One refined passport of genus 9 with automorphism group $C_2.C_2^4:D_5$

• Label: 9.320-1582.0.2-4-5.4
• Genus: \(9\)
• Quotient genus: \(0\)
• Group: \(C_2.C_2^4:D_5\)
• Signature: \([ 0; 2, 4, 5 ]\)
• Generating Vectors: \(1\)

Family Information

Genus:	$9$
Quotient genus:	$0$
Group name:	$C_2.C_2^4:D_5$
Group identifier:	$[320,1582]$
Signature:	$[ 0; 2, 4, 5 ]$

Conjugacy classes for this refined passport:

$4, 8, 10$

Jacobian variety group algebra decomposition:	$E^{4}\times E^{5}$
Corresponding character(s):	$5, 7$

Other Data

Hyperelliptic curve(s):	no
Cyclic trigonal curve(s):	no

Generating vector(s)

Displaying the unique generating vector for this refined passport.

9.320-1582.0.2-4-5.4.1

	(1,161) (2,162) (3,181) (4,182) (5,187) (6,188) (7,175) (8,176) (9,170) (10,169) (11,189) (12,190) (13,180) (14,179) (15,167) (16,168) (17,185) (18,186) (19,174) (20,173) (21,163) (22,164) (23,184) (24,183) (25,177) (26,178) (27,165) (28,166) (29,171) (30,172) (31,191) (32,192) (33,289) (34,290) (35,309) (36,310) (37,315) (38,316) (39,303) (40,304) (41,298) (42,297) (43,317) (44,318) (45,308) (46,307) (47,295) (48,296) (49,313) (50,314) (51,302) (52,301) (53,291) (54,292) (55,312) (56,311) (57,305) (58,306) (59,293) (60,294) (61,299) (62,300) (63,319) (64,320) (65,257) (66,258) (67,277) (68,278) (69,283) (70,284) (71,271) (72,272) (73,266) (74,265) (75,285) (76,286) (77,276) (78,275) (79,263) (80,264) (81,281) (82,282) (83,270) (84,269) (85,259) (86,260) (87,280) (88,279) (89,273) (90,274) (91,261) (92,262) (93,267) (94,268) (95,287) (96,288) (97,225) (98,226) (99,245) (100,246) (101,251) (102,252) (103,239) (104,240) (105,234) (106,233) (107,253) (108,254) (109,244) (110,243) (111,231) (112,232) (113,249) (114,250) (115,238) (116,237) (117,227) (118,228) (119,248) (120,247) (121,241) (122,242) (123,229) (124,230) (125,235) (126,236) (127,255) (128,256) (129,193) (130,194) (131,213) (132,214) (133,219) (134,220) (135,207) (136,208) (137,202) (138,201) (139,221) (140,222) (141,212) (142,211) (143,199) (144,200) (145,217) (146,218) (147,206) (148,205) (149,195) (150,196) (151,216) (152,215) (153,209) (154,210) (155,197) (156,198) (157,203) (158,204) (159,223) (160,224)
	(1,229,3,231) (2,230,4,232) (5,227,7,225) (6,228,8,226) (9,239,11,237) (10,240,12,238) (13,233,15,235) (14,234,16,236) (17,251,19,249) (18,252,20,250) (21,254,23,256) (22,253,24,255) (25,241,27,243) (26,242,28,244) (29,248,31,246) (30,247,32,245) (33,197,35,199) (34,198,36,200) (37,195,39,193) (38,196,40,194) (41,207,43,205) (42,208,44,206) (45,201,47,203) (46,202,48,204) (49,219,51,217) (50,220,52,218) (53,222,55,224) (54,221,56,223) (57,209,59,211) (58,210,60,212) (61,216,63,214) (62,215,64,213) (65,165,67,167) (66,166,68,168) (69,163,71,161) (70,164,72,162) (73,175,75,173) (74,176,76,174) (77,169,79,171) (78,170,80,172) (81,187,83,185) (82,188,84,186) (85,190,87,192) (86,189,88,191) (89,177,91,179) (90,178,92,180) (93,184,95,182) (94,183,96,181) (97,293,99,295) (98,294,100,296) (101,291,103,289) (102,292,104,290) (105,303,107,301) (106,304,108,302) (109,297,111,299) (110,298,112,300) (113,315,115,313) (114,316,116,314) (117,318,119,320) (118,317,120,319) (121,305,123,307) (122,306,124,308) (125,312,127,310) (126,311,128,309) (129,261,131,263) (130,262,132,264) (133,259,135,257) (134,260,136,258) (137,271,139,269) (138,272,140,270) (141,265,143,267) (142,266,144,268) (145,283,147,281) (146,284,148,282) (149,286,151,288) (150,285,152,287) (153,273,155,275) (154,274,156,276) (157,280,159,278) (158,279,160,277)
	(1,111,42,147,69) (2,112,41,148,70) (3,123,57,142,94) (4,124,58,141,93) (5,97,47,138,83) (6,98,48,137,84) (7,117,64,152,75) (8,118,63,151,76) (9,116,38,130,80) (10,115,37,129,79) (11,103,53,160,88) (12,104,54,159,87) (13,125,36,156,90) (14,126,35,155,89) (15,106,51,133,65) (16,105,52,134,66) (17,113,49,145,81) (18,114,50,146,82) (19,101,33,143,74) (20,102,34,144,73) (21,128,56,139,71) (22,127,55,140,72) (23,108,40,150,95) (24,107,39,149,96) (25,110,62,131,91) (26,109,61,132,92) (27,121,46,158,67) (28,122,45,157,68) (29,100,60,154,77) (30,99,59,153,78) (31,119,44,136,86) (32,120,43,135,85) (161,271,202,307,229) (162,272,201,308,230) (163,283,217,302,254) (164,284,218,301,253) (165,257,207,298,243) (166,258,208,297,244) (167,277,224,312,235) (168,278,223,311,236) (169,276,198,290,240) (170,275,197,289,239) (171,263,213,320,248) (172,264,214,319,247) (173,285,196,316,250) (174,286,195,315,249) (175,266,211,293,225) (176,265,212,294,226) (177,273,209,305,241) (178,274,210,306,242) (179,261,193,303,234) (180,262,194,304,233) (181,288,216,299,231) (182,287,215,300,232) (183,268,200,310,255) (184,267,199,309,256) (185,270,222,291,251) (186,269,221,292,252) (187,281,206,318,227) (188,282,205,317,228) (189,260,220,314,237) (190,259,219,313,238) (191,279,204,296,246) (192,280,203,295,245)