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, 7526, 14078249]	C₅₆₃		212)	[14078249, 3763, 20480]	C₅₆₃
2)	[5, 6574, 10758289]	C₅₆₃		---)	[10758289, 3287, 11520]	C₁₆₈₉
3)	[5, 5558, 7308121]	C₅₆₃		206)	[7308121, 2779, 103680]	C₅₆₃
4)	[5, 8374, 17242969]	C₅₆₃		215)	[17242969, 4187, 72000]	C₅₆₃
5)	[5, 8534, 18079289]	C₅₆₃		---)	[18079289, 4267, 32000]	C₁₆₈₉
6)	[5, 7414, 12589849]	C₅₆₃		210)	[12589849, 3707, 288000]	C₅₆₃
7)	[5, 5638, 7914761]	C₅₆₃		207)	[7914761, 2819, 8000]	C₅₆₃
8)	[5, 6457, 9063401]	C₅₆₃		---)	[9063401, 3539, 865280]	C₁₆₈₉
9)	[5, 6262, 8937881]	C₅₆₃		---)	[8937881, 3131, 216320]	C₁₆₈₉
10)	[5, 7846, 14237929]	C₅₆₃		213)	[14237929, 3923, 288000]	C₅₆₃
11)	[8, 4718, 5532113]	C₅₆₃		---)	[5532113, 2359, 8192]	C₇₃₁₉
12)	[8, 4046, 4051057]	C₅₆₃		202)	[4051057, 2023, 10368]	C₅₆₃
13)	[8, 3422, 2847521]	C₅₆₃		200)	[2847521, 1711, 20000]	C₅₆₃
14)	[8, 7366, 13523017]	C₅₆₃		211)	[13523017, 3683, 10368]	C₅₆₃
15)	[8, 11270, 31745033]	C₅₆₃		219)	[31745033, 5635, 2048]	C₅₆₃
16)	[8, 6062, 5487761]	C₅₆₃		204)	[5487761, 3031, 924800]	C₅₆₃
17)	[13, 8702, 17852929]	C₅₆₃		217)	[17852929, 4351, 269568]	C₅₆₃
18)	[13, 7766, 14890489]	C₅₆₃		214)	[14890489, 3883, 46800]	C₅₆₃
19)	[13, 4590, 4704593]	C₅₆₃		---)	[4704593, 2295, 140608]	C₁₆₈₉
20)	[13, 12158, 36946753]	C₅₆₃		220)	[36946753, 6079, 1872]	C₅₆₃
21)	[13, 3750, 3514793]	C₅₆₃		---)	[3514793, 1875, 208]	C₁₆₈₉
22)	[13, 7598, 14162833]	C₅₆₃		---)	[14162833, 3799, 67392]	C₁₆₈₉
23)	[13, 3846, 3597257]	C₅₆₃		201)	[3597257, 1923, 25168]	C₅₆₃
24)	[13, 6350, 7916593]	C₅₆₃		208)	[7916593, 3175, 541008]	C₅₆₃
25)	[29, 3902, 2453377]	C₅₆₃		199)	[2453377, 1951, 338256]	C₅₆₃
26)	[41, 6278, 8341897]	C₅₆₃		209)	[8341897, 3139, 377856]	C₅₆₃
27)	[41, 8486, 17992553]	C₅₆₃		218)	[17992553, 4243, 2624]	C₅₆₃
28)	[73, 6438, 8100713]	C₅₆₃		---)	[8100713, 3219, 565312]	C₅₀₆₇
29)	[73, 8438, 17631769]	C₅₆₃		216)	[17631769, 4219, 42048]	C₅₆₃
30)	[89, 4294, 4148233]	C₅₆₃		203)	[4148233, 2147, 115344]	C₅₆₃
31)	[97, 1726, 440577]	C₅₆₃		---)	[48953, 863, 76048]	C₁₆₈₉
32)	[97, 1338, 437861]	C₅₆₃		189)	[437861, 669, 2425]	C₅₆₃
33)	[97, 2151, 1027472]	C₅₆₃		174)	[64217, 1679, 560272]	C₅₆₃
34)	[109, 997, 228637]	C₅₆₃		180)	[228637, 1994, 79461]	C₅₆₃
35)	[109, 2062, 888561]	C₅₆₃		176)	[98729, 1031, 43600]	C₅₆₃
36)	[113, 454, 35257]	C₅₆₃		171)	[35257, 227, 4068]	C₅₆₃
