-
mf_gamma1 • Show schema
Hide schema
{'Nk2': 2500, 'analytic_conductor': 4.990650126330024, 'cusp_dim': 15076, 'dim': 14016, 'eis_dim': 1099, 'eis_new_dim': 768, 'hecke_orbit_dims': [2, 2, 2, 2, 8, 8, 8, 4, 4, 8, 16, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 8, 8, 16, 16, 16, 16, 16, 8, 8, 8, 8, 8, 8, 8, 8, 8, 32, 32, 220, 480, 240, 440, 6100, 6200], 'label': '625.2', 'level': 625, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 16175, 'mf_new_dim': 14784, 'newspace_dims': [32, 32, 0, 136, 136, 0, 700, 680, 0, 6100, 6200, 0], 'num_forms': 45, 'num_spaces': 8, 'sturm_bound': 62500, 'trace_bound': 4, 'trace_display': [-160, -160, -200, -160], 'traces': [14016, -160, -160, -160, -200, -288, -160, -160, -160, -200, -288, -160, -160, -160, -200, -304, -170, -185, -180, -200, -308, -200, -180, -230, -200, -438, -190, -220, -180, -200, -308, -195, -180, -185, -200, -344, -165, -190, -200, -200, -308, -260, -200, -230, -200, -348, -200, -310, -215, -200, -478, -270, -205, -290, -200, -380, -240, -230, -210, -200, -328, -270, -250, -270, -200, -396, -200, -280, -230, -200, -328, -330, -200, -270, -200, -530, -240, -290, -200, -200, -364, -280, -270, -360, -200, -408, -290, -360, -285, -200, -388, -300, -290, -320, -200, -188, -300, -320, -290, -200, -478, -340, -280, -205, -50, -233, 30, 580, -10, 100, -58, 590, 35, 800, -50, 85, 575, 300, 340, 700, -22, 425, 650, 1010, -50, 162, 90, 850, 590, 125, -38, 1310, 300, 190, 250, 45, -30, 710, 30, 300, -78, 200, -30, 420, -50, -313, -80, -265, -310, -200, -518, -490, -380, -460, -200, -208, -300, -500, -360, -200, -428, -530, -330, -490, -200, -468, -310, -620, -320, -200, -500, -460, -285, -430, -200, -718, -380, -390, -310, -200, -428, -480, -440, -500, -200, -596, -380, -410, -490, -200, -448, -710, -340, -390, -200, -296, -365, -640, -450, -200, -658, -445, -420, -700, -200, -508, -510, -565, -380, -200, -488, -560, -520, -450, -200, -170, -380, -500, -460, 0, -293, 360, 370, 430, 225, 222, 180, 900, 815, 600, 144, 1490, 325, 1800, 400, 430, 820, 2200, 260, 900, 407, 1390, 1350, 1965, 400, 744, 800, 1270, 850, 1400, 202, 2580, 820, 1230, 400, 736, 870, 1980, 1390, 750, 315, 1740, 310, 1950, 400, 430, 750, 1850, 275, 850, 192, 870, 570, 990, 100, -38, 385, 410, 190, 300, -373, -330, -370, -630, -200, 134, -520, -930, -470, -200, -568, -675, -540, -910, -200, -520, -680, -620, -590, -200, -738, -720, -650, -740, -200, -448, -430, -790, -570, -200, -508, -990, -480, -625, -200, -740, -580, -780, -550, -200, -648, -760, -530, -1025, -200, -838, -640, -795, -530, -200, -548, -740, -630, -580, -200, -128, -390, -285, -50, 200, -246, 110, 70, 1220, 250, 32, 660, 980, 170, 800, 70, 1550, 1000, 720, 100, 660, 870, 780, 950, 1700, 116, 1535, 580, 1470, 600, 504, 640, 2900, 615, 400, 422, 2390, 620, 2010, 450, 770, 755, 2030, 540, 1400, 342, 450, 730, 2630, 400, 672, 850, 1495, 690, 900, 92, 2850, 700, 715, 600, 512, 10, 940, 710, 1000, 182, 1060, -10, 1160, 350, -200, 290, 770, 15, 300, -358, -110, -140, -630, -200, 152, -750, -850, -640, -200, -648, -780, -800, -950, -200, -1166, -710, -960, -780, -200, -628, -1360, -675, -990, -200, -940, -580, -1020, -640, -200, -254, -945, -510, -1160, -200, -788, -720, -1150, -510, -200, -826, -955, -660, -870, -200, 570, -290, -175, 340, 300, -163, 1190, 610, 195, 900, 142, 610, 1640, 1080, 950, 692, 610, 1480, 2830, 400, 578, 2730, 1410, 660, 2350, 577, 1330, 2670, 1670, 700, 1302, 1700, 800, 3300, 1150, 732, 3160, 1300, 2300, 1600, 582, 1740, 4660, 770, 1150, 1682, 2050, 680, 4310, 1000, 774, 