| Index |
Spectrum |
Peptide |
Mass (m) |
Charge (z) |
B (%) |
Y (%) |
BY Intensity (%) |
| 85 |
| Homolog |
|
|
|
872.5
|
2
|
83.3
|
100.0
|
77.3
|
| 159 |
| Homolog |
|
|
|
1399.7
|
2
|
83.3
|
83.3
|
93.5
|
| 175 |
| Homolog |
|
|
|
1527.8
|
2
|
76.9
|
84.6
|
90.6
|
| 252 |
| Homolog |
|
|
|
1200.6
|
2
|
90.0
|
80.0
|
80.4
|
| 297 |
| Homolog |
|
|
|
1145.7
|
2
|
88.9
|
100.0
|
84.6
|
| 330 |
| Homolog |
|
|
|
1113.6
|
2
|
88.9
|
88.9
|
90.9
|
| 536 |
| Homolog |
|
|
|
1256.7
|
2
|
60.0
|
70.0
|
42.9
|
| 1518 |
| Homolog |
|
|
|
2044.2
|
3
|
66.7
|
60.0
|
19.0
|
| 1560 |
| Homolog |
|
|
|
1957.2
|
3
|
60.0
|
60.0
|
32.9
|
| 1584 |
| Homolog |
|
|
|
2230.3
|
3
|
52.9
|
41.2
|
23.3
|
| 2073 |
| Homolog |
|
|
|
1456.8
|
3
|
83.3
|
100.0
|
93.9
|
| 2076 |
| Homolog |
|
|
|
1172.6
|
2
|
90.0
|
90.0
|
95.8
|
| 2082 |
| Homolog |
|
|
|
1300.7
|
2
|
72.7
|
90.9
|
94.3
|
| 2124 |
| Homolog |
|
|
|
1399.7
|
2
|
66.7
|
75.0
|
70.7
|
| 2225 |
| Homolog |
|
|
|
1145.7
|
2
|
88.9
|
100.0
|
84.7
|
| 2336 |
| Homolog |
|
|
|
1827.0
|
3
|
86.7
|
93.3
|
91.1
|
| 2349 |
| Homolog |
|
|
|
1827.0
|
3
|
40.0
|
80.0
|
89.7
|
| 2351 |
| Homolog |
|
|
|
1827.0
|
2
|
86.7
|
80.0
|
88.8
|
| 2359 |
| Homolog |
|
|
|
1825.3
|
3
|
13.3
|
60.0
|
80.1
|
| 2369 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
100.0
|
88.4
|
| 2378 |
| Homolog |
|
|
|
1827.0
|
3
|
33.3
|
46.7
|
91.0
|
| 2383 |
| Homolog |
|
|
|
1942.0
|
3
|
88.2
|
88.2
|
89.9
|
| 2394 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
86.7
|
54.8
|
| 2403 |
| Homolog |
|
|
|
1827.0
|
3
|
20.0
|
40.0
|
23.9
|
| 2435 |
| Homolog |
|
|
|
1841.0
|
2
|
43.8
|
43.8
|
43.9
|
| 2453 |
| Homolog |
|
|
|
1827.0
|
3
|
86.7
|
80.0
|
81.9
|
| 2474 |
| Homolog |
|
|
|
1827.0
|
3
|
80.0
|
86.7
|
90.5
|
| 2489 |
| Homolog |
|
|
|
1841.0
|
2
|
62.5
|
50.0
|
58.2
|
| 2502 |
| Homolog |
|
|
|
1827.0
|
3
|
73.3
|
66.7
|
62.0
|
| 2526 |
| Homolog |
|
|
|
1827.0
|
3
|
73.3
|
80.0
|
65.8
|
| 2591 |
| Homolog |
|
|
|
1827.0
|
3
|
66.7
|
93.3
|
53.3
|
| 4054 |
| Homolog |
|
|
|
1827.0
|
3
|
26.7
|
33.3
|
87.9
|
| 4056 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
86.7
|
86.6
|
| 8199 |
| Homolog |
|
|
|
1683.9
|
2
|
71.4
|
92.9
|
88.7
|
| 8232 |
| Homolog |
|
|
|
1399.7
|
2
|
75.0
|
75.0
|
79.1
|
| 9524 |
| Homolog |
|
|
|
1399.7
|
2
|
91.7
|
91.7
|
94.0
|
| 9526 |
| Homolog |
|
|
|
1398.5
|
2
|
25.0
|
91.7
|
81.9
|
| 9528 |
| Homolog |
|
|
|
1398.7
|
3
|
16.7
|
75.0
|
92.4
|
| 9532 |
| Homolog |
|
|
|
1397.3
|
2
|
25.0
|
91.7
|
67.6
|
| 9629 |
| Homolog |
|
|
|
1413.7
|
2
|
30.8
|
38.5
|
53.9
|
| 9694 |
| Homolog |
|
|
|
1413.7
|
2
|
30.8
|
38.5
|
75.3
|
| 9763 |
| Homolog |
|
|
|
1413.7
|
2
|
30.8
|
46.2
|
54.2
|
| 9797 |
| Homolog |
|
|
|
1382.7
|
3
|
75.0
|
75.0
|
93.9
|
| 9841 |
| Homolog |
|
|
|
1382.7
|
2
|
91.7
|
83.3
|
95.4
|
| 11136 |
| Homolog |
|
|
|
799.4
|
2
|
66.7
|
100.0