37)	[113, 1690, 709957]	C₅₆₃		---)	[709957, 845, 1017]	C₆₁₉₃
38)	[149, 1462, 531977]	C₅₆₃		192)	[531977, 731, 596]	C₅₆₃
39)	[173, 5494, 626009]	C₅₆₃		---)	[626009, 2747, 1730000]	C₁₆₈₉
40)	[173, 1906, 824477]	C₅₆₃		194)	[824477, 953, 20933]	C₅₆₃
41)	[181, 3074, 2355853]	C₅₆₃		198)	[2355853, 1537, 1629]	C₅₆₃
42)	[193, 3846, 3648521]	C₅₆₃		---)	[3648521, 1923, 12352]	C₁₆₈₉
43)	[193, 1022, 149953]	C₅₆₃		178)	[149953, 511, 27792]	C₅₆₃
44)	[193, 1723, 512464]	C₅₆₃		170)	[32029, 1801, 162313]	C₅₆₃
45)	[197, 4894, 427681]	C₅₆₃		188)	[427681, 2447, 1390032]	C₅₆₃
46)	[233, 4934, 5713289]	C₅₆₃		---)	[5713289, 2467, 93200]	C₅₀₆₇
47)	[233, 1730, 590717]	C₅₆₃		193)	[590717, 865, 39377]	C₅₆₃
48)	[241, 6966, 5961689]	C₅₆₃		205)	[5961689, 3483, 1542400]	C₅₆₃
49)	[241, 1874, 869293]	C₅₆₃		195)	[869293, 937, 2169]	C₅₆₃
50)	[313, 603, 49508]	C₅₆₃		143)	[12377, 1206, 165577]	C₅₆₃
51)	[317, 1069, 250741]	C₅₆₃		181)	[250741, 2138, 139797]	C₅₆₃
52)	[353, 2371, 70276]	C₅₆₃		---)	[17569, 1843, 317700]	C₃₉₄₁
53)	[433, 6918, 879881]	C₅₆₃		196)	[879881, 3459, 2771200]	C₅₆₃
54)	[461, 1457, 530597]	C₅₆₃		191)	[530597, 2914, 461]	C₅₆₃
55)	[521, 1854, 325825]	C₅₆₃		---)	[13033, 927, 133376]	C₇₃₁₉
56)	[569, 2894, 309425]	C₅₆₃		144)	[12377, 1447, 446096]	C₅₆₃
57)	[593, 1490, 154157]	C₅₆₃		179)	[154157, 745, 100217]	C₅₆₃
58)	[617, 1159, 267796]	C₅₆₃		---)	[66949, 2318, 272097]	C₂₈₁₅
59)	[661, 1013, 153261]	C₅₆₃		165)	[17029, 2026, 413125]	C₅₆₃
60)	[661, 1245, 387341]	C₅₆₃		185)	[387341, 2490, 661]	C₅₆₃
61)	[673, 663, 101648]	C₅₆₃		131)	[6353, 1326, 32977]	C₅₆₃
62)	[677, 1282, 408173]	C₅₆₃		186)	[408173, 641, 677]	C₅₆₃
63)	[709, 1386, 409349]	C₅₆₃		187)	[409349, 693, 17725]	C₅₆₃
64)	[877, 2105, 581337]	C₅₆₃		133)	[7177, 1783, 3508]	C₅₆₃
65)	[1033, 4326, 447401]	C₅₆₃		190)	[447401, 2163, 1057792]	C₅₆₃
66)	[1069, 910, 138609]	C₅₆₃		160)	[15401, 455, 17104]	C₅₆₃
67)	[1453, 1085, 291037]	C₅₆₃		182)	[291037, 2170, 13077]	C₅₆₃
68)	[1493, 1570, 323597]	C₅₆₃		183)	[323597, 785, 73157]	C₅₆₃
69)	[1693, 1250, 329677]	C₅₆₃		184)	[329677, 625, 15237]	C₅₆₃
70)	[1693, 1990, 962937]	C₅₆₃		177)	[106993, 995, 6772]	C₅₆₃
71)	[1777, 927, 214388]	C₅₆₃		172)	[53597, 1854, 1777]	C₅₆₃
72)	[2069, 4829, 5787913]	C₅₆₃		162)	[16033, 4827, 4378004]	C₅₆₃
73)	[2129, 1019, 24868]	C₅₆₃		129)	[6217, 2038, 938889]	C₅₆₃
74)	[2269, 630, 62921]	C₅₆₃		173)	[62921, 315, 9076]	C₅₆₃
