C+subset 源代码

a,0,N1-C(-O)-C=C-C-C-1 b,0,N1-C-C=C-C-C(-O)-1 c,0,N1-C(-O)-C=C-C-C(-O)-1

a,0,N[1]-C(-O)-C=C-C-C-@1 b,0,N[1]-C-C=C-C-C(-O)-@1 c,0,N[1]-C(-O)-C=C-C-C(-O)-@1

a,0,N12-C-C-1-C-C-C-2 b,0,C12-N-C-1-C-C-C-2 c,0,C12-C-C-1-N-C-C-2 d,0,C12-C-C-1-C-N-C-2 e,0,N12-C-C-C(-C-1)-C-C-2 f,0,C12-N-C-C(-C…

a,0,O1(-C2-C3-C-C4-C5-C6-C7-C-C8-C9-2)-C-C-C-3-C-C-4-C-C-C-5-C-C-C-6-C-C-C-7-C-C-8-C-C-C-9-C-C-1 b,0,O1(-C2-C3-C-C4-C5-C6-C-C7-C8-…

a,0,N-C-O b,0,N-C-C-O c,0,N-C-C-C-O d,0,N-C-C-C-C-O

a,0,N-C-O b,0,N-C-C-O c,0,N-C-C-C-O d,0,N-C-C-C-C-O

# These two simple structures show why perfect extension pruning has # to be restricted to bonds that are bridges. If it is not, t…

# These two simple structures show why perfect extension pruning has # to be restricted to bonds that are bridges. If it is not, t…

0 900781250 S 900781250 1015625000 S-C+V 1015625000 1276171875 C-V+C 1276171875 1487109375 V-C+C 1487109375 2046875000 C-C+V 20468…

0 875390625 S 875390625 1060546875 S-L+V 1060546875 1703125000 L-V+C 1703125000 2139843750 V-C+C 2139843750 2204296875 C-C+V 22042…