Chain sequence(s) |
A: METPSQRRATRSGAQASSTPLSPTRITRLQEKEDLQELNDRLAVYIDRVRSLETENAGLRLRITESEEVVSREVSGIKAAYEAELGDARKTLDSVAKERARLQLELSKVREEFKELKARNTKKEGDLIAAQARLKDLEALLNSKEAALSTALSEKRTLEGELHDLRGQVAKLEAALGEAKKQLQDEMLRRVDAENRLQTMKEELDFQKNIYSEELRETKRRHETRLVEIDNGKQREFESRLADALQELRAQHEDQVEQYKKELEKTYSAKLDNARQSAERNSNLVGAAHEELQQSRIRIDSLSAQLSQLQKQLAAKEAKLRDLEDSLARERDTSRRLLAEKEREMAEMRARMQQQLDEYQELLDIKLALDMEIHAYRKLLEGEEERLRLSPSPTSQRSRGRASSHSSQTQGGGSVTKKRKLESTESRSSFSQHARTSGRVAVEEVDEEGKFVRLRNKSNEDQSMGNWQIKRQNGDDPLLTYRFPPKFTLKAGQVVTIWAAGAGATHSPPTDLVWKAQNTWGCGNSLRTALINSTGEEVAMRKLVRSVTVVEDDEDEDGDDLLHHHHGSHCSSSGDPAEYNLRSRTVLCGTCGQPADKASASGSGAQSPQNCSIM
input PDB |
Selected Chain(s) | A |
Distance of aggregation | 10 Å |
FoldX usage | Yes |
pH calculations | No |
alphaCutter usage | No |
Dynamic mode | Yes |
Automated mutations | No |
Downloads | Download all the data |
Simulation log |
[INFO] Logger: Verbosity set to: 2 - [INFO] (00:00:01) [WARNING] runJob: Working directory already exists (possibly overwriting previous results -ow to prevent this behavior) (00:00:01) [INFO] runJob: Starting aggrescan3d job on: input.pdb with A chain(s) selected (00:00:01) [INFO] runJob: Creating pdb object from: input.pdb (00:00:01) [INFO] FoldX: Starting FoldX energy minimization (00:00:01) [INFO] CABS: Running CABS flex simulation (00:17:21) [INFO] Analysis: Starting Aggrescan4D on model_8.pdb (02:16:44) [INFO] Analysis: Starting Aggrescan4D on model_6.pdb (02:16:50) [INFO] Analysis: Starting Aggrescan4D on model_11.pdb (02:16:57) [INFO] Analysis: Starting Aggrescan4D on model_7.pdb (02:17:04) [INFO] Analysis: Starting Aggrescan4D on model_3.pdb (02:17:10) [INFO] Analysis: Starting Aggrescan4D on model_5.pdb (02:17:17) [INFO] Analysis: Starting Aggrescan4D on model_1.pdb (02:17:23) [INFO] Analysis: Starting Aggrescan4D on model_0.pdb (02:17:30) [INFO] Analysis: Starting Aggrescan4D on model_2.pdb (02:17:37) [INFO] Analysis: Starting Aggrescan4D on model_4.pdb (02:17:43) [INFO] Analysis: Starting Aggrescan4D on model_10.pdb (02:17:50) [INFO] Analysis: Starting Aggrescan4D on model_9.pdb (02:17:57) [INFO] Analysis: Starting Aggrescan4D on input.pdb (02:18:04) [INFO] Analysis: Starting Aggrescan4D on folded.pdb (02:18:21) [INFO] Main: Simulation completed successfully. (02:18:27) |
The table below lists A4D score for protein residues. Residues with A4D score > 0.0000 are marked by yellow rows.
