Opened 18 months ago

Last modified 18 months ago

#15356 closed defect

ChimeraX bug report submission — at Initial Version

Reported by: chimerax-bug-report@… Owned by:
Priority: normal Milestone:
Component: Window Toolkit Version:
Keywords: Cc:
Blocked By: Blocking:
Notify when closed: Platform: all
Project: ChimeraX

Description

The following bug report has been submitted:
Platform:        macOS-14.5-arm64-arm-64bit
ChimeraX Version: 1.6.1 (2023-05-09 17:57:07 UTC)
Description
Last time you used ChimeraX it crashed.
Please describe steps that led to the crash here.
Fatal Python error: Segmentation fault

Thread 0x0000000352203000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 576 in _handle_results
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x00000003511f7000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 528 in _handle_tasks
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x00000003501eb000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/selectors.py", line 416 in select
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/connection.py", line 936 in wait
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 499 in _wait_for_updates
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 519 in _handle_workers
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000034f1df000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000034e1d3000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000034d1c7000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000034c1bb000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000034b1af000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000034a1a3000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x0000000349197000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000034818b000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030f8c3000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 576 in _handle_results
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030e8b7000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 528 in _handle_tasks
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030d8ab000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/selectors.py", line 416 in select
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/connection.py", line 936 in wait
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 499 in _wait_for_updates
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 519 in _handle_workers
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030c89f000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030b893000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030a887000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030987b000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030886f000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x0000000307863000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x0000000306857000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Thread 0x000000030584b000 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/pool.py", line 114 in worker
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 910 in run
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 973 in _bootstrap_inner
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/threading.py", line 930 in _bootstrap

Current thread 0x00000001f1728c00 (most recent call first):
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/site-packages/chimerax/ui/gui.py", line 275 in event_loop
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/site-packages/chimerax/core/__main__.py", line 892 in init
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/site-packages/chimerax/core/__main__.py", line 1043 in 
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/runpy.py", line 87 in _run_code
  File "/Applications/ChimeraX-1.6.1.app/Contents/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/runpy.py", line 197 in _run_module_as_main


{"app_name":"ChimeraX","timestamp":"2024-05-29 19:50:26.00 +0200","app_version":"1.6.1","slice_uuid":"a5992708-d5b4-36ec-ac0a-e525f6105b56","build_version":"1.6.1.0","platform":1,"bundleID":"edu.ucsf.cgl.ChimeraX","share_with_app_devs":0,"is_first_party":0,"bug_type":"309","os_version":"macOS 14.5 (23F79)","roots_installed":0,"name":"ChimeraX","incident_id":"3DF7328F-10A1-4814-AB9B-DC8388ABB254"}
{
  "uptime" : 92000,
  "procRole" : "Background",
  "version" : 2,
  "userID" : 501,
  "deployVersion" : 210,
  "modelCode" : "MacBookPro18,3",
  "coalitionID" : 9483,
  "osVersion" : {
    "train" : "macOS 14.5",
    "build" : "23F79",
    "releaseType" : "User"
  },
  "captureTime" : "2024-05-29 19:50:12.2550 +0200",
  "codeSigningMonitor" : 1,
  "incident" : "3DF7328F-10A1-4814-AB9B-DC8388ABB254",
  "pid" : 62055,
  "translated" : false,
  "cpuType" : "ARM-64",
  "roots_installed" : 0,
  "bug_type" : "309",
  "procLaunch" : "2024-05-28 16:38:51.3109 +0200",
  "procStartAbsTime" : 1843648363512,
  "procExitAbsTime" : 2214745047595,
  "procName" : "ChimeraX",
  "procPath" : "\/Applications\/ChimeraX-1.6.1.app\/Contents\/MacOS\/ChimeraX",
  "bundleInfo" : {"CFBundleShortVersionString":"1.6.1","CFBundleVersion":"1.6.1.0","CFBundleIdentifier":"edu.ucsf.cgl.ChimeraX"},
  "storeInfo" : {"deviceIdentifierForVendor":"0ABB3E1B-DF69-57E1-BD33-70F5ECC6268B","thirdParty":true},
  "parentProc" : "launchd",
  "parentPid" : 1,
  "coalitionName" : "edu.ucsf.cgl.ChimeraX",
  "crashReporterKey" : "7E3C5B48-C9ED-D026-6A85-DF8F9E79D00C",
  "lowPowerMode" : 1,
  "codeSigningID" : "edu.ucsf.cgl.ChimeraX",
  "codeSigningTeamID" : "LWV8X224YF",
  "codeSigningFlags" : 570491649,
  "codeSigningValidationCategory" : 6,
  "codeSigningTrustLevel" : 4294967295,
  "instructionByteStream" : {"beforePC":"fyMD1f17v6n9AwCRW+D\/l78DAJH9e8Go\/w9f1sADX9YQKYDSARAA1A==","atPC":"AwEAVH8jA9X9e7+p\/QMAkVDg\/5e\/AwCR\/XvBqP8PX9bAA1\/WcAqA0g=="},
  "wakeTime" : 3,
  "sleepWakeUUID" : "5B6E6A96-9EFB-4CA3-B555-3A1F49AB0BD5",
  "sip" : "enabled",
  "vmRegionInfo" : "0x18 is not in any region.  Bytes before following region: 4299063272\n      REGION TYPE                    START - END         [ VSIZE] PRT\/MAX SHRMOD  REGION DETAIL\n      UNUSED SPACE AT START\n--->  \n      __TEXT                      1003e8000-1003ec000    [   16K] r-x\/r-x SM=COW  \/Applications\/ChimeraX-1.6.1.app\/Contents\/MacOS\/ChimeraX",
  "exception" : {"codes":"0x0000000000000001, 0x0000000000000018","rawCodes":[1,24],"type":"EXC_BAD_ACCESS","signal":"SIGSEGV","subtype":"KERN_INVALID_ADDRESS at 0x0000000000000018"},
  "termination" : {"flags":0,"code":11,"namespace":"SIGNAL","indicator":"Segmentation fault: 11","byProc":"ChimeraX","byPid":62055},
  "vmregioninfo" : "0x18 is not in any region.  Bytes before following region: 4299063272\n      REGION TYPE                    START - END         [ VSIZE] PRT\/MAX SHRMOD  REGION DETAIL\n      UNUSED SPACE AT START\n--->  \n      __TEXT                      1003e8000-1003ec000    [   16K] r-x\/r-x SM=COW  \/Applications\/ChimeraX-1.6.1.app\/Contents\/MacOS\/ChimeraX",
  "extMods" : {"caller":{"thread_create":0,"thread_set_state":0,"task_for_pid":0},"system":{"thread_create":0,"thread_set_state":0,"task_for_pid":0},"targeted":{"thread_create":0,"thread_set_state":0,"task_for_pid":0},"warnings":0},
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===== Log before crash start =====
Startup Messages  
---  
warning | Replacing fetcher for 'pdb_nmr' and format NMRSTAR from NMRSTAR
bundle with that from NMRSTAR bundle  
  
UCSF ChimeraX version: 1.6.1 (2023-05-09)  
© 2016-2023 Regents of the University of California. All rights reserved.  
How to cite UCSF ChimeraX  

