| Index |
Spectrum |
Peptide |
Mass (m) |
Charge (z) |
B (%) |
Y (%) |
BY Intensity (%) |
| 122 |
| Homolog |
|
|
|
1047.6
|
2
|
75.0
|
87.5
|
91.5
|
| 166 |
| Homolog |
|
|
|
919.5
|
2
|
71.4
|
71.4
|
85.6
|
| 418 |
| Homolog |
|
|
|
1567.9
|
3
|
76.9
|
61.5
|
52.3
|
| 528 |
| Homolog |
|
|
|
1484.9
|
3
|
91.7
|
91.7
|
85.3
|
| 529 |
| Homolog |
|
|
|
1484.8
|
2
|
83.3
|
91.7
|
91.2
|
| 552 |
| Homolog |
|
|
|
2340.3
|
3
|
60.0
|
55.0
|
79.1
|
| 577 |
| Homolog |
|
|
|
1740.0
|
3
|
69.2
|
76.9
|
88.3
|
| 578 |
| Homolog |
|
|
|
1740.0
|
3
|
64.3
|
57.1
|
83.0
|
| 623 |
| Homolog |
|
|
|
1726.0
|
3
|
57.1
|
71.4
|
86.5
|
| 661 |
| Homolog |
|
|
|
1613.9
|
3
|
76.9
|
69.2
|
81.6
|
| 690 |
| Homolog |
|
|
|
1926.1
|
3
|
81.2
|
87.5
|
89.1
|
| 830 |
| Homolog |
|
|
|
1926.1
|
3
|
53.3
|
60.0
|
58.1
|
| 1774 |
| Homolog |
|
|
|
3204.8
|
3
|
70.4
|
77.8
|
87.4
|
| 2113 |
| Homolog |
|
|
|
811.5
|
2
|
100.0
|
100.0
|
95.8
|
| 2128 |
| Homolog |
|
|
|
933.5
|
2
|
85.7
|
100.0
|
95.3
|
| 2255 |
| Homolog |
|
|
|
940.5
|
2
|
85.7
|
100.0
|
88.4
|
| 2346 |
| Homolog |
|
|
|
1057.6
|
2
|
87.5
|
75.0
|
94.9
|
| 2585 |
| Homolog |
|
|
|
1501.0
|
3
|
75.0
|
66.7
|
83.2
|
| 2695 |
| Homolog |
|
|
|
1503.9
|
3
|
83.3
|
91.7
|
83.1
|
| 2867 |
| Homolog |
|
|
|
1713.0
|
3
|
46.2
|
46.2
|
76.0
|
| 2999 |
| Homolog |
|
|
|
1731.0
|
3
|
92.9
|
85.7
|
72.4
|
| 3001 |
| Homolog |
|
|
|
1731.0
|
2
|
85.7
|
85.7
|
91.5
|
| 3002 |
| Homolog |
|
|
|
1616.0
|
3
|
92.3
|
76.9
|
54.5
|
| 3003 |
| Homolog |
|
|
|
1730.2
|
3
|
30.8
|
92.3
|
79.4
|
| 3006 |
| Homolog |
|
|
|
1729.8
|
2
|
15.4
|
84.6
|
83.9
|
| 3010 |
| Homolog |
|
|
|
1727.3
|
2
|
23.1
|
84.6
|
48.5
|
| 3012 |
| Homolog |
|
|
|
1729.0
|
3
|
15.4
|
92.3
|
45.3
|
| 3104 |
| Homolog |
|
|
|
1731.0
|
3
|
78.6
|
78.6
|
47.6
|
| 3128 |
| Homolog |
|
|
|
1732.0
|
3
|
86.7
|
86.7
|
80.6
|
| 3195 |
| Homolog |
|
|
|
1617.0
|
3
|
92.3
|
92.3
|
81.1
|
| 3197 |
| Homolog |
|
|
|
1617.0
|
3
|
53.8
|
69.2
|
90.3
|
| 4665 |
| Homolog |
|
|
|
1731.0
|
3
|
92.9
|
85.7
|
82.5
|
| 5993 |
| Homolog |
|
|
|
1731.0
|
3
|
71.4
|
71.4
|
57.9
|
| 6017 |
| Homolog |
|
|
|
2425.4
|
3
|
71.4
|
76.2
|
84.7
|
| 6666 |
| Homolog |
|
|
|
926.5
|
2
|
85.7
|
85.7
|
82.9
|
| 6673 |
| Homolog |
|
|
|
1041.6
|
2
|
87.5
|
87.5
|
94.6
|
| 8478 |
| Homolog |
|
|
|
1044.7
|
2
|
50.0
|
87.5
|
86.4
|
| 8927 |
| Homolog |
|
|
|
1731.0
|
3
|
57.1
|
50.0
|
52.8
|
| 9512 |
| Homolog |
|
|
|
713.4
|
2
|
80.0
