A quartic CM field field K is represented by invariants [D,A,B], where K = Q[x]/(x⁴+Ax²+B), and D is the discriminant of the totally real quadratic subfield (hence A²-4B = m²D for some m).

K	Quartic invariants	Cl(O_K)	Igusa invariants	K^r	Reflex invariants	Cl(O_K^r)	Igusa invariants
1)	[5, 4121, 4209109]	C₃ x C₇₅		235)	[4209109, 2877, 1017005]	C₃ x C₇₅
2)	[5, 3377, 2347001]	C₃ x C₇₅		233)	[2347001, 1739, 169280]	C₃ x C₇₅
3)	[5, 3406, 2485489]	C₃ x C₇₅		234)	[2485489, 1703, 103680]	C₃ x C₇₅
4)	[8, 1338, 397633]	C₃ x C₇₅		---)	[397633, 669, 12482]	C₃ x C₃ x C₇₅
5)	[8, 5446, 6030281]	C₃ x C₇₅		---)	[6030281, 2723, 346112]	C₃ x C₃ x C₇₅
6)	[8, 4934, 4856777]	C₃ x C₇₅		236)	[4856777, 2467, 307328]	C₃ x C₇₅
7)	[8, 3958, 3543193]	C₃ x C₇₅		---)	[3543193, 1979, 93312]	C₃ x C₃ x C₃ x C₇₅
8)	[8, 6134, 6410137]	C₃ x C₇₅		237)	[6410137, 3067, 749088]	C₃ x C₇₅
9)	[8, 1850, 436097]	C₃ x C₇₅		---)	[436097, 925, 104882]	C₁₅ x C₇₅
10)	[13, 2673, 1785293]	C₃ x C₇₅		232)	[1785293, 4733, 1583413]	C₃ x C₇₅
11)	[13, 1878, 626921]	C₃ x C₇₅		---)	[626921, 939, 63700]	C₃ x C₃ x C₇₅
12)	[13, 2142, 627041]	C₃ x C₇₅		209)	[627041, 1071, 130000]	C₃ x C₇₅
13)	[17, 6278, 9538889]	C₃ x C₇₅		238)	[9538889, 3139, 78608]	C₃ x C₇₅
14)	[29, 2074, 1033493]	C₃ x C₇₅		224)	[1033493, 1037, 10469]	C₃ x C₇₅
15)	[29, 1437, 142657]	C₃ x C₇₅		189)	[142657, 1471, 505296]	C₃ x C₇₅
16)	[53, 1298, 404029]	C₃ x C₇₅		196)	[404029, 649, 4293]	C₃ x C₇₅
17)	[61, 1057, 25537]	C₃ x C₇₅		---)	[25537, 763, 88084]	C₃ x C₃ x C₇₅
18)	[89, 1490, 167341]	C₃ x C₇₅		191)	[167341, 745, 96921]	C₃ x C₇₅
19)	[101, 838, 96377]	C₃ x C₇₅		183)	[96377, 419, 19796]	C₃ x C₇₅
20)	[101, 3286, 2596025]	C₃ x C₇₅		184)	[103841, 1643, 25856]	C₃ x C₇₅
21)	[113, 1802, 193013]	C₃ x C₇₅		193)	[193013, 901, 154697]	C₃ x C₇₅
22)	[113, 770, 147773]	C₃ x C₇₅		---)	[147773, 385, 113]	C₃ x C₃ x C₇₅
23)	[137, 1638, 661993]	C₃ x C₇₅		213)	[661993, 819, 2192]	C₃ x C₇₅
24)	[137, 1550, 493217]	C₃ x C₇₅		202)	[493217, 775, 26852]	C₃ x C₇₅
25)	[149, 2598, 998425]	C₃ x C₇₅		165)	[39937, 1299, 172244]	C₃ x C₇₅
26)	[157, 1121, 312237]	C₃ x C₇₅		161)	[34693, 2242, 7693]	C₃ x C₇₅
27)	[229, 449, 48969]	C₃ x C₇₅		---)	[5441, 898, 5725]	C₇₅
28)	[229, 1301, 47533]	C₃ x C₇₅		---)	[47533, 2602, 1502469]	C₇₅
29)	[229, 557, 15217]	C₃ x C₇₅		---)	[15217, 1114, 249381]	C₇₅