> open "/Users/johannes/Daten
> Cloud/PhD/Methods/Peptides/CD36/CD36_P16671_region-40--439.gff"

Unrecognized file suffix '.gff'  

> open "/Users/johannes/Daten
> Cloud/PhD/Methods/Peptides/CD36/CD36_P16671_region-30--439.fa"

Summary of feedback from opening /Users/johannes/Daten
Cloud/PhD/Methods/Peptides/CD36/CD36_P16671_region-30--439.fa  
---  
note | Alignment identifier is CD36_P16671_region-30--439.fa  
  
Opened 1 sequences from CD36_P16671_region-30--439.fa  

> color bychain

> ui tool show AlphaFold

No sequence chosen for AlphaFold match  

No sequence chosen for AlphaFold search  

> alphafold search
> GDLLIQKTIKKQVVLEEGTIAFKNWVKTGTEVYRQFWIFDVQNPQEVMMNSSNIQVKQRGPYTYRVRFLAKENVTQDAEDNTVSFLQPNGAIFEPSLSVGTEADNFTVLNLAVAAASHIYQNQFVQMILNSLINKSKSSMFQVRTLRELLWGYRDPFLSLVPYPVTTTVGLFYPYNNTADGVYKVFNGKDNISKVAIIDTYKGKRNLSYWESHCDMINGTDAASFPPFVEKSQVLQFFSSDICRSIYAVFESDVNLKGIPVYRFVLPSKAFASPVENPDNYCFCTEKIISKNCTSYGVLDISKCKEGRPVYISLPHFLYASPDVSEPIDGLNPNEEEHRTYLDIEPITGFTLQFAKRLQVNLLVKPSEKIQVLKNLKRNYIVPILWLNETGTIGDEKANMFRSQVTGKIN

Fetching AlphaFold database settings from
https://www.rbvi.ucsf.edu/chimerax/data/status/alphafold_database3.json  
Webservices job id: GSX4Q61C4SQ84BDD  

> alphafold match
> GDLLIQKTIKKQVVLEEGTIAFKNWVKTGTEVYRQFWIFDVQNPQEVMMNSSNIQVKQRGPYTYRVRFLAKENVTQDAEDNTVSFLQPNGAIFEPSLSVGTEADNFTVLNLAVAAASHIYQNQFVQMILNSLINKSKSSMFQVRTLRELLWGYRDPFLSLVPYPVTTTVGLFYPYNNTADGVYKVFNGKDNISKVAIIDTYKGKRNLSYWESHCDMINGTDAASFPPFVEKSQVLQFFSSDICRSIYAVFESDVNLKGIPVYRFVLPSKAFASPVENPDNYCFCTEKIISKNCTSYGVLDISKCKEGRPVYISLPHFLYASPDVSEPIDGLNPNEEEHRTYLDIEPITGFTLQFAKRLQVNLLVKPSEKIQVLKNLKRNYIVPILWLNETGTIGDEKANMFRSQVTGKIN

Fetching compressed AlphaFold E7EU05 from
https://alphafold.ebi.ac.uk/files/AF-E7EU05-F1-model_v4.cif  
1 AlphaFold model found using sequence similarity searches: E7EU05 (1
sequences)  
Sequence Similarity  
---  
AlphaFold Model| Query Sequence| Identity %| Coverage %  
E7EU05_HUMAN | GDLLI...TGKIN | 100.0 | 100.0  
Associated AlphaFold E7EU05_HUMAN chain A to CD36_P16671_region-30--439 with 0
mismatches  
Opened 1 AlphaFold model  

> show #1 atoms,ribbons

Fetching PAE using AlphaFold database version 4  

> alphafold pae #1 uniprotId E7EU05 version 4

Fetching compressed AlphaFold PAE E7EU05 from
https://alphafold.ebi.ac.uk/files/AF-E7EU05-F1-predicted_aligned_error_v4.json  

> color #1:62-269 lime

> color #1:244-375 lime

> color #1:210-354 lime

> color #1:171-191 lime

> color #1:213-233 magenta

> color #1:13-27 lime

> color #1:17-45 lime

> color #1:50-72 lime

> color #1:70-120 lime

> color #1:57-105 lime

> color #1:4-29 magenta

> color #1:135-198 lime

> color #1:14-21 magenta

> color #1:139-222 lime

> color #1:5-25 magenta

> color #1:15-444 lime

> color #1:157-444 lime

> color #1:6-6 lime

> color #1:154-154 magenta

> color bfactor #1 palette alphafold

3668 atoms, 463 residues, atom bfactor range 47 to 98.8  

> alphafold pae #1 colorDomains true

> hide surfaces

> ui tool show "Show Sequence Viewer"

> sequence chain /A

Alignment identifier is 1/A  

> sequence refseq ":chain A"

Destroying pre-existing alignment with identifier 1/A  
Alignment identifier is 1/A  

> select
> /A:5-41,49-55,73-79,82,99-100,124-126,140-148,152-164,175-180,187-189,221-223,241-244,269-271,297-299,307-312,331-334,344-346,351-354,364-367,400-402,424-462

1263 atoms, 1265 bonds, 164 residues, 1 model selected  

> select
> /A:61-70,83-95,101-106,111-118,120-122,134-138,170-174,182-183,197-198,207-215,227-230,233,235,245,249,253,264-268,273-285,288-294,327-329,339-342,357-358,370-373,379-393,409-421

1167 atoms, 1174 bonds, 138 residues, 1 model selected  

> hide #1 models

> show #1 models

> select add #1

3668 atoms, 3751 bonds, 463 residues, 1 model selected  

> select subtract #1

Nothing selected  

> view clip false

> show target m

> log metadata #1

The model has no metadata

> log chains #1

| Chain information for AlphaFold E7EU05_HUMAN #1  
---  
Chain | Description | UniProt  
A | Glycoprotein IIIb | E7EU05_HUMAN 1-463  
  

> toolshed show

> ui tool show "Modeller Comparative"

> select /A

3668 atoms, 3751 bonds, 463 residues, 1 model selected  

> select sequence klhj

Nothing selected  

> ui tool show ViewDockX

No suitable models found for ViewDockX  

> toolshed show

> close session

> open 2hyy

Summary of feedback from opening 2hyy fetched from pdb  
---  
note | Fetching compressed mmCIF 2hyy from
http://files.rcsb.org/download/2hyy.cif  
  
2hyy title:  
Human Abl kinase domain in complex with imatinib (STI571, Glivec) [more
info...]  
  
