| Index |
Spectrum |
Peptide |
Mass (m) |
Charge (z) |
B (%) |
Y (%) |
BY Intensity (%) |
| 327 |
| Homolog |
|
|
|
848.5
|
2
|
85.7
|
100.0
|
95.6
|
| 363 |
| Homolog |
|
|
|
1033.5
|
2
|
88.9
|
88.9
|
93.7
|
| 551 |
| Homolog |
|
|
|
1233.6
|
2
|
81.8
|
90.9
|
93.7
|
| 591 |
| Homolog |
|
|
|
1227.7
|
3
|
20.0
|
60.0
|
40.4
|
| 592 |
| Homolog |
|
|
|
820.4
|
2
|
83.3
|
83.3
|
80.7
|
| 608 |
| Homolog |
|
|
|
1334.7
|
2
|
91.7
|
91.7
|
69.6
|
| 636 |
| Homolog |
|
|
|
1760.9
|
2
|
82.4
|
82.4
|
98.0
|
| 715 |
| Homolog |
|
|
|
1490.8
|
2
|
85.7
|
92.9
|
94.4
|
| 959 |
| Homolog |
|
|
|
1874.0
|
2
|
83.3
|
83.3
|
96.2
|
| 1557 |
| Homolog |
|
|
|
2006.0
|
2
|
27.8
|
22.2
|
32.3
|
| 2377 |
| Homolog |
|
|
|
976.5
|
2
|
75.0
|
75.0
|
64.9
|
| 2379 |
| Homolog |
|
|
|
730.5
|
2
|
71.4
|
42.9
|
78.6
|
| 2464 |
| Homolog |
|
|
|
820.4
|
2
|
83.3
|
83.3
|
85.1
|
| 2497 |
| Homolog |
|
|
|
706.4
|
2
|
80.0
|
100.0
|
68.2
|
| 2503 |
| Homolog |
|
|
|
1760.9
|
2
|
82.4
|
82.4
|
95.2
|
| 2546 |
| Homolog |
|
|
|
945.5
|
2
|
87.5
|
75.0
|
92.2
|
| 2593 |
| Homolog |
|
|
|
1074.6
|
2
|
55.6
|
55.6
|
65.7
|
| 2660 |
| Homolog |
|
|
|
1228.7
|
3
|
60.0
|
70.0
|
81.2
|
| 2773 |
| Homolog |
|
|
|
1547.9
|
3
|
53.8
|
61.5
|
68.0
|
| 2785 |
| Homolog |
|
|
|
1546.9
|
3
|
46.2
|
53.8
|
65.2
|
| 2786 |
| Homolog |
|
|
|
1662.9
|
3
|
26.7
|
46.7
|
55.1
|
| 2789 |
| Homolog |
|
|
|
1546.9
|
2
|
53.8
|
53.8
|
23.4
|
| 2797 |
| Homolog |
|
|
|
1246.7
|
2
|
70.0
|
70.0
|
46.9
|
| 2806 |
| Homolog |
|
|
|
1660.7
|
3
|
14.3
|
42.9
|
43.7
|
| 2817 |
| Homolog |
|
|
|
1661.9
|
3
|
35.7
|
28.6
|
58.0
|
| 2818 |
| Homolog |
|
|
|
1547.9
|
3
|
53.8
|
46.2
|
38.0
|
| 2835 |
| Homolog |
|
|
|
1776.9
|
3
|
43.8
|
31.2
|
81.9
|
| 2841 |
| Homolog |
|
|
|
1292.7
|
2
|
50.0
|
70.0
|
55.6
|
| 2971 |
| Homolog |
|
|
|
1228.7
|
2
|
60.0
|
70.0
|
64.7
|
| 3011 |
| Homolog |
|
|
|
1236.7
|
2
|
50.0
|
40.0
|
67.5
|
| 3206 |
| Homolog |
|
|
|
1363.7
|
2
|
90.9
|
81.8
|
63.3
|
| 3244 |
| Homolog |
|
|
|
1276.7
|
2
|
60.0
|
80.0
|
42.8
|
| 3250 |
| Homolog |
|
|
|
1298.6
|
2
|
70.0
|
80.0
|
67.6
|
| 3409 |
| Homolog |
|
|
|
1304.7
|
2
|
36.4
|
54.5
|
38.7
|
| 4021 |
| Homolog |
|
|
|
705.4
|
2
|
83.3
|
66.7
|
84.5
|
| 4036 |
| Homolog |
|
|
|
830.5
|
2
|
100.0
|
85.7
|
89.7
|
| 4197 |
| Homolog |
|
|
|
1760.9
|
2
|
70.6
|
76.5
|
93.3
|
| 4211 |
| Homolog |
|
|
|
1375.7
|
2
|
76.9
|
61.5
|
84.1
|
| 4262 |
| Homolog |
|
|
|
1161.6
|
2
|
90.0
|
70.0
|
76.0
|
| 4294 |
| Homolog |
|
|
|
1346.7
|
2
|
75.0
|
75.0
|
67.7
|
