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Label Polynomial Discriminant Galois group Class group Regulator
2.0.71.1 x2x+18x^{2} - x + 18 71-\,71 C2C_2 (as 2T1) [7][7] 11
2.0.355.1 x2x+89x^{2} - x + 89 571-\,5\cdot 71 C2C_2 (as 2T1) [4][4] 11
2.2.497.1 x2x124x^{2} - x - 124 7717\cdot 71 C2C_2 (as 2T1) trivial 14.692550560214.6925505602
2.0.568.1 x2+142x^{2} + 142 2371-\,2^{3}\cdot 71 C2C_2 (as 2T1) [4][4] 11
2.2.781.1 x2x195x^{2} - x - 195 117111\cdot 71 C2C_2 (as 2T1) trivial 18.722357418618.7223574186
2.0.852.1 x2+213x^{2} + 213 22371-\,2^{2}\cdot 3\cdot 71 C2C_2 (as 2T1) [2,4][2, 4] 11
2.2.1633.1 x2x408x^{2} - x - 408 237123\cdot 71 C2C_2 (as 2T1) trivial 54.846506182954.8465061829
2.0.1704.1 x2+426x^{2} + 426 23371-\,2^{3}\cdot 3\cdot 71 C2C_2 (as 2T1) [2,12][2, 12] 11
2.0.2059.1 x2x+515x^{2} - x + 515 2971-\,29\cdot 71 C2C_2 (as 2T1) [8][8] 11
2.2.2201.1 x2x550x^{2} - x - 550 317131\cdot 71 C2C_2 (as 2T1) trivial 45.278322937545.2783229375
2.2.2485.1 x2x621x^{2} - x - 621 57715\cdot 7\cdot 71 C2C_2 (as 2T1) [2][2] 11.255669132611.2556691326
2.0.2627.1 x2x+657x^{2} - x + 657 3771-\,37\cdot 71 C2C_2 (as 2T1) [12][12] 11
2.2.2769.1 x2x692x^{2} - x - 692 313713\cdot 13\cdot 71 C2C_2 (as 2T1) [2][2] 34.177471581234.1774715812
2.0.2840.1 x2+710x^{2} + 710 23571-\,2^{3}\cdot 5\cdot 71 C2C_2 (as 2T1) [2,16][2, 16] 11
2.2.3337.1 x2x834x^{2} - x - 834 477147\cdot 71 C2C_2 (as 2T1) trivial 69.769394071569.7693940715
2.2.3621.1 x2x905x^{2} - x - 905 317713\cdot 17\cdot 71 C2C_2 (as 2T1) [2][2] 13.647559252713.6475592527
2.2.3692.1 x2923x^{2} - 923 2213712^{2}\cdot 13\cdot 71 C2C_2 (as 2T1) [2][2] 7.151484849727.15148484972
2.2.3905.1 x2x976x^{2} - x - 976 511715\cdot 11\cdot 71 C2C_2 (as 2T1) [4][4] 9.433323904099.43332390409
2.2.3976.1 x2994x^{2} - 994 237712^{3}\cdot 7\cdot 71 C2C_2 (as 2T1) [8][8] 7.727534916417.72753491641
2.0.4047.1 x2x+1012x^{2} - x + 1012 31971-\,3\cdot 19\cdot 71 C2C_2 (as 2T1) [2,20][2, 20] 11
2.2.4189.1 x2x1047x^{2} - x - 1047 597159\cdot 71 C2C_2 (as 2T1) trivial 41.96214606341.962146063
2.0.4260.1 x2+1065x^{2} + 1065 223571-\,2^{2}\cdot 3\cdot 5\cdot 71 C2C_2 (as 2T1) [2,2,4][2, 2, 4] 11
2.2.4757.1 x2x1189x^{2} - x - 1189 677167\cdot 71 C2C_2 (as 2T1) [5][5] 4.233896398484.23389639848
2.2.4828.1 x21207x^{2} - 1207 2217712^{2}\cdot 17\cdot 71 C2C_2 (as 2T1) [2][2] 14.657015672814.6570156728
2.0.5183.1 x2x+1296x^{2} - x + 1296 7173-\,71\cdot 73 C2C_2 (as 2T1) [80][80] 11
2.0.5396.1 x2+1349x^{2} + 1349 221971-\,2^{2}\cdot 19\cdot 71 C2C_2 (as 2T1) [2,28][2, 28] 11