Chain information for 2hyy #1  
---  
Chain | Description | UniProt  
A B C D | Proto-oncogene tyrosine-protein kinase ABL1 | ABL1_HUMAN 228-500  
  
Non-standard residues in 2hyy #1  
---  
STI — 4-(4-methyl-piperazin-1-ylmethyl)-N-[4-methyl-3-(4-pyridin-3-yl-
pyrimidin-2-ylamino)-phenyl]-benzamide (sti-571; imatinib)  
  
2hyy mmCIF Assemblies  
---  
1| author_defined_assembly  
2| author_defined_assembly  
3| author_defined_assembly  
4| author_defined_assembly  
  

> select /A:235-498

2073 atoms, 2127 bonds, 1 pseudobond, 263 residues, 2 models selected  

> color sel bychain

> select all

8702 atoms, 8736 bonds, 5 pseudobonds, 1258 residues, 2 models selected  

> color sel bychain

> select clear

> select add #1

8702 atoms, 8736 bonds, 5 pseudobonds, 1258 residues, 2 models selected  

> select subtract #1

Nothing selected  

> select /B:233-498

2100 atoms, 2155 bonds, 1 pseudobond, 265 residues, 2 models selected  

> select clear

> select :STI

148 atoms, 164 bonds, 4 residues, 1 model selected  

> sym #1 assembly 1

Made 1 copies for 2hyy assembly 1  

> view

> show #!1 models

> hide #!1 models

> hide #!2 models

> show #!2 models

> close #2

> show all

> show 2hyy

Expected a collection of one of 'atoms', 'bonds', 'cartoons', 'models',
'pbonds', 'pseudobonds', 'ribbons', or 'surfaces' or a keyword  

> show #1

> show #!1 models

> select add #1

8702 atoms, 8736 bonds, 5 pseudobonds, 1258 residues, 2 models selected  

> mousemode

left: rotate  
control left: select  
middle: translate  
right: translate  
wheel: zoom  
pause: identify object  
Available modes: select, select add, select subtract, select toggle, rotate,
rotate and select, rotate selected models, rotate z selected models, rotate
selected atoms, rotate independent, translate, translate selected models,
translate xy selected models, move picked models, translate selected atoms,
zoom, clip, clip rotate, identify object, pivot, swipe as scroll, none, map
eraser, label, move label, contour level, move planes, crop volume, windowing,
rotate slab, zone, pick blobs, tug, minimize, swapaa, mark maximum, mark
plane, mark surface, mark center, mark point, link markers, move markers,
resize markers, delete markers, next docked, bond rotation, distance, play
coordinates, play map series, tape measure  

> select clear

> select all

8702 atoms, 8736 bonds, 5 pseudobonds, 1258 residues, 2 models selected  

> select cleasr

Expected an objects specifier or a keyword  

> select clear

> log metadata #1

Metadata for 2hyy #1  
---  
Title | Human Abl kinase domain in complex with imatinib (STI571, Glivec)  
Citation | Cowan-Jacob, S.W., Fendrich, G., Floersheimer, A., Furet, P.,
Liebetanz, J., Rummel, G., Rheinberger, P., Centeleghe, M., Fabbro, D.,
Manley, P.W. (2007). Structural biology contributions to the discovery of
drugs to treat chronic myelogenous leukaemia. ACTA CRYSTALLOGR.,SECT.D, 63,
80-93. PMID: 17164530. DOI: 10.1107/S0907444906047287  
Non-standard residue | STI — 4-(4-methyl-
piperazin-1-ylmethyl)-N-[4-methyl-3-(4-pyridin-3-yl-
pyrimidin-2-ylamino)-phenyl]-benzamide (sti-571; imatinib)  
Gene source | Homo sapiens (human)  
Experimental method | X-ray diffraction  
Resolution | 2.400Å  
  
> select :STI

148 atoms, 164 bonds, 4 residues, 1 model selected  

> view sel

> hbonds sel reveal true

23 hydrogen bonds found  

> ui tool show H-Bonds

> hbonds sel reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    
    23 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    /A MET 318 N    /A STI 600 N3   no hydrogen  2.937  N/A
    /A ASP 381 N    /A STI 600 O29  no hydrogen  2.981  N/A
    /A STI 600 N13  /A THR 315 OG1  no hydrogen  3.014  N/A
    /A STI 600 N21  /A GLU 286 OE2  no hydrogen  3.089  N/A
    /A STI 600 N51  /A ILE 360 O    no hydrogen  2.723  N/A
    /B HOH 112 O    /B STI 600 N10  no hydrogen  2.927  N/A
    /B MET 318 N    /B STI 600 N3   no hydrogen  2.824  N/A
    /B ASP 381 N    /B STI 600 O29  no hydrogen  2.775  N/A
    /B STI 600 N13  /B THR 315 OG1  no hydrogen  3.215  N/A
    /B STI 600 N21  /B GLU 286 OE2  no hydrogen  3.038  N/A
    /B STI 600 N51  /B ILE 360 O    no hydrogen  2.751  N/A
    /C HOH 38 O     /C STI 600 N10  no hydrogen  2.788  N/A
    /C MET 318 N    /C STI 600 N3   no hydrogen  3.011  N/A
    /C ASP 381 N    /C STI 600 O29  no hydrogen  3.040  N/A
    /C STI 600 N13  /C THR 315 OG1  no hydrogen  3.071  N/A
    /C STI 600 N21  /C GLU 286 OE2  no hydrogen  3.088  N/A
    /C STI 600 N51  /C ILE 360 O    no hydrogen  2.783  N/A
    /D HOH 151 O    /D STI 600 N10  no hydrogen  2.748  N/A
    /D MET 318 N    /D STI 600 N3   no hydrogen  2.524  N/A
    /D ASP 381 N    /D STI 600 O29  no hydrogen  3.177  N/A
    /D STI 600 N13  /D THR 315 OG1  no hydrogen  3.004  N/A
    /D STI 600 N21  /D GLU 286 OE2  no hydrogen  2.853  N/A
    /D STI 600 N51  /D ILE 360 O    no hydrogen  2.606  N/A
    

  
23 hydrogen bonds found  

> hbonds sel reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    
    23 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    /A MET 318 N    /A STI 600 N3   no hydrogen  2.937  N/A
    /A ASP 381 N    /A STI 600 O29  no hydrogen  2.981  N/A
    /A STI 600 N13  /A THR 315 OG1  no hydrogen  3.014  N/A
    /A STI 600 N21  /A GLU 286 OE2  no hydrogen  3.089  N/A
    /A STI 600 N51  /A ILE 360 O    no hydrogen  2.723  N/A
    /B HOH 112 O    /B STI 600 N10  no hydrogen  2.927  N/A
    /B MET 318 N    /B STI 600 N3   no hydrogen  2.824  N/A
    /B ASP 381 N    /B STI 600 O29  no hydrogen  2.775  N/A
    /B STI 600 N13  /B THR 315 OG1  no hydrogen  3.215  N/A
    /B STI 600 N21  /B GLU 286 OE2  no hydrogen  3.038  N/A
    /B STI 600 N51  /B ILE 360 O    no hydrogen  2.751  N/A
    /C HOH 38 O     /C STI 600 N10  no hydrogen  2.788  N/A
    /C MET 318 N    /C STI 600 N3   no hydrogen  3.011  N/A
    /C ASP 381 N    /C STI 600 O29  no hydrogen  3.040  N/A
    /C STI 600 N13  /C THR 315 OG1  no hydrogen  3.071  N/A
    /C STI 600 N21  /C GLU 286 OE2  no hydrogen  3.088  N/A
    /C STI 600 N51  /C ILE 360 O    no hydrogen  2.783  N/A
    /D HOH 151 O    /D STI 600 N10  no hydrogen  2.748  N/A
    /D MET 318 N    /D STI 600 N3   no hydrogen  2.524  N/A
    /D ASP 381 N    /D STI 600 O29  no hydrogen  3.177  N/A
    /D STI 600 N13  /D THR 315 OG1  no hydrogen  3.004  N/A
    /D STI 600 N21  /D GLU 286 OE2  no hydrogen  2.853  N/A
    /D STI 600 N51  /D ILE 360 O    no hydrogen  2.606  N/A
    