| 4437 |
| Homolog |
|
|
|
1647.9
|
2
|
40.0
|
60.0
|
71.1
|
| 4493 |
| Homolog |
|
|
|
1546.9
|
3
|
53.8
|
38.5
|
64.6
|
| 4503 |
| Homolog |
|
|
|
1803.9
|
2
|
70.6
|
70.6
|
74.4
|
| 4830 |
| Homolog |
|
|
|
1276.7
|
2
|
50.0
|
60.0
|
41.1
|
| 5214 |
| Homolog |
|
|
|
1377.7
|
2
|
84.6
|
92.3
|
96.3
|
| 5226 |
| Homolog |
|
|
|
1377.7
|
2
|
46.2
|
76.9
|
94.3
|
| 5484 |
| Homolog |
|
|
|
1044.6
|
2
|
90.0
|
80.0
|
94.0
|
| 5501 |
| Homolog |
|
|
|
1760.9
|
2
|
82.4
|
82.4
|
95.1
|
| 5527 |
| Homolog |
|
|
|
1760.9
|
2
|
76.5
|
82.4
|
96.3
|
| 5571 |
| Homolog |
|
|
|
1760.9
|
2
|
70.6
|
82.4
|
94.8
|
| 5599 |
| Homolog |
|
|
|
1760.9
|
2
|
64.7
|
76.5
|
94.8
|
| 7108 |
| Homolog |
|
|
|
1300.8
|
3
|
41.7
|
58.3
|
86.9
|
| 7145 |
| Homolog |
|
|
|
1243.8
|
3
|
33.3
|
16.7
|
77.9
|
| 7181 |
| Homolog |
|
|
|
984.6
|
2
|
50.0
|
75.0
|
83.7
|
| 7588 |
| Homolog |
|
|
|
1315.7
|
2
|
63.6
|
72.7
|
66.5
|
| 7639 |
| Homolog |
|
|
|
1500.8
|
2
|
69.2
|
61.5
|
55.3
|
| 7741 |
| Homolog |
|
|
|
1801.9
|
2
|
62.5
|
87.5
|
77.4
|
| 7797 |
| Homolog |
|
|
|
1958.0
|
2
|
50.0
|
72.2
|
50.2
|
| 8494 |
| Homolog |
|
|
|
1760.9
|
2
|
82.4
|
82.4
|
98.1
|
| 9556 |
| Homolog |
|
|
|
1221.6
|
2
|
90.9
|
72.7
|
88.1
|
| 9674 |
| Homolog |
|
|
|
1377.7
|
2
|
84.6
|
92.3
|
95.1
|
| 9932 |
| Homolog |
|
|
|
1044.6
|
2
|
80.0
|
70.0
|
84.6
|
| 9944 |
| Homolog |
|
|
|
1760.9
|
2
|
82.4
|
82.4
|
97.3
|
| 10008 |
| Homolog |
|
|
|
1760.9
|
2
|
70.6
|
82.4
|
94.0
|
| 10068 |
| Homolog |
|
|
|
1760.9
|
2
|
70.6
|
76.5
|
94.5
|
| 11427 |
| Homolog |
|
|
|
848.5
|
2
|
71.4
|
100.0
|
31.0
|
| 11478 |
| Homolog |
|
|
|
1033.5
|
2
|
77.8
|
100.0
|
63.0
|
| 11749 |
| Homolog |
|
|
|
1233.6
|
2
|
81.8
|
100.0
|
60.4
|
| 11818 |
| Homolog |
|
|
|
1334.7
|
2
|
50.0
|
83.3
|
75.9
|
| 11947 |
| Homolog |
|
|
|
1490.8
|
2
|
57.1
|
100.0
|
73.7
|
| 14111 |
| Homolog |
|
|
|
945.5
|
2
|
87.5
|
75.0
|
74.2
|
| 14259 |
| Homolog |
|
|
|
1333.7
|
2
|
16.7
|
75.0
|
55.0
|
| 14268 |
| Homolog |
|
|
|
1333.7
|
3
|
41.7
|
75.0
|
55.9
|
| 14270 |
| Homolog |
|
|
|
1228.7
|
3
|
60.0
|
80.0
|
59.7
|
| 14426 |
| Homolog |
|
|
|
1246.7
|
2
|
70.0
|
50.0
|
34.4
|
| 14486 |
| Homolog |
|
|
|
1292.7
|
2
|
70.0
|
70.0
|
47.3
|
| 14573 |
| Homolog |
|
|
|
1245.7
|
2
|
0.0
|
54.5
|
54.9
|
| 14611 |
| Homolog |
|
|
|
1228.7
|
2
|
70.0
|
90.0
|
57.4
|
| 14822 |
| Homolog |
|
|
|
1363.7
|
2
|
81.8
|
72.7
|
55.9
|
| 14874 |
| Homolog |
|
|
|
1298.6
|
2
|
50.0
|
80.0
|
57.5
|
| 15774 |
| Homolog |
|
|
|
830.5
|
2
|
100.0
|
100.0
|
69.2
|