residue index | residue name | chain | Aggrescan4D score | mutation |
---|---|---|---|---|
1 | M | A | -0.1675 | |
2 | E | A | -1.0226 | |
3 | T | A | 0.0000 | |
4 | P | A | -0.7532 | |
5 | S | A | -1.5660 | |
6 | Q | A | -2.4334 | |
7 | R | A | -3.3309 | |
8 | R | A | -3.3570 | |
9 | A | A | 0.0000 | |
10 | T | A | -2.8098 | |
11 | R | A | -2.5952 | |
12 | S | A | 0.0000 | |
13 | G | A | -1.5911 | |
14 | A | A | -0.8653 | |
15 | Q | A | -1.4117 | |
16 | A | A | 0.0000 | |
17 | S | A | -0.7003 | |
18 | S | A | -0.6842 | |
19 | T | A | -0.3500 | |
20 | P | A | 0.1599 | |
21 | L | A | 0.4882 | |
22 | S | A | -0.0336 | |
23 | P | A | -0.1517 | |
24 | T | A | -0.3083 | |
25 | R | A | -1.0080 | |
26 | I | A | 0.9507 | |
27 | T | A | -0.2316 | |
28 | R | A | -1.1050 | |
29 | L | A | -0.1334 | |
30 | Q | A | -1.4431 | |
31 | E | A | 0.0000 | |
32 | K | A | -3.2278 | |
33 | E | A | -3.7123 | |
34 | D | A | -3.4311 | |
35 | L | A | -3.4561 | |
36 | Q | A | -4.4644 | |
37 | E | A | -4.7728 | |
38 | L | A | 0.0000 | |
39 | N | A | -3.8627 | |
40 | D | A | -3.4808 | |
41 | R | A | -2.9315 | |
42 | L | A | -2.0140 | |
43 | A | A | -1.1635 | |
44 | V | A | -0.0740 | |
45 | Y | A | -0.5960 | |
46 | I | A | 0.0000 | |
47 | D | A | -2.4234 | |
48 | R | A | -2.2243 | |
49 | V | A | -2.1063 | |
50 | R | A | -3.1589 | |
51 | S | A | -2.0587 | |
52 | L | A | -1.2491 | |
53 | E | A | -2.4514 | |
54 | T | A | -1.5570 | |
55 | E | A | -2.1827 | |
56 | N | A | -2.1592 | |
57 | A | A | -1.1494 | |
58 | G | A | -0.5931 | |
59 | L | A | -0.1330 | |
60 | R | A | -1.1620 | |
61 | L | A | -0.2712 | |
62 | R | A | -1.2911 | |
63 | I | A | 0.0468 | |
64 | T | A | -1.1336 | |
65 | E | A | -2.6386 | |
66 | S | A | -1.6730 | |
67 | E | A | -2.3885 | |
68 | E | A | -2.6388 | |
69 | V | A | -0.7302 | |
70 | V | A | -0.2705 | |
71 | S | A | -1.1263 | |
72 | R | A | -2.2574 | |
73 | E | A | -1.3183 | |
74 | V | A | 0.6844 | |
75 | S | A | -0.4089 | |
76 | G | A | -0.5143 | |
77 | I | A | 0.8546 | |
78 | K | A | -0.9251 | |
79 | A | A | -0.4845 | |
80 | A | A | -0.1274 | |
81 | Y | A | -0.0805 | |
82 | E | A | -1.7893 | |
83 | A | A | -1.4810 | |
84 | E | A | -2.4544 | |
85 | L | A | -1.3182 | |
86 | G | A | -2.3191 | |
87 | D | A | -3.2587 | |
88 | A | A | -2.3924 | |
89 | R | A | -3.2756 | |
90 | K | A | -3.3692 | |
91 | T | A | -1.6666 | |
92 | L | A | -0.9013 | |
93 | D | A | -2.4619 | |
94 | S | A | -1.9409 | |
95 | V | A | -1.0972 | |
96 | A | A | -1.5592 | |
97 | K | A | -2.8345 | |
98 | E | A | -2.9912 | |
99 | R | A | -2.8238 | |
100 | A | A | -2.1522 | |
101 | R | A | -2.5160 | |
102 | L | A | -1.3108 | |
103 | Q | A | -1.4799 | |
104 | L | A | -0.2851 | |
105 | E | A | -1.4911 | |
106 | L | A | -0.4058 | |
107 | S | A | -0.9560 | |
108 | K | A | -2.0824 | |
109 | V | A | -0.8699 | |
110 | R | A | -2.4239 | |
