1
New Number: 16.12 | AESZ: | Superseeker: 644 33686276/3 | Hash: 7404efbb9f6ea7f9f47767e4c0319a14
Degree: 16
\(\theta^4+2^{2} x\left(244\theta^4-1096\theta^3-1017\theta^2-469\theta-102\right)-2^{7} x^{2}\left(6880\theta^4+23416\theta^3-23704\theta^2-32167\theta-15345\right)-2^{12} x^{3}\left(113153\theta^4-550050\theta^3-602160\theta^2-409347\theta-5121\right)+2^{16} x^{4}\left(5180356\theta^4+4909796\theta^3+3805572\theta^2-964483\theta-632775\right)-2^{20} x^{5}\left(57912116\theta^4+220612856\theta^3+369961747\theta^2+321640069\theta+133205688\right)+2^{26} 3^{2} x^{6}\left(3335230\theta^4+23883174\theta^3+55731471\theta^2+59241423\theta+26111727\right)+2^{30} 3 x^{7}\left(138627389\theta^4+1043758594\theta^3+3398672757\theta^2+5428677484\theta+3474324555\right)-2^{36} 3 x^{8}\left(178212361\theta^4+1781109910\theta^3+6943057886\theta^2+12445880096\theta+8609393916\right)-2^{41} x^{9}\left(306347392\theta^4+3494924784\theta^3+15467273775\theta^2+31401487755\theta+24645250080\right)+2^{46} x^{10}\left(1346555872\theta^4+18540298208\theta^3+95714831970\theta^2+219162899618\theta+187657830249\right)-2^{50} x^{11}\left(386398880\theta^4+5738560448\theta^3+31530165304\theta^2+76167521656\theta+68494914693\right)-2^{56} x^{12}\left(65461088\theta^4+737270976\theta^3+2844482520\theta^2+4211538840\theta+1624907583\right)+2^{63} x^{13}\left(2159168\theta^4+27966784\theta^3+131159148\theta^2+265135132\theta+194618469\right)+2^{69} x^{14}\left(95936\theta^4+748544\theta^3+1701484\theta^2+328684\theta-1876743\right)-2^{74} 3 x^{15}\left(3440\theta^4+40416\theta^3+177864\theta^2+347256\theta+253575\right)+2^{80} 3^{2} x^{16}\left((2\theta+7)^4\right)\)
Maple LaTexCoefficients of the holomorphic solution: 1, 408, 126120, 35465344, 9778724520, ... --> OEIS Normalized instanton numbers (n0=1): 644, -56540, 33686276/3, -2690029452, 784608924960, ... ; Common denominator:...
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No data for singularities