|
100.0
|
86.1
|
| 9633 |
| Homolog |
|
|
|
1160.7
|
2
|
55.6
|
66.7
|
80.5
|
| 11209 |
| Homolog |
|
|
|
919.5
|
2
|
85.7
|
100.0
|
71.2
|
| 11518 |
| Homolog |
|
|
|
1401.8
|
3
|
27.3
|
90.9
|
66.7
|
| 11699 |
| Homolog |
|
|
|
1484.9
|
3
|
66.7
|
83.3
|
48.6
|
| 11700 |
| Homolog |
|
|
|
1484.8
|
2
|
100.0
|
91.7
|
57.0
|
| 11743 |
| Homolog |
|
|
|
2340.3
|
3
|
61.9
|
57.1
|
51.7
|
| 11768 |
| Homolog |
|
|
|
1740.0
|
3
|
46.7
|
60.0
|
60.3
|
| 11874 |
| Homolog |
|
|
|
1613.9
|
3
|
100.0
|
84.6
|
58.3
|
| 11886 |
| Homolog |
|
|
|
1613.9
|
2
|
69.2
|
92.3
|
52.4
|
| 12018 |
| Homolog |
|
|
|
1925.1
|
3
|
50.0
|
100.0
|
48.3
|
| 13532 |
| Homolog |
|
|
|
811.5
|
2
|
83.3
|
100.0
|
85.3
|
| 13539 |
| Homolog |
|
|
|
933.5
|
2
|
85.7
|
100.0
|
83.6
|
| 13725 |
| Homolog |
|
|
|
940.5
|
2
|
100.0
|
100.0
|
81.0
|
| 13726 |
| Homolog |
|
|
|
939.8
|
2
|
71.4
|
100.0
|
73.0
|
| 13744 |
| Homolog |
|
|
|
910.6
|
2
|
14.3
|
100.0
|
67.3
|
| 13766 |
| Homolog |
|
|
|
940.5
|
2
|
85.7
|
100.0
|
73.0
|
| 13786 |
| Homolog |
|
|
|
1055.6
|
2
|
75.0
|
87.5
|
64.7
|
| 13800 |
| Homolog |
|
|
|
712.5
|
2
|
80.0
|
100.0
|
77.0
|
| 13807 |
| Homolog |
|
|
|
941.3
|
2
|
28.6
|
100.0
|
76.7
|
| 14134 |
| Homolog |
|
|
|
1501.0
|
3
|
58.3
|
100.0
|
66.2
|
| 14476 |
| Homolog |
|
|
|
1713.0
|
3
|
53.8
|
61.5
|
67.9
|
| 14623 |
| Homolog |
|
|
|
1616.0
|
3
|
84.6
|
100.0
|
71.2
|
| 14625 |
| Homolog |
|
|
|
1616.0
|
2
|
61.5
|
84.6
|
79.5
|
| 14626 |
| Homolog |
|
|
|
1731.0
|
3
|
85.7
|
92.9
|
66.5
|
| 14627 |
| Homolog |
|
|
|
1731.0
|
2
|
85.7
|
100.0
|
78.0
|
| 14628 |
| Homolog |
|
|
|
1731.0
|
3
|
71.4
|
92.9
|
63.2
|
| 14629 |
| Homolog |
|
|
|
1729.8
|
2
|
46.2
|
84.6
|
77.7
|
| 14636 |
| Homolog |
|
|
|
1730.0
|
3
|
53.8
|
100.0
|
66.1
|
| 14642 |
| Homolog |
|
|
|
1730.2
|
3
|
46.2
|
92.3
|
69.2
|
| 14672 |
| Homolog |
|
|
|
3541.0
|
3
|
12.9
|
45.2
|
58.4
|
| 14675 |
| Homolog |
|
|
|
3541.0
|
3
|
22.6
|
54.8
|
51.3
|
| 14732 |
| Homolog |
|
|
|
1731.0
|
3
|
57.1
|
78.6
|
54.8
|
| 14744 |
| Homolog |
|
|
|
2652.5
|
3
|
36.4
|
40.9
|
58.5
|
| 14750 |
| Homolog |
|
|
|
1732.0
|
3
|
73.3
|
86.7
|
67.3
|
| 14754 |
| Homolog |
|
|
|
1732.0
|
2
|
66.7
|
86.7
|
80.1
|
| 14801 |
| Homolog |
|
|
|
1617.0
|
3
|
76.9
|
100.0
|
65.7
|
| 14939 |
| Homolog |
|
|
|
3540.0
|
3
|
25.8
|
61.3
|
49.7
|
| 15081 |
| Homolog |
|
|
|
4460.5
|
3
|
34.2
|
60.5
|
59.1
|
| 15694 |
| Homolog |
|
|
|
940.5
|
2
|
85.7
|
71.4
|
72.5