2.0.5467.1 x2x+1367x^{2} - x + 1367 71171-\,7\cdot 11\cdot 71 C2C_2 (as 2T1) [2,4][2, 4] 11
2.2.5964.1 x21491x^{2} - 1491 2237712^{2}\cdot 3\cdot 7\cdot 71 C2C_2 (as 2T1) [2,2][2, 2] 11.823786810311.8237868103
2.2.6248.1 x21562x^{2} - 1562 2311712^{3}\cdot 11\cdot 71 C2C_2 (as 2T1) [2][2] 15.103749324115.1037493241
2.0.6319.1 x2x+1580x^{2} - x + 1580 7189-\,71\cdot 89 C2C_2 (as 2T1) [52][52] 11
2.0.7171.1 x2x+1793x^{2} - x + 1793 71101-\,71\cdot 101 C2C_2 (as 2T1) [20][20] 11
2.2.7384.1 x21846x^{2} - 1846 2313712^{3}\cdot 13\cdot 71 C2C_2 (as 2T1) [2][2] 37.070728590537.0707285905
2.0.7739.1 x2x+1935x^{2} - x + 1935 71109-\,71\cdot 109 C2C_2 (as 2T1) [40][40] 11
2.2.8165.1 x2x2041x^{2} - x - 2041 523715\cdot 23\cdot 71 C2C_2 (as 2T1) [2][2] 10.927052966610.9270529666
2.0.8520.1 x2+2130x^{2} + 2130 233571-\,2^{3}\cdot 3\cdot 5\cdot 71 C2C_2 (as 2T1) [2,2,8][2, 2, 8] 11
2.2.8733.1 x2x2183x^{2} - x - 2183 341713\cdot 41\cdot 71 C2C_2 (as 2T1) [2][2] 14.780351806214.7803518062
2.2.9017.1 x2x2254x^{2} - x - 2254 7112771\cdot 127 C2C_2 (as 2T1) trivial 59.858064267459.8580642674
2.0.9159.1 x2x+2290x^{2} - x + 2290 34371-\,3\cdot 43\cdot 71 C2C_2 (as 2T1) [2,48][2, 48] 11
2.2.9372.1 x22343x^{2} - 2343 22311712^{2}\cdot 3\cdot 11\cdot 71 C2C_2 (as 2T1) [2,2][2, 2] 9.966368448379.96636844837
2.2.9656.1 x22414x^{2} - 2414 2317712^{3}\cdot 17\cdot 71 C2C_2 (as 2T1) [2][2] 26.022444637326.0224446373
2.2.9869.1 x2x2467x^{2} - x - 2467 7113971\cdot 139 C2C_2 (as 2T1) [3][3] 8.153925049298.15392504929
2.0.10295.1 x2x+2574x^{2} - x + 2574 52971-\,5\cdot 29\cdot 71 C2C_2 (as 2T1) [4,32][4, 32] 11
2.0.10792.1 x2+2698x^{2} + 2698 231971-\,2^{3}\cdot 19\cdot 71 C2C_2 (as 2T1) [2,12][2, 12] 11
2.2.11005.1 x2x2751x^{2} - x - 2751 531715\cdot 31\cdot 71 C2C_2 (as 2T1) [8][8] 7.697575140757.69757514075
2.0.11147.1 x2x+2787x^{2} - x + 2787 71157-\,71\cdot 157 C2C_2 (as 2T1) [28][28] 11
2.2.11289.1 x2x2822x^{2} - x - 2822 353713\cdot 53\cdot 71 C2C_2 (as 2T1) [18][18] 6.74523496546.7452349654
2.0.11431.1 x2x+2858x^{2} - x + 2858 72371-\,7\cdot 23\cdot 71 C2C_2 (as 2T1) [2,40][2, 40] 11
2.2.11573.1 x2x2893x^{2} - x - 2893 7116371\cdot 163 C2C_2 (as 2T1) trivial 31.124789280731.1247892807
2.2.11644.1 x22911x^{2} - 2911 2241712^{2}\cdot 41\cdot 71 C2C_2 (as 2T1) [2][2] 49.529893684549.5298936845
2.2.11928.1 x22982x^{2} - 2982 2337712^{3}\cdot 3\cdot 7\cdot 71 C2C_2 (as 2T1) [2,2][2, 2] 9.560856383649.56085638364
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