75)	[2269, 3878, 129321]	C₅₆₃		154)	[14369, 1939, 907600]	C₅₆₃
76)	[2273, 1362, 18253]	C₅₆₃		---)	[18253, 681, 111377]	C₂₈₁₅
77)	[2473, 1847, 748368]	C₅₆₃		119)	[5197, 3545, 22257]	C₅₆₃
78)	[2549, 553, 70717]	C₅₆₃		175)	[70717, 1106, 22941]	C₅₆₃
79)	[2621, 5209, 1823833]	C₅₆₃		159)	[15073, 3939, 3784724]	C₅₆₃
80)	[2621, 4925, 1549889]	C₅₆₃		146)	[12809, 3527, 3029876]	C₅₆₃
81)	[2797, 658, 7549]	C₅₆₃		135)	[7549, 329, 25173]	C₅₆₃
82)	[2801, 5682, 4026637]	C₅₆₃		151)	[13933, 2841, 1011161]	C₅₆₃
83)	[2833, 4447, 523764]	C₅₆₃		155)	[14549, 6393, 5238217]	C₅₆₃
84)	[2909, 2894, 418225]	C₅₆₃		164)	[16729, 1447, 418896]	C₅₆₃
85)	[2953, 2899, 1887696]	C₅₆₃		148)	[13109, 5798, 853417]	C₅₆₃
86)	[3217, 2823, 61328]	C₅₆₃		95)	[3833, 3315, 630532]	C₅₆₃
87)	[3389, 2885, 1774949]	C₅₆₃		157)	[14669, 5770, 1223429]	C₅₆₃
88)	[3469, 1802, 131877]	C₅₆₃		---)	[14653, 901, 169981]	C₁₆₈₉
89)	[3469, 4573, 4845625]	C₅₆₃		---)	[7753, 4967, 6119316]	C₁₆₈₉
90)	[3469, 2857, 1096177]	C₅₆₃		93)	[3793, 3199, 2345044]	C₅₆₃
91)	[3581, 1406, 265025]	C₅₆₃		140)	[10601, 703, 57296]	C₅₆₃
92)	[3637, 6029, 6336729]	C₅₆₃		153)	[14369, 5691, 1454800]	C₅₆₃
93)	[3793, 3199, 2345044]	C₅₆₃		90)	[3469, 2857, 1096177]	C₅₆₃
94)	[3833, 1858, 725053]	C₅₆₃		158)	[14797, 929, 34497]	C₅₆₃
95)	[3833, 3315, 630532]	C₅₆₃		86)	[3217, 2823, 61328]	C₅₆₃
96)	[3853, 3025, 2209633]	C₅₆₃		102)	[4177, 4015, 3945472]	C₅₆₃
97)	[4093, 5073, 6432809]	C₅₆₃		136)	[7649, 3603, 1637200]	C₅₆₃
98)	[4133, 7190, 4922537]	C₅₆₃		---)	[17033, 3595, 2000372]	C₂₈₁₅
99)	[4153, 4171, 228496]	C₅₆₃		---)	[14281, 7207, 10382500]	C₂₈₁₅
100)	[4153, 3387, 375104]	C₅₆₃		126)	[5861, 3601, 2595625]	C₅₆₃
101)	[4157, 6710, 15497]	C₅₆₃		161)	[15497, 3355, 2810132]	C₅₆₃
102)	[4177, 4015, 3945472]	C₅₆₃		96)	[3853, 3025, 2209633]	C₅₆₃
103)	[4241, 7322, 12028837]	C₅₆₃		145)	[12517, 3661, 343521]	C₅₆₃
104)	[4273, 2339, 469332]	C₅₆₃		147)	[13037, 4678, 3593593]	C₅₆₃
105)	[4289, 1267, 220112]	C₅₆₃		150)	[13757, 2534, 724841]	C₅₆₃
106)	[4297, 1479, 159056]	C₅₆₃		139)	[9941, 2958, 1551217]	C₅₆₃
107)	[4349, 6253, 8860625]	C₅₆₃		152)	[14177, 5147, 69584]	C₅₆₃
108)	[4349, 829, 162025]	C₅₆₃		---)	[6481, 1658, 39141]	C₂₈₁₅
109)	[4517, 582, 12409]	C₅₆₃		---)	[12409, 291, 18068]	C₅₀₆₇
110)	[4673, 2947, 11108]	C₅₆₃		---)	[2777, 2263, 1196288]	C₁₆₈₉
111)	[4721, 4498, 4585901]	C₅₆₃		137)	[8669, 2249, 118025]	C₅₆₃