2720, 2170, 1235, 2000, 692, 1550, 3160, 990, 1000, 1262, 1080, 1730, 2740, 900, 497, 3730, 640, 1170, 1600, 722, 570, 2310, 1520, 600, 480, 1000, 1060, 1830, 400, -10, 1330, 370, 370, 1050, -143, -20, 350, -500, -25, 94, -590, -1020, -810, -200, -870, -1550, -720, -970, -200, -1140, -680, -1370, -750, -200, -226, -1100, -870, -1490, -200, -1008, -1130, -1240, -760, -200, -768, -1360, -920, -1090, -200, -2429, -1190, -1720, -1640, -3000, -978, -2510, -2010, -3110, -2200, -1403, -2110, -5340, -1970, -1800, -1288, -5480, -1410, -5130, -3600, -1325, -2080, -3450, -2030, -5000, -1538, -3580, -3520, -6560, -1800, -1416, -2060, -5700, -3540, -3400, -1188, -7460, -3755, -3630, -3400, -2340, -2015, -3840, -1960, -4750, -1510, -6010, -2740, -6820, -3800, -2158, -3820, -6080, -2715, -6350, -1258, -5000, -2160, -3470, -1800, -2368, -3440, -3610, -4120, -7700, -1068, -3870, -3210, -5670, -1800, -1780, -1890, -7380, -3210, -3400, -1886, -4840, -1900, -3730, -1800, -1893, -3590, -4990, -1330, -5800, -1088, -2270, -2320, -5100, -1800, -1193, -2340, -3090, -2340, -1800, -1026, -4290, -1545, -1775, -800, -2249, -800, -1460, -910, -200, -1048, -1350, -770, -1970, -200, -280, -1070, -1530, -825, -200, -888, -1340, -1390, -1190, -200, 240, -515, 115, -50, 600, -138, 680, 230, 1510, 600, 352, 1060, 2290, 190, 2050, 260, 1325, 1290, 2520, 1000, 1150, 1800, 2290, 1950, 2050, 512, 4600, 1160, 2810, 1200, 1906, 330, 4380, 2420, 1800, 1252, 4540, 340, 4110, 1400, 1292, 2430, 4960, 1570, 2650, 940, 2680, 3130, 3900, 1000, 2412, 1710, 3380, 2310, 3450, 682, 5780, 2370, 3325, 1100, 1280, 1560, 4200, 2670, 1800, 1272, 4030, 1450, 5370, 1500, 1672, 2310, 3120, 330, 3000, 952, 2645, 2560, 4210, 400, 1970, 1380, 3105, 1170, 2800, 424, 3110, 1370, 1720, 1300, 994, 1450, 2840, 950, 1200, 432, 1960, 260, 2820, 800, 240, 535, 1150, 190, 1050, -510, 300, -90, -740, 0, 464, -1290, -1500, -915, -200, -928, -1680, -1160, -1510, -200, 732, -830, -950, -930, 200, -578, -110, -540, 210, 500, -670, -420, 850, -35, 300, -138, 890, -400, 670, 300, 530, 960, 200, 390, 2400, -284, 340, 1040, 280, 350, 332, 10, 1740, 1070, 1000, -238, 2550, 35, 330, 1000, 540, -50, 1960, 550, 1200, 374, -240, 500, 3970, 600, -8, 1440, 1540, 50, 2000, -38, 2425, 925, 490, 350, 1502, -30, 370, 1020, 2000, 22, 2695, 40, 895, 1200, 32, 690, 4140, 230, 400, 972, 770, 410, 2280, 300, 420, 830, 305, -90, 2200, -258, 690, 1030, 1600, 450, 724, 70, 360, 865, 700, -308, 2570, 130, 140, 950, -160, -250, 10, -200, 1200, -258, -500, -250, 390, 100, -598, -30, -110, -700, 600, 480, -1040, -690, -1340, -150, 1000, -1075, -1400, -490, 550, -543, -210, 750, -600, 1000, -156, 1010, 100, 1430, 1150, 342, 1240, 740, 2185, 1400, 130, 2050, 2940, 2000, 1300, 1068, 685, 2730, 3095, 775, 644, 3790, 2175, 2080, 1900, 1092, 2600, 2410, 1350, 2600, 1662, 850, 3770, 3170, 2050, 1265, 4560, 2780, 990, 2500, 870, 3580, 2210, 2410, 2950, 1752, 2520, 2110, 5520, 1500, 1212, 2570, 1400, 4710, 2200], 'weight': 2, 'weight_parity': 1}
-
mf_gamma1_subspaces • Show schema
Hide schema
-
id: 350624
{'label': '625.2', 'level': 625, 'sub_dim': 12, 'sub_level': 25, 'sub_mult': 3, 'weight': 2}
-
id: 350625
{'label': '625.2', 'level': 625, 'sub_dim': 512, 'sub_level': 125, 'sub_mult': 2, 'weight': 2}
-
id: 350626
{'label': '625.2', 'level': 625, 'sub_dim': 14016, 'sub_level': 625, 'sub_mult': 1, 'weight': 2}
-
mf_gamma1_portraits • Show schema
Hide schema
{'label': '625.2', 'level': 625, 'portrait': 'data:image/png;base64,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', 'weight': 2}