  
23 hydrogen bonds found  

> sym #1 assembly 1

Made 1 copies for 2hyy assembly 1  

> view

> select :sti

185 atoms, 205 bonds, 5 residues, 2 models selected  

> color sel & #!2.1 bychain

> ui tool show H-Bonds

> hbonds sel reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    38 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
38 hydrogen bonds found  

> ui tool show H-Bonds

> hide #1.1 models

> hide #!2 models

> hide #3 models

> hide #!2.1 models

> select add #2.1

2309 atoms, 2332 bonds, 6 pseudobonds, 319 residues, 4 models selected  

> show #!2.1 models

> hide #2.1.2 models

> show #2.1.2 models

> hide #2.1.2 models

> show #2.1.2 models

> hide #2.1.2 models

> select subtract #2.1.2

2309 atoms, 2332 bonds, 5 pseudobonds, 319 residues, 3 models selected  

> select add #2.1

2309 atoms, 2332 bonds, 6 pseudobonds, 319 residues, 4 models selected  

> select clear

> select :sti

185 atoms, 205 bonds, 5 residues, 2 models selected  

> ui tool show H-Bonds

> hbonds sel reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    38 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
38 hydrogen bonds found  

> ui tool show H-Bonds

> hbonds sel select true reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    38 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
38 hydrogen bonds found  

> hbonds sel intraRes false reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    58 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A HOH 146 O      2hyy #1/A GLU 286 OE2    no hydrogen  2.707  N/A
    2hyy #1/A HOH 146 O      2hyy #2.1/A GLU 286 OE2  no hydrogen  2.707  N/A
    2hyy #1/A THR 315 OG1    2hyy #1/A GLU 316 O      no hydrogen  3.003  N/A
    2hyy #1/A THR 315 OG1    2hyy #2.1/A GLU 316 O    no hydrogen  3.003  N/A
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 49 O       2hyy #1/B HOH 112 O      no hydrogen  2.684  N/A
    2hyy #1/B HOH 49 O       2hyy #1/B GLU 286 OE2    no hydrogen  2.677  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B HOH 49 O       no hydrogen  2.684  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B LYS 271 NZ     2hyy #1/B GLU 286 OE2    no hydrogen  3.537  N/A
    2hyy #1/B THR 315 OG1    2hyy #1/B GLU 316 O      no hydrogen  2.697  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C HOH 126 O      no hydrogen  2.563  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C HOH 126 O      2hyy #1/C HOH 38 O       no hydrogen  2.563  N/A
    2hyy #1/C HOH 126 O      2hyy #1/C GLU 286 OE2    no hydrogen  2.928  N/A
    2hyy #1/C HOH 178 O      2hyy #1/C ILE 360 O      no hydrogen  3.535  N/A
    2hyy #1/C THR 315 OG1    2hyy #1/C GLU 316 O      no hydrogen  3.094  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D LYS 271 NZ     2hyy #1/D GLU 286 OE2    no hydrogen  3.490  N/A
    2hyy #1/D THR 315 OG1    2hyy #1/D GLU 316 O      no hydrogen  2.907  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A HOH 146 O    2hyy #1/A GLU 286 OE2    no hydrogen  2.707  N/A
    2hyy #2.1/A HOH 146 O    2hyy #2.1/A GLU 286 OE2  no hydrogen  2.707  N/A
    2hyy #2.1/A THR 315 OG1  2hyy #1/A GLU 316 O      no hydrogen  3.003  N/A
    2hyy #2.1/A THR 315 OG1  2hyy #2.1/A GLU 316 O    no hydrogen  3.003  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
58 hydrogen bonds found  

> hbonds reveal true

2655 hydrogen bonds found  

> hbonds reveal true

2655 hydrogen bonds found  

> select clear

> hbonds :sti reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    38 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
38 hydrogen bonds found  

> show #3 models

> sell all

Unknown command: sell all  

> select all

10863 atoms, 10904 bonds, 44 pseudobonds, 1573 residues, 6 models selected  

> color sel & #!2.1 bychain

> color sel & #!2.1 bypolymer

> select subtract #1

2161 atoms, 2168 bonds, 6 pseudobonds, 315 residues, 4 models selected  

> hbonds :sti reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    38 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
38 hydrogen bonds found  