| 15813 |
| Homolog |
|
|
|
830.5
|
2
|
85.7
|
85.7
|
54.6
|
| 16121 |
| Homolog |
|
|
|
1161.6
|
2
|
80.0
|
80.0
|
59.7
|
| 16165 |
| Homolog |
|
|
|
1074.6
|
2
|
66.7
|
66.7
|
44.5
|
| 16166 |
| Homolog |
|
|
|
1346.7
|
2
|
83.3
|
83.3
|
65.4
|
| 16347 |
| Homolog |
|
|
|
1647.9
|
2
|
46.7
|
86.7
|
49.7
|
| 16422 |
| Homolog |
|
|
|
1803.9
|
2
|
70.6
|
82.4
|
47.8
|
| 16822 |
| Homolog |
|
|
|
1276.7
|
2
|
80.0
|
60.0
|
47.9
|
| 17413 |
| Homolog |
|
|
|
1221.6
|
2
|
45.5
|
100.0
|
79.7
|
| 17457 |
| Homolog |
|
|
|
1278.6
|
2
|
8.3
|
91.7
|
80.9
|
| 17599 |
| Homolog |
|
|
|
1377.7
|
2
|
69.2
|
100.0
|
77.7
|
| 17945 |
| Homolog |
|
|
|
1760.9
|
3
|
52.9
|
82.4
|
56.8
|
| 19778 |
| Homolog |
|
|
|
1315.7
|
2
|
36.4
|
54.5
|
48.1
|
| 19982 |
| Homolog |
|
|
|
984.6
|
2
|
75.0
|
75.0
|
72.8
|
| 20504 |
| Homolog |
|
|
|
1315.7
|
2
|
63.6
|
72.7
|
44.9
|
| 20550 |
| Homolog |
|
|
|
1500.8
|
2
|
61.5
|
84.6
|
47.7
|
| 21589 |
| Homolog |
|
|
|
1377.7
|
2
|
15.4
|
61.5
|
47.5
|
| 23329 |
| Homolog |
|
|
|
1221.6
|
2
|
54.5
|
81.8
|
80.9
|
| 23496 |
| Homolog |
|
|
|
1377.7
|
2
|
53.8
|
92.3
|
77.4
|
| 23546 |
| Homolog |
|
|
|
1378.7
|
2
|
0.0
|
78.6
|
61.8
|
![S[244.1]TVGKL](l_spectrum.597-0.327.0.png){kind=link}
![ANS[244.0]TVGKL](l_spectrum.597-0.363.0.png){kind=link}
![LSANS[244.1]TVGKL](l_spectrum.597-0.551.0.png){kind=link}
![[38.1][244.1]TVGKLLS[228.1]](l_spectrum.597-0.591.0.png){kind=link}
![[75.0]GKLLS[228.1]](l_spectrum.597-0.592.0.png){kind=link}
![TLSANS[244.1]TVGKL](l_spectrum.597-0.608.0.png){kind=link}
![ALAKVGTLSANS[244.1]TVGK](l_spectrum.597-0.636.0.png){kind=link}
![VGTLSANS[244.1]TVGKL](l_spectrum.597-0.715.0.png){kind=link}
![ALAKVGTLSANS[244.1]TVGKL](l_spectrum.597-0.959.0.png){kind=link}
![VGTLSANS[244.1]TVGKLLS[246.1][69.1]](l_spectrum.597-0.1557.0.png){kind=link}
![[31.0]TVGKLLS[228.1]](l_spectrum.597-0.2377.0.png){kind=link}
![[31.0]TVGKLL[69.0]](l_spectrum.597-0.2379.0.png){kind=link}
![[75.0]GKLLS[228.1]](l_spectrum.597-0.2464.0.png){kind=link}
![[18.0]KLLS[228.1]](l_spectrum.597-0.2497.0.png){kind=link}
![ALAKVGTLSANS[244.1]TVGK](l_spectrum.597-0.2503.0.png){kind=link}
![[244.1]TVGKLLA](l_spectrum.597-0.2546.0.png){kind=link}
![[244.1]TVGKLLSL](l_spectrum.597-0.2593.0.png){kind=link}
![[244.1]TVGKLLS[246.1][21.1]](l_spectrum.597-0.2660.0.png){kind=link}
![[86.1]ANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.2773.0.png){kind=link}
![[85.2]ANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.2785.0.png){kind=link}