|
60.6
|
| 11359 |
| Homolog |
|
|
|
1145.7
|
2
|
77.8
|
77.8
|
61.7
|
| 11362 |
| Homolog |
|
|
|
1145.7
|
3
|
55.6
|
100.0
|
75.7
|
| 11403 |
| Homolog |
|
|
|
1273.7
|
2
|
90.0
|
90.0
|
86.3
|
| 11451 |
| Homolog |
|
|
|
1113.6
|
2
|
88.9
|
88.9
|
63.8
|
| 13486 |
| Homolog |
|
|
|
1456.8
|
3
|
75.0
|
91.7
|
79.4
|
| 13490 |
| Homolog |
|
|
|
1456.8
|
2
|
91.7
|
100.0
|
85.4
|
| 13492 |
| Homolog |
|
|
|
1172.6
|
3
|
30.0
|
100.0
|
72.5
|
| 13504 |
| Homolog |
|
|
|
1300.7
|
3
|
45.5
|
90.9
|
74.1
|
| 13680 |
| Homolog |
|
|
|
1145.7
|
2
|
88.9
|
100.0
|
83.9
|
| 13681 |
| Homolog |
|
|
|
1145.7
|
3
|
66.7
|
100.0
|
77.8
|
| 13848 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
100.0
|
75.8
|
| 13857 |
| Homolog |
|
|
|
1598.9
|
3
|
84.6
|
100.0
|
77.0
|
| 13871 |
| Homolog |
|
|
|
1827.0
|
3
|
53.3
|
100.0
|
68.1
|
| 13873 |
| Homolog |
|
|
|
1825.3
|
3
|
40.0
|
100.0
|
52.8
|
| 13874 |
| Homolog |
|
|
|
1824.5
|
2
|
13.3
|
86.7
|
58.8
|
| 13882 |
| Homolog |
|
|
|
1825.8
|
2
|
33.3
|
93.3
|
77.0
|
| 13893 |
| Homolog |
|
|
|
1827.0
|
3
|
100.0
|
100.0
|
76.3
|
| 13910 |
| Homolog |
|
|
|
1827.0
|
3
|
66.7
|
100.0
|
64.5
|
| 13918 |
| Homolog |
|
|
|
1942.0
|
3
|
70.6
|
94.1
|
78.5
|
| 13919 |
| Homolog |
|
|
|
1942.0
|
3
|
29.4
|
88.2
|
63.1
|
| 13920 |
| Homolog |
|
|
|
1942.0
|
2
|
82.4
|
88.2
|
87.1
|
| 13924 |
| Homolog |
|
|
|
1827.0
|
2
|
80.0
|
86.7
|
77.5
|
| 13927 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
93.3
|
72.8
|
| 13955 |
| Homolog |
|
|
|
1827.0
|
3
|
100.0
|
100.0
|
77.9
|
| 13962 |
| Homolog |
|
|
|
1827.0
|
2
|
66.7
|
86.7
|
75.2
|
| 13983 |
| Homolog |
|
|
|
1827.0
|
3
|
100.0
|
100.0
|
75.4
|
| 14005 |
| Homolog |
|
|
|
1827.0
|
3
|
40.0
|
93.3
|
67.3
|
| 14016 |
| Homolog |
|
|
|
1827.0
|
3
|
80.0
|
100.0
|
72.9
|
| 14046 |
| Homolog |
|
|
|
1827.0
|
3
|
86.7
|
100.0
|
76.7
|
| 14077 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
100.0
|
76.8
|
| 14113 |
| Homolog |
|
|
|
1827.0
|
3
|
86.7
|
93.3
|
75.9
|
| 14152 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
93.3
|
76.6
|
| 14190 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
100.0
|
76.3
|
| 14242 |
| Homolog |
|
|
|
1827.0
|
3
|
86.7
|
100.0
|
78.9
|
| 14258 |
| Homolog |
|
|
|
1827.0
|
3
|
20.0
|
93.3
|
70.0
|
| 14323 |
| Homolog |
|
|
|
1827.0
|
3
|
86.7
|
93.3
|
77.0
|
| 14362 |
| Homolog |
|
|
|
1827.0
|
3
|
80.0
|
93.3
|
77.1
|
| 14402 |
| Homolog |
|
|
|
1827.0
|
3
|
73.3
|
100.0
|
75.0
|
| 14446 |
| Homolog |
|
|
|
1827.0
|
3
|
73.3
|
93.3
|
77.1
|
| 14490 |
| Homolog |
|
|
|
1827.0
|
3
|
60.0
|
93.3
|
77.7
|
| 14558 |
| Homolog |
|
|
|
1827.0
|
3
|
66.7
|
93.3
|
79.0
|
| 15816 |
| Homolog |
|
|
|
1827.0
|
3
|
93.3
|
93.3
|
77.9
|
| 15819 |
| Homolog |
|
|
|
1827.0
|
2
|
86.7
|
93.3
|
79.3
|
| 17374 |
| Homolog |
|
|
|
1399.7
|
2
|
91.7
|
100.0
|
77.1
|
| 17387 |
| Homolog |
|
|
|