111 | E | A | -3.2410 | |
112 | E | A | -2.4205 | |
113 | F | A | -1.0597 | |
114 | K | A | -3.3907 | |
115 | E | A | -3.4429 | |
116 | L | A | -2.0025 | |
117 | K | A | -3.1413 | |
118 | A | A | -3.3578 | |
119 | R | A | -4.0637 | |
120 | N | A | -4.4241 | |
121 | T | A | -3.7800 | |
122 | K | A | -4.2363 | |
123 | K | A | -4.0412 | |
124 | E | A | -3.2123 | |
125 | G | A | -1.4717 | |
126 | D | A | -1.8968 | |
127 | L | A | 0.1388 | |
128 | I | A | 1.0209 | |
129 | A | A | -0.0380 | |
130 | A | A | -0.2307 | |
131 | Q | A | -1.3136 | |
132 | A | A | -1.3891 | |
133 | R | A | -1.9797 | |
134 | L | A | -1.1354 | |
135 | K | A | -2.7630 | |
136 | D | A | -2.4203 | |
137 | L | A | -0.7815 | |
138 | E | A | -2.2623 | |
139 | A | A | -1.1068 | |
140 | L | A | 0.0397 | |
141 | L | A | -1.2337 | |
142 | N | A | -2.2144 | |
143 | S | A | -1.5038 | |
144 | K | A | -2.3155 | |
145 | E | A | -2.4356 | |
146 | A | A | -1.3237 | |
147 | A | A | -0.5492 | |
148 | L | A | 0.6679 | |
149 | S | A | -0.1692 | |
150 | T | A | -0.5922 | |
151 | A | A | -0.1369 | |
152 | L | A | -0.0520 | |
153 | S | A | -1.3563 | |
154 | E | A | -2.4736 | |
155 | K | A | -2.9668 | |
156 | R | A | -3.2735 | |
157 | T | A | -1.9622 | |
158 | L | A | -1.0338 | |
159 | E | A | -2.0951 | |
160 | G | A | -2.2390 | |
161 | E | A | -1.8708 | |
162 | L | A | -0.5015 | |
163 | H | A | -2.3447 | |
164 | D | A | -2.5261 | |
165 | L | A | -1.0452 | |
166 | R | A | -2.1030 | |
167 | G | A | -1.9635 | |
168 | Q | A | -1.6408 | |
169 | V | A | -0.3325 | |
170 | A | A | -0.8649 | |
171 | K | A | -1.4247 | |
172 | L | A | -0.0032 | |
173 | E | A | -0.9725 | |
174 | A | A | -1.0863 | |
175 | A | A | -0.6044 | |
176 | L | A | -0.7993 | |
177 | G | A | -1.9135 | |
178 | E | A | -2.7341 | |
179 | A | A | -2.2343 | |
180 | K | A | -3.0750 | |
181 | K | A | -3.6607 | |
182 | Q | A | -2.7330 | |
183 | L | A | -1.2421 | |
184 | Q | A | -1.8712 | |
185 | D | A | -2.1401 | |
186 | E | A | -1.7954 | |
187 | M | A | -0.4509 | |
188 | L | A | -0.3955 | |
189 | R | A | -2.4285 | |
190 | R | A | -2.6823 | |
191 | V | A | -1.0461 | |
192 | D | A | -3.0028 | |
193 | A | A | -2.7843 | |
194 | E | A | -3.0297 | |
195 | N | A | -3.3464 | |
196 | R | A | -3.4171 | |
197 | L | A | -2.2631 | |
198 | Q | A | -3.1142 | |
199 | T | A | -2.5514 | |
200 | M | A | -1.4754 | |
201 | K | A | -2.7253 | |
202 | E | A | -3.3867 | |
203 | E | A | -2.7972 | |
204 | L | A | -1.7443 | |
205 | D | A | -2.5991 | |
206 | F | A | -0.8275 | |
207 | Q | A | -1.9522 | |
208 | K | A | -2.5596 | |
209 | N | A | -1.9390 | |
210 | I | A | -0.6582 | |
211 | Y | A | -0.5278 | |
212 | S | A | -1.4799 | |
213 | E | A | -2.5153 | |
214 | E | A | -2.6642 | |
215 | L | A | -2.2028 | |
216 | R | A | -3.9325 | |
217 | E | A | -4.0943 | |
218 | T | A | -3.8120 | |
219 | K | A | -4.1991 | |
220 | R | A | -4.7517 | |
