Dom-ID | Component-ID | Beg auth comp-ID | Beg label comp-ID | End auth comp-ID | End label comp-ID | Selection details | Auth asym-ID | Label asym-ID | Auth seq-ID | Label seq-ID |
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1 | 1 | ALA | ALA | LEU | LEU | (chain A and (resid 2 through 15 or (resid 16... | A | A | 2 - 15 | 2 - 15 |
1 | 2 | LYS | LYS | ASP | ASP | (chain A and (resid 2 through 15 or (resid 16... | A | A | 16 - 17 | 16 - 17 |
1 | 3 | ALA | ALA | ALA | ALA | (chain A and (resid 2 through 15 or (resid 16... | A | A | 2 - 276 | 2 - 276 |
1 | 4 | ALA | ALA | ALA | ALA | (chain A and (resid 2 through 15 or (resid 16... | A | A | 2 - 276 | 2 - 276 |
1 | 5 | ALA | ALA | ALA | ALA | (chain A and (resid 2 through 15 or (resid 16... | A | A | 2 - 276 | 2 - 276 |
1 | 6 | ALA | ALA | ALA | ALA | (chain A and (resid 2 through 15 or (resid 16... | A | A | 2 - 276 | 2 - 276 |
2 | 1 | ALA | ALA | THR | THR | (chain B and (resid 2 through 6 or (resid 7... | B | B | 2 - 6 | 2 - 6 |
2 | 2 | LYS | LYS | LYS | LYS | (chain B and (resid 2 through 6 or (resid 7... | B | B | 7 | 7 |
2 | 3 | ALA | ALA | ARG | ARG | (chain B and (resid 2 through 6 or (resid 7... | B | B | 2 - 259 | 2 - 259 |
2 | 4 | ALA | ALA | ARG | ARG | (chain B and (resid 2 through 6 or (resid 7... | B | B | 2 - 259 | 2 - 259 |
2 | 5 | ALA | ALA | ARG | ARG | (chain B and (resid 2 through 6 or (resid 7... | B | B | 2 - 259 | 2 - 259 |
2 | 6 | ALA | ALA | ARG | ARG | (chain B and (resid 2 through 6 or (resid 7... | B | B | 2 - 259 | 2 - 259 |
3 | 1 | ALA | ALA | THR | THR | (chain C and (resid 2 through 6 or (resid 7... | C | C | 2 - 6 | 2 - 6 |
3 | 2 | LYS | LYS | LYS | LYS | (chain C and (resid 2 through 6 or (resid 7... | C | C | 7 | 7 |
3 | 3 | ALA | ALA | ARG | ARG | (chain C and (resid 2 through 6 or (resid 7... | C | C | 2 - 259 | 2 - 259 |
3 | 4 | ALA | ALA | ARG | ARG | (chain C and (resid 2 through 6 or (resid 7... | C | C | 2 - 259 | 2 - 259 |
3 | 5 | ALA | ALA | ARG | ARG | (chain C and (resid 2 through 6 or (resid 7... | C | C | 2 - 259 | 2 - 259 |
3 | 6 | ALA | ALA | ARG | ARG | (chain C and (resid 2 through 6 or (resid 7... | C | C | 2 - 259 | 2 - 259 |
4 | 1 | ALA | ALA | THR | THR | (chain D and (resid 2 through 6 or (resid 7... | D | D | 2 - 6 | 2 - 6 |
4 | 2 | LYS | LYS | LYS | LYS | (chain D and (resid 2 through 6 or (resid 7... | D | D | 7 | 7 |
4 | 3 | ALA | ALA | ARG | ARG | (chain D and (resid 2 through 6 or (resid 7... | D | D | 2 - 259 | 2 - 259 |
4 | 4 | ALA | ALA | ARG | ARG | (chain D and (resid 2 through 6 or (resid 7... | D | D | 2 - 259 | 2 - 259 |
4 | 5 | ALA | ALA | ARG | ARG | (chain D and (resid 2 through 6 or (resid 7... | D | D | 2 - 259 | 2 - 259 |
4 | 6 | ALA | ALA | ARG | ARG | (chain D and (resid 2 through 6 or (resid 7... | D | D | 2 - 259 | 2 - 259 |
5 | 1 | ALA | ALA | THR | THR | (chain E and (resid 2 through 6 or (resid 7... | E | E | 2 - 6 | 2 - 6 |
5 | 2 | LYS | LYS | LYS | LYS | (chain E and (resid 2 through 6 or (resid 7... | E | E | 7 | 7 |
5 | 3 | ALA | ALA | TRP | TRP | (chain E and (resid 2 through 6 or (resid 7... | E | E | 2 - 279 | 2 - 279 |
5 | 4 | ALA | ALA | TRP | TRP | (chain E and (resid 2 through 6 or (resid 7... | E | E | 2 - 279 | 2 - 279 |
5 | 5 | ALA | ALA | TRP | TRP | (chain E and (resid 2 through 6 or (resid 7... | E | E | 2 - 279 | 2 - 279 |
5 | 6 | ALA | ALA | TRP | TRP | (chain E and (resid 2 through 6 or (resid 7... | E | E | 2 - 279 | 2 - 279 |
6 | 1 | ALA | ALA | THR | THR | (chain F and (resid 2 through 6 or (resid 7... | F | F | 2 - 6 | 2 - 6 |
6 | 2 | LYS | LYS | LYS | LYS | (chain F and (resid 2 through 6 or (resid 7... | F | F | 7 | 7 |
6 | 3 | ALA | ALA | SER | SER | (chain F and (resid 2 through 6 or (resid 7... | F | F | 2 - 260 | 2 - 260 |
6 | 4 | ALA | ALA | SER | SER | (chain F and (resid 2 through 6 or (resid 7... | F | F | 2 - 260 | 2 - 260 |
6 | 5 | ALA | ALA | SER | SER | (chain F and (resid 2 through 6 or (resid 7... | F | F | 2 - 260 | 2 - 260 |
6 | 6 | ALA | ALA | SER | SER | (chain F and (resid 2 through 6 or (resid 7... | F | F | 2 - 260 | 2 - 260 |