> hide #!2 models

> show #!2 models

> select subtract #2

Nothing selected  

> select add #2

2161 atoms, 2168 bonds, 6 pseudobonds, 315 residues, 4 models selected  

> select subtract #2

Nothing selected  

> select add #2.1

2161 atoms, 2168 bonds, 6 pseudobonds, 315 residues, 3 models selected  

> select subtract #2.1

Nothing selected  

> hide #!2 models

> hide #!2.1 models

> hide #3 models

> select :sti

185 atoms, 205 bonds, 5 residues, 2 models selected  

> select add #1

8739 atoms, 8777 bonds, 28 pseudobonds, 1259 residues, 4 models selected  

> select subtract #1

37 atoms, 41 bonds, 1 residue, 1 model selected  

> show #!2 models

> show #!2.1 models

> hbonds :sel reveal true log true

Atom specifier selects no atoms  

> hbonds reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    2655 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A HOH 1 O        2hyy #1/A HOH 169 O      no hydrogen  3.017  N/A
    2hyy #1/A HOH 1 O        2hyy #1/A ASP 421 OD1    no hydrogen  2.912  N/A
    2hyy #1/A HOH 1 O        2hyy #2.1/A HOH 1 O      no hydrogen  0.000  N/A
    2hyy #1/A HOH 1 O        2hyy #2.1/A HOH 169 O    no hydrogen  3.017  N/A
    2hyy #1/A HOH 1 O        2hyy #2.1/A ASP 421 OD1  no hydrogen  2.912  N/A
    2hyy #1/A HOH 2 O        2hyy #1/A HOH 106 O      no hydrogen  2.560  N/A
    2hyy #1/A HOH 2 O        2hyy #1/A ARG 328 O      no hydrogen  2.609  N/A
    2hyy #1/A HOH 2 O        2hyy #1/A CYS 330 O      no hydrogen  2.711  N/A
    2hyy #1/A HOH 2 O        2hyy #2.1/A HOH 2 O      no hydrogen  0.000  N/A
    2hyy #1/A HOH 2 O        2hyy #2.1/A HOH 106 O    no hydrogen  2.560  N/A
    2hyy #1/A HOH 2 O        2hyy #2.1/A ARG 328 O    no hydrogen  2.609  N/A
    2hyy #1/A HOH 2 O        2hyy #2.1/A CYS 330 O    no hydrogen  2.711  N/A
    2hyy #1/A HOH 15 O       2hyy #2.1/A HOH 15 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 17 O       2hyy #1/A HOH 108 O      no hydrogen  2.600  N/A
    2hyy #1/A HOH 17 O       2hyy #1/A ARG 473 O      no hydrogen  2.667  N/A
    2hyy #1/A HOH 17 O       2hyy #1/A TRP 476 O      no hydrogen  3.453  N/A
    2hyy #1/A HOH 17 O       2hyy #2.1/A HOH 17 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 17 O       2hyy #2.1/A HOH 108 O    no hydrogen  2.600  N/A
    2hyy #1/A HOH 17 O       2hyy #2.1/A ARG 473 O    no hydrogen  2.667  N/A
    2hyy #1/A HOH 17 O       2hyy #2.1/A TRP 476 O    no hydrogen  3.453  N/A
    2hyy #1/A HOH 20 O       2hyy #1/A TYR 435 O      no hydrogen  2.552  N/A
    2hyy #1/A HOH 20 O       2hyy #2.1/A HOH 20 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 20 O       2hyy #2.1/A TYR 435 O    no hydrogen  2.552  N/A
    2hyy #1/A HOH 21 O       2hyy #1/A HOH 176 O      no hydrogen  3.360  N/A
    2hyy #1/A HOH 21 O       2hyy #1/A SER 446 O      no hydrogen  2.774  N/A
    2hyy #1/A HOH 21 O       2hyy #2.1/A HOH 21 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 21 O       2hyy #2.1/A HOH 176 O    no hydrogen  3.360  N/A
    2hyy #1/A HOH 21 O       2hyy #2.1/A SER 446 O    no hydrogen  2.774  N/A
    2hyy #1/A HOH 23 O       2hyy #1/A GLU 355 OE2    no hydrogen  2.633  N/A
    2hyy #1/A HOH 23 O       2hyy #2.1/A HOH 23 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 23 O       2hyy #2.1/A GLU 355 OE2  no hydrogen  2.633  N/A
    2hyy #1/A HOH 37 O       2hyy #1/A ASP 381 OD2    no hydrogen  2.924  N/A
    2hyy #1/A HOH 37 O       2hyy #2.1/A HOH 37 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 37 O       2hyy #2.1/A ASP 381 OD2  no hydrogen  2.924  N/A
    2hyy #1/A HOH 39 O       2hyy #1/A HOH 169 O      no hydrogen  3.069  N/A
    2hyy #1/A HOH 39 O       2hyy #1/A SER 417 O      no hydrogen  3.494  N/A
    2hyy #1/A HOH 39 O       2hyy #1/A SER 420 OG     no hydrogen  2.418  N/A
    2hyy #1/A HOH 39 O       2hyy #1/A ASP 421 OD1    no hydrogen  2.959  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A HOH 39 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A HOH 169 O    no hydrogen  3.069  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A SER 417 O    no hydrogen  3.494  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A SER 420 OG   no hydrogen  2.418  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A ASP 421 OD1  no hydrogen  2.959  N/A
    2hyy #1/A HOH 46 O       2hyy #1/A HOH 187 O      no hydrogen  2.588  N/A
    2hyy #1/A HOH 46 O       2hyy #2.1/A HOH 46 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 46 O       2hyy #2.1/A HOH 187 O    no hydrogen  2.588  N/A
    2hyy #1/A HOH 50 O       2hyy #1/A HOH 130 O      no hydrogen  3.179  N/A
    2hyy #1/A HOH 50 O       2hyy #2.1/A HOH 50 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 50 O       2hyy #2.1/A HOH 130 O    no hydrogen  3.179  N/A
    2hyy #1/A HOH 52 O       2hyy #1/A HOH 141 O      no hydrogen  2.517  N/A
    2hyy #1/A HOH 52 O       2hyy #1/A TYR 320 O      no hydrogen  2.597  N/A
    2hyy #1/A HOH 52 O       2hyy #1/A ASN 322 O      no hydrogen  2.497  N/A
    2hyy #1/A HOH 52 O       2hyy #2.1/A HOH 52 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 52 O       2hyy #2.1/A HOH 141 O    no hydrogen  2.517  N/A
    2hyy #1/A HOH 52 O       2hyy #2.1/A TYR 320 O    no hydrogen  2.597  N/A
    2hyy #1/A HOH 52 O       2hyy #2.1/A ASN 322 O    no hydrogen  2.497  N/A
    2hyy #1/A HOH 54 O       2hyy #1/A HOH 109 O      no hydrogen  2.508  N/A
    2hyy #1/A HOH 54 O       2hyy #1/A ILE 403 O      no hydrogen  2.664  N/A
    2hyy #1/A HOH 54 O       2hyy #1/A THR 406 O      no hydrogen  2.784  N/A
    2hyy #1/A HOH 54 O       2hyy #2.1/A HOH 54 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 54 O       2hyy #2.1/A HOH 109 O    no hydrogen  2.508  N/A
