| Index |
Spectrum |
Peptide |
Mass (m) |
Charge (z) |
B (%) |
Y (%) |
BY Intensity (%) |
| 278 |
| Homolog |
|
|
|
1211.6
|
3
|
80.0
|
90.0
|
96.4
|
| 279 |
| Homolog |
|
|
|
1211.6
|
2
|
80.0
|
70.0
|
95.1
|
| 292 |
| Homolog |
|
|
|
1584.8
|
3
|
71.4
|
64.3
|
75.2
|
| 307 |
| Homolog |
|
|
|
1229.5
|
2
|
90.0
|
80.0
|
88.3
|
| 457 |
| Homolog |
|
|
|
1342.6
|
3
|
81.8
|
90.9
|
94.0
|
| 458 |
| Homolog |
|
|
|
1342.6
|
2
|
81.8
|
81.8
|
96.5
|
| 462 |
| Homolog |
|
|
|
1358.6
|
2
|
66.7
|
66.7
|
82.0
|
| 487 |
| Homolog |
|
|
|
1793.8
|
3
|
53.3
|
60.0
|
63.3
|
| 546 |
| Homolog |
|
|
|
1887.9
|
3
|
62.5
|
56.2
|
88.9
|
| 703 |
| Homolog |
|
|
|
1407.7
|
3
|
50.0
|
58.3
|
55.2
|
| 771 |
| Homolog |
|
|
|
1520.8
|
3
|
61.5
|
92.3
|
82.1
|
| 772 |
| Homolog |
|
|
|
1520.8
|
3
|
69.2
|
84.6
|
91.3
|
| 889 |
| Homolog |
|
|
|
1888.0
|
3
|
50.0
|
56.2
|
56.6
|
| 916 |
| Homolog |
|
|
|
1584.8
|
2
|
64.3
|
78.6
|
58.7
|
| 1068 |
| Homolog |
|
|
|
1568.8
|
2
|
84.6
|
76.9
|
93.4
|
| 1357 |
| Homolog |
|
|
|
1471.7
|
2
|
46.2
|
61.5
|
33.3
|
| 1602 |
| Homolog |
|
|
|
1550.8
|
2
|
69.2
|
84.6
|
68.0
|
| 2161 |
| Homolog |
|
|
|
1130.5
|
3
|
77.8
|
100.0
|
92.0
|
| 2810 |
| Homolog |
|
|
|
760.5
|
2
|
80.0
|
100.0
|
97.4
|
| 3245 |
| Homolog |
|
|
|
1616.9
|
2
|
78.6
|
71.4
|
93.2
|
| 3294 |
| Homolog |
|
|
|
1643.9
|
2
|
57.1
|
42.9
|
83.0
|
| 3361 |
| Homolog |
|
|
|
873.5
|
2
|
83.3
|
100.0
|
95.3
|
| 3390 |
| Homolog |
|
|
|
1638.8
|
3
|
57.1
|
64.3
|
55.9
|
| 3392 |
| Homolog |
|
|
|
1601.0
|
2
|
84.6
|
61.5
|
93.3
|
| 3504 |
| Homolog |
|
|
|
1628.9
|
2
|
64.3
|
57.1
|
73.2
|
| 4828 |
| Homolog |
|
|
|
1616.9
|
2
|
57.1
|
57.1
|
95.2
|
| 6078 |
| Homolog |
|
|
|
1471.7
|
2
|
38.5
|
69.2
|
30.2
|
| 6234 |
| Homolog |
|
|
|
1600.9
|
2
|
61.5
|
53.8
|
97.9
|
| 6597 |
| Homolog |
|
|
|
1181.5
|
2
|
80.0
|
90.0
|
94.8
|
| 6604 |
| Homolog |
|
|
|
1025.4
|
2
|
55.6
|
88.9
|
27.2
|
| 6748 |
| Homolog |
|
|
|
1294.6
|
3
|
63.6
|
54.5
|
77.2
|
| 6749 |
| Homolog |
|
|
|
1294.6
|
2
|
81.8
|
63.6
|
95.2
|
| 7071 |
| Homolog |
|
|
|
1441.7
|
2
|
83.3
|
83.3
|
93.1
|
| 8635 |
| Homolog |
|
|
|
1724.9
|
3
|
64.3
|
42.9
|
78.0
|
| 8657 |
| Homolog |
|
|
|
1455.7
|
3
|
50.0
|
83.3
|
81.6
|
| 8684 |
| Homolog |
|
|
|
1888.0
|
3
|
62.5
|
68.8
|
48.6
|
| 9138 |
| Homolog |
|
|
|
1600.9
|
2
|
69.2
|
38.5
|
97.0
|
| 10011 |
| Homolog |
|
|
|
1071.6
|
3
|
87.5
|
87.5
|
79.1
|
| 10032 |
| Homolog |
|
|
|
1824.0
|
3
|
73.3
|
66.7
|
31.4
|
| 10101 |
| Homolog |
|
|
|
1724.9