30)	[257, 1238, 119993]	C₃ x C₇₅		---)	[119993, 619, 65792]	C₃ x C₆₇₅
31)	[257, 766, 43889]	C₃ x C₇₅		---)	[43889, 383, 25700]	C₅ x C₇₅
32)	[257, 239, 9076]	C₃ x C₇₅		---)	[2269, 478, 20817]	C₇₅
33)	[257, 838, 27529]	C₃ x C₇₅		---)	[27529, 419, 37008]	C₇₅
34)	[257, 478, 20113]	C₃ x C₇₅		---)	[20113, 239, 9252]	C₇₅
35)	[257, 646, 87881]	C₃ x C₇₅		---)	[87881, 323, 4112]	C₇₅
36)	[269, 2093, 44381]	C₃ x C₇₅		167)	[44381, 3149, 1136525]	C₃ x C₇₅
37)	[281, 771, 128308]	C₃ x C₇₅		159)	[32077, 1542, 81209]	C₃ x C₇₅
38)	[281, 350, 12641]	C₃ x C₇₅		122)	[12641, 175, 4496]	C₃ x C₇₅
39)	[353, 411, 10372]	C₃ x C₇₅		70)	[2593, 822, 127433]	C₃ x C₇₅
40)	[457, 2474, 1221237]	C₃ x C₇₅		133)	[15077, 1237, 77233]	C₃ x C₇₅
41)	[557, 517, 16553]	C₃ x C₇₅		---)	[16553, 1034, 201077]	C₃ x C₃ x C₇₅
42)	[593, 2139, 72724]	C₃ x C₇₅		140)	[18181, 3309, 1423793]	C₃ x C₇₅
43)	[613, 569, 79561]	C₃ x C₇₅		177)	[79561, 1138, 5517]	C₃ x C₇₅
44)	[733, 769, 33309]	C₃ x C₇₅		---)	[3701, 1538, 458125]	C₇₅
45)	[733, 386, 10861]	C₃ x C₇₅		---)	[10861, 193, 6597]	C₇₅
46)	[733, 401, 25357]	C₃ x C₇₅		---)	[25357, 802, 59373]	C₇₅
47)	[733, 497, 8793]	C₃ x C₇₅		---)	[977, 963, 143668]	C₇₅	■
48)	[761, 2659, 753728]	C₃ x C₇₅		118)	[11777, 1879, 879716]	C₃ x C₇₅
49)	[761, 427, 45392]	C₃ x C₇₅		---)	[2837, 854, 761]	C₇₅
50)	[937, 3799, 64132]	C₃ x C₇₅		135)	[16033, 2819, 539712]	C₃ x C₇₅
51)	[1109, 861, 12049]	C₃ x C₇₅		120)	[12049, 1722, 693125]	C₃ x C₇₅
52)	[1229, 965, 8821]	C₃ x C₇₅	■	---)	[8821, 1930, 895941]	C₇₅
53)	[1229, 593, 63025]	C₃ x C₇₅		---)	[2521, 1186, 99549]	C₇₅
54)	[1229, 1873, 139325]	C₃ x C₇₅		---)	[5573, 2077, 207701]	C₇₅
55)	[1277, 349, 22469]	C₃ x C₇₅		145)	[22469, 698, 31925]	C₃ x C₇₅
56)	[1373, 1709, 95501]	C₃ x C₇₅		---)	[1949, 917, 34325]	C₇₅
57)	[1373, 481, 30037]	C₃ x C₇₅		---)	[613, 877, 111213]	C₇₅
58)	[1373, 1066, 234661]	C₃ x C₇₅		---)	[4789, 533, 12357]	C₇₅
59)	[1381, 297, 13421]	C₃ x C₇₅		125)	[13421, 594, 34525]	C₃ x C₇₅
60)	[1489, 111, 2708]	C₃ x C₇₅		---)	[677, 222, 1489]	C₇₅
61)	[1901, 461, 48853]	C₃ x C₇₅		---)	[997, 922, 17109]	C₇₅
62)	[2213, 1649, 2069]	C₃ x C₇₅		---)	[2069, 2189, 55325]	C₇₅
63)	[2213, 1578, 188773]	C₃ x C₇₅		---)	[1117, 789, 108437]	C₇₅
64)	[2221, 2778, 427925]	C₃ x C₇₅		139)	[17117, 1389, 375349]	C₃ x C₇₅
65)	[2333, 1021, 246029]	C₃ x C₇₅		91)	[5021, 2042, 58325]	C₃ x C₇₅
