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, 10726, 26961769]	C₇₀₇		213)	[26961769, 5363, 450000]	C₇₀₇
2)	[5, 6158, 9454321]	C₇₀₇		201)	[9454321, 3079, 6480]	C₇₀₇
3)	[5, 9974, 22278169]	C₇₀₇		211)	[22278169, 4987, 648000]	C₇₀₇
4)	[5, 7881, 12808009]	C₇₀₇		207)	[12808009, 4067, 933120]	C₇₀₇
5)	[5, 10534, 27709289]	C₇₀₇		---)	[27709289, 5267, 8000]	C₂₁₂₁
6)	[5, 6398, 8881601]	C₇₀₇		---)	[8881601, 3199, 338000]	C₂₁₂₁
7)	[5, 6878, 11823841]	C₇₀₇		---)	[11823841, 3439, 720]	C₂₁₂₁
8)	[5, 8558, 18304721]	C₇₀₇		---)	[18304721, 4279, 1280]	C₃₅₃₅
9)	[5, 9902, 24120401]	C₇₀₇		---)	[24120401, 4951, 98000]	C₂₁₂₁
10)	[5, 11926, 35165369]	C₇₀₇		215)	[35165369, 5963, 98000]	C₇₀₇
11)	[5, 7262, 12351841]	C₇₀₇		205)	[12351841, 3631, 208080]	C₇₀₇
12)	[8, 4874, 4103441]	C₇₀₇		188)	[4103441, 2437, 458882]	C₇₀₇
13)	[8, 3934, 3609889]	C₇₀₇		---)	[3609889, 1967, 64800]	C₂₁₂₁
14)	[8, 4798, 4695233]	C₇₀₇		189)	[4695233, 2399, 264992]	C₇₀₇
15)	[8, 5998, 8453201]	C₇₀₇		199)	[8453201, 2999, 135200]	C₇₀₇
16)	[8, 7822, 9323953]	C₇₀₇		200)	[9323953, 3911, 1492992]	C₇₀₇
17)	[8, 8062, 10053761]	C₇₀₇		203)	[10053761, 4031, 1548800]	C₇₀₇
18)	[8, 6718, 11098049]	C₇₀₇		204)	[11098049, 3359, 46208]	C₇₀₇
19)	[8, 5470, 7314337]	C₇₀₇		195)	[7314337, 2735, 41472]	C₇₀₇
20)	[8, 5482, 3911153]	C₇₀₇		187)	[3911153, 2741, 900482]	C₇₀₇
21)	[8, 3918, 3786481]	C₇₀₇		185)	[3786481, 1959, 12800]	C₇₀₇
22)	[8, 7054, 12402737]	C₇₀₇		206)	[12402737, 3527, 9248]	C₇₀₇
23)	[8, 4190, 3725473]	C₇₀₇		184)	[3725473, 2095, 165888]	C₇₀₇
24)	[8, 5402, 4190369]	C₇₀₇		---)	[4190369, 2701, 776258]	C₆₃₆₃
25)	[8, 4910, 5363473]	C₇₀₇		192)	[5363473, 2455, 165888]	C₇₀₇
26)	[8, 4126, 3882721]	C₇₀₇		186)	[3882721, 2063, 93312]	C₇₀₇
27)	[13, 7334, 13327081]	C₇₀₇		208)	[13327081, 3667, 29952]	C₇₀₇
28)	[13, 9998, 24870193]	C₇₀₇		212)	[24870193, 4999, 29952]	C₇₀₇
29)	[29, 2422, 1428937]	C₇₀₇		180)	[1428937, 1211, 9396]	C₇₀₇
30)	[29, 4454, 4929833]	C₇₀₇		190)	[4929833, 2227, 7424]	C₇₀₇
31)	[29, 3414, 2884153]	C₇₀₇		183)	[2884153, 1707, 7424]	C₇₀₇
32)	[41, 10166, 25826393]	C₇₀₇		---)	[25826393, 5083, 2624]	C₂₁₂₁
33)	[41, 10246, 26234633]	C₇₀₇		---)	[26234633, 5123, 2624]	C₂₈₉₈₇
34)	[61, 4862, 5593537]	C₇₀₇		193)	[5593537, 2431, 79056]	C₇₀₇
35)	[61, 3078, 1369097]	C₇₀₇		179)	[1369097, 1539, 249856]	C₇₀₇