|
3
|
57.1
|
50.0
|
83.4
|
| 10102 |
| Homolog |
|
|
|
1724.9
|
3
|
21.4
|
42.9
|
72.1
|
| 10151 |
| Homolog |
|
|
|
1888.0
|
3
|
75.0
|
68.8
|
52.2
|
| 10166 |
| Homolog |
|
|
|
1301.6
|
3
|
80.0
|
80.0
|
89.6
|
| 10234 |
| Homolog |
|
|
|
1872.0
|
3
|
93.3
|
100.0
|
93.4
|
| 10240 |
| Homolog |
|
|
|
1871.8
|
3
|
80.0
|
80.0
|
92.9
|
| 10244 |
| Homolog |
|
|
|
1869.1
|
2
|
0.0
|
64.3
|
47.9
|
| 10247 |
| Homolog |
|
|
|
1888.0
|
3
|
43.8
|
37.5
|
38.0
|
| 10251 |
| Homolog |
|
|
|
1866.4
|
3
|
73.3
|
20.0
|
48.7
|
| 11301 |
| Homolog |
|
|
|
1358.6
|
2
|
66.7
|
83.3
|
82.1
|
| 11328 |
| Homolog |
|
|
|
1211.6
|
2
|
90.0
|
100.0
|
71.0
|
| 11367 |
| Homolog |
|
|
|
1211.6
|
3
|
90.0
|
100.0
|
74.8
|
| 11373 |
| Homolog |
|
|
|
1211.6
|
2
|
80.0
|
100.0
|
81.3
|
| 11378 |
| Homolog |
|
|
|
1584.8
|
3
|
71.4
|
57.1
|
75.7
|
| 11612 |
| Homolog |
|
|
|
1342.6
|
2
|
81.8
|
81.8
|
84.8
|
| 11613 |
| Homolog |
|
|
|
1342.6
|
3
|
90.9
|
90.9
|
80.6
|
| 11618 |
| Homolog |
|
|
|
1358.6
|
2
|
75.0
|
75.0
|
76.9
|
| 11619 |
| Homolog |
|
|
|
1358.6
|
3
|
75.0
|
75.0
|
59.6
|
| 11658 |
| Homolog |
|
|
|
1793.8
|
3
|
60.0
|
46.7
|
67.5
|
| 11660 |
| Homolog |
|
|
|
1793.8
|
3
|
73.3
|
33.3
|
68.5
|
| 11727 |
| Homolog |
|
|
|
1887.9
|
3
|
62.5
|
68.8
|
70.5
|
| 11728 |
| Homolog |
|
|
|
1887.9
|
3
|
62.5
|
75.0
|
59.4
|
| 11985 |
| Homolog |
|
|
|
1625.8
|
3
|
61.5
|
92.3
|
43.2
|
| 11987 |
| Homolog |
|
|
|
1520.8
|
3
|
69.2
|
92.3
|
67.1
|
| 11988 |
| Homolog |
|
|
|
1520.8
|
3
|
84.6
|
92.3
|
67.0
|
| 13599 |
| Homolog |
|
|
|
1130.5
|
3
|
66.7
|
100.0
|
73.4
|
| 13602 |
| Homolog |
|
|
|
1130.5
|
2
|
77.8
|
88.9
|
85.1
|
| 14397 |
| Homolog |
|
|
|
760.5
|
2
|
60.0
|
100.0
|
90.9
|
| 14816 |
| Homolog |
|
|
|
960.6
|
2
|
71.4
|
85.7
|
85.7
|
| 14856 |
| Homolog |
|
|
|
1257.7
|
2
|
90.0
|
60.0
|
79.6
|
| 14860 |
| Homolog |
|
|
|
1616.9
|
2
|
78.6
|
57.1
|
47.5
|
| 14883 |
| Homolog |
|
|
|
2142.1
|
3
|
83.3
|
22.2
|
62.4
|
| 14898 |
| Homolog |
|
|
|
1643.9
|
2
|
64.3
|
50.0
|
69.2
|
| 14932 |
| Homolog |
|
|
|
873.5
|
2
|
83.3
|
100.0
|
87.6
|
| 15033 |
| Homolog |
|
|
|
2244.2
|
3
|
78.9
|
57.9
|
66.8
|
| 15065 |
| Homolog |
|
|
|
1628.9
|
2
|
85.7
|
21.4
|
34.1
|
| 15824 |
| Homolog |
|
|
|
1342.6
|
3
|
81.8
|
36.4
|
76.5
|
| 16813 |
| Homolog |
|
|
|
1616.9
|
2
|
57.1
|
28.6
|
51.5
|
| 19374 |
| Homolog |
|
|
|
1312.6
|
3
|
90.9
|
36.4
|
75.5
|
| 19467 |
| Homolog |
|
|
|
1294.6
|
3
|
90.9
|
90.9
|
70.6
|
| 19468 |
| Homolog |
|
|
|
1294.6
|
2