221 | R | A | -4.2659 | |
222 | H | A | -3.7877 | |
223 | E | A | -3.9422 | |
224 | T | A | -1.6502 | |
225 | R | A | -1.4482 | |
226 | L | A | 0.8973 | |
227 | V | A | 1.2848 | |
228 | E | A | -0.3857 | |
229 | I | A | 0.5455 | |
230 | D | A | -1.8798 | |
231 | N | A | -2.2531 | |
232 | G | A | -2.3707 | |
233 | K | A | -3.0359 | |
234 | Q | A | -3.3441 | |
235 | R | A | -3.8530 | |
236 | E | A | -3.4121 | |
237 | F | A | -1.9153 | |
238 | E | A | -2.9906 | |
239 | S | A | -2.5973 | |
240 | R | A | -2.5053 | |
241 | L | A | -0.7134 | |
242 | A | A | -1.3075 | |
243 | D | A | -2.2877 | |
244 | A | A | -1.2614 | |
245 | L | A | -0.3095 | |
246 | Q | A | -2.0766 | |
247 | E | A | -2.6258 | |
248 | L | A | -1.5293 | |
249 | R | A | -2.9489 | |
250 | A | A | -2.7027 | |
251 | Q | A | -3.1249 | |
252 | H | A | -3.0369 | |
253 | E | A | -3.2105 | |
254 | D | A | -3.7155 | |
255 | Q | A | -2.6152 | |
256 | V | A | -1.5760 | |
257 | E | A | -3.1752 | |
258 | Q | A | -2.7150 | |
259 | Y | A | -1.3535 | |
260 | K | A | -2.9667 | |
261 | K | A | -3.7614 | |
262 | E | A | -2.6855 | |
263 | L | A | -1.2639 | |
264 | E | A | -2.9058 | |
265 | K | A | -2.8004 | |
266 | T | A | -1.4555 | |
267 | Y | A | -0.4944 | |
268 | S | A | -1.1293 | |
269 | A | A | -1.5987 | |
270 | K | A | -2.2495 | |
271 | L | A | -0.8372 | |
272 | D | A | -2.7791 | |
273 | N | A | -3.0844 | |
274 | A | A | -2.6140 | |
275 | R | A | -4.1283 | |
276 | Q | A | -4.3355 | |
277 | S | A | -3.5440 | |
278 | A | A | -3.6920 | |
279 | E | A | -4.4790 | |
280 | R | A | -3.8049 | |
281 | N | A | -2.8897 | |
282 | S | A | -1.7030 | |
283 | N | A | -1.6332 | |
284 | L | A | 0.4561 | |
285 | V | A | 0.6051 | |
286 | G | A | -0.6357 | |
287 | A | A | -0.6247 | |
288 | A | A | -0.6412 | |
289 | H | A | -2.0773 | |
290 | E | A | -3.2019 | |
291 | E | A | -3.1776 | |
292 | L | A | -1.6807 | |
293 | Q | A | -2.8274 | |
294 | Q | A | -3.0989 | |
295 | S | A | -2.1978 | |
296 | R | A | -2.6921 | |
297 | I | A | -1.5905 | |
298 | R | A | -1.6674 | |
299 | I | A | -0.1932 | |
300 | D | A | -1.6962 | |
301 | S | A | -0.5639 | |
302 | L | A | 0.6078 | |
303 | S | A | 0.3312 | |
304 | A | A | -0.0233 | |
305 | Q | A | -0.6625 | |
306 | L | A | 0.7736 | |
307 | S | A | -0.5278 | |
308 | Q | A | -1.2630 | |
309 | L | A | 0.0599 | |
310 | Q | A | -1.4570 | |
311 | K | A | -2.4376 | |
312 | Q | A | -2.0417 | |
313 | L | A | -0.8604 | |
314 | A | A | -1.5761 | |
315 | A | A | -2.1159 | |
316 | K | A | -2.9965 | |
317 | E | A | -2.8837 | |
318 | A | A | -2.1972 | |
319 | K | A | -3.1920 | |
320 | L | A | -2.1683 | |
321 | R | A | -3.8466 | |
322 | D | A | -3.3948 | |
323 | L | A | -1.2063 | |
324 | E | A | -3.4161 | |
325 | D | A | -3.6805 | |
326 | S | A | -2.2359 | |
327 | L | A | -1.4454 | |
328 | A | A | -2.9169 | |
329 | R | A | -4.0666 | |