66)	[2341, 4866, 5685389]	C₃ x C₇₅		134)	[15749, 2433, 58525]	C₃ x C₇₅
67)	[2381, 3114, 814693]	C₃ x C₇₅		103)	[6733, 1557, 402389]	C₃ x C₇₅
68)	[2437, 165, 6197]	C₃ x C₇₅		102)	[6197, 330, 2437]	C₃ x C₇₅
69)	[2521, 5767, 1885392]	C₃ x C₇₅		124)	[13093, 3281, 305041]	C₃ x C₇₅
70)	[2593, 822, 127433]	C₃ x C₇₅		39)	[353, 411, 10372]	C₃ x C₇₅
71)	[2621, 3662, 3310625]	C₃ x C₇₅		---)	[5297, 1831, 10484]	C₃ x C₃ x C₇₅
72)	[2621, 2113, 14717]	C₃ x C₇₅		130)	[14717, 4226, 4405901]	C₃ x C₇₅
73)	[2713, 867, 154688]	C₃ x C₇₅		---)	[2417, 1734, 132937]	C₇₅
74)	[2749, 5753, 8119621]	C₃ x C₇₅		---)	[15349, 4877, 5082901]	C₃ x C₃ x C₇₅
75)	[2797, 3077, 1857229]	C₃ x C₇₅		---)	[15349, 6154, 2039013]	C₃ x C₃ x C₇₅
76)	[2917, 1597, 251829]	C₃ x C₇₅		---)	[3109, 3137, 2453197]	C₇₅
77)	[2917, 1129, 300429]	C₃ x C₇₅		---)	[3709, 2258, 72925]	C₇₅
78)	[2917, 209, 4357]	C₃ x C₇₅		---)	[4357, 418, 26253]	C₅ x C₇₅
79)	[3169, 1531, 236608]	C₃ x C₇₅		80)	[3697, 3062, 1397529]	C₃ x C₇₅
80)	[3697, 3062, 1397529]	C₃ x C₇₅		79)	[3169, 1531, 236608]	C₃ x C₇₅
81)	[3929, 4406, 829913]	C₃ x C₇₅		138)	[16937, 2203, 1005824]	C₃ x C₇₅
82)	[4001, 1259, 371264]	C₃ x C₇₅		---)	[5801, 2518, 100025]	C₇₅
83)	[4001, 3550, 13841]	C₃ x C₇₅		---)	[13841, 1775, 784196]	C₅ x C₇₅
84)	[4337, 6918, 5025481]	C₃ x C₇₅		128)	[13921, 3459, 1734800]	C₃ x C₇₅
85)	[4421, 1141, 6053]	C₃ x C₇₅		---)	[6053, 2282, 1277669]	C₃ x C₃ x C₇₅
86)	[4481, 419, 33808]	C₃ x C₇₅		---)	[2113, 838, 40329]	C₇₅
87)	[4597, 157, 5013]	C₃ x C₇₅		---)	[557, 314, 4597]	C₇₅
88)	[4597, 394, 20421]	C₃ x C₇₅		---)	[2269, 197, 4597]	C₇₅
89)	[4729, 3607, 1804356]	C₃ x C₇₅		---)	[5569, 4159, 4256100]	C₇₅
90)	[4877, 6205, 1226093]	C₃ x C₇₅		110)	[10133, 4417, 1409453]	C₃ x C₇₅
91)	[5021, 2042, 58325]	C₃ x C₇₅		65)	[2333, 1021, 246029]	C₃ x C₇₅
92)	[5081, 2087, 20612]	C₃ x C₇₅		---)	[5153, 4174, 4273121]	C₇₅
93)	[5197, 293, 9769]	C₃ x C₇₅		108)	[9769, 586, 46773]	C₃ x C₇₅
94)	[5281, 559, 13428]	C₃ x C₇₅		---)	[373, 1118, 258769]	C₇₅
95)	[5333, 1018, 67093]	C₃ x C₇₅		---)	[397, 509, 47997]	C₇₅
96)	[5333, 109, 1637]	C₃ x C₇₅		---)	[1637, 218, 5333]	C₇₅
97)	[5477, 677, 47489]	C₃ x C₇₅		---)	[281, 1259, 21908]	C₇₅
98)	[5557, 7385, 18517]	C₃ x C₇₅		142)	[18517, 9029, 5340277]	C₃ x C₇₅
99)	[5653, 3869, 3627817]	C₃ x C₇₅		121)	[12553, 7738, 457893]	C₃ x C₇₅
