%id
minimal27
%name
Unitary Minimal Model m=27
%mtc
min27
%central_charge
144/145
%character
1, 0, 1, 1, 2, 2, 4, 4, 7, 8, 12, 14, 21, 24, 34, 41
%group
%%name
1
%%order
1
%modules
%%number
406
%%weights
0, 8/29, 31/29, 69/29, 122/29, 190/29, 273/29, 371/29, 484/29, 612/29, 755/29, 913/29, 1086/29, 1274/29, 1477/29, 1695/29, 1928/29, 2176/29, 2439/29, 2717/29, 3010/29, 3318/29, 3641/29, 3979/29, 4332/29, 4700/29, 5083/29, 189, 1/1160, 341/1160, 1281/1160, 2821/1160, 4961/1160, 7701/1160, 11041/1160, 14981/1160, 19521/1160, 24661/1160, 30401/1160, 36741/1160, 43681/1160, 51221/1160, 59361/1160, 68101/1160, 77441/1160, 87381/1160, 97921/1160, 109061/1160, 120801/1160, 133141/1160, 146081/1160, 159621/1160, 173761/1160, 188501/1160, 7029/40, 1/435, 136/435, 496/435, 1081/435, 1891/435, 2926/435, 4186/435, 5671/435, 7381/435, 9316/435, 11476/435, 13861/435, 16471/435, 19306/435, 22366/435, 25651/435, 29161/435, 32896/435, 36856/435, 41041/435, 45451/435, 50086/435, 54946/435, 60031/435, 65341/435, 2444/15, 1/232, 77/232, 273/232, 589/232, 1025/232, 1581/232, 2257/232, 3053/232, 3969/232, 5005/232, 6161/232, 7437/232, 8833/232, 10349/232, 11985/232, 13741/232, 15617/232, 17613/232, 19729/232, 21965/232, 24321/232, 26797/232, 29393/232, 32109/232, 1205/8, 1/145, 51/145, 176/145, 376/145, 651/145, 1001/145, 1426/145, 1926/145, 2501/145, 3151/145, 3876/145, 4676/145, 5551/145, 6501/145, 7526/145, 8626/145, 9801/145, 11051/145, 12376/145, 13776/145, 15251/145, 16801/145, 18426/145, 694/5, 7/696, 259/696, 871/696, 1843/696, 3175/696, 4867/696, 6919/696, 9331/696, 12103/696, 15235/696, 18727/696, 22579/696, 26791/696, 31363/696, 36295/696, 41587/696, 47239/696, 53251/696, 59623/696, 66355/696, 73447/696, 80899/696, 3059/24, 2/145, 57/145, 187/145, 392/145, 672/145, 1027/145, 1457/145, 1962/145, 2542/145, 3197/145, 3927/145, 4732/145, 5612/145, 6567/145, 7597/145, 8702/145, 9882/145, 11137/145, 12467/145, 13872/145, 15352/145, 583/5, 21/1160, 481/1160, 1541/1160, 3201/1160, 5461/1160, 8321/1160, 11781/1160, 15841/1160, 20501/1160, 25761/1160, 31621/1160, 38081/1160, 45141/1160, 52801/1160, 61061/1160, 69921/1160, 79381/1160, 89441/1160, 100101/1160, 111361/1160, 4249/40, 2/87, 38/87, 119/87, 245/87, 416/87, 632/87, 893/87, 1199/87, 1550/87, 1946/87, 2387/87, 2873/87, 3404/87, 3980/87, 4601/87, 5267/87, 5978/87, 6734/87, 7535/87, 289/3, 33/1160, 533/1160, 1633/1160, 3333/1160, 5633/1160, 8533/1160, 12033/1160, 16133/1160, 20833/1160, 26133/1160, 32033/1160, 38533/1160, 45633/1160, 53333/1160, 61633/1160, 70533/1160, 80033/1160, 90133/1160, 3477/40, 1/29, 14/29, 42/29, 85/29, 143/29, 216/29, 304/29, 407/29, 525/29, 658/29, 806/29, 969/29, 1147/29, 1340/29, 1548/29, 1771/29, 2009/29, 78, 143/3480, 1763/3480, 5183/3480, 10403/3480, 17423/3480, 26243/3480, 36863/3480, 49283/3480, 63503/3480, 79523/3480, 97343/3480, 116963/3480, 138383/3480, 161603/3480, 186623/3480, 213443/3480, 8347/120, 7/145, 77/145, 222/145, 442/145, 737/145, 1107/145, 1552/145, 2072/145, 2667/145, 3337/145, 4082/145, 4902/145, 5797/145, 6767/145, 7812/145, 308/5, 13/232, 129/232, 365/232, 721/232, 1197/232, 1793/232, 2509/232, 3345/232, 4301/232, 5377/232, 6573/232, 7889/232, 9325/232, 10881/232, 433/8, 28/435, 253/435, 703/435, 1378/435, 2278/435, 3403/435, 4753/435, 6328/435, 8128/435, 10153/435, 12403/435, 14878/435, 17578/435, 707/15, 17/232, 141/232, 385/232, 749/232, 1233/232, 1837/232, 2561/232, 3405/232, 4369/232, 5453/232, 6657/232, 7981/232, 325/8, 12/145, 92/145, 247/145, 477/145, 782/145, 1162/145, 1617/145, 2147/145, 2752/145, 3432/145, 4187/145, 173/5, 323/3480, 2303/3480, 6083/3480, 11663/3480, 19043/3480, 28223/3480, 39203/3480, 51983/3480, 66563/3480, 82943/3480, 3487/120, 3/29, 20/29, 52/29, 99/29, 161/29, 238/29, 330/29, 437/29, 559/29, 24, 133/1160, 833/1160, 2133/1160, 4033/1160, 6533/1160, 9633/1160, 13333/1160, 17633/1160, 777/40, 11/87, 65/87, 164/87, 308/87, 497/87, 731/87, 1010/87, 46/3, 161/1160, 901/1160, 2241/1160, 4181/1160, 6721/1160, 9861/1160, 469/40, 22/145, 117/145, 287/145, 532/145, 852/145, 43/5, 115/696, 583/696, 1411/696, 2599/696, 143/24, 26/145, 126/145, 301/145, 19/5, 45/232, 209/232, 17/8, 91/435, 14/15, 9/40
%%characters
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1, 1, 1, 2, 3, 4, 6, 8, 11, 15, 20, 26, 35, 45, 58, 75
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%properties
rational
unitary
C2
%references
%%ref
%%%author
A. A. Belavin
A. M. Polyakov
A. B. Zamolodchikov
%%%title
Infinite conformal symmetry in two-dimensional quantum field theory
%%%classic
Nuclear Physics B, 241, 333-380
%%ref
%%%author
W. Wang
%%%title
Rationality of Virasoro vertex operator algebras
%%%classic
International Mathematics Research Notices 1993, 197-211
%source
created by script "make-minimal.m"
