@text 
 coordinates from file: 1FNT_triple.pdb 

*{Kin1}* 20S Proteasome Cap protein

*{Kin2}* Comparison of alpha and beta-type proteasome subunits

*{Kin3}* Assembly of proteasome subunits

*{Kin4}* The proteasome core 

*{Kin5}* Hemocyanin Subunit

Results of SNAPP scoring for alpha and beta and endcap subunits

Endcap protein:
Total Score = 18.0856
score  0.09 per res

Alpha subunit:
Total Score = 44.5458
score  0.19 per res

Beta subunit:
Total Score = 26.507
score  0.14 per res

@kinemage 1
@caption

@onewidth
@thinline
@1viewid {endcap}
@1zoom 1.00 
@1zslab 200
@1ztran 0
@1center 78.023 -12.501 -100.438
@1matrix
 0.51918  0.34292 -0.78286  0.72351 -0.66394  0.18899 -0.45496 -0.66452 -0.59281


@group {Endcap} dominant 
@vectorlist {} color=purple 
{ALA6} 56.034 11.994 -84.365
{ALA7} 52.883 9.807 -84.500
{LEU8} 53.414 8.980 -88.225
{ILE9} 57.216 8.938 -87.932
{GLN10} 57.349 5.928 -85.588
{ASN11} 54.844 4.019 -87.695
{LEU12} 57.280 3.837 -90.550
{ARG13} 60.252 2.804 -88.499
{ASP14} 57.787 0.318 -87.115
{SER15} 56.165 -1.344 -90.111
{TYR16} 59.711 -1.702 -91.491
{THR17} 61.425 -3.571 -88.705
{GLU18} 58.113 -5.522 -88.638
{THR19} 58.781 -7.066 -92.039
{SER20} 62.104 -8.798 -91.414
{SER21} 63.475 -10.277 -88.166
{PHE22} 65.415 -13.060 -86.428
{ALA23} 62.487 -15.068 -87.799
{VAL24} 63.669 -14.144 -91.259
{ILE25} 67.398 -14.521 -90.639
{GLU26} 66.964 -17.847 -88.884
{GLU27} 66.036 -19.206 -92.276
{TRP28} 69.224 -18.004 -93.977
{ALA29} 71.384 -19.501 -91.353
{ALA30} 69.169 -22.637 -91.624
{GLY31} 68.772 -22.272 -95.427
{THR32} 72.492 -21.645 -96.022
{LEU33} 73.132 -24.550 -93.546
{GLN34} 72.094 -27.524 -95.637
{GLU35} 72.581 -25.587 -98.863
{ILE36} 76.350 -26.013 -98.361
{GLU37} 75.742 -29.438 -99.912
{GLY38} 74.959 -27.508 -103.095
{ILE39} 78.507 -26.170 -102.830
{ALA40} 80.152 -29.404 -101.536
{LYS41} 78.749 -30.537 -104.916
{ALA42} 79.746 -27.562 -107.082
{ALA43} 83.159 -28.673 -105.853
{ALA44} 83.389 -32.398 -106.803
{GLU45} 82.029 -31.499 -110.256
{ALA46} 84.852 -29.176 -111.310
{HIS47} 87.367 -31.699 -109.923
{GLY48} 86.220 -34.623 -112.006
{VAL49} 86.496 -32.142 -114.844
{ILE50} 90.148 -30.995 -114.459
{ARG51} 91.255 -34.626 -115.064
{ASN52} 89.709 -34.684 -118.581
{SER53} 91.354 -31.408 -119.440
{THR54} 94.685 -32.439 -117.782
{TYR55} 94.294 -35.522 -119.951
{GLY56} 92.267 -35.232 -123.131
{ARG57} 95.176 -34.501 -125.511
{ALA58} 94.856 -31.569 -128.020
{GLN59} 92.049 -30.840 -130.519
{ALA60} 90.630 -28.584 -133.277
{GLU61} 88.295 -26.438 -131.086
{LYS62} 84.486 -25.698 -130.617
{SER63} 82.999 -24.587 -127.201
{PRO64} 82.823 -27.338 -124.450
{GLU65} 79.252 -27.933 -123.229
{GLN66} 80.012 -29.499 -119.882
{LEU67} 82.170 -26.554 -118.777
{LEU68} 79.504 -23.890 -119.236
{GLY69} 77.254 -26.328 -117.333
{VAL70} 79.514 -25.678 -114.334
{LEU71} 79.999 -21.883 -114.585
{GLN72} 76.254 -21.544 -115.094
{ARG73} 75.715 -23.602 -111.932
{TYR74} 78.296 -21.599 -109.967
{GLN75} 77.364 -18.121 -111.194
{ASP76} 73.949 -19.435 -110.349
{LEU77} 74.922 -20.009 -106.688
{CYS78} 76.745 -16.648 -106.144
{HIS79} 73.493 -15.037 -107.155
{ASN80} 71.404 -16.847 -104.542
{VAL81} 73.843 -16.258 -101.697
{TYR82} 74.341 -12.555 -102.405
{CYS83} 70.566 -11.991 -102.347
{GLN84} 70.341 -14.048 -99.166
{ALA85} 73.115 -12.021 -97.529
{GLU86} 71.603 -8.708 -98.605
{THR87} 68.591 -9.847 -96.658
{ILE88} 70.490 -10.397 -93.441
{ARG89} 72.207 -7.085 -94.065
{THR90} 68.794 -5.480 -94.435
{VAL91} 67.610 -6.897 -91.114
{ILE92} 70.466 -5.235 -89.205
{ALA93} 70.716 -1.805 -90.865
{ILE94} 67.096 -1.362 -89.774
{ARG95} 68.106 -1.875 -86.136
{ILE96} 70.957 0.644 -85.971