100)	[5821, 1741, 232425]	C₃ x C₇₅		---)	[1033, 1931, 93136]	C₇₅
101)	[5849, 1710, 637441]	C₃ x C₇₅		123)	[13009, 855, 23396]	C₃ x C₇₅
102)	[6197, 330, 2437]	C₃ x C₇₅		68)	[2437, 165, 6197]	C₃ x C₇₅
103)	[6733, 1557, 402389]	C₃ x C₇₅		67)	[2381, 3114, 814693]	C₃ x C₇₅
104)	[9281, 3999, 2547844]	C₃ x C₇₅		---)	[3769, 4835, 5345856]	C₇₅
105)	[9293, 401, 37877]	C₃ x C₇₅		---)	[773, 802, 9293]	C₇₅
106)	[9749, 101, 113]	C₃ x C₇₅		---)	[113, 202, 9749]	C₇₅
107)	[9749, 1757, 67397]	C₃ x C₇₅		---)	[557, 2321, 477701]	C₇₅
108)	[9769, 586, 46773]	C₃ x C₇₅		93)	[5197, 293, 9769]	C₃ x C₇₅
109)	[10069, 237, 11525]	C₃ x C₇₅		---)	[461, 474, 10069]	C₇₅
110)	[10133, 4417, 1409453]	C₃ x C₇₅		90)	[4877, 6205, 1226093]	C₃ x C₇₅
111)	[10301, 977, 30037]	C₃ x C₇₅		---)	[613, 1954, 834381]	C₇₅
112)	[10301, 2641, 134189]	C₃ x C₇₅		---)	[1109, 2245, 1246421]	C₇₅
113)	[10457, 1135, 5732]	C₃ x C₇₅		---)	[1433, 2270, 1265297]	C₇₅
114)	[10733, 105, 73]	C₃ x C₇₅		---)	[73, 210, 10733]	C₇₅
115)	[10889, 1831, 770084]	C₃ x C₇₅		---)	[3929, 3662, 272225]	C₇₅
116)	[11057, 383, 33908]	C₃ x C₇₅		---)	[173, 766, 11057]	C₇₅
117)	[11197, 217, 8973]	C₃ x C₇₅		---)	[997, 434, 11197]	C₇₅
118)	[11777, 1879, 879716]	C₃ x C₇₅		48)	[761, 2659, 753728]	C₃ x C₇₅
119)	[11821, 442, 1557]	C₃ x C₇₅		---)	[173, 221, 11821]	C₇₅
120)	[12049, 1722, 693125]	C₃ x C₇₅		51)	[1109, 861, 12049]	C₃ x C₇₅
121)	[12553, 7738, 457893]	C₃ x C₇₅		99)	[5653, 3869, 3627817]	C₃ x C₇₅
122)	[12641, 175, 4496]	C₃ x C₇₅		38)	[281, 350, 12641]	C₃ x C₇₅
123)	[13009, 855, 23396]	C₃ x C₇₅		101)	[5849, 1710, 637441]	C₃ x C₇₅
124)	[13093, 3281, 305041]	C₃ x C₇₅		69)	[2521, 5767, 1885392]	C₃ x C₇₅
125)	[13421, 594, 34525]	C₃ x C₇₅		59)	[1381, 297, 13421]	C₃ x C₇₅
126)	[13537, 5639, 4264132]	C₃ x C₇₅		---)	[2953, 4499, 216592]	C₇₅
127)	[13877, 1150, 108593]	C₃ x C₇₅		---)	[113, 575, 55508]	C₇₅
128)	[13921, 3459, 1734800]	C₃ x C₇₅		84)	[4337, 6918, 5025481]	C₃ x C₇₅
129)	[14389, 401, 7825]	C₃ x C₇₅		---)	[313, 802, 129501]	C₇₅
130)	[14717, 4226, 4405901]	C₃ x C₇₅		72)	[2621, 2113, 14717]	C₃ x C₇₅
131)	[14969, 1379, 172288]	C₃ x C₇₅		---)	[673, 2758, 1212489]	C₇₅
132)	[15061, 669, 108125]	C₃ x C₇₅		---)	[173, 1338, 15061]	C₇₅
133)	[15077, 1237, 77233]	C₃ x C₇₅		40)	[457, 2474, 1221237]	C₃ x C₇₅
134)	[15749, 2433, 58525]	C₃ x C₇₅		66)	[2341, 4866, 5685389]	C₃ x C₇₅