    2hyy #1/A HOH 54 O       2hyy #2.1/A ILE 403 O    no hydrogen  2.664  N/A
    2hyy #1/A HOH 54 O       2hyy #2.1/A THR 406 O    no hydrogen  2.784  N/A
    2hyy #1/A HOH 55 O       2hyy #2.1/A HOH 55 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 65 O       2hyy #1/A GLU 431 OE1    no hydrogen  2.718  N/A
    2hyy #1/A HOH 65 O       2hyy #1/A MET 437 O      no hydrogen  2.948  N/A
    2hyy #1/A HOH 65 O       2hyy #2.1/A HOH 65 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 65 O       2hyy #2.1/A GLU 431 OE1  no hydrogen  2.718  N/A
    2hyy #1/A HOH 65 O       2hyy #2.1/A MET 437 O    no hydrogen  2.948  N/A
    2hyy #1/A HOH 66 O       2hyy #1/A HOH 157 O      no hydrogen  2.710  N/A
    2hyy #1/A HOH 66 O       2hyy #2.1/A HOH 66 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 66 O       2hyy #2.1/A HOH 157 O    no hydrogen  2.710  N/A
    2hyy #1/A HOH 68 O       2hyy #1/A THR 389 O      no hydrogen  2.583  N/A
    2hyy #1/A HOH 68 O       2hyy #2.1/A HOH 68 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 68 O       2hyy #2.1/A THR 389 O    no hydrogen  2.583  N/A
    2hyy #1/A HOH 71 O       2hyy #2.1/A HOH 71 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 73 O       2hyy #1/A THR 392 OG1    no hydrogen  2.829  N/A
    2hyy #1/A HOH 73 O       2hyy #2.1/A HOH 73 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 73 O       2hyy #2.1/A THR 392 OG1  no hydrogen  2.829  N/A
    2hyy #1/A HOH 75 O       2hyy #1/A LEU 452 O      no hydrogen  3.078  N/A
    2hyy #1/A HOH 75 O       2hyy #1/A ASP 455 OD1    no hydrogen  3.511  N/A
    2hyy #1/A HOH 75 O       2hyy #2.1/A HOH 75 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 75 O       2hyy #2.1/A LEU 452 O    no hydrogen  3.078  N/A
    2hyy #1/A HOH 75 O       2hyy #2.1/A ASP 455 OD1  no hydrogen  3.511  N/A
    2hyy #1/A HOH 81 O       2hyy #1/A MET 290 O      no hydrogen  3.024  N/A
    2hyy #1/A HOH 81 O       2hyy #1/A ILE 293 O      no hydrogen  3.093  N/A
    2hyy #1/A HOH 81 O       2hyy #1/A VAL 299 O      no hydrogen  3.402  N/A
    2hyy #1/A HOH 81 O       2hyy #2.1/A HOH 81 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 81 O       2hyy #2.1/A MET 290 O    no hydrogen  3.024  N/A
    2hyy #1/A HOH 81 O       2hyy #2.1/A ILE 293 O    no hydrogen  3.093  N/A
    2hyy #1/A HOH 81 O       2hyy #2.1/A VAL 299 O    no hydrogen  3.402  N/A
    2hyy #1/A HOH 82 O       2hyy #1/A GLN 477 OE1    no hydrogen  2.888  N/A
    2hyy #1/A HOH 82 O       2hyy #1/A ASP 482 OD2    no hydrogen  2.957  N/A
    2hyy #1/A HOH 82 O       2hyy #2.1/A HOH 82 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 82 O       2hyy #2.1/A GLN 477 OE1  no hydrogen  2.888  N/A
    2hyy #1/A HOH 82 O       2hyy #2.1/A ASP 482 OD2  no hydrogen  2.957  N/A
    2hyy #1/A HOH 84 O       2hyy #1/A ASP 391 O      no hydrogen  3.189  N/A
    2hyy #1/A HOH 84 O       2hyy #1/A THR 392 O      no hydrogen  3.170  N/A
    2hyy #1/A HOH 84 O       2hyy #1/A THR 394 OG1    no hydrogen  2.760  N/A
    2hyy #1/A HOH 84 O       2hyy #2.1/A HOH 84 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 84 O       2hyy #2.1/A ASP 391 O    no hydrogen  3.189  N/A
    2hyy #1/A HOH 84 O       2hyy #2.1/A THR 392 O    no hydrogen  3.170  N/A
    2hyy #1/A HOH 84 O       2hyy #2.1/A THR 394 OG1  no hydrogen  2.760  N/A
    2hyy #1/A HOH 87 O       2hyy #1/A HIS 361 O      no hydrogen  2.921  N/A
    2hyy #1/A HOH 87 O       2hyy #1/A ASP 381 OD1    no hydrogen  3.131  N/A
    2hyy #1/A HOH 87 O       2hyy #1/A ASP 381 OD2    no hydrogen  2.478  N/A
    2hyy #1/A HOH 87 O       2hyy #2.1/A HOH 87 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 87 O       2hyy #2.1/A HIS 361 O    no hydrogen  2.921  N/A
    2hyy #1/A HOH 87 O       2hyy #2.1/A ASP 381 OD1  no hydrogen  3.131  N/A
    2hyy #1/A HOH 87 O       2hyy #2.1/A ASP 381 OD2  no hydrogen  2.478  N/A
    2hyy #1/A HOH 88 O       2hyy #1/A GLU 462 OE1    no hydrogen  2.446  N/A
    2hyy #1/A HOH 88 O       2hyy #2.1/A HOH 88 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 88 O       2hyy #2.1/A GLU 462 OE1  no hydrogen  2.446  N/A
    2hyy #1/A HOH 89 O       2hyy #1/A TYR 440 OH     no hydrogen  2.703  N/A
    2hyy #1/A HOH 89 O       2hyy #2.1/A HOH 89 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 89 O       2hyy #2.1/A TYR 440 OH   no hydrogen  2.703  N/A
    2hyy #1/A HOH 93 O       2hyy #1/A HIS 396 ND1    no hydrogen  3.195  N/A
    2hyy #1/A HOH 93 O       2hyy #2.1/A HOH 93 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 93 O       2hyy #2.1/A HIS 396 ND1  no hydrogen  3.195  N/A
    2hyy #1/A HOH 94 O       2hyy #1/A ASP 363 OD2    no hydrogen  2.633  N/A
    2hyy #1/A HOH 94 O       2hyy #1/A ASP 381 OD1    no hydrogen  2.666  N/A
    2hyy #1/A HOH 94 O       2hyy #2.1/A HOH 94 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 94 O       2hyy #2.1/A ASP 363 OD2  no hydrogen  2.633  N/A
    2hyy #1/A HOH 94 O       2hyy #2.1/A ASP 381 OD1  no hydrogen  2.666  N/A
    2hyy #1/A HOH 96 O       2hyy #1/A HOH 127 O      no hydrogen  2.706  N/A
    2hyy #1/A HOH 96 O       2hyy #1/A PRO 441 O      no hydrogen  2.745  N/A
    2hyy #1/A HOH 96 O       2hyy #2.1/A HOH 96 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 96 O       2hyy #2.1/A HOH 127 O    no hydrogen  2.706  N/A
    2hyy #1/A HOH 96 O       2hyy #2.1/A PRO 441 O    no hydrogen  2.745  N/A
    2hyy #1/A HOH 104 O      2hyy #1/A HOH 181 O      no hydrogen  2.623  N/A
    2hyy #1/A HOH 104 O      2hyy #2.1/A HOH 104 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 104 O      2hyy #2.1/A HOH 181 O    no hydrogen  2.623  N/A