36)	[61, 1918, 603457]	C₇₀₇		---)	[603457, 959, 79056]	C₂₁₂₁
37)	[73, 2334, 165857]	C₇₀₇		154)	[165857, 1167, 299008]	C₇₀₇
38)	[73, 2178, 1101533]	C₇₀₇		---)	[1101533, 1089, 21097]	C₂₁₂₁
39)	[89, 7478, 13615577]	C₇₀₇		209)	[13615577, 3739, 91136]	C₇₀₇
40)	[89, 6806, 8299513]	C₇₀₇		197)	[8299513, 3403, 820224]	C₇₀₇
41)	[89, 2762, 1889717]	C₇₀₇		182)	[1889717, 1381, 4361]	C₇₀₇
42)	[89, 11846, 34939529]	C₇₀₇		214)	[34939529, 5923, 35600]	C₇₀₇
43)	[97, 5910, 8427833]	C₇₀₇		198)	[8427833, 2955, 76048]	C₇₀₇
44)	[97, 5670, 7639913]	C₇₀₇		196)	[7639913, 2835, 99328]	C₇₀₇
45)	[97, 1818, 816581]	C₇₀₇		174)	[816581, 909, 2425]	C₇₀₇
46)	[109, 3054, 545873]	C₇₀₇		168)	[545873, 1527, 446464]	C₇₀₇
47)	[109, 1926, 920393]	C₇₀₇		---)	[920393, 963, 1744]	C₂₁₂₁
48)	[109, 5870, 6354001]	C₇₀₇		194)	[6354001, 2935, 565056]	C₇₀₇
49)	[113, 6806, 9490361]	C₇₀₇		202)	[9490361, 3403, 522512]	C₇₀₇
50)	[113, 766, 139457]	C₇₀₇		152)	[139457, 383, 1808]	C₇₀₇
51)	[137, 1243, 353348]	C₇₀₇		---)	[88337, 2486, 131657]	C₂₁₂₁
52)	[137, 4646, 4966697]	C₇₀₇		191)	[4966697, 2323, 107408]	C₇₀₇
53)	[137, 7526, 13730537]	C₇₀₇		210)	[13730537, 3763, 107408]	C₇₀₇
54)	[157, 2262, 1118393]	C₇₀₇		---)	[1118393, 1131, 40192]	C₂₁₂₁
55)	[173, 1750, 721337]	C₇₀₇		172)	[721337, 875, 11072]	C₇₀₇
56)	[173, 1630, 653153]	C₇₀₇		170)	[653153, 815, 2768]	C₇₀₇
57)	[181, 2070, 885881]	C₇₀₇		---)	[885881, 1035, 46336]	C₃₅₃₅
58)	[193, 406, 13417]	C₇₀₇		126)	[13417, 203, 6948]	C₇₀₇
59)	[197, 2294, 1265177]	C₇₀₇		178)	[1265177, 1147, 12608]	C₇₀₇
60)	[233, 3022, 2223473]	C₇₀₇		147)	[45377, 1511, 14912]	C₇₀₇
61)	[397, 1938, 937373]	C₇₀₇		175)	[937373, 969, 397]	C₇₀₇
62)	[421, 789, 150473]	C₇₀₇		153)	[150473, 1578, 20629]	C₇₀₇
63)	[433, 510, 37313]	C₇₀₇		145)	[37313, 255, 6928]	C₇₀₇
64)	[461, 1286, 295433]	C₇₀₇		161)	[295433, 643, 29504]	C₇₀₇
65)	[509, 886, 122953]	C₇₀₇		---)	[122953, 443, 18324]	C₂₁₂₁
66)	[509, 1342, 319937]	C₇₀₇		162)	[319937, 671, 32576]	C₇₀₇
67)	[557, 5150, 606113]	C₇₀₇		169)	[606113, 2575, 1506128]	C₇₀₇
68)	[569, 2534, 1568873]	C₇₀₇		181)	[1568873, 1267, 9104]	C₇₀₇
69)	[577, 1458, 529133]	C₇₀₇		---)	[4373, 729, 577]	C₁₀₁
70)	[593, 1066, 281717]	C₇₀₇		159)	[281717, 533, 593]	C₇₀₇
71)	[613, 1782, 166169]	C₇₀₇		155)	[166169, 891, 156928]	C₇₀₇
72)	[673, 1602, 186653]	C₇₀₇		156)	[186653, 801, 113737]	C₇₀₇