|
| 16640 |
| Homolog |
|
|
|
1731.0
|
3
|
71.4
|
92.9
|
68.7
|
| 16642 |
| Homolog |
|
|
|
1731.0
|
2
|
92.9
|
85.7
|
76.1
|
| 17497 |
| Homolog |
|
|
|
1160.7
|
3
|
33.3
|
100.0
|
68.3
|
| 17499 |
| Homolog |
|
|
|
1160.7
|
2
|
55.6
|
100.0
|
66.7
|
| 18544 |
| Homolog |
|
|
|
2425.4
|
3
|
57.1
|
76.2
|
60.4
|
| 18547 |
| Homolog |
|
|
|
2482.4
|
3
|
31.8
|
54.5
|
41.0
|
| 19312 |
| Homolog |
|
|
|
811.5
|
2
|
83.3
|
100.0
|
79.2
|
| 19372 |
| Homolog |
|
|
|
926.5
|
2
|
85.7
|
100.0
|
76.2
|
| 19394 |
| Homolog |
|
|
|
1041.6
|
2
|
87.5
|
100.0
|
74.7
|
| 21849 |
| Homolog |
|
|
|
1044.7
|
2
|
100.0
|
100.0
|
89.9
|
| 22185 |
| Homolog |
|
|
|
1731.0
|
3
|
42.9
|
100.0
|
78.7
|
| 22187 |
| Homolog |
|
|
|
1731.0
|
3
|
35.7
|
92.9
|
61.7
|
| 22378 |
| Homolog |
|
|
|
2379.4
|
3
|
60.0
|
85.0
|
56.0
|
| 22499 |
| Homolog |
|
|
|
2296.4
|
3
|
31.6
|
94.7
|
66.8
|
| 22584 |
| Homolog |
|
|
|
2425.4
|
3
|
75.0
|
95.0
|
73.4
|
| 22589 |
| Homolog |
|
|
|
2425.4
|
3
|
70.0
|
65.0
|
67.8
|
| 22870 |
| Homolog |
|
|
|
4090.3
|
3
|
28.6
|
48.6
|
54.7
|
| 22876 |
| Homolog |
|
|
|
4090.3
|
3
|
25.7
|
48.6
|
63.7
|
| 23407 |
| Homolog |
|
|
|
1160.7
|
3
|
100.0
|
100.0
|
75.2
|
| 23408 |
| Homolog |
|
|
|
1160.7
|
2
|
88.9
|
100.0
|
73.5
|
| 23780 |
| Homolog |
|
|
|
1044.7
|
2
|
62.5
|
100.0
|
89.1
|
| 23783 |
| Homolog |
|
|
|
1101.7
|
2
|
33.3
|
77.8
|
28.0
|
![KVK[230.0]TKTL](l_spectrum.351-2.122.0.png){kind=link}
![VK[230.1]TKTL](l_spectrum.351-2.166.0.png){kind=link}
![[83.0]VPLKKVK[230.0]TKTL](l_spectrum.351-2.418.0.png){kind=link}
![VPLKKVK[230.0]TKTL](l_spectrum.351-2.528.0.png){kind=link}
![VPLKKVK[230.0]TKTL](l_spectrum.351-2.529.0.png){kind=link}
![NK[100.1]L[100.1][257.1][112.1]DDLSHTKSVSAKK](l_spectrum.351-2.552.0.png){kind=link}
![N[127.1]TLV[258.1][112.1]DDLSHTK](l_spectrum.351-2.577.0.png){kind=link}
![NKT[112.1]V[257.1]NNDLSHTK](l_spectrum.351-2.578.0.png){kind=link}
![VPLKKVK[230.0]TKTLLK](l_spectrum.351-2.623.0.png){kind=link}
![EVPLKKVK[230.1]TKTL](l_spectrum.351-2.661.0.png){kind=link}
![N[127.1]TLV[257.2]LDDLSHTKSV](l_spectrum.351-2.690.0.png){kind=link}
![N[127.1]TLV[258.1]LNDLSHTKSV](l_spectrum.351-2.830.0.png){kind=link}
![VPLKKVK[230.1]TKTLLKTLV[257.1]LNDLSHTK](l_spectrum.351-2.1774.0.png){kind=link}
![[230.1]TKTLLK](l_spectrum.351-2.2128.0.png){kind=link}
![TKTLLKTLV[257.1]LN](l_spectrum.351-2.2585.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]](l_spectrum.351-2.2695.0.png){kind=link}