{PRO97} 70.006 2.816 -82.953
{GLU98} 70.150 6.543 -82.563
{HIS99} 73.748 7.634 -83.014
{LYS100} 75.458 8.718 -79.814
{GLU101} 78.478 8.035 -77.547
{GLU102} 77.065 5.470 -75.088
{ASP103} 75.614 1.909 -75.027
{ASN104} 77.826 1.487 -78.061
{LEU105} 78.594 -2.051 -76.993
{GLY106} 75.606 -3.405 -78.872
{VAL107} 76.084 -1.105 -81.840
{ALA108} 79.695 -2.268 -82.125
{VAL109} 78.609 -5.893 -82.564
{GLN110} 76.298 -4.894 -85.348
{HIS111} 79.154 -3.160 -87.233
{ALA112} 81.635 -5.990 -86.794
{VAL113} 79.149 -8.506 -88.152
{LEU114} 78.320 -6.178 -91.010
{LYS115} 81.988 -6.064 -91.961
{ILE116} 82.152 -9.834 -92.103
{ILE117} 78.906 -10.177 -94.104
{ASP118} 80.234 -7.363 -96.222
{GLU119} 83.291 -9.494 -96.972
{LEU120} 81.152 -12.419 -98.038
{GLU121} 79.397 -10.320 -100.633
{ILE122} 82.733 -9.042 -101.983
{LYS123} 83.964 -12.645 -102.374
{THR124} 80.947 -13.549 -104.502
{LEU125} 81.808 -10.728 -106.895
{GLY126} 85.397 -11.319 -107.977
{SER127} 84.157 -14.606 -109.519
{GLY128} 80.362 -14.172 -109.727
{GLU129} 80.917 -12.962 -113.294
{LYS130} 83.514 -15.400 -114.553
{SER131} 81.120 -16.966 -117.060
{GLY132} 80.931 -13.807 -119.181
{SER133} 84.670 -13.891 -118.607
{GLY134} 85.118 -17.649 -118.891
{GLY135} 84.365 -17.314 -122.567
{ALA136} 85.878 -13.807 -122.680
{PRO137} 89.583 -14.836 -123.154
{THR138} 88.778 -17.745 -125.493
{PRO139} 87.355 -15.594 -128.293
{ILE140} 90.854 -14.107 -128.283
{GLY141} 92.261 -17.596 -127.722
{MET142} 90.072 -19.444 -130.324
{TYR143} 90.883 -16.712 -132.810
{ALA144} 94.442 -16.550 -134.067
{LEU145} 92.892 -19.775 -135.460
{ARG146} 95.948 -19.608 -137.777
{GLU147} 98.994 -20.963 -135.862
@vectorlist {} color=purple 
{SER176} 103.426 -21.437 -131.004
{PRO177} 102.487 -25.121 -130.562
{SER178} 102.125 -23.739 -126.973
{LEU179} 99.103 -21.654 -128.007
{LEU180} 97.204 -24.918 -128.646
{LEU181} 98.178 -25.988 -125.093
{GLU182} 97.135 -22.581 -123.705
{LEU183} 93.611 -23.473 -124.797
{ARG184} 93.934 -26.764 -122.927
{GLN185} 94.895 -24.650 -119.919
{ILE186} 92.347 -21.795 -120.153
{ASP187} 89.762 -24.615 -119.813
{ALA188} 91.421 -26.331 -116.815
{ASP189} 92.523 -23.066 -115.181
{PHE190} 88.926 -21.883 -115.088
{MET191} 87.907 -25.210 -113.598
{LEU192} 90.371 -24.801 -110.856
{LYS193} 89.069 -21.320 -109.965
{VAL194} 85.642 -22.892 -109.395
{GLU195} 86.867 -25.639 -107.124
{LEU196} 88.919 -23.123 -105.167
{ALA197} 86.342 -20.337 -104.906
{THR198} 83.954 -23.037 -103.702
{THR199} 86.365 -24.292 -101.044
{HIS200} 86.892 -20.841 -99.563
{LEU201} 83.292 -19.928 -99.865
{SER202} 82.134 -22.851 -97.706
{THR203} 84.395 -21.529 -95.012
{MET204} 83.131 -17.932 -95.212
{VAL205} 79.513 -19.103 -94.948
{ARG206} 80.193 -21.373 -91.969
{ALA207} 82.040 -18.549 -90.240
{VAL208} 79.045 -16.300 -90.717
{ILE209} 76.638 -18.908 -89.463
{ASN210} 78.654 -19.174 -86.243
{ALA211} 79.075 -15.393 -85.838
{TYR212} 75.333 -14.774 -86.122
{LEU213} 74.198 -17.606 -83.900
{LEU214} 76.290 -16.246 -81.043
{ASN215} 75.565 -12.558 -81.033
{TRP216} 72.220 -12.026 -82.698
{LYS217} 70.155 -11.028 -79.648
{LYS218} 72.613 -8.152 -79.290
{LEU219} 72.005 -7.405 -82.954
{ILE220} 68.278 -6.853 -82.498
{GLN221} 68.365 -5.572 -78.903
{PRO222} 71.498 -3.362 -78.831
{ARG223} 70.607 -1.048 -75.925
{THR224} 68.475 -2.543 -73.115
{GLY225} 67.842 0.731 -71.235
{THR226} 66.311 -0.998 -68.146
{ASP227} 69.053 0.761 -66.140
{HIS228} 66.491 3.347 -64.915
{MET229} 66.692 1.429 -61.618
{VAL230} 68.999 4.291 -60.592
{SER231} 66.337 7.110 -60.973
@subgroup {"CA-Centroid"} off
@vectorlist {} color=purple 
{ALA6} P 56.120 12.288 -83.672
{ALA6} 56.034 11.994 -84.365