![[1.0]LSANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.2786.0.png){kind=link}
![[85.1]ANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.2789.0.png){kind=link}
![[244.1]TVGKLLS[246.1][39.1]](l_spectrum.597-0.2797.0.png){kind=link}
![[112.0]SANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.2806.0.png){kind=link}
![LSANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.2817.0.png){kind=link}
![[86.1]ANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.2818.0.png){kind=link}
![[14.0]TLSANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.2835.0.png){kind=link}
![[244.1]TVGKLLS[246.1][85.0]](l_spectrum.597-0.2841.0.png){kind=link}
![[244.1]TVGKLLS[246.1][21.1]](l_spectrum.597-0.2971.0.png){kind=link}
![[47.1][244.1]TVGKLLS[228.1]](l_spectrum.597-0.3011.0.png){kind=link}
![S[244.1]TVGKLLS[246.1][69.1]](l_spectrum.597-0.3206.0.png){kind=link}
![[244.1]TVGKLLS[246.1][69.1]](l_spectrum.597-0.3244.0.png){kind=link}
![[244.1]TVGKLLS[246.1][91.0]](l_spectrum.597-0.3250.0.png){kind=link}
![[28.1][244.1]TVGKLLS[246.1][69.0]](l_spectrum.597-0.3409.0.png){kind=link}
![[75.0]GKLLSL](l_spectrum.597-0.4021.0.png){kind=link}
![ALAKVGTLSANS[244.1]TVGK](l_spectrum.597-0.4197.0.png){kind=link}
![ALAKVGTLSANS[244.1]](l_spectrum.597-0.4211.0.png){kind=link}
![S[244.1]TVGKLLSL](l_spectrum.597-0.4262.0.png){kind=link}
![ANS[244.1]TVGKLLSL](l_spectrum.597-0.4294.0.png){kind=link}
![TLSANS[244.0]TVGKLLSL](l_spectrum.597-0.4437.0.png){kind=link}
![[85.2]ANS[244.1]TVGKLLS[228.1]](l_spectrum.597-0.4493.0.png){kind=link}
![VGTLSANS[244.1]TVGKLLSL](l_spectrum.597-0.4503.0.png){kind=link}
![[244.1]TVGKLLS[246.1][69.1]](l_spectrum.597-0.4830.0.png){kind=link}
![VGTLSANS[244.1]TVGK](l_spectrum.597-0.5214.0.png){kind=link}
![VGTLSANS[244.1]TVGK](l_spectrum.597-0.5226.0.png){kind=link}
![ALAKVGTLSANS[244.1]TVGK](l_spectrum.597-0.5501.0.png){kind=link}
![ALAKVGTLSANS[244.1]TVGK](l_spectrum.597-0.5527.0.png){kind=link}
![ALAKVGTLSANS[244.1]TVGK](l_spectrum.597-0.5571.0.png){kind=link}
![ALAKVGTLSANS[244.0]TVGK](l_spectrum.597-0.5599.0.png){kind=link}
![[85.2]ANS[244.1]TVGKLL[69.0]](l_spectrum.597-0.7108.0.png){kind=link}
![[28.1]ANS[244.1]TVGKLL[69.0]](l_spectrum.597-0.7145.0.png){kind=link}
![TVGKLLS[246.1][21.1]](l_spectrum.597-0.7181.0.png){kind=link}
![S[244.1]TVGKLLS[246.1][21.1]](l_spectrum.597-0.7588.0.png){kind=link}
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![TLSANS[244.1]TVGKLLS[246.1][21.0]](l_spectrum.597-0.7741.0.png){kind=link}
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