330 | E | A | -4.3940 | |
331 | R | A | -4.5446 | |
332 | D | A | -3.4627 | |
333 | T | A | -2.8123 | |
334 | S | A | -2.4845 | |
335 | R | A | -3.1782 | |
336 | R | A | -3.1888 | |
337 | L | A | -0.6535 | |
338 | L | A | -0.5255 | |
339 | A | A | -2.4080 | |
340 | E | A | -3.8504 | |
341 | K | A | -3.4690 | |
342 | E | A | -3.3967 | |
343 | R | A | -4.2083 | |
344 | E | A | -3.8619 | |
345 | M | A | -2.1499 | |
346 | A | A | -2.5290 | |
347 | E | A | -3.2229 | |
348 | M | A | -1.7462 | |
349 | R | A | -2.7981 | |
350 | A | A | -2.5605 | |
351 | R | A | -3.0616 | |
352 | M | A | -1.8519 | |
353 | Q | A | -2.7968 | |
354 | Q | A | -3.3500 | |
355 | Q | A | -2.9717 | |
356 | L | A | -1.6931 | |
357 | D | A | -2.8781 | |
358 | E | A | -3.5673 | |
359 | Y | A | -1.8274 | |
360 | Q | A | -2.9465 | |
361 | E | A | -2.5412 | |
362 | L | A | 0.0540 | |
363 | L | A | 0.0000 | |
364 | D | A | -1.5162 | |
365 | I | A | 1.3929 | |
366 | K | A | -0.0084 | |
367 | L | A | 0.0759 | |
368 | A | A | 0.8178 | |
369 | L | A | 0.1765 | |
370 | D | A | 0.0000 | |
371 | M | A | 0.2093 | |
372 | E | A | -1.0547 | |
373 | I | A | 0.0000 | |
374 | H | A | -1.7435 | |
375 | A | A | -0.7758 | |
376 | Y | A | -0.0743 | |
377 | R | A | -1.9539 | |
378 | K | A | -2.0487 | |
379 | L | A | -0.1284 | |
380 | L | A | -1.3279 | |
381 | E | A | -2.2529 | |
382 | G | A | -2.3376 | |
383 | E | A | -2.4827 | |
384 | E | A | -3.2857 | |
385 | E | A | -3.4426 | |
386 | R | A | -3.1437 | |
387 | L | A | -0.9506 | |
388 | R | A | -1.6862 | |
389 | L | A | -0.4452 | |
390 | S | A | -0.1431 | |
391 | P | A | -0.3441 | |
392 | S | A | -0.6473 | |
393 | P | A | -0.5897 | |
394 | T | A | -0.6003 | |
395 | S | A | -0.8789 | |
396 | Q | A | -1.9030 | |
397 | R | A | -2.9080 | |
398 | S | A | -2.6704 | |
399 | R | A | -2.6406 | |
400 | G | A | -2.5131 | |
401 | R | A | -3.2269 | |
402 | A | A | -2.3607 | |
403 | S | A | -1.8392 | |
404 | S | A | -1.8104 | |
405 | H | A | -1.6366 | |
406 | S | A | -1.5899 | |
407 | S | A | -1.5405 | |
408 | Q | A | -2.4534 | |
409 | T | A | -1.6693 | |
410 | Q | A | -1.9061 | |
411 | G | A | -1.7110 | |
412 | G | A | -1.1870 | |
413 | G | A | -1.0114 | |
414 | S | A | -0.0689 | |
415 | V | A | 0.7278 | |
416 | T | A | -1.1274 | |
417 | K | A | -3.4358 | |
418 | K | A | -4.5113 | |
419 | R | A | -4.4683 | |
420 | K | A | -4.0164 | |
421 | L | A | 0.0000 | |
422 | E | A | -3.6868 | |
423 | S | A | 0.0000 | |
424 | T | A | -1.9550 | |
425 | E | A | 0.0000 | |
426 | S | A | 0.1206 | |
427 | R | A | 0.1472 | |
428 | S | A | 0.0000 | |
429 | S | A | -0.1490 | |
430 | F | A | 0.0000 | |
431 | S | A | -0.8574 | |
432 | Q | A | -1.1808 | |
433 | H | A | -1.3766 | |
434 | A | A | -1.3547 | |
435 | R | A | -1.2588 | |
436 | T | A | -1.2594 | |
437 | S | A | -1.1977 | |
438 | G | A | -2.1618 | |
439 | R | A | -2.9248 | |