{ALA7} P 52.169 10.056 -84.533
{ALA7} 52.883 9.807 -84.500
{LEU8} P 52.495 9.603 -90.047
{LEU8} 53.414 8.980 -88.225
{ILE9} P 58.234 10.546 -87.576
{ILE9} 57.216 8.938 -87.932
{GLN10} P 57.474 6.264 -82.809
{GLN10} 57.349 5.928 -85.588
{ASN11} P 53.204 5.126 -87.355
{ASN11} 54.844 4.019 -87.695
{LEU12} P 56.927 5.516 -91.593
{LEU12} 57.280 3.837 -90.550
{ARG13} P 63.185 2.859 -85.650
{ARG13} 60.252 2.804 -88.499
{ASP14} P 56.723 0.120 -85.492
{ASP14} 57.787 0.318 -87.115
{SER15} P 55.609 -0.556 -90.937
{SER15} 56.165 -1.344 -90.111
{TYR16} P 59.389 0.347 -93.979
{TYR16} 59.711 -1.702 -91.491
{THR17} P 61.622 -2.736 -87.509
{THR17} 61.425 -3.571 -88.705
{GLU18} P 56.887 -5.168 -86.837
{GLU18} 58.113 -5.522 -88.638
{THR19} P 57.999 -6.206 -92.868
{THR19} 58.781 -7.066 -92.039
{SER20} P 62.764 -7.738 -91.681
{SER20} 62.104 -8.798 -91.414
{SER21} P 62.318 -10.674 -87.857
{SER21} 63.475 -10.277 -88.166
{PHE22} P 66.215 -15.189 -84.388
{PHE22} 65.415 -13.060 -86.428
{ALA23} P 61.760 -14.831 -87.767
{ALA23} 62.487 -15.068 -87.799
{VAL24} P 63.389 -12.937 -92.029
{VAL24} 63.669 -14.144 -91.259
{ILE25} P 68.236 -13.177 -90.458
{ILE25} 67.398 -14.521 -90.639
{GLU26} P 66.790 -18.944 -86.914
{GLU26} 66.964 -17.847 -88.884
{GLU27} P 63.340 -19.418 -92.890
{GLU27} 66.036 -19.206 -92.276
{TRP28} P 67.770 -15.511 -95.472
{TRP28} 69.224 -18.004 -93.977
{ALA29} P 71.358 -19.349 -90.618
{ALA29} 71.384 -19.501 -91.353
{ALA30} P 68.447 -22.700 -91.359
{ALA30} 69.169 -22.637 -91.624
{GLY31} P 68.772 -22.272 -95.427
{GLY31} 68.772 -22.272 -95.427
{THR32} P 72.943 -20.172 -95.928
{THR32} 72.492 -21.645 -96.022
{LEU33} P 72.332 -25.776 -91.909
{LEU33} 73.132 -24.550 -93.546
{GLN34} P 70.005 -27.929 -97.025
{GLN34} 72.094 -27.524 -95.637
{GLU35} P 73.064 -23.252 -99.458
{GLU35} 72.581 -25.587 -98.863
{ILE36} P 77.407 -25.715 -96.790
{ILE36} 76.350 -26.013 -98.361
{GLU37} P 75.234 -31.286 -98.718
{GLU37} 75.742 -29.438 -99.912
{GLY38} P 74.959 -27.508 -103.095
{GLY38} 74.959 -27.508 -103.095
{ILE39} P 78.623 -24.602 -101.769
{ILE39} 78.507 -26.170 -102.830
{ALA40} P 79.919 -29.813 -100.914
{ALA40} 80.152 -29.404 -101.536
{LYS41} P 76.645 -32.382 -104.637
{LYS41} 78.749 -30.537 -104.916
{ALA42} P 79.565 -26.835 -106.947
{ALA42} 79.746 -27.562 -107.082
{ALA43} P 83.316 -28.813 -105.107
{ALA43} 83.159 -28.673 -105.853
{ALA44} P 82.976 -32.939 -106.453
{ALA44} 83.389 -32.398 -106.803
{GLU45} P 79.395 -30.645 -110.052
{GLU45} 82.029 -31.499 -110.256
{ALA46} P 84.965 -28.490 -111.020
{ALA46} 84.852 -29.176 -111.310
{HIS47} P 87.061 -31.072 -107.319
{HIS47} 87.367 -31.699 -109.923
{GLY48} P 86.220 -34.623 -112.006
{GLY48} 86.220 -34.623 -112.006
{VAL49} P 85.465 -31.216 -115.301
{VAL49} 86.496 -32.142 -114.844
{ILE50} P 90.855 -29.735 -113.129
{ILE50} 90.148 -30.995 -114.459
{ARG51} P 91.218 -37.290 -111.917
{ARG51} 91.255 -34.626 -115.064
{ASN52} P 87.867 -35.009 -117.919
{ASN52} 89.709 -34.684 -118.581
{SER53} P 90.620 -30.423 -119.088
{SER53} 91.354 -31.408 -119.440
{THR54} P 95.256 -32.636 -116.439
{THR54} 94.685 -32.439 -117.782
{TYR55} P 97.275 -36.642 -120.443
{TYR55} 94.294 -35.522 -119.951
{GLY56} P 92.267 -35.232 -123.131
{GLY56} 92.267 -35.232 -123.131
{ARG57} P 98.823 -35.813 -126.849
{ARG57} 95.176 -34.501 -125.511
{ALA58} P 95.400 -31.643 -128.549
{ALA58} 94.856 -31.569 -128.020
{GLN59} P 89.471 -30.144 -129.887
{GLN59} 92.049 -30.840 -130.519
{ALA60} P 90.451 -28.948 -133.918
{ALA60} 90.630 -28.584 -133.277
{GLU61} P 87.650 -24.170 -132.047
{GLU61} 88.295 -26.438 -131.086
{LYS62} P 84.016 -26.028 -133.587
{LYS62} 84.486 -25.698 -130.617