|
90.9
|
90.9
|
90.4
|
| 19755 |
| Homolog |
|
|
|
1459.7
|
2
|
75.0
|
66.7
|
78.7
|
| 19854 |
| Homolog |
|
|
|
1441.7
|
2
|
100.0
|
91.7
|
80.7
|
| 21839 |
| Homolog |
|
|
|
1676.9
|
3
|
57.1
|
50.0
|
60.9
|
| 22031 |
| Homolog |
|
|
|
1611.8
|
3
|
92.3
|
92.3
|
81.5
|
| 22034 |
| Homolog |
|
|
|
1611.8
|
3
|
84.6
|
76.9
|
81.4
|
| 22050 |
| Homolog |
|
|
|
1824.0
|
3
|
73.3
|
86.7
|
69.0
|
| 22111 |
| Homolog |
|
|
|
1724.9
|
3
|
64.3
|
92.9
|
80.8
|
| 22112 |
| Homolog |
|
|
|
1724.9
|
3
|
85.7
|
92.9
|
80.5
|
| 22144 |
| Homolog |
|
|
|
1455.7
|
3
|
83.3
|
100.0
|
76.5
|
| 22258 |
| Homolog |
|
|
|
1854.0
|
3
|
35.7
|
78.6
|
46.2
|
| 22274 |
| Homolog |
|
|
|
1871.0
|
3
|
57.1
|
100.0
|
50.9
|
| 23928 |
| Homolog |
|
|
|
1071.6
|
3
|
75.0
|
100.0
|
70.3
|
| 23971 |
| Homolog |
|
|
|
1611.8
|
3
|
92.3
|
84.6
|
67.6
|
| 23977 |
| Homolog |
|
|
|
1824.0
|
3
|
73.3
|
93.3
|
75.0
|
| 24056 |
| Homolog |
|
|
|
1724.9
|
3
|
71.4
|
100.0
|
79.1
|
| 24079 |
| Homolog |
|
|
|
1186.6
|
3
|
55.6
|
100.0
|
75.3
|
| 24107 |
| Homolog |
|
|
|
1888.0
|
3
|
93.8
|
62.5
|
51.3
|
| 24208 |
| Homolog |
|
|
|
1872.0
|
3
|
86.7
|
100.0
|
80.5
|
| 24213 |
| Homolog |
|
|
|
1888.0
|
3
|
75.0
|
75.0
|
51.4
|
| 24230 |
| Homolog |
|
|
|
1870.7
|
2
|
28.6
|
100.0
|
77.1
|
![LR[154.1]DDSSHDL](l_spectrum.9-3.278.0.png){kind=link}
![LR[154.1]DDSSHDL](l_spectrum.9-3.279.0.png){kind=link}
![LR[154.1]DDSSHDLMLL[16.0]](l_spectrum.9-3.292.0.png){kind=link}
![R[154.1]DDSSHDLM](l_spectrum.9-3.307.0.png){kind=link}
![LR[154.1]DDSSHDLM](l_spectrum.9-3.457.0.png){kind=link}
![LR[154.1]DDSSHDLM](l_spectrum.9-3.458.0.png){kind=link}
![LR[154.1]DDSSHDLM[16.0]](l_spectrum.9-3.462.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR[69.0]](l_spectrum.9-3.487.0.png){kind=link}
![LR[154.1]DDSSHDLMLLRL[50.0]](l_spectrum.9-3.546.0.png){kind=link}
![R[154.1]DDSSHDLML[65.1]](l_spectrum.9-3.703.0.png){kind=link}
![LR[154.1]DDSSHDLML[65.1]](l_spectrum.9-3.771.0.png){kind=link}
![LR[154.1]DDSSHDLML[65.1]](l_spectrum.9-3.772.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR[16.0]](l_spectrum.9-3.889.0.png){kind=link}
![LR[154.1]DDSSHDLMLL[16.0]](l_spectrum.9-3.916.0.png){kind=link}
![LR[154.1]DDSSHDLMLL](l_spectrum.9-3.1068.0.png){kind=link}
![[154.1]DDSSHDLMLLR[16.0]](l_spectrum.9-3.1357.0.png){kind=link}
![[154.1]DDSSHDLMLLR[95.1]](l_spectrum.9-3.1602.0.png){kind=link}
![[260.2]R[154.1]DDSSH](l_spectrum.9-3.2161.0.png){kind=link}
![[16.0]DLMLLRLSE[168.1]ELT](l_spectrum.9-3.3245.0.png){kind=link}