    2hyy #1/A HOH 106 O      2hyy #1/A HOH 2 O        no hydrogen  2.560  N/A
    2hyy #1/A HOH 106 O      2hyy #1/A LEU 327 O      no hydrogen  2.793  N/A
    2hyy #1/A HOH 106 O      2hyy #1/A ARG 328 O      no hydrogen  3.092  N/A
    2hyy #1/A HOH 106 O      2hyy #2.1/A HOH 2 O      no hydrogen  2.560  N/A
    2hyy #1/A HOH 106 O      2hyy #2.1/A HOH 106 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 106 O      2hyy #2.1/A LEU 327 O    no hydrogen  2.793  N/A
    2hyy #1/A HOH 106 O      2hyy #2.1/A ARG 328 O    no hydrogen  3.092  N/A
    2hyy #1/A HOH 108 O      2hyy #1/A HOH 17 O       no hydrogen  2.600  N/A
    2hyy #1/A HOH 108 O      2hyy #1/A ASP 455 OD1    no hydrogen  3.381  N/A
    2hyy #1/A HOH 108 O      2hyy #2.1/A HOH 17 O     no hydrogen  2.600  N/A
    2hyy #1/A HOH 108 O      2hyy #2.1/A HOH 108 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 108 O      2hyy #2.1/A ASP 455 OD1  no hydrogen  3.381  N/A
    2hyy #1/A HOH 109 O      2hyy #1/A HOH 54 O       no hydrogen  2.508  N/A
    2hyy #1/A HOH 109 O      2hyy #1/A LYS 404 O      no hydrogen  2.721  N/A
    2hyy #1/A HOH 109 O      2hyy #1/A TYR 440 OH     no hydrogen  2.767  N/A
    2hyy #1/A HOH 109 O      2hyy #2.1/A HOH 54 O     no hydrogen  2.508  N/A
    2hyy #1/A HOH 109 O      2hyy #2.1/A HOH 109 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 109 O      2hyy #2.1/A LYS 404 O    no hydrogen  2.721  N/A
    2hyy #1/A HOH 109 O      2hyy #2.1/A TYR 440 OH   no hydrogen  2.767  N/A
    2hyy #1/A HOH 110 O      2hyy #1/A GLY 442 O      no hydrogen  2.470  N/A
    2hyy #1/A HOH 110 O      2hyy #1/C HOH 182 O      no hydrogen  2.632  N/A
    2hyy #1/A HOH 110 O      2hyy #1/C PRO 441 O      no hydrogen  2.630  N/A
    2hyy #1/A HOH 110 O      2hyy #2.1/A HOH 110 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 110 O      2hyy #2.1/A GLY 442 O    no hydrogen  2.470  N/A
    2hyy #1/A HOH 127 O      2hyy #1/A HOH 96 O       no hydrogen  2.706  N/A
    2hyy #1/A HOH 127 O      2hyy #1/A TYR 456 OH     no hydrogen  2.818  N/A
    2hyy #1/A HOH 127 O      2hyy #2.1/A HOH 96 O     no hydrogen  2.706  N/A
    2hyy #1/A HOH 127 O      2hyy #2.1/A HOH 127 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 127 O      2hyy #2.1/A TYR 456 OH   no hydrogen  2.818  N/A
    2hyy #1/A HOH 130 O      2hyy #1/A HOH 50 O       no hydrogen  3.179  N/A
    2hyy #1/A HOH 130 O      2hyy #1/A PRO 439 O      no hydrogen  2.532  N/A
    2hyy #1/A HOH 130 O      2hyy #2.1/A HOH 50 O     no hydrogen  3.179  N/A
    2hyy #1/A HOH 130 O      2hyy #2.1/A HOH 130 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 130 O      2hyy #2.1/A PRO 439 O    no hydrogen  2.532  N/A
    2hyy #1/A HOH 133 O      2hyy #1/A GLU 334 OE1    no hydrogen  2.855  N/A
    2hyy #1/A HOH 133 O      2hyy #2.1/A HOH 133 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 133 O      2hyy #2.1/A GLU 334 OE1  no hydrogen  2.855  N/A
    2hyy #1/A HOH 141 O      2hyy #1/A HOH 52 O       no hydrogen  2.517  N/A
    2hyy #1/A HOH 141 O      2hyy #1/A ASP 325 OD2    no hydrogen  3.453  N/A
    2hyy #1/A HOH 141 O      2hyy #2.1/A HOH 52 O     no hydrogen  2.517  N/A
    2hyy #1/A HOH 141 O      2hyy #2.1/A HOH 141 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 141 O      2hyy #2.1/A ASP 325 OD2  no hydrogen  3.453  N/A
    2hyy #1/A HOH 144 O      2hyy #1/A SER 385 O      no hydrogen  2.580  N/A
    2hyy #1/A HOH 144 O      2hyy #1/A MET 388 O      no hydrogen  2.639  N/A
    2hyy #1/A HOH 144 O      2hyy #2.1/A HOH 144 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 144 O      2hyy #2.1/A SER 385 O    no hydrogen  2.580  N/A
    2hyy #1/A HOH 144 O      2hyy #2.1/A MET 388 O    no hydrogen  2.639  N/A
    2hyy #1/A HOH 146 O      2hyy #1/A GLU 286 OE2    no hydrogen  2.707  N/A
    2hyy #1/A HOH 146 O      2hyy #1/A ASP 381 O      no hydrogen  2.670  N/A
    2hyy #1/A HOH 146 O      2hyy #2.1/A HOH 146 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 146 O      2hyy #2.1/A GLU 286 OE2  no hydrogen  2.707  N/A
    2hyy #1/A HOH 146 O      2hyy #2.1/A ASP 381 O    no hydrogen  2.670  N/A
    2hyy #1/A HOH 149 O      2hyy #2.1/A HOH 149 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 150 O      2hyy #1/B TYR 413 O      no hydrogen  3.481  N/A
    2hyy #1/A HOH 150 O      2hyy #2.1/A HOH 150 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 157 O      2hyy #1/A HOH 66 O       no hydrogen  2.710  N/A
    2hyy #1/A HOH 157 O      2hyy #1/A GLU 431 OE1    no hydrogen  2.696  N/A
    2hyy #1/A HOH 157 O      2hyy #2.1/A HOH 66 O     no hydrogen  2.710  N/A
    2hyy #1/A HOH 157 O      2hyy #2.1/A HOH 157 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 157 O      2hyy #2.1/A GLU 431 OE1  no hydrogen  2.696  N/A
    2hyy #1/A HOH 169 O      2hyy #1/A HOH 1 O        no hydrogen  3.017  N/A
    2hyy #1/A HOH 169 O      2hyy #1/A HOH 39 O       no hydrogen  3.069  N/A
    2hyy #1/A HOH 169 O      2hyy #1/A ARG 362 O      no hydrogen  3.192  N/A
    2hyy #1/A HOH 169 O      2hyy #2.1/A HOH 1 O      no hydrogen  3.017  N/A
    2hyy #1/A HOH 169 O      2hyy #2.1/A HOH 39 O     no hydrogen  3.069  N/A
    2hyy #1/A HOH 169 O      2hyy #2.1/A HOH 169 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 169 O      2hyy #2.1/A ARG 362 O    no hydrogen  3.192  N/A
    2hyy #1/A HOH 175 O      2hyy #2.1/A HOH 175 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 176 O      2hyy #1/A HOH 21 O       no hydrogen  3.360  N/A
    2hyy #1/A HOH 176 O      2hyy #1/A GLU 450 OE2    no hydrogen  2.686  N/A
    2hyy #1/A HOH 176 O      2hyy #1/B ALA 399 O      no hydrogen  3.560  N/A