{SER63} P 82.516 -23.436 -127.289
{SER63} 82.999 -24.587 -127.201
{PRO64} P 84.010 -26.625 -124.151
{PRO64} 82.823 -27.338 -124.450
{GLU65} P 77.785 -28.925 -125.308
{GLU65} 79.252 -27.933 -123.229
{GLN66} P 80.376 -32.117 -119.232
{GLN66} 80.012 -29.499 -119.882
{LEU67} P 84.085 -26.828 -119.324
{LEU67} 82.170 -26.554 -118.777
{LEU68} P 78.155 -23.960 -120.959
{LEU68} 79.504 -23.890 -119.236
{GLY69} P 77.254 -26.328 -117.333
{GLY69} 77.254 -26.328 -117.333
{VAL70} P 80.789 -26.291 -113.930
{VAL70} 79.514 -25.678 -114.334
{LEU71} P 81.705 -21.370 -115.608
{LEU71} 79.999 -21.883 -114.585
{GLN72} P 74.557 -20.815 -116.250
{GLN72} 76.254 -21.544 -115.094
{ARG73} P 75.446 -26.901 -110.555
{ARG73} 75.715 -23.602 -111.932
{TYR74} P 81.176 -20.039 -108.884
{TYR74} 78.296 -21.599 -109.967
{GLN75} P 77.593 -16.400 -113.386
{GLN75} 77.364 -18.121 -111.194
{ASP76} P 72.495 -20.721 -110.485
{ASP76} 73.949 -19.435 -110.349
{LEU77} P 75.629 -21.282 -105.237
{LEU77} 74.922 -20.009 -106.688
{CYS78} P 77.911 -16.483 -106.842
{CYS78} 76.745 -16.648 -106.144
{HIS79} P 71.007 -14.894 -108.118
{HIS79} 73.493 -15.037 -107.155
{ASN80} P 70.924 -18.606 -105.263
{ASN80} 71.404 -16.847 -104.542
{VAL81} P 75.136 -16.890 -101.389
{VAL81} 73.843 -16.258 -101.697
{TYR82} P 74.824 -9.450 -103.546
{TYR82} 74.341 -12.555 -102.405
{CYS83} P 69.949 -12.235 -103.576
{CYS83} 70.566 -11.991 -102.347
{GLN84} P 70.350 -16.745 -99.890
{GLN84} 70.341 -14.048 -99.166
{ALA85} P 73.835 -11.966 -97.785
{ALA85} 73.115 -12.021 -97.529
{GLU86} P 72.328 -7.043 -99.770
{GLU86} 71.603 -8.708 -98.605
{THR87} P 67.608 -10.815 -97.020
{THR87} 68.591 -9.847 -96.658
{ILE88} P 71.504 -11.964 -93.043
{ILE88} 70.490 -10.397 -93.441
{ARG89} P 74.902 -5.519 -95.947
{ARG89} 72.207 -7.085 -94.065
{THR90} P 67.937 -5.770 -95.596
{THR90} 68.794 -5.480 -94.435
{VAL91} P 67.157 -8.215 -90.675
{VAL91} 67.610 -6.897 -91.114
{ILE92} P 72.086 -6.164 -88.883
{ILE92} 70.466 -5.235 -89.205
{ALA93} P 70.806 -1.687 -91.603
{ALA93} 70.716 -1.805 -90.865
{ILE94} P 66.010 -1.789 -90.862
{ILE94} 67.096 -1.362 -89.774
{ARG95} P 65.953 -4.807 -86.471
{ARG95} 68.106 -1.875 -86.136
{ILE96} P 72.279 0.850 -87.285
{ILE96} 70.957 0.644 -85.971
{PRO97} P 70.974 1.980 -82.430
{PRO97} 70.006 2.816 -82.953
{GLU98} P 69.251 8.546 -80.901
{GLU98} 70.150 6.543 -82.563
{HIS99} P 76.058 8.702 -83.893
{HIS99} 73.748 7.634 -83.014
{LYS100} P 73.257 7.920 -77.677
{LYS100} 75.458 8.718 -79.814
{GLU101} P 79.481 9.980 -78.654
{GLU101} 78.478 8.035 -77.547
{GLU102} P 75.880 7.479 -73.543
{GLU102} 77.065 5.470 -75.088
{ASP103} P 73.813 2.293 -74.251
{ASP103} 75.614 1.909 -75.027
{ASN104} P 78.098 3.292 -78.810
{ASN104} 77.826 1.487 -78.061
{LEU105} P 79.138 -2.038 -75.042
{LEU105} 78.594 -2.051 -76.993
{GLY106} P 75.606 -3.405 -78.872
{GLY106} 75.606 -3.405 -78.872
{VAL107} P 75.853 0.334 -81.874
{VAL107} 76.084 -1.105 -81.840
{ALA108} P 80.173 -2.303 -81.546
{ALA108} 79.695 -2.268 -82.125
{VAL109} P 77.934 -6.853 -81.722
{VAL109} 78.609 -5.893 -82.564
{GLN110} P 73.988 -3.532 -84.464
{GLN110} 76.298 -4.894 -85.348
{HIS111} P 78.815 -0.513 -87.154
{HIS111} 79.154 -3.160 -87.233
{ALA112} P 81.828 -6.282 -86.132
{ALA112} 81.635 -5.990 -86.794
{VAL113} P 78.052 -9.155 -87.507
{VAL113} 79.149 -8.506 -88.152
{LEU114} P 76.765 -4.900 -91.024
{LEU114} 78.320 -6.178 -91.010
{LYS115} P 83.176 -3.677 -90.447
{LYS115} 81.988 -6.064 -91.961
{ILE116} P 81.914 -11.434 -91.083
{ILE116} 82.152 -9.834 -92.103
{ILE117} P 77.119 -9.782 -93.577
{ILE117} 78.906 -10.177 -94.104
{ASP118} P 81.232 -5.659 -96.437
{ASP118} 80.234 -7.363 -96.222