![[43.0]DLMLLRLSE[168.1]ELT](l_spectrum.9-3.3294.0.png){kind=link}
![DLMLLRLSE[168.1]ELT[37.9]](l_spectrum.9-3.3390.0.png){kind=link}
![DLMLLRLSE[168.1]ELT](l_spectrum.9-3.3392.0.png){kind=link}
![DLMLLRLSE[168.1]ELT[28.0]](l_spectrum.9-3.3504.0.png){kind=link}
![[16.0]DLMLLRLSE[168.1]ELT](l_spectrum.9-3.4828.0.png){kind=link}
![[154.1]DDSSHDLMLLR[16.0]](l_spectrum.9-3.6078.0.png){kind=link}
![DLMLLRLSE[168.1]ELT](l_spectrum.9-3.6234.0.png){kind=link}
![R[154.1]DDSSHDL[83.1]](l_spectrum.9-3.6597.0.png){kind=link}
![[154.1]DDSSHDL[83.1]](l_spectrum.9-3.6604.0.png){kind=link}
![LR[154.0]DDSSHDL[83.1]](l_spectrum.9-3.6748.0.png){kind=link}
![LR[154.1]DDSSHDL[83.1]](l_spectrum.9-3.6749.0.png){kind=link}
![[260.2]R[154.1]DDSSHDL[83.0]](l_spectrum.9-3.7071.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR](l_spectrum.9-3.8635.0.png){kind=link}
![[154.1]DDSSHDLMLLR](l_spectrum.9-3.8657.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR[16.0]](l_spectrum.9-3.8684.0.png){kind=link}
![DLMLLRLSE[168.1]ELT](l_spectrum.9-3.9138.0.png){kind=link}
![[260.1]R[154.1]DDSSHDLMLL[108.1]](l_spectrum.9-3.10032.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR](l_spectrum.9-3.10101.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR](l_spectrum.9-3.10102.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR[16.0]](l_spectrum.9-3.10151.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR](l_spectrum.9-3.10234.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR](l_spectrum.9-3.10240.0.png){kind=link}
![[257.3]R[154.1]DDSSHDLMLLR](l_spectrum.9-3.10244.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR[16.0]](l_spectrum.9-3.10247.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLL[150.6]](l_spectrum.9-3.10251.0.png){kind=link}
![LR[154.1]DDSSHDLM[16.0]](l_spectrum.9-3.11301.0.png){kind=link}
![LR[154.1]DDSSHDL](l_spectrum.9-3.11328.0.png){kind=link}
![LR[154.1]DDSSHDL](l_spectrum.9-3.11367.0.png){kind=link}
![LR[154.1]DDSSHDL](l_spectrum.9-3.11373.0.png){kind=link}
![LR[154.1]DDSSHDLMLL[16.0]](l_spectrum.9-3.11378.0.png){kind=link}
![LR[154.1]DDSSHDLM](l_spectrum.9-3.11612.0.png){kind=link}
![LR[154.1]DDSSHDLM](l_spectrum.9-3.11613.0.png){kind=link}
![LR[154.1]DDSSHDLM[16.0]](l_spectrum.9-3.11618.0.png){kind=link}
![LR[154.1]DDSSHDLM[16.0]](l_spectrum.9-3.11619.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR[69.0]](l_spectrum.9-3.11658.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR[69.0]](l_spectrum.9-3.11660.0.png){kind=link}
