| Index |
Spectrum |
Peptide |
Mass (m) |
Charge (z) |
B (%) |
Y (%) |
BY Intensity (%) |
| 1048 |
| Homolog |
|
|
|
1140.7
|
2
|
88.9
|
66.7
|
82.2
|
| 1199 |
| Homolog |
|
|
|
1837.1
|
3
|
87.5
|
50.0
|
94.4
|
| 1315 |
| Homolog |
|
|
|
1885.1
|
3
|
75.0
|
62.5
|
93.9
|
| 1319 |
| Homolog |
|
|
|
1885.1
|
2
|
81.2
|
68.8
|
91.7
|
| 1587 |
| Homolog |
|
|
|
3469.7
|
3
|
35.5
|
38.7
|
73.1
|
| 2790 |
| Homolog |
|
|
|
1241.7
|
2
|
80.0
|
70.0
|
95.9
|
| 2995 |
| Homolog |
|
|
|
1837.1
|
3
|
62.5
|
43.8
|
78.8
|
| 3034 |
| Homolog |
|
|
|
1552.9
|
2
|
61.5
|
46.2
|
92.8
|
| 3213 |
| Homolog |
|
|
|
960.6
|
2
|
71.4
|
85.7
|
95.9
|
| 3385 |
| Homolog |
|
|
|
1600.8
|
2
|
84.6
|
69.2
|
96.1
|
| 3398 |
| Homolog |
|
|
|
1599.9
|
2
|
69.2
|
15.4
|
95.8
|
| 4624 |
| Homolog |
|
|
|
974.6
|
2
|
85.7
|
100.0
|
92.3
|
| 4637 |
| Homolog |
|
|
|
1837.1
|
3
|
62.5
|
50.0
|
92.1
|
| 4639 |
| Homolog |
|
|
|
1271.7
|
2
|
90.0
|
80.0
|
93.7
|
| 4801 |
| Homolog |
|
|
|
1600.9
|
2
|
84.6
|
84.6
|
73.6
|
| 4937 |
| Homolog |
|
|
|
1600.9
|
2
|
61.5
|
53.8
|
93.1
|
| 5522 |
| Homolog |
|
|
|
898.5
|
2
|
85.7
|
71.4
|
76.4
|
| 5819 |
| Homolog |
|
|
|
1655.0
|
3
|
92.9
|
85.7
|
95.4
|
| 5823 |
| Homolog |
|
|
|
1655.0
|
2
|
78.6
|
92.9
|
86.6
|
| 5825 |
| Homolog |
|
|
|
1653.7
|
2
|
78.6
|
0.0
|
88.0
|
| 5826 |
| Homolog |
|
|
|
1652.5
|
2
|
78.6
|
7.1
|
69.4
|
| 7160 |
| Homolog |
|
|
|
898.5
|
2
|
85.7
|
85.7
|
93.6
|
| 7164 |
| Homolog |
|
|
|
1027.6
|
2
|
87.5
|
75.0
|
64.7
|
| 7201 |
| Homolog |
|
|
|
827.5
|
2
|
83.3
|
66.7
|
96.0
|
| 7335 |
| Homolog |
|
|
|
1837.1
|
3
|
75.0
|
62.5
|
23.6
|
| 7405 |
| Homolog |
|
|
|
1855.1
|
3
|
75.0
|
56.2
|
87.8
|
| 7406 |
| Homolog |
|
|
|
1855.1
|
3
|
81.2
|
43.8
|
44.3
|
| 7414 |
| Homolog |
|
|
|
1837.1
|
3
|
68.8
|
50.0
|
8.2
|
| 7445 |
| Homolog |
|
|
|
1837.1
|
2
|
87.5
|
62.5
|
86.0
|
| 7447 |
| Homolog |
|
|
|
1837.1
|
3
|
81.2
|
62.5
|
69.4
|
| 7456 |
| Homolog |
|
|
|
1837.1
|
3
|
75.0
|
43.8
|
86.8
|
| 7457 |
| Homolog |
|
|
|
1356.8
|
2
|
81.8
|
72.7
|
89.7
|
| 7480 |
| Homolog |
|
|
|
1819.1
|
3
|
50.0
|
18.8
|
86.1
|
| 7518 |
| Homolog |
|
|
|
1140.7
|
2
|
88.9
|
88.9
|
92.0
|
| 7540 |
| Homolog |
|
|
|
1855.1
|
3
|
93.8
|
68.8
|
89.6
|
| 7555 |
| Homolog |
|
|
|
1837.1
|
3
|
75.0
|
43.8
|
65.4
|
| 7572 |
| Homolog |
|
|
|
1855.1
|
3
|
75.0
|
43.8
|
86.2
|
| 7576 |
| Homolog |
|
|
|
1855.1
|
2
|
87.5
|
68.8
|
90.3
|
| 7622 |
| Homolog |
|
|
|
1819.1
|
2
|
56.2
|
56.2
|
87.6
|
| 7633 |
| Homolog |
|
|
|
1837.1
|
3
|