{GLU119} P 85.301 -9.954 -95.123
{GLU119} 83.291 -9.494 -96.972
{LEU120} P 80.127 -14.029 -97.411
{LEU120} 81.152 -12.419 -98.038
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{ 1.6   V49} 85.465 -31.216 -115.301
{ 1.1   A42} 79.565 -26.835 -106.947
{ 1.7   A46} 84.965 -28.490 -111.020
@subgroup {0 - 1 } 
@balllist {0} color=greentint radius=0.3 nobutton
{ 0.9  V194} 84.709 -23.437 -110.374
{ 0.1   V91} 67.157 -8.215 -90.675
{ 0.6   L67} 84.085 -26.828 -119.324
{ 0.2      } 78.815 -0.513 -87.154
{ 0.1  K123} 85.624 -13.250 -100.099
{ 1.0  M204} 83.694 -15.933 -95.906
{ 0.1      } 67.770 -15.511 -95.472
{ 0.4   I96} 72.279 0.850 -87.285
{ 1.0      } 73.745 -19.342 -84.859
{ 0.7  T124} 79.715 -13.473 -103.728
{ 0.0      } 80.362 -14.172 -109.727
{ 0.1  A188} 92.031 -26.781 -116.870
{ 0.2   S21} 62.318 -10.674 -87.857
{ 0.2      } 70.806 -1.687 -91.603
{ 0.2   R89} 74.902 -5.519 -95.947
{ 0.0      } 80.234 -9.484 -106.531
{ 0.1  V109} 77.934 -6.853 -81.722
{ 0.5   E26} 66.790 -18.944 -86.914
{ 0.8   Y74} 81.176 -20.039 -108.884
{ 0.1   C78} 77.911 -16.483 -106.842
{ 0.9  A211} 79.391 -14.965 -86.365
{ 0.9  L114} 76.765 -4.900 -91.024
{ 0.2  N215} 77.369 -12.013 -81.587
@subgroup {neg - 0} 
@balllist {neg} color=bluetint radius=0.2 nobutton
{-0.7  I186} 92.523 -20.284 -120.827
{-0.2      } 83.316 -28.813 -105.107
{-0.1   L71} 81.705 -21.370 -115.608
{-1.0   E35} 73.064 -23.252 -99.458
{-0.5   S63} 82.516 -23.436 -127.289
{-0.2      } 87.061 -31.072 -107.319
{-1.1      } 89.471 -30.144 -129.887
{-0.8   R95} 65.953 -4.807 -86.471
{-0.1   T87} 67.608 -10.815 -97.020
{-0.1      } 87.779 -18.378 -98.957
{-0.4      } 76.058 8.702 -83.893
{-0.5      } 73.813 2.293 -74.251
{-0.2      } 79.981 -17.544 -117.215
{-0.5      } 69.286 -3.228 -72.114
{-0.8  V107} 75.853 0.334 -81.874
{-0.9  G135} 84.365 -17.314 -122.567
{-2.2  S127} 84.928 -15.403 -108.854
{-0.3      } 85.301 -9.954 -95.123
{-0.5      } 100.599 -22.110 -134.795
{-1.9  L183} 92.343 -23.128 -126.344
{-0.3      } 86.859 -14.820 -127.247
{-0.3  E195} 88.819 -27.662 -106.972
{-3.4  D187} 89.194 -25.229 -121.636
{-0.5      } 98.248 -20.185 -129.302
{-0.1   S20} 62.764 -7.738 -91.681
{-0.6      } 87.609 -25.020 -101.158
{-0.6      } 79.919 -29.813 -100.914
{-0.1   V24} 63.389 -12.937 -92.029
{-2.9      } 84.010 -26.625 -124.151
{-0.6   Q84} 70.350 -16.745 -99.890
{-0.2      } 78.155 -23.960 -120.959
{-0.9  K100} 73.257 7.920 -77.677
{-1.4  N104} 78.098 3.292 -78.810
{-0.5      } 94.850 -16.416 -133.420
{-0.5      } 102.897 -20.694 -130.089
{-0.9      } 87.650 -24.170 -132.047
{-0.3   S53} 90.620 -30.423 -119.088
{-0.5   E45} 79.395 -30.645 -110.052
{-0.4   R73} 75.446 -26.901 -110.555
{-1.7   P97} 70.974 1.980 -82.430
{-0.1  S202} 82.948 -23.821 -97.656
{-0.6  E121} 77.260 -8.786 -99.695
{-0.7  G141} 92.261 -17.596 -127.722
{-1.4  P222} 70.869 -2.821 -79.932
{-0.1      } 81.435 -24.940 -93.486
{-0.7      } 89.264 -15.561 -122.022
{-0.9  K193} 90.818 -20.129 -110.673
{-1.8  A197} 86.001 -19.995 -105.488
{-0.1   I50} 90.855 -29.735 -113.129
{-0.3   Y82} 74.824 -9.450 -103.546
{-0.3   G38} 74.959 -27.508 -103.095
{-0.4      } 80.376 -32.117 -119.232
{-0.2      } 72.328 -7.043 -99.770
{-0.6  Q110} 73.988 -3.532 -84.464
{-2.1  K130} 85.788 -15.831 -112.257
{-1.1  R223} 71.886 2.325 -77.690
{-0.8  G106} 75.606 -3.405 -78.872
{-1.6  M142} 87.918 -20.530 -129.076
{-1.1  G134} 85.118 -17.649 -118.891
{-0.2      } 82.579 -18.137 -90.566
{-0.2      } 81.232 -5.659 -96.437
{-0.9  F190} 88.449 -19.322 -116.606
{-0.7      } 97.705 -19.818 -123.637
{-1.7  T138} 88.178 -18.939 -124.992




