%id
N1minimal25
%name
Unitary N=1 Minimal Model m=25
%mtc
N1min25
%central_charge
775/522
%modules
%%number
377
%%weights
0, 75/464, 31/144, 1/522, 611/4176, 31/54, 2953/12528, 4/783, 1657/12528, 191/144, 160/261, 1075/4176, 5/522, 499/4176, 20/9, 5779/4176, 341/522, 1171/4176, 4/261, 451/4176, 1517/432, 3599/1566, 18073/12528, 544/783, 3817/12528, 35/1566, 1225/12528, 89/18, 15059/4176, 620/261, 6275/4176, 385/522, 1379/4176, 8/261, 371/4176, 325/48, 440/87, 5153/1392, 427/174, 2177/1392, 68/87, 497/1392, 7/174, 113/1392, 236/27, 86473/12528, 8099/1566, 47593/12528, 1984/783, 20377/12528, 1295/1566, 4825/12528, 40/783, 937/12528, 533/48, 1547/174, 9793/1392, 460/87, 5425/1392, 455/174, 2353/1392, 76/87, 577/1392, 11/174, 97/1392, 245/18, 47075/4176, 2360/261, 29939/4176, 2821/522, 16691/4176, 704/261, 7331/4176, 481/522, 1859/4176, 20/261, 275/4176, 7133/432, 10804/783, 143353/12528, 14399/1566, 91513/12528, 4324/783, 51337/12528, 4355/1566, 22825/12528, 760/783, 5977/12528, 143/1566, 793/12528, 176/9, 69811/4176, 7301/522, 48499/4176, 2440/261, 31075/4176, 2945/522, 17539/4176, 748/261, 7891/4176, 533/522, 2131/4176, 28/261, 259/4176, 3311/144, 10325/522, 70675/4176, 3700/261, 49219/4176, 4961/522, 31651/4176, 1504/261, 17971/4176, 1541/522, 8179/4176, 280/261, 2275/4176, 65/522, 259/4176, 1435/54, 291097/12528, 15664/783, 214633/12528, 22499/1566, 149833/12528, 7564/783, 96697/12528, 9215/1566, 55225/12528, 2380/783, 25417/12528, 1763/1566, 7273/12528, 112/783, 793/12528, 4399/144, 7004/261, 98051/4176, 10561/522, 72419/4176, 3800/261, 50675/4176, 5125/522, 32819/4176, 1568/261, 18851/4176, 1633/522, 8771/4176, 308/261, 2579/4176, 85/522, 275/4176, 104/3, 42913/1392, 4715/174, 33025/1392, 1780/87, 24433/1392, 2567/174, 17137/1392, 868/87, 11137/1392, 1067/174, 6433/1392, 280/87, 3025/1392, 215/174, 913/1392, 16/87, 97/1392, 16925/432, 54755/1566, 389737/12528, 21424/783, 300313/12528, 32399/1566, 222553/12528, 11704/783, 156457/12528, 15875/1566, 102025/12528, 4900/783, 59257/12528, 5183/1566, 28153/12528, 1012/783, 8713/12528, 323/1566, 937/12528, 263/6, 54977/1392, 3068/87, 43697/1392, 4807/174, 33713/1392, 1820/87, 25025/1392, 2635/174, 17633/1392, 896/87, 11537/1392, 1111/174, 6737/1392, 296/87, 3233/1392, 235/174, 1025/1392, 20/87, 113/1392, 7039/144, 11528/261, 166259/4176, 18565/522, 132275/4176, 7280/261, 102179/4176, 11041/522, 75971/4176, 4004/261, 53651/4176, 5461/522, 35219/4176, 1700/261, 20675/4176, 1825/522, 10019/4176, 368/261, 3251/4176, 133/522, 371/4176, 1460/27, 616825/12528, 69695/1566, 502777/12528, 28084/783, 400393/12528, 44099/1566, 309673/12528, 16744/783, 230617/12528, 24335/1566, 163225/12528, 8320/783, 107497/12528, 10403/1566, 63433/12528, 2812/783, 31033/12528, 2303/1566, 10297/12528, 220/783, 1225/12528, 8591/144, 28421/522, 207091/4176, 11704/261, 168931/4176, 18881/522, 134659/4176, 7420/261, 104275/4176, 11285/522, 77779/4176, 4108/261, 55171/4176, 5633/522, 36451/4176, 1768/261, 21619/4176, 1925/522, 10675/4176, 400/261, 3619/4176, 161/522, 451/4176, 1177/18, 250771/4176, 14308/261, 208579/4176, 23585/522, 170275/4176, 9520/261, 135859/4176, 14981/522, 105331/4176, 5704/261, 78691/4176, 8321/522, 55939/4176, 2860/261, 37075/4176, 3605/522, 22099/4176, 988/261, 11011/4176, 833/522, 3811/4176, 88/261, 499/4176, 30893/432, 51520/783, 757225/12528, 86435/1566, 630217/12528, 35644/783, 514873/12528, 57599/1566, 411193/12528, 22684/783, 319177/12528, 34595/1566, 238825/12528, 12640/783, 170137/12528, 17423/1566, 113113/12528, 5512/783, 67753/12528, 6083/1566, 34057/12528, 1300/783, 12025/12528, 575/1566, 1657/12528, 700/9, 300419/4176, 34561/522, 254051/4176, 14504/261, 211571/4176, 23941/522, 172979/4176, 9680/261, 138275/4176, 15265/522, 107459/4176, 5828/261, 80531/4176, 8533/522, 57491/4176, 2948/261, 38339/4176, 3745/522, 23075/4176, 1040/261, 11699/4176, 901/522, 4211/4176, 104/261, 611/4176, 1351/16, 4537/58, 33579/464, 1932/29, 28411/464, 3245/58, 23675/464, 1340/29, 19371/464, 2169/58, 15499/464, 856/29, 12059/464, 1309/58, 9051/464, 480/29, 6475/464, 665/58, 4331/464, 212/29, 2619/464, 237/58, 1339/464, 52/29, 491/464, 25/58, 75/464
%properties
rational
unitary
C2
%source
created by script "make-N1minimal.m"
%note
conformal weights are incomplete; only the ones of super modules and twisted modules are shown