![LR[154.0]DDSSHDLMLLRL[50.0]](l_spectrum.9-3.11727.0.png){kind=link}
![LR[154.1]DDSSHDLMLLRL[50.0]](l_spectrum.9-3.11728.0.png){kind=link}
![[218.1]R[154.1]DDSSHDLML[65.1]](l_spectrum.9-3.11985.0.png){kind=link}
![LR[154.1]DDSSHDLML[65.1]](l_spectrum.9-3.11987.0.png){kind=link}
![LR[154.1]DDSSHDLML[65.1]](l_spectrum.9-3.11988.0.png){kind=link}
![[260.2]R[154.1]DDSSH](l_spectrum.9-3.13599.0.png){kind=link}
![[260.1]R[154.1]DDSSH](l_spectrum.9-3.13602.0.png){kind=link}
![DLMLLRLSE[168.1]](l_spectrum.9-3.14856.0.png){kind=link}
![[16.0]DLMLLRLSE[168.1]ELT](l_spectrum.9-3.14860.0.png){kind=link}
![DDSSHDLMLLRLSE[168.1]ELT](l_spectrum.9-3.14883.0.png){kind=link}
![[43.0]DLMLLRLSE[168.1]ELT](l_spectrum.9-3.14898.0.png){kind=link}
![DLMLLRLSE[168.1]ELTDAVKVM](l_spectrum.9-3.15033.0.png){kind=link}
![DLMLLRLSE[168.1]ELT[28.0]](l_spectrum.9-3.15065.0.png){kind=link}
![LR[154.1]DDSSHDLM](l_spectrum.9-3.15824.0.png){kind=link}
![[16.0]DLMLLRLSE[168.1]ELT](l_spectrum.9-3.16813.0.png){kind=link}
![LR[154.1]DDSSHDLT](l_spectrum.9-3.19374.0.png){kind=link}
![LR[154.1]DDSSHDL[83.0]](l_spectrum.9-3.19467.0.png){kind=link}
![LR[154.1]DDSSHDL[83.1]](l_spectrum.9-3.19468.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLT](l_spectrum.9-3.19755.0.png){kind=link}
![[260.2]R[154.1]DDSSHDL[83.0]](l_spectrum.9-3.19854.0.png){kind=link}
![LR[154.1]DDSSHDLMLL[108.1]](l_spectrum.9-3.21839.0.png){kind=link}
![R[154.1]DDSSHDLMLLR](l_spectrum.9-3.22031.0.png){kind=link}
![R[154.1]DDSSHDLMLLR](l_spectrum.9-3.22034.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLL[108.1]](l_spectrum.9-3.22050.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR](l_spectrum.9-3.22111.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR](l_spectrum.9-3.22112.0.png){kind=link}
![[154.1]DDSSHDLMLLR](l_spectrum.9-3.22144.0.png){kind=link}
![[242.2]R[154.1]DDSSHDLMLLR](l_spectrum.9-3.22258.0.png){kind=link}
![[259.2]R[154.1]DDSSHDLMLLR](l_spectrum.9-3.22274.0.png){kind=link}
![R[154.1]DDSSHDLMLLR](l_spectrum.9-3.23971.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLL[108.1]](l_spectrum.9-3.23977.0.png){kind=link}
![LR[154.1]DDSSHDLMLLR](l_spectrum.9-3.24056.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR[16.0]](l_spectrum.9-3.24107.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR](l_spectrum.9-3.24208.0.png){kind=link}
![[260.2]R[154.1]DDSSHDLMLLR[16.0]](l_spectrum.9-3.24213.0.png){kind=link}
![[258.9]R[154.1]DDSSHDLMLLR](l_spectrum.9-3.24230.0.png){kind=link}