@kinemage 2
@caption
Information about use:
Scores are log-likelihoods derived from a database of 1100 2.5 Ang X-ray structures with less than 20 percent sequence identity shared between any pair. Residues were grouped according to mutation matrix based similarity; e.g., (V,L,I,M) are treated as a single residue type. Scores are base 10 logs of the ratio of observed proportion of clusters with composition (aa1 aa2 aa3 aa4) to expected random occurrence for (aa1 aa2 aa3 aa4) with respect to normalized frequency of occurrence of amino acid types that make up the cluster
Buttons described below:
Vector     - For each cluster lines are drawn from each residue sidechain center to cluster center.
ID Marker  - Click on spheres to display names of residues in cluster
Volume     - Display tetrahedron defined by residue centers
3D Profile - For each residue a score is calculated by summation of log-likelihood scores for each cluster in which the residue is a member; essentially
an environment profile where high scores imply packed, hydrophobic and mostly buried 
@onewidth
@thinline
@1viewid {A}
@1zoom 1.00 
@1zslab 200
@1ztran 0
@1center 93.556 -27.354 -37.025
@1matrix
 0.92837 -0.04459 -0.36898 -0.05231  0.96722 -0.24848  0.36796  0.24998  0.89561


@group {Alpha} dominant animate 
@vectorlist {} color=white master= {Ca}
{HIS15} 93.585 -3.165 -66.025
{ILE16} 93.487 -1.301 -62.544
{THR17} 91.041 -2.018 -59.594
{ILE18} 87.473 -1.001 -60.626
{PHE19} 84.798 -2.879 -62.644
{SER20} 84.961 -4.241 -66.107
{PRO21} 82.056 -3.914 -68.465
{GLU22} 80.763 -7.286 -67.238
{GLY23} 81.708 -6.595 -63.656
{ARG24} 84.656 -8.817 -63.216
{LEU25} 87.677 -6.621 -62.529
{TYR26} 90.487 -8.941 -63.735
{GLN27} 93.292 -7.861 -61.397
{VAL28} 91.563 -10.196 -58.997
{GLU29} 91.382 -12.878 -61.726
{TYR30} 95.037 -12.348 -62.820
{ALA31} 95.928 -12.468 -59.174
{PHE32} 94.986 -16.223 -59.217
{LYS33} 97.432 -17.533 -61.948
{ALA34} 100.282 -16.112 -59.833
{THR35} 99.154 -18.069 -56.757
{ASN36} 99.385 -21.200 -58.898
{GLN37} 102.489 -20.087 -60.803
{THR38} 104.831 -20.823 -57.853
{ASN39} 104.776 -24.551 -58.804
{ILE40} 104.058 -26.811 -55.804
{ASN41} 101.103 -29.073 -54.950
{SER42} 99.222 -28.771 -51.587
{LEU43} 96.615 -31.310 -50.464
{ALA44} 94.757 -31.720 -47.198
{VAL45} 92.461 -34.209 -45.430
{ARG46} 90.743 -34.788 -42.113
{GLY47} 91.564 -37.535 -39.650
{LYS48} 89.239 -38.344 -36.756
{ASP49} 91.232 -36.752 -33.964
{CYS50} 93.838 -35.064 -36.235
{THR51} 94.201 -33.310 -39.630
{VAL52} 96.799 -33.368 -42.447
{VAL53} 98.224 -31.423 -45.386
{ILE54} 100.583 -32.411 -48.106
{SER55} 102.785 -29.984 -50.056
{GLN56} 105.856 -30.677 -52.219
{LYS57} 109.327 -29.477 -51.243
{LYS58} 111.308 -28.963 -54.469
{VAL59} 114.759 -27.611 -53.585
{PRO60} 116.545 -26.721 -56.877
{ASP61} 119.648 -24.566 -56.087
{LYS62} 122.147 -26.921 -54.413
{LEU63} 123.382 -23.874 -52.554
{LEU64} 120.382 -23.271 -50.272
{ASP65} 119.382 -24.942 -47.002
{PRO66} 116.212 -27.076 -46.773
{THR67} 115.624 -25.949 -43.191
{THR68} 114.885 -22.406 -44.469
{VAL69} 112.455 -23.763 -47.057
{SER70} 108.719 -24.410 -46.410
{TYR71} 105.235 -23.339 -47.341
{ILE72} 103.749 -24.258 -44.020
{PHE73} 104.116 -22.215 -40.824
{CYS74} 102.957 -22.417 -37.176
{ILE75} 100.459 -19.593 -36.757
{SER76} 99.163 -20.657 -33.371
{ARG77} 99.644 -23.297 -30.716
{THR78} 97.126 -25.326 -32.620
{ILE79} 96.634 -23.712 -36.009
{GLY80} 98.949 -24.265 -38.893
{MET81} 98.914 -22.847 -42.392
{VAL82} 99.934 -23.907 -45.867
{VAL83} 99.876 -21.713 -48.936
{ASN84} 100.222 -22.468 -52.581
{GLY85} 101.767 -19.118 -53.527
{PRO86} 104.910 -16.852 -53.926
{ILE87} 107.019 -16.832 -50.734
{PRO88} 107.261 -13.009 -50.273
{ASP89} 103.473 -12.471 -50.260
{ALA90} 102.960 -15.497 -48.079
{ARG91} 105.297 -14.406 -45.285
{ASN92} 103.127 -11.270 -45.149
{ALA93} 99.731 -13.019 -44.817
{ALA94} 101.521 -15.282 -42.373
{LEU95} 102.477 -12.375 -40.203
{ARG96} 99.180 -10.430 -40.103
{ALA97} 97.118 -13.600 -39.442
{LYS98} 99.715 -14.717 -36.913
{ALA99} 99.036 -11.499 -35.063
{GLU100} 95.289 -11.332 -35.457
{ALA101} 95.033 -14.465 -33.356
{ALA102} 97.590 -13.108 -30.966
{GLU103} 95.475 -9.964 -30.505
{PHE104} 92.324 -12.078 -30.318
{ARG105} 93.133 -14.409 -27.438
{TYR106} 94.042 -11.213 -25.576
{LYS107} 90.967 -9.216 -26.344
{TYR108} 88.519 -12.141 -25.823
{GLY109} 89.618 -14.796 -23.300
{TYR110} 89.713 -17.843 -25.630
{ASP111} 91.991 -19.052 -28.444
{MET112} 90.823 -18.259 -31.989
{PRO113} 89.494 -21.218 -34.115