135)	[16033, 2819, 539712]	C₃ x C₇₅		50)	[937, 3799, 64132]	C₃ x C₇₅
136)	[16369, 2803, 486900]	C₃ x C₇₅		---)	[541, 2405, 802081]	C₇₅
137)	[16477, 389, 757]	C₃ x C₇₅		---)	[757, 778, 148293]	C₇₅
138)	[16937, 2203, 1005824]	C₃ x C₇₅		81)	[3929, 4406, 829913]	C₃ x C₇₅
139)	[17117, 1389, 375349]	C₃ x C₇₅		64)	[2221, 2778, 427925]	C₃ x C₇₅
140)	[18181, 3309, 1423793]	C₃ x C₇₅		42)	[593, 2139, 72724]	C₃ x C₇₅
141)	[18269, 861, 71149]	C₃ x C₇₅		---)	[421, 1722, 456725]	C₇₅
142)	[18517, 9029, 5340277]	C₃ x C₇₅		98)	[5557, 7385, 18517]	C₃ x C₇₅
143)	[21589, 717, 123125]	C₃ x C₇₅		---)	[197, 1434, 21589]	C₇₅
144)	[22229, 677, 109025]	C₃ x C₇₅		---)	[89, 1354, 22229]	C₇₅
145)	[22469, 698, 31925]	C₃ x C₇₅		55)	[1277, 349, 22469]	C₃ x C₇₅
146)	[22717, 1566, 249617]	C₃ x C₇₅		---)	[113, 783, 90868]	C₇₅	■
147)	[22769, 2971, 151808]	C₃ x C₇₅		---)	[593, 3151, 91076]	C₇₅
148)	[24197, 786, 57661]	C₃ x C₇₅		---)	[109, 393, 24197]	C₇₅
149)	[24749, 1089, 290293]	C₃ x C₇₅		---)	[157, 1981, 222741]	C₇₅
150)	[26489, 535, 11956]	C₃ x C₇₅		---)	[61, 1070, 238401]	C₇₅
151)	[27617, 751, 134096]	C₃ x C₇₅		---)	[29, 557, 27617]	C₇₅
152)	[28097, 706, 12221]	C₃ x C₇₅		---)	[101, 353, 28097]	C₇₅
153)	[28657, 1358, 2529]	C₃ x C₇₅		---)	[281, 679, 114628]	C₇₅	■
154)	[29569, 539, 6100]	C₃ x C₇₅		---)	[61, 1078, 266121]	C₇₅
155)	[30677, 461, 45461]	C₃ x C₇₅		---)	[269, 922, 30677]	C₇₅
156)	[31121, 947, 29696]	C₃ x C₇₅		---)	[29, 497, 31121]	C₇₅
157)	[31513, 1571, 230976]	C₃ x C₇₅		---)	[401, 3142, 1544137]	C₅ x C₇₅
158)	[31793, 707, 53428]	C₃ x C₇₅		---)	[37, 873, 31793]	C₇₅
159)	[32077, 1542, 81209]	C₃ x C₇₅		37)	[281, 771, 128308]	C₃ x C₇₅
160)	[32413, 730, 3573]	C₃ x C₇₅		---)	[397, 365, 32413]	C₇₅
161)	[34693, 2242, 7693]	C₃ x C₇₅		26)	[157, 1121, 312237]	C₃ x C₇₅
162)	[36469, 213, 2225]	C₃ x C₇₅		---)	[89, 426, 36469]	C₇₅
163)	[36677, 1341, 277]	C₃ x C₇₅		---)	[277, 2682, 1797173]	C₇₅
164)	[38921, 355, 21776]	C₃ x C₇₅		---)	[1361, 710, 38921]	C₇₅
165)	[39937, 1299, 172244]	C₃ x C₇₅		25)	[149, 2598, 998425]	C₃ x C₇₅
166)	[41813, 429, 35557]	C₃ x C₇₅		---)	[37, 858, 41813]	C₇₅
167)	[44381, 3149, 1136525]	C₃ x C₇₅		36)	[269, 2093, 44381]	C₃ x C₇₅
168)	[45361, 487, 47952]	C₃ x C₇₅		---)	[37, 974, 45361]	C₇₅
169)	[45541, 1089, 11849]	C₃ x C₇₅		---)	[41, 859, 182164]	C₇₅
170)	[48481, 237, 1922]	C₃ x C₇₅		---)	[8, 474, 48481]	C₇₅