![[212.0]TKTLLKTLV[257.1]LN](l_spectrum.351-2.2867.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.2999.0.png){kind=link}
![[230.1]TKTLLKTLV[257.2]LN](l_spectrum.351-2.3001.0.png){kind=link}
![DTKTLLKTLV[257.1]LN](l_spectrum.351-2.3002.0.png){kind=link}
![[229.2]TKTLLKTLV[257.1]LN](l_spectrum.351-2.3003.0.png){kind=link}
![[228.9]TKTLLKTLV[257.1]LN](l_spectrum.351-2.3006.0.png){kind=link}
![[226.4]TKTLLKTLV[257.1]LN](l_spectrum.351-2.3010.0.png){kind=link}
![[228.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.3012.0.png){kind=link}
![[230.1]TKTLLKTLV[257.2]LN](l_spectrum.351-2.3104.0.png){kind=link}
![[230.0]TKTLLKTLV[257.1]LN[1.0]](l_spectrum.351-2.3128.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]L](l_spectrum.351-2.3195.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]L](l_spectrum.351-2.3197.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.4665.0.png){kind=link}
![[230.0]TKTLLKTLV[257.1]LN](l_spectrum.351-2.5993.0.png){kind=link}
![TLLKTLV[257.1]LNDLSHTKSVSAK](l_spectrum.351-2.6017.0.png){kind=link}
![VPLKKVK[230.1]](l_spectrum.351-2.6673.0.png){kind=link}
![TLLKTLV[257.1]](l_spectrum.351-2.8478.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.8927.0.png){kind=link}
![VK[230.0]TKTLLK](l_spectrum.351-2.9633.0.png){kind=link}
![VK[230.1]TKTL](l_spectrum.351-2.11209.0.png){kind=link}
![MVPLKKVK[230.1]TK](l_spectrum.351-2.11518.0.png){kind=link}
![VPLKKVK[230.1]TKTL](l_spectrum.351-2.11699.0.png){kind=link}
![VPLKKVK[230.0]TKTL](l_spectrum.351-2.11700.0.png){kind=link}
![[1.0]LKTLV[257.1]LNDLSHTKSVSAKK](l_spectrum.351-2.11743.0.png){kind=link}
![[1.0]LKTLV[257.1]LNDLSHTK](l_spectrum.351-2.11768.0.png){kind=link}
![EVPLKKVK[230.1]TKTL](l_spectrum.351-2.11874.0.png){kind=link}
![EVPLKKVK[230.0]TKTL](l_spectrum.351-2.11886.0.png){kind=link}
![LKTLV[257.1]LNDLSHTKSV](l_spectrum.351-2.12018.0.png){kind=link}
![[230.1]TKTLLK](l_spectrum.351-2.13539.0.png){kind=link}
![[129.7]VPLKKVK](l_spectrum.351-2.13807.0.png){kind=link}
![TKTLLKTLV[257.1]LN](l_spectrum.351-2.14134.0.png){kind=link}
![[212.0]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14476.0.png){kind=link}
![DTKTLLKTLV[257.1]LN](l_spectrum.351-2.14623.0.png){kind=link}
![DTKTLLKTLV[257.1]LN](l_spectrum.351-2.14625.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14626.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14627.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14628.0.png){kind=link}