{CYS114} 90.316 -22.148 -37.721
{ASP115} 87.118 -21.086 -39.541
{VAL116} 87.200 -17.595 -37.972
{LEU117} 90.734 -16.482 -38.726
{ALA118} 89.885 -17.391 -42.327
{LYS119} 86.984 -14.888 -42.064
{ARG120} 88.843 -11.756 -40.995
{MET121} 91.423 -13.045 -43.419
{ALA122} 89.020 -13.175 -46.370
{ASN123} 87.436 -10.032 -44.925
{LEU124} 90.780 -8.329 -44.997
{SER125} 91.474 -9.337 -48.611
{GLN126} 88.018 -8.118 -49.561
{ILE127} 88.532 -4.712 -47.944
{TYR128} 91.864 -4.137 -49.687
{THR129} 90.314 -5.034 -53.027
{GLN130} 87.347 -2.632 -52.638
{ARG131} 89.003 0.434 -51.144
{ALA132} 92.247 0.133 -53.172
{TYR133} 94.742 0.540 -50.368
{MET134} 97.156 -2.008 -51.992
{ARG135} 97.461 -4.789 -54.570
{PRO136} 96.044 -8.162 -53.470
{LEU137} 98.522 -10.772 -52.388
{GLY138} 98.822 -13.561 -54.948
{VAL139} 98.464 -16.479 -52.523
{ILE140} 95.845 -19.043 -51.466
{LEU141} 95.963 -19.839 -47.819
{THR142} 94.932 -23.231 -46.547
{PHE143} 94.401 -23.210 -42.739
{VAL144} 94.244 -26.285 -40.590
{SER145} 93.556 -27.354 -37.025
{VAL146} 91.025 -29.023 -34.740
{ASP147} 88.853 -26.877 -32.422
{GLU148} 86.611 -28.318 -29.695
{GLU149} 83.456 -26.914 -31.330
{LEU150} 83.741 -28.475 -34.798
{GLY151} 86.765 -30.701 -34.412
{PRO152} 88.867 -31.415 -37.575
{SER153} 88.556 -28.132 -39.363
{ILE154} 89.671 -27.156 -42.855
{TYR155} 88.983 -23.830 -44.532
{LYS156} 90.639 -22.180 -47.502
{THR157} 91.032 -18.590 -48.736
{ASP158} 91.871 -16.929 -52.006
{PRO159} 93.153 -13.447 -53.096
{ALA160} 89.683 -12.493 -54.388
{GLY161} 88.958 -12.272 -50.638
{TYR162} 86.847 -15.358 -50.079
{TYR163} 86.826 -18.516 -47.964
{VAL164} 84.771 -21.637 -47.528
{GLY165} 85.004 -25.206 -46.207
{TYR166} 86.632 -28.415 -47.382
{LYS167} 86.359 -31.934 -46.032
{ALA168} 89.777 -32.279 -47.661
{THR169} 91.343 -29.980 -50.257
{ALA170} 94.094 -29.155 -52.746
{THR171} 95.919 -26.166 -54.217
{GLY172} 98.299 -26.446 -57.150
{PRO173} 99.174 -26.545 -60.923
{LYS174} 97.422 -29.864 -60.986
{GLN175} 94.355 -29.363 -58.886
{GLN176} 91.547 -31.538 -60.129
{GLU177} 93.710 -34.633 -60.450
{ILE178} 94.680 -34.804 -56.761
{THR179} 90.976 -33.949 -56.305
{THR180} 89.074 -36.507 -58.469
{ASN181} 90.979 -39.295 -56.719
{LEU182} 89.865 -38.258 -53.315
{GLU183} 86.354 -37.665 -54.713
{ASN184} 86.181 -41.278 -56.026
{HIS185} 87.771 -42.566 -52.796
{PHE186} 84.935 -40.647 -51.146
{LYS187} 81.947 -41.858 -53.130
{LYS188} 83.040 -45.292 -51.811
{SER189} 84.295 -44.611 -48.215
{LYS190} 80.956 -42.663 -48.243
{ILE191} 81.743 -40.690 -45.090
{ASP192} 82.997 -37.045 -45.280
{HIS193} 86.470 -37.758 -43.834
{ILE194} 89.157 -40.417 -43.235
{ASN195} 88.258 -43.391 -41.048
{GLU196} 91.357 -44.143 -38.898
{GLU197} 92.730 -43.455 -35.369
{SER198} 96.488 -42.770 -35.819
{TRP199} 97.883 -39.771 -37.716
{GLU200} 100.943 -41.706 -38.891
{LYS201} 98.385 -43.905 -40.551
{VAL202} 96.403 -41.026 -42.132
{VAL203} 99.659 -39.384 -43.287
{GLU204} 100.543 -42.648 -44.970
{PHE205} 97.134 -42.526 -46.641
{ALA206} 97.567 -39.056 -48.218
{ILE207} 101.128 -39.533 -49.472
{THR208} 99.589 -42.629 -50.931
{HIS209} 96.745 -40.808 -52.604
{MET210} 99.208 -38.193 -53.957
{ILE211} 101.924 -40.452 -55.293
{ASP212} 99.160 -42.306 -57.140
{ALA213} 97.929 -38.933 -58.252
{LEU214} 101.128 -37.557 -59.852
{GLY215} 102.603 -40.526 -61.648
{THR216} 105.572 -39.588 -59.422
{GLU217} 107.668 -40.738 -56.509
{PHE218} 109.161 -38.779 -53.574
{SER219} 112.339 -39.286 -51.430
{LYS220} 112.718 -38.096 -47.810
{ASN221} 113.086 -34.375 -48.500
{ASP222} 111.183 -34.009 -51.730
{LEU223} 108.052 -33.505 -49.589
{GLU224} 106.496 -31.334 -46.958
{VAL225} 103.717 -32.278 -44.517
{GLY226} 101.924 -31.119 -41.404
{VAL227} 99.583 -32.552 -38.823
{ALA228} 96.965 -30.866 -36.597
{THR229} 96.236 -32.726 -33.370
{LYS230} 94.262 -32.349 -30.183
{ASP231} 95.548 -28.859 -29.568
{LYS232} 99.283 -29.189 -30.309
{PHE233} 100.028 -28.452 -34.062
{PHE234} 103.494 -29.430 -35.334
{THR235} 105.408 -29.428 -38.616
{LEU236} 106.651 -32.771 -39.918
{SER237} 110.437 -32.767 -40.042
{ALA238} 112.953 -34.352 -42.431
{GLU239} 113.510 -37.608 -40.546
{ASN240} 110.110 -38.653 -39.171
{ILE241} 108.903 -37.845 -42.685
{GLU242} 110.945 -40.688 -44.285
{GLU243} 109.796 -43.371 -41.812
{ARG244} 106.219 -43.041 -43.203
{LEU245} 107.574 -44.035 -46.599
{VAL246} 109.028 -47.086 -44.870
{ALA247} 105.580 -47.732 -43.411
{ILE248} 103.816 -47.321 -46.710
{ALA249} 106.012 -49.494 -48.955
{GLU250} 105.069 -53.128 -48.227
{GLN251} 101.413 -52.508 -47.100
{ASP252} 100.827 -51.103 -50.692

