta+62089\right)+2^{80} 3^{10} x^{16}\left((2\theta+7)^4\right)\)
Maple LaTexCoefficients of the holomorphic solution: 1, 312, 86184, 21412224, 5052550824, ... --> OEIS Normalized instanton numbers (n0=1): 68, 3884, 1294532/3, 70075068, 14264173344, ... ; Common denominator:...
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No data for singularities