171)	[49757, 281, 7301]	C₃ x C₇₅		---)	[149, 562, 49757]	C₇₅
172)	[56489, 799, 32500]	C₃ x C₇₅		---)	[13, 477, 56489]	C₇₅
173)	[59233, 755, 9232]	C₃ x C₇₅		---)	[577, 1510, 533097]	C₅₂₅
174)	[65981, 257, 17]	C₃ x C₇₅		---)	[17, 514, 65981]	C₇₅
175)	[66529, 2222, 169857]	C₃ x C₇₅		---)	[233, 1111, 266116]	C₇₅
176)	[74713, 1199, 191296]	C₃ x C₇₅		---)	[61, 1933, 672417]	C₇₅
177)	[79561, 1138, 5517]	C₃ x C₇₅		43)	[613, 569, 79561]	C₃ x C₇₅
178)	[81629, 1154, 6413]	C₃ x C₇₅		---)	[53, 577, 81629]	C₇₅
179)	[85517, 1202, 19133]	C₃ x C₇₅		---)	[53, 601, 85517]	C₇₅
180)	[86113, 1282, 66429]	C₃ x C₇₅		---)	[61, 641, 86113]	C₇₅
181)	[87041, 317, 3362]	C₃ x C₇₅		---)	[8, 634, 87041]	C₇₅
182)	[93281, 359, 8900]	C₃ x C₇₅		---)	[89, 718, 93281]	C₇₅
183)	[96377, 419, 19796]	C₃ x C₇₅		19)	[101, 838, 96377]	C₃ x C₇₅
184)	[103841, 1643, 25856]	C₃ x C₇₅		20)	[101, 3286, 2596025]	C₃ x C₇₅
185)	[110921, 611, 65600]	C₃ x C₇₅		---)	[41, 1222, 110921]	C₇₅
186)	[113153, 445, 21218]	C₃ x C₇₅		---)	[8, 890, 113153]	C₇₅
187)	[129313, 431, 14112]	C₃ x C₇₅		---)	[8, 862, 129313]	C₇₅
188)	[138629, 1217, 58357]	C₃ x C₇₅		---)	[13, 753, 138629]	C₇₅
189)	[142657, 1471, 505296]	C₃ x C₇₅		15)	[29, 1437, 142657]	C₃ x C₇₅
190)	[150833, 3822, 1238593]	C₃ x C₇₅		---)	[97, 1911, 603332]	C₇₅
191)	[167341, 745, 96921]	C₃ x C₇₅		18)	[89, 1490, 167341]	C₃ x C₇₅
192)	[179089, 463, 8820]	C₃ x C₇₅		---)	[5, 926, 179089]	C₇₅
193)	[193013, 901, 154697]	C₃ x C₇₅		21)	[113, 1802, 193013]	C₃ x C₇₅
194)	[304609, 583, 8820]	C₃ x C₇₅		---)	[5, 1166, 304609]	C₇₅
195)	[394489, 739, 37908]	C₃ x C₇₅		---)	[13, 1478, 394489]	C₇₅
196)	[404029, 649, 4293]	C₃ x C₇₅		16)	[53, 1298, 404029]	C₃ x C₇₅
197)	[434201, 763, 36992]	C₃ x C₇₅		---)	[8, 1526, 434201]	C₇₅
198)	[441229, 673, 2925]	C₃ x C₇₅		---)	[13, 1346, 441229]	C₇₅
199)	[447901, 761, 32805]	C₃ x C₇₅		---)	[5, 1473, 447901]	C₇₅
200)	[470089, 1467, 420500]	C₃ x C₇₅		---)	[5, 1501, 470089]	C₇₅
201)	[475529, 803, 42320]	C₃ x C₇₅		---)	[5, 1489, 475529]	C₇₅
202)	[493217, 775, 26852]	C₃ x C₇₅		24)	[137, 1550, 493217]	C₃ x C₇₅
203)	[501089, 847, 54080]	C₃ x C₇₅		---)	[5, 1501, 501089]	C₇₅
204)	[503593, 729, 6962]	C₃ x C₇₅		---)	[8, 1458, 503593]	C₇₅
205)	[516689, 1367, 338000]	C₃ x C₇₅		---)	[5, 1501, 516689]	C₇₅
206)	[531689, 761, 11858]	C₃ x C₇₅		---)	[8, 1522, 531689]	C₇₅