![[228.8]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14629.0.png){kind=link}
![[229.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14636.0.png){kind=link}
![[229.3]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14642.0.png){kind=link}
![[2.0][230.1]TKTLLKTLV[257.1]LNDLSHTKSVSAKKRVT[170.1]](l_spectrum.351-2.14672.0.png){kind=link}
![[2.0][230.1]TKTLLKTLV[257.1]LNDLSHTKSVSAKKRVT[170.1]](l_spectrum.351-2.14675.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14732.0.png){kind=link}
![EVPLKKVK[230.0]TKTLLKTLV[257.1]LN](l_spectrum.351-2.14744.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN[1.0]](l_spectrum.351-2.14750.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN[1.0]](l_spectrum.351-2.14754.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]L](l_spectrum.351-2.14801.0.png){kind=link}
![[1.0][230.1]TKTLLKTLV[257.1]LNDLSHTKSVSAKKRVT[170.1]](l_spectrum.351-2.14939.0.png){kind=link}
![EVPLKKVK[230.1]TKTLLKTLV[257.1]LNDLSHTKSVSAKKRVT[170.1]](l_spectrum.351-2.15081.0.png){kind=link}
![[230.1]TKTLLKTLV[257.1]LN](l_spectrum.351-2.16640.0.png){kind=link}
![[230.1]TKTLLKTLV[257.2]LN](l_spectrum.351-2.16642.0.png){kind=link}
![VK[230.1]TKTLLK](l_spectrum.351-2.17497.0.png){kind=link}
![VK[230.1]TKTLLK](l_spectrum.351-2.17499.0.png){kind=link}
![TLLKTLV[257.1]LNDLSHTKSVSAK](l_spectrum.351-2.18544.0.png){kind=link}
![GTLLKTLV[257.1]LNDLSHTKSVSAK](l_spectrum.351-2.18547.0.png){kind=link}
![VPLKKVK[230.0]](l_spectrum.351-2.19394.0.png){kind=link}
![TLLKTLV[257.1]](l_spectrum.351-2.21849.0.png){kind=link}
![VK[230.1]TKTLLKTLV[257.1]](l_spectrum.351-2.22185.0.png){kind=link}
![VK[230.0]TKTLLKTLV[257.1]](l_spectrum.351-2.22187.0.png){kind=link}
![[83.0]VPLKKVK[230.1]TKTLLKTLV[257.1]](l_spectrum.351-2.22378.0.png){kind=link}
![VPLKKVK[230.1]TKTLLKTLV[257.1]](l_spectrum.351-2.22499.0.png){kind=link}
![EVPLKKVK[230.1]TKTLLKTLV[257.1]](l_spectrum.351-2.22584.0.png){kind=link}
![EVPLKKVK[230.1]TKTLLKTLV[257.1]](l_spectrum.351-2.22589.0.png){kind=link}
![EVPLKKVK[230.1]TKTLLKTLV[257.1]LNDLSHTKSVSAKKR](l_spectrum.351-2.22870.0.png){kind=link}
![EVPLKKVK[230.1]TKTLLKTLV[257.1]LNDLSHTKSVSAKKR](l_spectrum.351-2.22876.0.png){kind=link}
![VK[230.1]TKTLLK](l_spectrum.351-2.23407.0.png){kind=link}
![VK[230.1]TKTLLK](l_spectrum.351-2.23408.0.png){kind=link}
![TLLKTLV[257.1]](l_spectrum.351-2.23780.0.png){kind=link}
![GTLLKTLV[257.1]](l_spectrum.351-2.23783.0.png){kind=link}