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Table 1 Substructure intervals used for the midlevel graph.

From: Seeing the results of a mutation with a vertex weighted hierarchical graph

Substructure name sequence location substructure sequence
D1 -beta 2-15 ARTFFVGGNFKLNG
D2 - alpha 15-30 GSKQSIKEIVERLNTA
D3 - beta 30-43 ASIPENVEVVICPP
D4 - alpha 43-55 PATYLDYSVSLVK
D5 - loop 55-74 KKPQVTVGAQNAYLKASGAF
D6 - alpha 74-88 FTGENSVDQIKDVGA
D7 - beta 88-96 AKWVILGHS
D8 - alpha 96-105 SERRSYFHED
D9 - alpha 105-120 DDKFIADKTKFALGQG
D10 - beta 12-130 GVGVILCIGET
D11 - alpha 130-139 TLEEKKAGKT
D12 - alpha 139-151 TLDVVERQLNAVL
D13 - beta 151-166 LEEVKDWTNVVVAYEP
D14 - loop 166-177 PVWAIGTGLAAT
D15 - alpha 177-204 TPEDAQDIHASIRKFLASKLGDKAASEL
D16 - beta 204-211 LRILYGGS
D17 - alpha 211-225 SANGSNAVTFKDKAD
D18 - beta 225-237 DVDGFLVGGASLK
D19 - alpha 237-248 KPEFVDIINSRN