207)	[561553, 751, 612]	C₃ x C₇₅		---)	[17, 1502, 561553]	C₇₅
208)	[579721, 873, 45602]	C₃ x C₇₅		---)	[8, 1746, 579721]	C₇₅
209)	[627041, 1071, 130000]	C₃ x C₇₅		12)	[13, 2142, 627041]	C₃ x C₇₅
210)	[628841, 793, 2]	C₃ x C₇₅		---)	[8, 1586, 628841]	C₇₅
211)	[642217, 803, 648]	C₃ x C₇₅		---)	[8, 1606, 642217]	C₇₅
212)	[651109, 1397, 325125]	C₃ x C₇₅		---)	[5, 1641, 651109]	C₇₅	■
213)	[661993, 819, 2192]	C₃ x C₇₅		23)	[137, 1638, 661993]	C₃ x C₇₅
214)	[676297, 1027, 94608]	C₃ x C₇₅		---)	[73, 2054, 676297]	C₇₅
215)	[685381, 1109, 136125]	C₃ x C₇₅		---)	[5, 1677, 685381]	C₇₅	■
216)	[691241, 1171, 170000]	C₃ x C₇₅		---)	[17, 2342, 691241]	C₇₅
217)	[739909, 1317, 248645]	C₃ x C₇₅		---)	[5, 1721, 739909]	C₇₅	■
218)	[744829, 1353, 271445]	C₃ x C₇₅		---)	[5, 1729, 744829]	C₇₅	■
219)	[759833, 1019, 69632]	C₃ x C₇₅		---)	[17, 2038, 759833]	C₇₅
220)	[768881, 895, 8036]	C₃ x C₇₅		---)	[41, 1790, 768881]	C₇₅
221)	[882449, 943, 1700]	C₃ x C₇₅		---)	[17, 1886, 882449]	C₇₅
222)	[952349, 1577, 383645]	C₃ x C₇₅		---)	[5, 1961, 952349]	C₇₅
223)	[959489, 983, 1700]	C₃ x C₇₅		---)	[17, 1966, 959489]	C₇₅
224)	[1033493, 1037, 10469]	C₃ x C₇₅		14)	[29, 2074, 1033493]	C₃ x C₇₅
225)	[1055609, 1153, 68450]	C₃ x C₇₅		---)	[8, 2306, 1055609]	C₇₅
226)	[1059833, 1099, 36992]	C₃ x C₇₅		---)	[8, 2198, 1059833]	C₇₅
227)	[1174601, 1123, 21632]	C₃ x C₇₅		---)	[8, 2246, 1174601]	C₇₅
228)	[1184537, 1147, 32768]	C₃ x C₇₅		---)	[8, 2294, 1184537]	C₇₅
229)	[1370069, 1757, 429245]	C₃ x C₇₅		---)	[5, 2341, 1370069]	C₇₅
230)	[1441933, 1201, 117]	C₃ x C₇₅		---)	[13, 2402, 1441933]	C₇₅
231)	[1568921, 1297, 28322]	C₃ x C₇₅		---)	[8, 2594, 1568921]	C₇₅
232)	[1785293, 4733, 1583413]	C₃ x C₇₅		10)	[13, 2673, 1785293]	C₃ x C₇₅
233)	[2347001, 1739, 169280]	C₃ x C₇₅		2)	[5, 3377, 2347001]	C₃ x C₇₅
234)	[2485489, 1703, 103680]	C₃ x C₇₅		3)	[5, 3406, 2485489]	C₃ x C₇₅
235)	[4209109, 2877, 1017005]	C₃ x C₇₅		1)	[5, 4121, 4209109]	C₃ x C₇₅
236)	[4856777, 2467, 307328]	C₃ x C₇₅		6)	[8, 4934, 4856777]	C₃ x C₇₅
237)	[6410137, 3067, 749088]	C₃ x C₇₅		8)	[8, 6134, 6410137]	C₃ x C₇₅
238)	[9538889, 3139, 78608]	C₃ x C₇₅		13)	[17, 6278, 9538889]	C₃ x C₇₅

Class number: [Non-normal] [Cyclic]

Class group C3 x C75 non-normal (D4) quartic CM field invariants: 238 fields

Class group C₃ x C₇₅ non-normal (D₄) quartic CM field invariants: 238 fields