73)	[677, 1222, 329993]	C₇₀₇		163)	[329993, 611, 10832]	C₇₀₇
74)	[701, 2414, 335249]	C₇₀₇		164)	[335249, 1207, 280400]	C₇₀₇
75)	[757, 633, 95441]	C₇₀₇		151)	[95441, 1266, 18925]	C₇₀₇
76)	[769, 2631, 761408]	C₇₀₇		123)	[11897, 1811, 150724]	C₇₀₇
77)	[773, 646, 91961]	C₇₀₇		150)	[91961, 323, 3092]	C₇₀₇
78)	[929, 2134, 1079033]	C₇₀₇		177)	[1079033, 1067, 14864]	C₇₀₇
79)	[941, 1073, 287597]	C₇₀₇		160)	[287597, 2146, 941]	C₇₀₇
80)	[1021, 513, 65537]	C₇₀₇		---)	[65537, 1026, 1021]	C₇ x C₂₁₂₁
81)	[1021, 1341, 443189]	C₇₀₇		---)	[443189, 2682, 25525]	C₂₁₂₁
82)	[1021, 3109, 2230393]	C₇₀₇		---)	[18433, 3479, 588096]	C₃₅₃₅
83)	[1117, 969, 234461]	C₇₀₇		157)	[234461, 1938, 1117]	C₇₀₇
84)	[1181, 1058, 161741]	C₇₀₇		---)	[161741, 529, 29525]	C₂₁₂₁
85)	[1553, 682, 60373]	C₇₀₇		148)	[60373, 341, 13977]	C₇₀₇
86)	[1637, 1306, 262709]	C₇₀₇		158)	[262709, 653, 40925]	C₇₀₇
87)	[1741, 1706, 664933]	C₇₀₇		171)	[664933, 853, 15669]	C₇₀₇
88)	[1877, 1730, 380333]	C₇₀₇		165)	[380333, 865, 91973]	C₇₀₇
89)	[2017, 2183, 1150528]	C₇₀₇		136)	[17977, 4366, 163377]	C₇₀₇
90)	[2161, 1163, 272772]	C₇₀₇		120)	[7577, 2326, 261481]	C₇₀₇
91)	[2333, 934, 68777]	C₇₀₇		149)	[68777, 467, 37328]	C₇₀₇
92)	[2549, 4078, 2689297]	C₇₀₇		131)	[15913, 2039, 367056]	C₇₀₇
93)	[2549, 3893, 3094897]	C₇₀₇		138)	[18313, 7467, 2946644]	C₇₀₇
94)	[2729, 5542, 299225]	C₇₀₇		124)	[11969, 2771, 1844804]	C₇₀₇
95)	[2953, 4018, 3079309]	C₇₀₇		---)	[5821, 2009, 239193]	C₂₁₂₁
96)	[3049, 4738, 233725]	C₇₀₇		122)	[9349, 2369, 1344609]	C₇₀₇
97)	[3109, 5129, 6557229]	C₇₀₇		129)	[14869, 6829, 10822429]	C₇₀₇
98)	[3169, 819, 71828]	C₇₀₇		---)	[17957, 1638, 383449]	C₇ x C₇₀₇
99)	[3209, 2943, 1875700]	C₇₀₇		140)	[18757, 5886, 1158449]	C₇₀₇
100)	[3301, 3001, 105025]	C₇₀₇		104)	[4201, 2671, 1320400]	C₇₀₇
101)	[3541, 4421, 168813]	C₇₀₇		139)	[18757, 7529, 14054229]	C₇₀₇
102)	[3617, 482, 43613]	C₇₀₇		146)	[43613, 241, 3617]	C₇₀₇
103)	[3697, 6131, 6993316]	C₇₀₇		128)	[14449, 4507, 133092]	C₇₀₇
104)	[4201, 2671, 1320400]	C₇₀₇		100)	[3301, 3001, 105025]	C₇₀₇
105)	[4241, 1871, 874100]	C₇₀₇		121)	[8741, 3742, 4241]	C₇₀₇
106)	[4673, 3018, 15349]	C₇₀₇		---)	[15349, 1509, 565433]	C₂₁₂₁
107)	[4721, 838, 100025]	C₇₀₇		---)	[4001, 419, 18884]	C₂₁₂₁
108)	[4789, 2245, 109449]	C₇₀₇		---)	[12161, 4490, 4602229]	C₇₇₇₇
109)	[4793, 6871, 58612]	C₇₀₇		---)	[14653, 8445, 1385177]	C₂₁₂₁