87.5
|
68.8
|
92.0
|
| 7634 |
| Homolog |
|
|
|
1837.1
|
2
|
87.5
|
62.5
|
93.8
|
| 7637 |
| Homolog |
|
|
|
1834.6
|
2
|
81.2
|
6.2
|
80.8
|
| 7638 |
| Homolog |
|
|
|
1833.4
|
2
|
81.2
|
6.2
|
81.1
|
| 7641 |
| Homolog |
|
|
|
1859.1
|
3
|
37.5
|
43.8
|
51.2
|
| 7696 |
| Homolog |
|
|
|
1938.1
|
2
|
70.6
|
76.5
|
88.8
|
| 7836 |
| Homolog |
|
|
|
1865.1
|
3
|
29.4
|
29.4
|
70.2
|
| 8780 |
| Homolog |
|
|
|
1655.0
|
3
|
78.6
|
57.1
|
93.2
|
| 10400 |
| Homolog |
|
|
|
1837.1
|
3
|
56.2
|
43.8
|
81.3
|
| 10403 |
| Homolog |
|
|
|
1837.1
|
2
|
68.8
|
43.8
|
94.1
|
| 10715 |
| Homolog |
|
|
|
1600.9
|
2
|
38.5
|
38.5
|
81.7
|
| 12308 |
| Homolog |
|
|
|
1655.0
|
3
|
71.4
|
64.3
|
79.6
|
| 12518 |
| Homolog |
|
|
|
1837.1
|
3
|
81.2
|
62.5
|
48.8
|
| 12625 |
| Homolog |
|
|
|
3488.8
|
3
|
48.4
|
6.5
|
59.4
|
| 12633 |
| Homolog |
|
|
|
1885.1
|
3
|
100.0
|
68.8
|
72.8
|
| 12635 |
| Homolog |
|
|
|
1885.1
|
2
|
93.8
|
56.2
|
84.7
|
| 12638 |
| Homolog |
|
|
|
1883.5
|
3
|
93.8
|
31.2
|
64.1
|
| 14385 |
| Homolog |
|
|
|
1241.7
|
2
|
100.0
|
70.0
|
84.5
|
| 14604 |
| Homolog |
|
|
|
1837.1
|
3
|
87.5
|
68.8
|
76.3
|
| 14637 |
| Homolog |
|
|
|
1657.9
|
3
|
92.9
|
50.0
|
76.9
|
| 14639 |
| Homolog |
|
|
|
1657.9
|
2
|
85.7
|
50.0
|
73.0
|
| 14640 |
| Homolog |
|
|
|
1552.9
|
3
|
92.3
|
76.9
|
76.6
|
| 14641 |
| Homolog |
|
|
|
1552.9
|
2
|
84.6
|
46.2
|
76.3
|
| 14817 |
| Homolog |
|
|
|
1485.9
|
2
|
91.7
|
58.3
|
66.3
|
| 14825 |
| Homolog |
|
|
|
1658.9
|
3
|
85.7
|
35.7
|
74.6
|
| 14888 |
| Homolog |
|
|
|
1570.9
|
2
|
53.8
|
23.1
|
69.3
|
| 14961 |
| Homolog |
|
|
|
1600.9
|
2
|
100.0
|
69.2
|
71.6
|
| 14976 |
| Homolog |
|
|
|
1600.9
|
2
|
76.9
|
38.5
|
73.2
|
| 14991 |
| Homolog |
|
|
|
2244.2
|
3
|
84.2
|
73.7
|
63.9
|
| 15035 |
| Homolog |
|
|
|
1628.9
|
2
|
78.6
|
42.9
|
68.7
|
| 16575 |
| Homolog |
|
|
|
974.6
|
2
|
71.4
|
100.0
|
81.5
|
| 16590 |
| Homolog |
|
|
|
1837.1
|
3
|
56.2
|
50.0
|
73.2
|
| 16593 |
| Homolog |
|
|
|
1271.7
|
2
|
80.0
|
70.0
|
82.8
|
| 16734 |
| Homolog |
|
|
|
1899.1
|
3
|
43.8
|
93.8
|
66.5
|
| 16779 |
| Homolog |
|
|
|
1600.9
|
2
|
84.6
|
61.5
|
73.9
|
| 16923 |
| Homolog |
|
|
|
1600.9
|
2
|
92.3
|
61.5
|
74.4
|
| 18302 |
| Homolog |
|
|
|
1655.0
|
3
|
71.4
|
85.7
|
80.4
|
| 18304 |
| Homolog |
|
|
|
1655.0
|
2
|
92.9
|
85.7
|
85.7
|
| 18310 |
| Homolog |
|
|
|
1652.5
|
2
|
92.9
|
14.3
|
67.3
|
| 18320 |
| Homolog |
|
|
|
1685.9
|
3
|
6.7
|
66.7
|
48.6
|
| 18470 |
| Homolog |
|
|
|
1683.0
|
3
|
33.3
|
46.7
|
64.7
|
| 19526 |