112)	[4909, 8173, 7832601]	C₅₆₃		167)	[17761, 5923, 8659476]	C₅₆₃
113)	[4957, 5462, 7141113]	C₅₆₃		163)	[16193, 2731, 79312]	C₅₆₃
114)	[4957, 5798, 6421401]	C₅₆₃		156)	[14561, 2899, 495700]	C₅₆₃
115)	[5009, 5335, 5912144]	C₅₆₃		134)	[7541, 3553, 846521]	C₅₆₃
116)	[5101, 4690, 3846301]	C₅₆₃		149)	[13309, 2345, 413181]	C₅₆₃
117)	[5153, 643, 71156]	C₅₆₃		168)	[17789, 1286, 128825]	C₅₆₃
118)	[5197, 4897, 5702821]	C₅₆₃		132)	[6781, 3617, 420957]	C₅₆₃
119)	[5197, 3545, 22257]	C₅₆₃		77)	[2473, 1847, 748368]	C₅₆₃
120)	[5197, 569, 79641]	C₅₆₃		138)	[8849, 1138, 5197]	C₅₆₃
121)	[5209, 1663, 658836]	C₅₆₃		169)	[18301, 3326, 130225]	C₅₆₃
122)	[5233, 8047, 69604]	C₅₆₃		166)	[17401, 8207, 1695492]	C₅₆₃
123)	[5413, 6865, 7980777]	C₅₆₃		---)	[18097, 7711, 12471552]	C₁₆₈₉
124)	[5449, 4514, 1410525]	C₅₆₃		130)	[6269, 2257, 920881]	C₅₆₃
125)	[5573, 313, 11953]	C₅₆₃		141)	[11953, 626, 50157]	C₅₆₃
126)	[5861, 3601, 2595625]	C₅₆₃		100)	[4153, 3387, 375104]	C₅₆₃
127)	[5861, 7861, 4358353]	C₅₆₃		142)	[12073, 6051, 23444]	C₅₆₃
128)	[5981, 7738, 16661]	C₅₆₃		---)	[16661, 3869, 3738125]	C₁₆₈₉
129)	[6217, 2038, 938889]	C₅₆₃		73)	[2129, 1019, 24868]	C₅₆₃
130)	[6269, 2257, 920881]	C₅₆₃		124)	[5449, 4514, 1410525]	C₅₆₃
131)	[6353, 1326, 32977]	C₅₆₃		61)	[673, 663, 101648]	C₅₆₃
132)	[6781, 3617, 420957]	C₅₆₃		118)	[5197, 4897, 5702821]	C₅₆₃
133)	[7177, 1783, 3508]	C₅₆₃		64)	[877, 2105, 581337]	C₅₆₃
134)	[7541, 3553, 846521]	C₅₆₃		115)	[5009, 5335, 5912144]	C₅₆₃
135)	[7549, 329, 25173]	C₅₆₃		81)	[2797, 658, 7549]	C₅₆₃
136)	[7649, 3603, 1637200]	C₅₆₃		97)	[4093, 5073, 6432809]	C₅₆₃
137)	[8669, 2249, 118025]	C₅₆₃		111)	[4721, 4498, 4585901]	C₅₆₃
138)	[8849, 1138, 5197]	C₅₆₃		120)	[5197, 569, 79641]	C₅₆₃
139)	[9941, 2958, 1551217]	C₅₆₃		106)	[4297, 1479, 159056]	C₅₆₃
140)	[10601, 703, 57296]	C₅₆₃		91)	[3581, 1406, 265025]	C₅₆₃
141)	[11953, 626, 50157]	C₅₆₃		125)	[5573, 313, 11953]	C₅₆₃
142)	[12073, 6051, 23444]	C₅₆₃		127)	[5861, 7861, 4358353]	C₅₆₃
143)	[12377, 1206, 165577]	C₅₆₃		50)	[313, 603, 49508]	C₅₆₃
144)	[12377, 1447, 446096]	C₅₆₃		56)	[569, 2894, 309425]	C₅₆₃
145)	[12517, 3661, 343521]	C₅₆₃		103)	[4241, 7322, 12028837]	C₅₆₃
146)	[12809, 3527, 3029876]	C₅₆₃		80)	[2621, 4925, 1549889]	C₅₆₃
147)	[13037, 4678, 3593593]	C₅₆₃		104)	[4273, 2339, 469332]	C₅₆₃
148)	[13109, 5798, 853417]	C₅₆₃		85)	[2953, 2899, 1887696]	C₅₆₃