110)	[4813, 9409, 17356621]	C₇₀₇		137)	[18061, 7349, 7320573]	C₇₀₇
111)	[5189, 10181, 21698425]	C₇₀₇		134)	[17713, 5219, 747216]	C₇₀₇
112)	[5437, 7569, 2055209]	C₇₀₇		---)	[12161, 4371, 4262608]	C₇₇₇₇
113)	[5441, 5207, 1031156]	C₇₀₇		---)	[5261, 3013, 658361]	C₂₁₂₁
114)	[5449, 3346, 161613]	C₇₀₇		---)	[17957, 1673, 659329]	C₇ x C₇₀₇
115)	[5557, 2273, 123273]	C₇₀₇		127)	[13697, 4546, 4673437]	C₇₀₇
116)	[5573, 646, 15161]	C₇₀₇		130)	[15161, 323, 22292]	C₇₀₇
117)	[5653, 2461, 155997]	C₇₀₇		133)	[17333, 4922, 5432533]	C₇₀₇
118)	[5717, 6609, 10678177]	C₇₀₇		125)	[12697, 5875, 3292992]	C₇₀₇
119)	[5801, 4994, 6026173]	C₇₀₇		132)	[16693, 2497, 52209]	C₇₀₇
120)	[7577, 2326, 261481]	C₇₀₇		90)	[2161, 1163, 272772]	C₇₀₇
121)	[8741, 3742, 4241]	C₇₀₇		105)	[4241, 1871, 874100]	C₇₀₇
122)	[9349, 2369, 1344609]	C₇₀₇		96)	[3049, 4738, 233725]	C₇₀₇
123)	[11897, 1811, 150724]	C₇₀₇		76)	[769, 2631, 761408]	C₇₀₇
124)	[11969, 2771, 1844804]	C₇₀₇		94)	[2729, 5542, 299225]	C₇₀₇
125)	[12697, 5875, 3292992]	C₇₀₇		118)	[5717, 6609, 10678177]	C₇₀₇
126)	[13417, 203, 6948]	C₇₀₇		58)	[193, 406, 13417]	C₇₀₇
127)	[13697, 4546, 4673437]	C₇₀₇		115)	[5557, 2273, 123273]	C₇₀₇
128)	[14449, 4507, 133092]	C₇₀₇		103)	[3697, 6131, 6993316]	C₇₀₇
129)	[14869, 6829, 10822429]	C₇₀₇		97)	[3109, 5129, 6557229]	C₇₀₇
130)	[15161, 323, 22292]	C₇₀₇		116)	[5573, 646, 15161]	C₇₀₇
131)	[15913, 2039, 367056]	C₇₀₇		92)	[2549, 4078, 2689297]	C₇₀₇
132)	[16693, 2497, 52209]	C₇₀₇		119)	[5801, 4994, 6026173]	C₇₀₇
133)	[17333, 4922, 5432533]	C₇₀₇		117)	[5653, 2461, 155997]	C₇₀₇
134)	[17713, 5219, 747216]	C₇₀₇		111)	[5189, 10181, 21698425]	C₇₀₇
135)	[17957, 2485, 246413]	C₇₀₇		---)	[293, 1345, 17957]	C₁₀₁
136)	[17977, 4366, 163377]	C₇₀₇		89)	[2017, 2183, 1150528]	C₇₀₇
137)	[18061, 7349, 7320573]	C₇₀₇		110)	[4813, 9409, 17356621]	C₇₀₇
138)	[18313, 7467, 2946644]	C₇₀₇		93)	[2549, 3893, 3094897]	C₇₀₇
139)	[18757, 7529, 14054229]	C₇₀₇		101)	[3541, 4421, 168813]	C₇₀₇
140)	[18757, 5886, 1158449]	C₇₀₇		99)	[3209, 2943, 1875700]	C₇₀₇
141)	[26317, 737, 129213]	C₇₀₇		---)	[293, 1474, 26317]	C₁₀₁
142)	[26713, 831, 5684]	C₇₀₇		---)	[29, 729, 26713]	C₁₀₁
143)	[30817, 1630, 171153]	C₇₀₇		---)	[2113, 815, 123268]	C₁₀₁
144)	[33941, 641, 26353]	C₇₀₇		---)	[73, 1282, 305469]	C₁₀₁