| Homolog |
|
|
|
730.5
|
2
|
50.0
|
83.3
|
39.9
|
| 19826 |
| Homolog |
|
|
|
730.5
|
2
|
80.0
|
80.0
|
84.5
|
| 19961 |
| Homolog |
|
|
|
898.6
|
2
|
100.0
|
57.1
|
91.6
|
| 20392 |
| Homolog |
|
|
|
1970.0
|
3
|
82.4
|
64.7
|
61.6
|
| 20395 |
| Homolog |
|
|
|
1140.6
|
2
|
100.0
|
88.9
|
83.3
|
| 20429 |
| Homolog |
|
|
|
1855.1
|
3
|
75.0
|
68.8
|
68.6
|
| 20430 |
| Homolog |
|
|
|
1855.1
|
3
|
93.8
|
56.2
|
73.1
|
| 20454 |
| Homolog |
|
|
|
1837.1
|
3
|
68.8
|
56.2
|
74.7
|
| 20468 |
| Homolog |
|
|
|
1855.1
|
2
|
87.5
|
62.5
|
84.7
|
| 20473 |
| Homolog |
|
|
|
1855.1
|
3
|
87.5
|
62.5
|
75.5
|
| 20509 |
| Homolog |
|
|
|
1819.1
|
3
|
68.8
|
68.8
|
72.5
|
| 20510 |
| Homolog |
|
|
|
1819.1
|
2
|
75.0
|
56.2
|
78.0
|
| 20528 |
| Homolog |
|
|
|
1837.1
|
3
|
93.8
|
81.2
|
75.4
|
| 20529 |
| Homolog |
|
|
|
1837.1
|
2
|
93.8
|
68.8
|
83.6
|
| 20534 |
| Homolog |
|
|
|
1834.6
|
2
|
93.8
|
31.2
|
80.7
|
| 20536 |
| Homolog |
|
|
|
1837.0
|
3
|
87.5
|
81.2
|
75.8
|
| 20595 |
| Homolog |
|
|
|
1938.1
|
3
|
64.7
|
58.8
|
72.0
|
| 20596 |
| Homolog |
|
|
|
1938.1
|
2
|
70.6
|
58.8
|
87.5
|
| 20854 |
| Homolog |
|
|
|
1865.1
|
2
|
64.7
|
23.5
|
62.0
|
| 24396 |
| Homolog |
|
|
|
1837.1
|
3
|
81.2
|
68.8
|
76.2
|
![LLRLSE[168.1]EL](l_spectrum.9-2.1048.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.1199.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVM](l_spectrum.9-2.1315.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVM](l_spectrum.9-2.1319.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVMDL[198.1]KE[168.1]LG[202.1]CY[38.0]](l_spectrum.9-2.1587.0.png){kind=link}
![LLRLSE[168.1]ELT](l_spectrum.9-2.2790.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.2995.0.png){kind=link}
![[67.0]LMLLRLSE[168.1]ELT](l_spectrum.9-2.3034.0.png){kind=link}
![DLMLLRLSE[168.1]ELT](l_spectrum.9-2.3385.0.png){kind=link}
![DLMLLRLSE[168.1]EL[100.1]](l_spectrum.9-2.3398.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.4637.0.png){kind=link}
![LMLLRLSE[168.1]E](l_spectrum.9-2.4639.0.png){kind=link}
![LMLLRLSE[168.1]ELTD](l_spectrum.9-2.4801.0.png){kind=link}
![DLMLLRLSE[168.1]ELT](l_spectrum.9-2.4937.0.png){kind=link}
![LLRLSE[168.1]](l_spectrum.9-2.5522.0.png){kind=link}
![LLRLSE[168.1]ELTDAVK](l_spectrum.9-2.5819.0.png){kind=link}
![LLRLSE[168.1]ELTDAVK](l_spectrum.9-2.5823.0.png){kind=link}
![LLRLSE[168.1]ELTDAV[126.9]](l_spectrum.9-2.5825.0.png){kind=link}
![LLRLSE[168.1]ELTDAV[125.7]](l_spectrum.9-2.5826.0.png){kind=link}
![LLRLSE[168.1]](l_spectrum.9-2.7160.0.png){kind=link}