149)	[13309, 2345, 413181]	C₅₆₃		116)	[5101, 4690, 3846301]	C₅₆₃
150)	[13757, 2534, 724841]	C₅₆₃		105)	[4289, 1267, 220112]	C₅₆₃
151)	[13933, 2841, 1011161]	C₅₆₃		82)	[2801, 5682, 4026637]	C₅₆₃
152)	[14177, 5147, 69584]	C₅₆₃		107)	[4349, 6253, 8860625]	C₅₆₃
153)	[14369, 5691, 1454800]	C₅₆₃		92)	[3637, 6029, 6336729]	C₅₆₃
154)	[14369, 1939, 907600]	C₅₆₃		75)	[2269, 3878, 129321]	C₅₆₃
155)	[14549, 6393, 5238217]	C₅₆₃		83)	[2833, 4447, 523764]	C₅₆₃
156)	[14561, 2899, 495700]	C₅₆₃		114)	[4957, 5798, 6421401]	C₅₆₃
157)	[14669, 5770, 1223429]	C₅₆₃		87)	[3389, 2885, 1774949]	C₅₆₃
158)	[14797, 929, 34497]	C₅₆₃		94)	[3833, 1858, 725053]	C₅₆₃
159)	[15073, 3939, 3784724]	C₅₆₃		79)	[2621, 5209, 1823833]	C₅₆₃
160)	[15401, 455, 17104]	C₅₆₃		66)	[1069, 910, 138609]	C₅₆₃
161)	[15497, 3355, 2810132]	C₅₆₃		101)	[4157, 6710, 15497]	C₅₆₃
162)	[16033, 4827, 4378004]	C₅₆₃		72)	[2069, 4829, 5787913]	C₅₆₃
163)	[16193, 2731, 79312]	C₅₆₃		113)	[4957, 5462, 7141113]	C₅₆₃
164)	[16729, 1447, 418896]	C₅₆₃		84)	[2909, 2894, 418225]	C₅₆₃
165)	[17029, 2026, 413125]	C₅₆₃		59)	[661, 1013, 153261]	C₅₆₃
166)	[17401, 8207, 1695492]	C₅₆₃		122)	[5233, 8047, 69604]	C₅₆₃
167)	[17761, 5923, 8659476]	C₅₆₃		112)	[4909, 8173, 7832601]	C₅₆₃
168)	[17789, 1286, 128825]	C₅₆₃		117)	[5153, 643, 71156]	C₅₆₃
169)	[18301, 3326, 130225]	C₅₆₃		121)	[5209, 1663, 658836]	C₅₆₃
170)	[32029, 1801, 162313]	C₅₆₃		44)	[193, 1723, 512464]	C₅₆₃
171)	[35257, 227, 4068]	C₅₆₃		36)	[113, 454, 35257]	C₅₆₃
172)	[53597, 1854, 1777]	C₅₆₃		71)	[1777, 927, 214388]	C₅₆₃
173)	[62921, 315, 9076]	C₅₆₃		74)	[2269, 630, 62921]	C₅₆₃
174)	[64217, 1679, 560272]	C₅₆₃		33)	[97, 2151, 1027472]	C₅₆₃
175)	[70717, 1106, 22941]	C₅₆₃		78)	[2549, 553, 70717]	C₅₆₃
176)	[98729, 1031, 43600]	C₅₆₃		35)	[109, 2062, 888561]	C₅₆₃
177)	[106993, 995, 6772]	C₅₆₃		70)	[1693, 1990, 962937]	C₅₆₃
178)	[149953, 511, 27792]	C₅₆₃		43)	[193, 1022, 149953]	C₅₆₃
179)	[154157, 745, 100217]	C₅₆₃		57)	[593, 1490, 154157]	C₅₆₃
180)	[228637, 1994, 79461]	C₅₆₃		34)	[109, 997, 228637]	C₅₆₃
181)	[250741, 2138, 139797]	C₅₆₃		51)	[317, 1069, 250741]	C₅₆₃
182)	[291037, 2170, 13077]	C₅₆₃		67)	[1453, 1085, 291037]	C₅₆₃
183)	[323597, 785, 73157]	C₅₆₃		68)	[1493, 1570, 323597]	C₅₆₃
184)	[329677, 625, 15237]	C₅₆₃		69)	[1693, 1250, 329677]	C₅₆₃
185)	[387341, 2490, 661]	C₅₆₃		60)	[661, 1245, 387341]	C₅₆₃
186)	[408173, 641, 677]	C₅₆₃		62)	[677, 1282, 408173]	C₅₆₃