440 | V | A | 0.0000 | |
441 | A | A | 0.0000 | |
442 | V | A | 0.0000 | |
443 | E | A | -1.4738 | |
444 | E | A | -1.7136 | |
445 | V | A | 0.0000 | |
446 | D | A | -1.4994 | |
447 | E | A | -1.7579 | |
448 | E | A | -2.4525 | |
449 | G | A | -1.6780 | |
450 | K | A | 0.0000 | |
451 | F | A | 0.0000 | |
452 | V | A | 0.0000 | |
453 | R | A | -1.1145 | |
454 | L | A | 0.0000 | |
455 | R | A | -1.4229 | |
456 | N | A | 0.0000 | |
457 | K | A | -2.6255 | |
458 | S | A | -2.4437 | |
459 | N | A | -2.9897 | |
460 | E | A | -3.8687 | |
461 | D | A | -3.2513 | |
462 | Q | A | 0.0000 | |
463 | S | A | -1.3433 | |
464 | M | A | 0.0000 | |
465 | G | A | -1.3280 | |
466 | N | A | -1.6731 | |
467 | W | A | 0.0000 | |
468 | Q | A | 0.0000 | |
469 | I | A | 0.0000 | |
470 | K | A | 0.0000 | |
471 | R | A | 0.0000 | |
472 | Q | A | 0.0000 | |
473 | N | A | 0.0000 | |
474 | G | A | -1.7871 | |
475 | D | A | -2.4583 | |
476 | D | A | -1.6027 | |
477 | P | A | -0.9425 | |
478 | L | A | -0.1789 | |
479 | L | A | 0.0000 | |
480 | T | A | 0.0000 | |
481 | Y | A | 0.0000 | |
482 | R | A | -1.6230 | |
483 | F | A | -0.7999 | |
484 | P | A | -1.1273 | |
485 | P | A | -1.2261 | |
486 | K | A | -1.8009 | |
487 | F | A | -0.6633 | |
488 | T | A | -0.7332 | |
489 | L | A | 0.0000 | |
490 | K | A | -1.4918 | |
491 | A | A | -1.3494 | |
492 | G | A | -1.6978 | |
493 | Q | A | 0.0000 | |
494 | V | A | -0.4753 | |
495 | V | A | 0.0000 | |
496 | T | A | 0.0000 | |
497 | I | A | 0.0000 | |
498 | W | A | 0.2977 | |
499 | A | A | 0.0000 | |
500 | A | A | -0.1499 | |
501 | G | A | -0.6350 | |
502 | A | A | -0.6449 | |
503 | G | A | -0.9838 | |
504 | A | A | -1.0006 | |
505 | T | A | -0.7350 | |
506 | H | A | -0.7257 | |
507 | S | A | -0.6856 | |
508 | P | A | -0.6798 | |
509 | P | A | -0.5627 | |
510 | T | A | -0.5997 | |
511 | D | A | -0.5300 | |
512 | L | A | 0.0000 | |
513 | V | A | 1.2907 | |
514 | W | A | 0.0000 | |
515 | K | A | -1.5698 | |
516 | A | A | -1.6545 | |
517 | Q | A | -1.7079 | |
518 | N | A | -1.2902 | |
519 | T | A | -0.8166 | |
520 | W | A | 0.0000 | |
521 | G | A | -1.3382 | |
522 | C | A | -1.3353 | |
523 | G | A | 0.0000 | |
524 | N | A | -1.7546 | |
525 | S | A | -1.1680 | |
526 | L | A | 0.0000 | |
527 | R | A | -0.6287 | |
528 | T | A | 0.0000 | |
529 | A | A | 0.0000 | |
530 | L | A | 0.0000 | |
531 | I | A | 0.0000 | |
532 | N | A | 0.0000 | |
533 | S | A | -0.8467 | |
534 | T | A | -0.9040 | |
535 | G | A | -1.1897 | |
536 | E | A | -0.9572 | |
537 | E | A | -0.4613 | |
538 | V | A | -0.5175 | |
539 | A | A | 0.0000 | |
540 | M | A | 0.0000 | |
541 | R | A | 0.0000 | |
542 | K | A | -0.9252 | |
543 | L | A | 0.0000 | |
544 | V | A | -0.5417 | |
545 | R | A | -0.5044 | |
546 | S | A | 0.3718 | |
547 | V | A | 1.6224 | |
548 | T | A | 1.3640 | |
549 | V | A | 1.6998 | |
550 | V | A | 0.2107 | |