![LLRLSE[168.1]E](l_spectrum.9-2.7164.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7335.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVT](l_spectrum.9-2.7405.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVT](l_spectrum.9-2.7406.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7414.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7445.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7447.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7456.0.png){kind=link}
![LLRLSE[168.1]ELTD](l_spectrum.9-2.7457.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[65.1]](l_spectrum.9-2.7480.0.png){kind=link}
![LLRLSE[168.1]EL](l_spectrum.9-2.7518.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVT](l_spectrum.9-2.7540.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7555.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVT](l_spectrum.9-2.7572.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVT](l_spectrum.9-2.7576.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[65.1]](l_spectrum.9-2.7622.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7633.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7634.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[80.6]](l_spectrum.9-2.7637.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[79.4]](l_spectrum.9-2.7638.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[105.1]](l_spectrum.9-2.7641.0.png){kind=link}
![TLLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.7696.0.png){kind=link}
![[28.1]LLRLSE[168.1]ELTDAVKV[83.0]](l_spectrum.9-2.7836.0.png){kind=link}
![LLRLSE[168.1]ELTDAVK](l_spectrum.9-2.8780.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.10400.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.10403.0.png){kind=link}
![DLMLLRLSE[168.1]ELT](l_spectrum.9-2.10715.0.png){kind=link}
![LLRLSE[168.1]ELTDAVK](l_spectrum.9-2.12308.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.12518.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVMDL[198.1]KE[168.1]LG[202.1]CYG](l_spectrum.9-2.12625.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVM](l_spectrum.9-2.12633.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVM](l_spectrum.9-2.12635.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKVE](l_spectrum.9-2.12638.0.png){kind=link}
![LLRLSE[168.1]ELT](l_spectrum.9-2.14385.0.png){kind=link}
![LLRLSE[168.1]ELTDAVKV[83.1]](l_spectrum.9-2.14604.0.png){kind=link}
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