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4760 bytes, as of the version from 2026-10-27 03:45 (current). Recorded here, not run.
[
{
"g": "A_",
"comment": "This is the complete graph $K_2$."
},
{
"g": "BW",
"comment": "This is the path $P_3$."
},
{
"g": "Bw",
"comment": "This is the complete graph $K_3$."
},
{
"g": "CF",
"comment": "This is the star $K_{1,3}$."
},
{
"g": "CL",
"comment": "This is the path $P_4$."
},
{
"g": "CN"
},
{
"g": "C]",
"comment": "This is the cycle $C_4$."
},
{
"g": "C^",
"comment": "This is the diamond graph."
},
{
"g": "C~",
"comment": "This is the complete graph $K_4$."
},
{
"g": "D?{",
"comment": "This is the star $K_{1,4}$."
},
{
"g": "D@s"
},
{
"g": "D@{"
},
{
"g": "DBg",
"comment": "This is the path $P_5$."
},
{
"g": "DBk",
"comment": "This is the bull graph."
},
{
"g": "DB{",
"comment": "This is the dart graph."
},
{
"g": "DFw",
"comment": "This is the complete bipartite graph $K_{2,3}$."
},
{
"g": "DF{"
},
{
"g": "DIk"
},
{
"g": "DJk"
},
{
"g": "DJ{"
},
{
"g": "DK["
},
{
"g": "DK{",
"comment": "This is the butterfly graph."
},
{
"g": "DLo",
"comment": "This is the cycle $C_5$."
},
{
"g": "DL{"
},
{
"g": "DNw"
},
{
"g": "DN{",
"comment": "This is the house X graph."
},
{
"g": "D]{",
"comment": "This is the wheel $W_5$."
},
{
"g": "D^{"
},
{
"g": "Dbk",
"comment": "This is the house graph."
},
{
"g": "D~{",
"comment": "This is the complete graph $K_5$."
},
{
"g": "E?Bw",
"comment": "This is the star $K_{1,5}$."
},
{
"g": "E?Fg"
},
{
"g": "E?Fw"
},
{
"g": "E?NG"
},
{
"g": "E?NW"
},
{
"g": "E?Nw"
},
{
"g": "E?]o"
},
{
"g": "E?]w"
},
{
"g": "E?^o"
},
{
"g": "E?^w"
},
{
"g": "E?~o",
"comment": "This is the complete bipartite graph $K_{2,4}$."
},
{
"g": "E?~w"
},
{
"g": "E@FG"
},
{
"g": "E@JW"
},
{
"g": "E@NW"
},
{
"g": "E@Nw"
},
{
"g": "E@QW"
},
{
"g": "E@Rw"
},
{
"g": "E@UW"
},
{
"g": "E@Vw"
},
{
"g": "E@YO",
"comment": "This is the path $P_6$."
},
{
"g": "E@YW"
},
{
"g": "E@]o"
},
{
"g": "E@]w"
},
{
"g": "E@^W"
},
{
"g": "E@^o"
},
{
"g": "E@^w"
},
{
"g": "E@`w"
},
{
"g": "E@ow"
},
{
"g": "E@vw"
},
{
"g": "E@~o"
},
{
"g": "E@~w"
},
{
"g": "EAMw"
},
{
"g": "EA]o"
},
{
"g": "EBYW"
},
{
"g": "EBYw"
},
{
"g": "EBZw"
},
{
"g": "EB]w"
},
{
"g": "EB^w"
},
{
"g": "EBhw"
},
{
"g": "EBjW"
},
{
"g": "EBjw"
},
{
"g": "EBnW"
},
{
"g": "EBn_"
},
{
"g": "EBnw"
},
{
"g": "EB~o"
},
{
"g": "EB~w"
},
{
"g": "ECXw"
},
{
"g": "EC\\w"
},
{
"g": "EENg"
},
{
"g": "EFz_",
"comment": "This is the complete bipartite graph $K_{3,3}$."
},
{
"g": "EFzw"
},
{
"g": "EF~w"
},
{
"g": "EGNW"
},
{
"g": "EGcw"
},
{
"g": "EGdo"
},
{
"g": "EGdw"
},
{
"g": "EHQW"
},
{
"g": "EHUW"
},
{
"g": "EHuw"
},
{
"g": "EI]w"
},
{
"g": "EI_w"
},
{
"g": "EIe_",
"comment": "This is the cycle $C_6$."
},
{
"g": "EImo"
},
{
"g": "EImw"
},
{
"g": "EIno"
},
{
"g": "EInw"
},
{
"g": "EJYW"
},
{
"g": "EJ]w"
},
{
"g": "EJ^w"
},
{
"g": "EJeg"
},
{
"g": "EJmw"
},
{
"g": "EJnW"
},
{
"g": "EJnw"
},
{
"g": "EJqw"
},
{
"g": "EJ~o"
},
{
"g": "EJ~w"
},
{
"g": "EKNG"
},
{
"g": "EK\\w"
},
{
"g": "EK]w"
},
{
"g": "EK^w"
},
{
"g": "EK`w"
},
{
"g": "EK~o"
},
{
"g": "EK~w"
},
{
"g": "ELpw"
},
{
"g": "ELrw",
"comment": "This is the wheel $W_6$."
},
{
"g": "ELv_"
},
{
"g": "EL~o"
},
{
"g": "EL~w"
},
{
"g": "ENzw"
},
{
"g": "EN~w"
},
{
"g": "EPTW"
},
{
"g": "ER^W"
},
{
"g": "E]~o"
},
{
"g": "E]~w"
},
{
"g": "E^~w"
},
{
"g": "E_Nw"
},
{
"g": "E_]o"
},
{
"g": "E_]w"
},
{
"g": "E`Lw"
},
{
"g": "E`NG"
},
{
"g": "E`NW"
},
{
"g": "E`Nw"
},
{
"g": "E`]o"
},
{
"g": "E`]w"
},
{
"g": "EaMw"
},
{
"g": "Ebnw"
},
{
"g": "Ejmw"
},
{
"g": "Ek]w"
},
{
"g": "EoLW"
},
{
"g": "Es\\w"
},
{
"g": "E~~w",
"comment": "This is the complete graph $K_6$."
}
]