551 | E | A | -2.7081 | |
552 | D | A | -2.8357 | |
553 | D | A | -4.2052 | |
554 | E | A | -4.0381 | |
555 | D | A | -4.5943 | |
556 | E | A | -4.5832 | |
557 | D | A | -4.7696 | |
558 | G | A | -3.7794 | |
559 | D | A | -3.8596 | |
560 | D | A | -2.4708 | |
561 | L | A | -0.6602 | |
562 | L | A | -0.7988 | |
563 | H | A | -2.3673 | |
564 | H | A | -2.1643 | |
565 | H | A | -2.2703 | |
566 | H | A | -1.6358 | |
567 | G | A | -0.9225 | |
568 | S | A | -0.8928 | |
569 | H | A | -1.2330 | |
570 | C | A | -0.4245 | |
571 | S | A | -0.5828 | |
572 | S | A | -0.7534 | |
573 | S | A | -1.0039 | |
574 | G | A | -1.7490 | |
575 | D | A | -2.3089 | |
576 | P | A | -1.3368 | |
577 | A | A | -1.0193 | |
578 | E | A | -1.2592 | |
579 | Y | A | 0.4560 | |
580 | N | A | 0.2809 | |
581 | L | A | 0.9569 | |
582 | R | A | -0.2157 | |
583 | S | A | -0.7808 | |
584 | R | A | -1.0434 | |
585 | T | A | -0.2055 | |
586 | V | A | 0.2684 | |
587 | L | A | 1.4264 | |
588 | C | A | 0.9613 | |
589 | G | A | 0.0589 | |
590 | T | A | 0.6538 | |
591 | C | A | 0.8504 | |
592 | G | A | 0.1915 | |
593 | Q | A | -0.8281 | |
594 | P | A | -1.0909 | |
595 | A | A | -1.2695 | |
596 | D | A | -2.1112 | |
597 | K | A | -1.9948 | |
598 | A | A | 0.0000 | |
599 | S | A | -1.2667 | |
600 | A | A | -1.1611 | |
601 | S | A | 0.0000 | |
602 | G | A | -0.7369 | |
603 | S | A | -0.7696 | |
604 | G | A | -0.7855 | |
605 | A | A | -0.0518 | |
606 | Q | A | -0.2619 | |
607 | S | A | -0.1906 | |
608 | P | A | 0.0000 | |
609 | Q | A | -1.8641 | |
610 | N | A | -2.2481 | |
611 | C | A | -0.5663 | |
612 | S | A | 0.5893 | |
613 | I | A | 2.4812 | |
614 | M | A | 1.9907 |
CABS-flex predictions of flexibility of input structure
In dynamic mode, A4D analysis is performed on the set of models reflecting fluctuations of the input structure (predicted
by CABS-flex method, models are numbered from 0 to 11) and the input model.
Their A4D scores are provided below in the table.
The right panel presents comparison of the most aggregation prone model (with the highest A4D score, -1.5418 in this case) with the input model
(the most aggregation prone model in blue, input in red) and RMSF plot which shows the extent of residue fluctuations in Angstroms (predicted by CABS-flex).
Model |
Average A4D Score |
|||
model_2 | -1.5418 | View | CSV | PDB |
model_9 | -1.5502 | View | CSV | PDB |
model_11 | -1.6152 | View | CSV | PDB |
model_5 | -1.618 | View | CSV | PDB |
model_7 | -1.6237 | View | CSV | PDB |
CABS_average | -1.6337 | View | CSV | PDB |
model_4 | -1.6397 | View | CSV | PDB |
model_0 | -1.6428 | View | CSV | PDB |
model_1 | -1.6505 | View | CSV | PDB |
model_10 | -1.6609 | View | CSV | PDB |
model_8 | -1.6662 | View | CSV | PDB |
model_3 | -1.6836 | View | CSV | PDB |
model_6 | -1.7113 | View | CSV | PDB |
input | -1.7999 | View | CSV | PDB |