1398.7
|
3
|
33.3
|
100.0
|
74.7
|
| 17733 |
| Homolog |
|
|
|
1827.0
|
3
|
73.3
|
100.0
|
78.7
|
| 21350 |
| Homolog |
|
|
|
799.4
|
2
|
50.0
|
83.3
|
49.2
|
| 21355 |
| Homolog |
|
|
|
1456.8
|
3
|
58.3
|
100.0
|
78.3
|
| 21376 |
| Homolog |
|
|
|
1683.9
|
2
|
85.7
|
100.0
|
89.8
|
| 21692 |
| Homolog |
|
|
|
1666.9
|
3
|
64.3
|
92.9
|
79.4
|
| 23281 |
| Homolog |
|
|
|
1397.7
|
3
|
50.0
|
100.0
|
70.1
|
| 23369 |
| Homolog |
|
|
|
1399.7
|
2
|
83.3
|
100.0
|
77.7
|
| 23392 |
| Homolog |
|
|
|
1397.7
|
3
|
16.7
|
100.0
|
75.1
|
| 23658 |
| Homolog |
|
|
|
1382.7
|
3
|
33.3
|
91.7
|
71.1
|
| 23735 |
| Homolog |
|
|
|
1382.7
|
2
|
91.7
|
91.7
|
86.0
|
![AKKRVT[170.2]](l_spectrum.351-0.85.0.png){kind=link}
![SVSAKKRVT[170.1]](l_spectrum.351-0.297.0.png){kind=link}
![[111.0]SVSAKKRVT[170.2]](l_spectrum.351-0.536.0.png){kind=link}
![[88.1]SHTKSVSAKKRVT[170.1][357.3]](l_spectrum.351-0.1518.0.png){kind=link}
![[1.1]SHTKSVSAKKRVT[170.1][357.3]](l_spectrum.351-0.1560.0.png){kind=link}
![[46.1]DLSHTKSVSAKKRVT[170.1][357.2]](l_spectrum.351-0.1584.0.png){kind=link}
![SVSAKKRVT[170.1]](l_spectrum.351-0.2225.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2336.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2349.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2351.0.png){kind=link}
![LLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2359.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2369.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2378.0.png){kind=link}
![[1.0]NDLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2383.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2394.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2403.0.png){kind=link}
![[14.0]DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2435.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2453.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2474.0.png){kind=link}
![[14.0]DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2489.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2502.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.2526.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.2]](l_spectrum.351-0.2591.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.4054.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.4056.0.png){kind=link}
![[111.9]NDLSHTKSVSAK](l_spectrum.351-0.9526.0.png){kind=link}
![[112.1]NDLSHTKSVSAK](l_spectrum.351-0.9528.0.png){kind=link}
![[110.7]NDLSHTKSVSAK](l_spectrum.351-0.9532.0.png){kind=link}
![LNDLSHTKSVSAK[14.0]](l_spectrum.351-0.9629.0.png){kind=link}
![LNDLSHTKSVSAK[14.0]](l_spectrum.351-0.9694.0.png){kind=link}
![LNDLSHTKSVSAK[14.0]](l_spectrum.351-0.9763.0.png){kind=link}
![[96.1]NDLSHTKSVSAK](l_spectrum.351-0.9797.0.png){kind=link}
![[96.1]NDLSHTKSVSAK](l_spectrum.351-0.9841.0.png){kind=link}
![SVSAKKRVT[170.1]](l_spectrum.351-0.11359.0.png){kind=link}