187)	[409349, 693, 17725]	C₅₆₃		63)	[709, 1386, 409349]	C₅₆₃
188)	[427681, 2447, 1390032]	C₅₆₃		45)	[197, 4894, 427681]	C₅₆₃
189)	[437861, 669, 2425]	C₅₆₃		32)	[97, 1338, 437861]	C₅₆₃
190)	[447401, 2163, 1057792]	C₅₆₃		65)	[1033, 4326, 447401]	C₅₆₃
191)	[530597, 2914, 461]	C₅₆₃		54)	[461, 1457, 530597]	C₅₆₃
192)	[531977, 731, 596]	C₅₆₃		38)	[149, 1462, 531977]	C₅₆₃
193)	[590717, 865, 39377]	C₅₆₃		47)	[233, 1730, 590717]	C₅₆₃
194)	[824477, 953, 20933]	C₅₆₃		40)	[173, 1906, 824477]	C₅₆₃
195)	[869293, 937, 2169]	C₅₆₃		49)	[241, 1874, 869293]	C₅₆₃
196)	[879881, 3459, 2771200]	C₅₆₃		53)	[433, 6918, 879881]	C₅₆₃
197)	[2062889, 1459, 16448]	C₅₆₃		---)	[257, 2918, 2062889]	C₁₆₈₉
198)	[2355853, 1537, 1629]	C₅₆₃		41)	[181, 3074, 2355853]	C₅₆₃
199)	[2453377, 1951, 338256]	C₅₆₃		25)	[29, 3902, 2453377]	C₅₆₃
200)	[2847521, 1711, 20000]	C₅₆₃		13)	[8, 3422, 2847521]	C₅₆₃
201)	[3597257, 1923, 25168]	C₅₆₃		23)	[13, 3846, 3597257]	C₅₆₃
202)	[4051057, 2023, 10368]	C₅₆₃		12)	[8, 4046, 4051057]	C₅₆₃
203)	[4148233, 2147, 115344]	C₅₆₃		30)	[89, 4294, 4148233]	C₅₆₃
204)	[5487761, 3031, 924800]	C₅₆₃		16)	[8, 6062, 5487761]	C₅₆₃
205)	[5961689, 3483, 1542400]	C₅₆₃		48)	[241, 6966, 5961689]	C₅₆₃
206)	[7308121, 2779, 103680]	C₅₆₃		3)	[5, 5558, 7308121]	C₅₆₃
207)	[7914761, 2819, 8000]	C₅₆₃		7)	[5, 5638, 7914761]	C₅₆₃
208)	[7916593, 3175, 541008]	C₅₆₃		24)	[13, 6350, 7916593]	C₅₆₃
209)	[8341897, 3139, 377856]	C₅₆₃		26)	[41, 6278, 8341897]	C₅₆₃
210)	[12589849, 3707, 288000]	C₅₆₃		6)	[5, 7414, 12589849]	C₅₆₃
211)	[13523017, 3683, 10368]	C₅₆₃		14)	[8, 7366, 13523017]	C₅₆₃
212)	[14078249, 3763, 20480]	C₅₆₃		1)	[5, 7526, 14078249]	C₅₆₃
213)	[14237929, 3923, 288000]	C₅₆₃		10)	[5, 7846, 14237929]	C₅₆₃
214)	[14890489, 3883, 46800]	C₅₆₃		18)	[13, 7766, 14890489]	C₅₆₃
215)	[17242969, 4187, 72000]	C₅₆₃		4)	[5, 8374, 17242969]	C₅₆₃
216)	[17631769, 4219, 42048]	C₅₆₃		29)	[73, 8438, 17631769]	C₅₆₃
217)	[17852929, 4351, 269568]	C₅₆₃		17)	[13, 8702, 17852929]	C₅₆₃
218)	[17992553, 4243, 2624]	C₅₆₃		27)	[41, 8486, 17992553]	C₅₆₃
219)	[31745033, 5635, 2048]	C₅₆₃		15)	[8, 11270, 31745033]	C₅₆₃
220)	[36946753, 6079, 1872]	C₅₆₃		20)	[13, 12158, 36946753]	C₅₆₃

Class number: [Non-normal] [Cyclic]

Class group C563 non-normal (D4) quartic CM field invariants: 220 fields

Class group C₅₆₃ non-normal (D₄) quartic CM field invariants: 220 fields