145)	[37313, 255, 6928]	C₇₀₇		63)	[433, 510, 37313]	C₇₀₇
146)	[43613, 241, 3617]	C₇₀₇		102)	[3617, 482, 43613]	C₇₀₇
147)	[45377, 1511, 14912]	C₇₀₇		60)	[233, 3022, 2223473]	C₇₀₇
148)	[60373, 341, 13977]	C₇₀₇		85)	[1553, 682, 60373]	C₇₀₇
149)	[68777, 467, 37328]	C₇₀₇		91)	[2333, 934, 68777]	C₇₀₇
150)	[91961, 323, 3092]	C₇₀₇		77)	[773, 646, 91961]	C₇₀₇
151)	[95441, 1266, 18925]	C₇₀₇		75)	[757, 633, 95441]	C₇₀₇
152)	[139457, 383, 1808]	C₇₀₇		50)	[113, 766, 139457]	C₇₀₇
153)	[150473, 1578, 20629]	C₇₀₇		62)	[421, 789, 150473]	C₇₀₇
154)	[165857, 1167, 299008]	C₇₀₇		37)	[73, 2334, 165857]	C₇₀₇
155)	[166169, 891, 156928]	C₇₀₇		71)	[613, 1782, 166169]	C₇₀₇
156)	[186653, 801, 113737]	C₇₀₇		72)	[673, 1602, 186653]	C₇₀₇
157)	[234461, 1938, 1117]	C₇₀₇		83)	[1117, 969, 234461]	C₇₀₇
158)	[262709, 653, 40925]	C₇₀₇		86)	[1637, 1306, 262709]	C₇₀₇
159)	[281717, 533, 593]	C₇₀₇		70)	[593, 1066, 281717]	C₇₀₇
160)	[287597, 2146, 941]	C₇₀₇		79)	[941, 1073, 287597]	C₇₀₇
161)	[295433, 643, 29504]	C₇₀₇		64)	[461, 1286, 295433]	C₇₀₇
162)	[319937, 671, 32576]	C₇₀₇		66)	[509, 1342, 319937]	C₇₀₇
163)	[329993, 611, 10832]	C₇₀₇		73)	[677, 1222, 329993]	C₇₀₇
164)	[335249, 1207, 280400]	C₇₀₇		74)	[701, 2414, 335249]	C₇₀₇
165)	[380333, 865, 91973]	C₇₀₇		88)	[1877, 1730, 380333]	C₇₀₇
166)	[470209, 727, 14580]	C₇₀₇		---)	[5, 1454, 470209]	C₁₀₁
167)	[521369, 787, 24500]	C₇₀₇		---)	[5, 1574, 521369]	C₁₀₁
168)	[545873, 1527, 446464]	C₇₀₇		46)	[109, 3054, 545873]	C₇₀₇
169)	[606113, 2575, 1506128]	C₇₀₇		67)	[557, 5150, 606113]	C₇₀₇
170)	[653153, 815, 2768]	C₇₀₇		56)	[173, 1630, 653153]	C₇₀₇
171)	[664933, 853, 15669]	C₇₀₇		87)	[1741, 1706, 664933]	C₇₀₇
172)	[721337, 875, 11072]	C₇₀₇		55)	[173, 1750, 721337]	C₇₀₇
173)	[801001, 899, 1800]	C₇₀₇		---)	[8, 1798, 801001]	C₁₀₁
174)	[816581, 909, 2425]	C₇₀₇		45)	[97, 1818, 816581]	C₇₀₇
175)	[937373, 969, 397]	C₇₀₇		61)	[397, 1938, 937373]	C₇₀₇
176)	[1033061, 1541, 335405]	C₇₀₇		---)	[5, 2033, 1033061]	C₁₀₁
177)	[1079033, 1067, 14864]	C₇₀₇		78)	[929, 2134, 1079033]	C₇₀₇
178)	[1265177, 1147, 12608]	C₇₀₇		59)	[197, 2294, 1265177]	C₇₀₇
179)	[1369097, 1539, 249856]	C₇₀₇		35)	[61, 3078, 1369097]	C₇₀₇
180)	[1428937, 1211, 9396]	C₇₀₇		29)	[29, 2422, 1428937]	C₇₀₇
181)	[1568873, 1267, 9104]	C₇₀₇		68)	[569, 2534, 1568873]	C₇₀₇
182)	[1889717, 1381, 4361]	C₇₀₇		41)	[89, 2762, 1889717]	C₇₀₇
