Missing minimal discriminants

This is a list of groups with unproven minimal discriminant for at least one signature.

Number of groups: 22 Missing minimal discriminants: 53

Not yet proven minimal discriminants of degree 10
GName|G|0246810
10T6[5^2]250224415603----6194123253125
10T9[1/2.D(5)^2]2100217799879264163104256800000---106599209867706368
10T101/2[D(5)^2]2100-292820000000---33422341377520625
10T17[5^2:4]220026260937500001229312000000---43789058048000000
10T18[5^2:4]2_2200-9040581643536---6105273987852349696
10T19[5^2:4_2]220019668992000003768595808256---220292710400000000
10T20[5^2:4_2]2_2200-234925181632512---114661785600000000
10T21[D(5)^2]22005930199041128753125-34424253125-3256446753125
10T26L(10)=PSL(2,9)360-11284439629824---304061824840300...
20 digits
10T27[1/2.F(5)^2]2400671629218752242969600000-15680000000000-728703488000000
10T281/2[F(5)^2]2400-640000000000-45562500000000-3399254384765625
10T30L(10):2=PGL(2,9)7203566440179302455267035185152---314547523847251...
30 digits
10T31M(10)=L(10)'2720-268435456000000---856766180266359...
23 digits
10T32S_6(10)=L(10):2720-958204149761508214295232--525501674708224
10T33[F(5)^2]2800930027897947280848896-9932496465625-277597456433152
10T35L(10).2^2=P|L(2,9)144066274777600024207794634752163840000000000--397310382895823...
20 digits
10T40[A(5)^2]2720058415763876381378125-1919520800000-51717300078125
10T41[1/2.S(5)^2]2=[A(5):2]214400485970451212462528125-194242050000-109268775200000
10T421/2[S(5)^2]214400-11103890625-85629390625-207699287474176
10T43[S(5)^2]22880021667070787500312534059718751433962812585992371875911025153125
10T44A(10)1814400-1844444809-51471358129-1464365125816576
10T45S(10)362880023643804780244846133165352271938852757394822656283513087549389

6   |   1,31 ms