@subgroup {modules} 
@vectorlist {N-term} color= magenta master= {N_term}
{THR38} 104.831 -20.823 -57.853
{ASN39} 104.776 -24.551 -58.804
{ILE40} 104.058 -26.811 -55.804
{ASN41} 101.103 -29.073 -54.950
{SER42} 99.222 -28.771 -51.587
{LEU43} 96.615 -31.310 -50.464
{ALA44} 94.757 -31.720 -47.198
{VAL45} 92.461 -34.209 -45.430
{ARG46} 90.743 -34.788 -42.113
{GLY47} 91.564 -37.535 -39.650
{LYS48} 89.239 -38.344 -36.756
{ASP49} 91.232 -36.752 -33.964
{CYS50} 93.838 -35.064 -36.235
{THR51} 94.201 -33.310 -39.630
{VAL52} 96.799 -33.368 -42.447
{VAL53} 98.224 -31.423 -45.386
{ILE54} 100.583 -32.411 -48.106
{SER55} 102.785 -29.984 -50.056
{GLN56} 105.856 -30.677 -52.219
{LYS57} 109.327 -29.477 -51.243
{LYS58} 111.308 -28.963 -54.469
{VAL59} 114.759 -27.611 -53.585
{PRO60} 116.545 -26.721 -56.877
{ASP61} 119.648 -24.566 -56.087
{LYS62} 122.147 -26.921 -54.413
{LEU63} 123.382 -23.874 -52.554
{LEU64} 120.382 -23.271 -50.272
{ASP65} 119.382 -24.942 -47.002
{PRO66} 116.212 -27.076 -46.773
{THR67} 115.624 -25.949 -43.191
{THR68} 114.885 -22.406 -44.469
{VAL69} 112.455 -23.763 -47.057
{SER70} 108.719 -24.410 -46.410
{TYR71} 105.235 -23.339 -47.341
{ILE72} 103.749 -24.258 -44.020
{PHE73} 104.116 -22.215 -40.824
{CYS74} 102.957 -22.417 -37.176
{ILE75} 100.459 -19.593 -36.757
{SER76} 99.163 -20.657 -33.371
{ARG77} 99.644 -23.297 -30.716
{THR78} 97.126 -25.326 -32.620
{ILE79} 96.634 -23.712 -36.009
{GLY80} 98.949 -24.265 -38.893
{MET81} 98.914 -22.847 -42.392
{VAL82} 99.934 -23.907 -45.867
{VAL83} 99.876 -21.713 -48.936
{ASN84} 100.222 -22.468 -52.581
@vectorlist {Center} color= yellow master= {Middle}
{ILE87} 107.019 -16.832 -50.734
{PRO88} 107.261 -13.009 -50.273
{ASP89} 103.473 -12.471 -50.260
{ALA90} 102.960 -15.497 -48.079
{ARG91} 105.297 -14.406 -45.285
{ASN92} 103.127 -11.270 -45.149
{ALA93} 99.731 -13.019 -44.817
{ALA94} 101.521 -15.282 -42.373
{LEU95} 102.477 -12.375 -40.203
{ARG96} 99.180 -10.430 -40.103
{ALA97} 97.118 -13.600 -39.442
{LYS98} 99.715 -14.717 -36.913
{ALA99} 99.036 -11.499 -35.063
{GLU100} 95.289 -11.332 -35.457
{ALA101} 95.033 -14.465 -33.356
{ALA102} 97.590 -13.108 -30.966
{GLU103} 95.475 -9.964 -30.505
{PHE104} 92.324 -12.078 -30.318
{ARG105} 93.133 -14.409 -27.438
{TYR106} 94.042 -11.213 -25.576
{LYS107} 90.967 -9.216 -26.344
{TYR108} 88.519 -12.141 -25.823
{GLY109} 89.618 -14.796 -23.300
{TYR110} 89.713 -17.843 -25.630
{ASP111} 91.991 -19.052 -28.444
{MET112} 90.823 -18.259 -31.989
{PRO113} 89.494 -21.218 -34.115
{CYS114} 90.316 -22.148 -37.721
{ASP115} 87.118 -21.086 -39.541
{VAL116} 87.200 -17.595 -37.972
{LEU117} 90.734 -16.482 -38.726
{ALA118} 89.885 -17.391 -42.327
{LYS119} 86.984 -14.888 -42.064
{ARG120} 88.843 -11.756 -40.995
{MET121} 91.423 -13.045 -43.419
{ALA122} 89.020 -13.175 -46.370
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