183)	[2884153, 1707, 7424]	C₇₀₇		31)	[29, 3414, 2884153]	C₇₀₇
184)	[3725473, 2095, 165888]	C₇₀₇		23)	[8, 4190, 3725473]	C₇₀₇
185)	[3786481, 1959, 12800]	C₇₀₇		21)	[8, 3918, 3786481]	C₇₀₇
186)	[3882721, 2063, 93312]	C₇₀₇		26)	[8, 4126, 3882721]	C₇₀₇
187)	[3911153, 2741, 900482]	C₇₀₇		20)	[8, 5482, 3911153]	C₇₀₇
188)	[4103441, 2437, 458882]	C₇₀₇		12)	[8, 4874, 4103441]	C₇₀₇
189)	[4695233, 2399, 264992]	C₇₀₇		14)	[8, 4798, 4695233]	C₇₀₇
190)	[4929833, 2227, 7424]	C₇₀₇		30)	[29, 4454, 4929833]	C₇₀₇
191)	[4966697, 2323, 107408]	C₇₀₇		52)	[137, 4646, 4966697]	C₇₀₇
192)	[5363473, 2455, 165888]	C₇₀₇		25)	[8, 4910, 5363473]	C₇₀₇
193)	[5593537, 2431, 79056]	C₇₀₇		34)	[61, 4862, 5593537]	C₇₀₇
194)	[6354001, 2935, 565056]	C₇₀₇		48)	[109, 5870, 6354001]	C₇₀₇
195)	[7314337, 2735, 41472]	C₇₀₇		19)	[8, 5470, 7314337]	C₇₀₇
196)	[7639913, 2835, 99328]	C₇₀₇		44)	[97, 5670, 7639913]	C₇₀₇
197)	[8299513, 3403, 820224]	C₇₀₇		40)	[89, 6806, 8299513]	C₇₀₇
198)	[8427833, 2955, 76048]	C₇₀₇		43)	[97, 5910, 8427833]	C₇₀₇
199)	[8453201, 2999, 135200]	C₇₀₇		15)	[8, 5998, 8453201]	C₇₀₇
200)	[9323953, 3911, 1492992]	C₇₀₇		16)	[8, 7822, 9323953]	C₇₀₇
201)	[9454321, 3079, 6480]	C₇₀₇		2)	[5, 6158, 9454321]	C₇₀₇
202)	[9490361, 3403, 522512]	C₇₀₇		49)	[113, 6806, 9490361]	C₇₀₇
203)	[10053761, 4031, 1548800]	C₇₀₇		17)	[8, 8062, 10053761]	C₇₀₇
204)	[11098049, 3359, 46208]	C₇₀₇		18)	[8, 6718, 11098049]	C₇₀₇
205)	[12351841, 3631, 208080]	C₇₀₇		11)	[5, 7262, 12351841]	C₇₀₇
206)	[12402737, 3527, 9248]	C₇₀₇		22)	[8, 7054, 12402737]	C₇₀₇
207)	[12808009, 4067, 933120]	C₇₀₇		4)	[5, 7881, 12808009]	C₇₀₇
208)	[13327081, 3667, 29952]	C₇₀₇		27)	[13, 7334, 13327081]	C₇₀₇
209)	[13615577, 3739, 91136]	C₇₀₇		39)	[89, 7478, 13615577]	C₇₀₇
210)	[13730537, 3763, 107408]	C₇₀₇		53)	[137, 7526, 13730537]	C₇₀₇
211)	[22278169, 4987, 648000]	C₇₀₇		3)	[5, 9974, 22278169]	C₇₀₇
212)	[24870193, 4999, 29952]	C₇₀₇		28)	[13, 9998, 24870193]	C₇₀₇
213)	[26961769, 5363, 450000]	C₇₀₇		1)	[5, 10726, 26961769]	C₇₀₇
214)	[34939529, 5923, 35600]	C₇₀₇		42)	[89, 11846, 34939529]	C₇₀₇
215)	[35165369, 5963, 98000]	C₇₀₇		10)	[5, 11926, 35165369]	C₇₀₇

Class number: [Non-normal] [Cyclic]

Class group C707 non-normal (D4) quartic CM field invariants: 215 fields

Class group C₇₀₇ non-normal (D₄) quartic CM field invariants: 215 fields