![SVSAKKRVT[170.2]](l_spectrum.351-0.11362.0.png){kind=link}
![KSVSAKKRVT[170.1]](l_spectrum.351-0.11403.0.png){kind=link}
![SVSAKKRVT[170.1]](l_spectrum.351-0.13680.0.png){kind=link}
![SVSAKKRVT[170.2]](l_spectrum.351-0.13681.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13848.0.png){kind=link}
![SHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13857.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.2]](l_spectrum.351-0.13871.0.png){kind=link}
![LLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13873.0.png){kind=link}
![LLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13874.0.png){kind=link}
![NLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13882.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13893.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.2]](l_spectrum.351-0.13910.0.png){kind=link}
![[1.0]NDLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13918.0.png){kind=link}
![[1.0]NDLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13919.0.png){kind=link}
![[1.0]NDLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13920.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13924.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13927.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13955.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13962.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.13983.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14005.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14016.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14046.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14077.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14113.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14152.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14190.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14242.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14258.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14323.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14362.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14402.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14446.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14490.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.14558.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.15816.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.15819.0.png){kind=link}
![[112.1]NDLSHTKSVSAK](l_spectrum.351-0.17387.0.png){kind=link}
![DLSHTKSVSAKKRVT[170.1]](l_spectrum.351-0.17733.0.png){kind=link}
![[96.1]NDLSHTKSVSAKKR](l_spectrum.351-0.21692.0.png){kind=link}
![[111.1]NDLSHTKSVSAK](l_spectrum.351-0.23281.0.png){kind=link}
![[111.1]NDLSHTKSVSAK](l_spectrum.351-0.23392.0.png){kind=link}
![[96.1]NDLSHTKSVSAK](l_spectrum.351-0.23658.0.png){kind=link}
![[96.1]NDLSHTKSVSAK](l_spectrum.351-0.23735.0.png){kind=link}