    2hyy #1/A HOH 176 O      2hyy #2.1/A HOH 21 O     no hydrogen  3.360  N/A
    2hyy #1/A HOH 176 O      2hyy #2.1/A HOH 176 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 176 O      2hyy #2.1/A GLU 450 OE2  no hydrogen  2.686  N/A
    2hyy #1/A HOH 180 O      2hyy #2.1/A HOH 180 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 181 O      2hyy #1/A HOH 104 O      no hydrogen  2.623  N/A
    2hyy #1/A HOH 181 O      2hyy #1/A THR 389 O      no hydrogen  3.465  N/A
    2hyy #1/A HOH 181 O      2hyy #1/A THR 392 OG1    no hydrogen  2.640  N/A
    2hyy #1/A HOH 181 O      2hyy #2.1/A HOH 104 O    no hydrogen  2.623  N/A
    2hyy #1/A HOH 181 O      2hyy #2.1/A HOH 181 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 181 O      2hyy #2.1/A THR 389 O    no hydrogen  3.465  N/A
    2hyy #1/A HOH 181 O      2hyy #2.1/A THR 392 OG1  no hydrogen  2.640  N/A
    2hyy #1/A HOH 187 O      2hyy #1/A HOH 46 O       no hydrogen  2.588  N/A
    2hyy #1/A HOH 187 O      2hyy #2.1/A HOH 46 O     no hydrogen  2.588  N/A
    2hyy #1/A HOH 187 O      2hyy #2.1/A HOH 187 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 188 O      2hyy #1/A ASP 363 OD1    no hydrogen  2.552  N/A
    2hyy #1/A HOH 188 O      2hyy #1/A LEU 364 O      no hydrogen  2.989  N/A
    2hyy #1/A HOH 188 O      2hyy #2.1/A HOH 188 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 188 O      2hyy #2.1/A ASP 363 OD1  no hydrogen  2.552  N/A
    2hyy #1/A HOH 188 O      2hyy #2.1/A LEU 364 O    no hydrogen  2.989  N/A
    2hyy #1/A HOH 197 O      2hyy #1/A SER 349 O      no hydrogen  3.208  N/A
    2hyy #1/A HOH 197 O      2hyy #1/A SER 349 OG     no hydrogen  3.298  N/A
    2hyy #1/A HOH 197 O      2hyy #2.1/A HOH 197 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 197 O      2hyy #2.1/A SER 349 O    no hydrogen  3.208  N/A
    2hyy #1/A HOH 197 O      2hyy #2.1/A SER 349 OG   no hydrogen  3.298  N/A
    2hyy #1/A ASP 241 N      2hyy #1/A GLU 238 O      no hydrogen  2.572  N/A
    2hyy #1/A ASP 241 N      2hyy #2.1/A GLU 238 O    no hydrogen  2.572  N/A
    2hyy #1/A THR 243 N      2hyy #1/A VAL 260 O      no hydrogen  3.422  N/A
    2hyy #1/A THR 243 N      2hyy #2.1/A VAL 260 O    no hydrogen  3.422  N/A
    2hyy #1/A LYS 245 N      2hyy #1/A GLU 258 O      no hydrogen  2.948  N/A
    2hyy #1/A LYS 245 N      2hyy #2.1/A GLU 258 O    no hydrogen  2.948  N/A
    2hyy #1/A LYS 247 NZ     2hyy #1/A GLU 255 OE2    no hydrogen  3.132  N/A
    2hyy #1/A LYS 247 NZ     2hyy #2.1/A GLU 255 OE2  no hydrogen  3.132  N/A
    2hyy #1/A LEU 248 N      2hyy #1/A VAL 256 O      no hydrogen  3.124  N/A
    2hyy #1/A LEU 248 N      2hyy #2.1/A VAL 256 O    no hydrogen  3.124  N/A
    2hyy #1/A GLY 251 N      2hyy #1/A LEU 248 O      no hydrogen  3.050  N/A
    2hyy #1/A GLY 251 N      2hyy #2.1/A LEU 248 O    no hydrogen  3.050  N/A
    2hyy #1/A GLN 252 N      2hyy #1/A GLY 249 O      no hydrogen  3.327  N/A
    2hyy #1/A GLN 252 N      2hyy #2.1/A GLY 249 O    no hydrogen  3.327  N/A
    2hyy #1/A GLN 252 NE2    2hyy #1/A ASN 322 OD1    no hydrogen  3.260  N/A
    2hyy #1/A GLN 252 NE2    2hyy #2.1/A ASN 322 OD1  no hydrogen  3.260  N/A
    2hyy #1/A GLY 254 N      2hyy #1/A GLY 251 O      no hydrogen  3.375  N/A
    2hyy #1/A GLY 254 N      2hyy #2.1/A GLY 251 O    no hydrogen  3.375  N/A
    2hyy #1/A VAL 256 N      2hyy #1/A GLY 254 O      no hydrogen  2.736  N/A
    2hyy #1/A VAL 256 N      2hyy #2.1/A GLY 254 O    no hydrogen  2.736  N/A
    2hyy #1/A TYR 257 N      2hyy #1/A VAL 270 O      no hydrogen  2.833  N/A
    2hyy #1/A TYR 257 N      2hyy #2.1/A VAL 270 O    no hydrogen  2.833  N/A
    2hyy #1/A TYR 257 OH     2hyy #1/A GLU 255 OE1    no hydrogen  2.573  N/A
    2hyy #1/A TYR 257 OH     2hyy #2.1/A GLU 255 OE1  no hydrogen  2.573  N/A
    2hyy #1/A GLU 258 N      2hyy #1/A HIS 246 O      no hydrogen  2.662  N/A
    2hyy #1/A GLU 258 N      2hyy #2.1/A HIS 246 O    no hydrogen  2.662  N/A
    2hyy #1/A GLY 259 N      2hyy #1/A VAL 268 O      no hydrogen  2.973  N/A
    2hyy #1/A GLY 259 N      2hyy #2.1/A VAL 268 O    no hydrogen  2.973  N/A
    2hyy #1/A VAL 260 N      2hyy #1/A THR 243 O      no hydrogen  3.337  N/A
    2hyy #1/A VAL 260 N      2hyy #2.1/A THR 243 O    no hydrogen  3.337  N/A
    2hyy #1/A TRP 261 N      2hyy #1/A LEU 266 O      no hydrogen  2.370  N/A
    2hyy #1/A TRP 261 N      2hyy #2.1/A LEU 266 O    no hydrogen  2.370  N/A
    2hyy #1/A LYS 262 N      2hyy #1/A ASP 241 O      no hydrogen  2.990  N/A
    2hyy #1/A LYS 262 N      2hyy #2.1/A ASP 241 O    no hydrogen  2.990  N/A
    2hyy #1/A LYS 262 NZ     2hyy #1/A THR 240 O      no hydrogen  2.759  N/A
    2hyy #1/A LYS 262 NZ     2hyy #2.1/A THR 240 O    no hydrogen  2.759  N/A
    2hyy #1/A TYR 264 N      2hyy #1/A TRP 261 O      no hydrogen  2.775  N/A
    2hyy #1/A TYR 264 N      2hyy #2.1/A TRP 261 O    no hydrogen  2.775  N/A
    2hyy #1/A SER 265 N      2hyy #1/A LYS 262 O      no hydrogen  2.941  N/A
    2hyy #1/A SER 265 N      2hyy #2.1/A LYS 262 O    no hydrogen  2.941  N/A
    2hyy #1/A LEU 266 N      2hyy #1/A TRP 261 O      no hydrogen  3.266  N/A
    2hyy #1/A LEU 266 N      2hyy #2.1/A TRP 261 O    no hydrogen  3.266  N/A
    2hyy #1/A VAL 268 N      2hyy #1/A GLY 259 O      no hydrogen  2.716  N/A
    2hyy #1/A VAL 268 N      2hyy #2.1/A GLY 259 O    no hydrogen  2.716  N/A
    2hyy #1/A ALA 269 N      2hyy #1/A THR 315 O      no hydrogen  3.073  N/A
    2hyy #1/A ALA 269 N      2hyy #2.1/A THR 315 O    no hydrogen  3.073  N/A
    2hyy #1/A VAL 270 N      2hyy #1/A TYR 257 O      no hydrogen  2.858  N/A
    2hyy #1/A VAL 270 N      2hyy #2.1/A TYR 257 O    no hydrogen  2.858  N/A
    2hyy #1/A LYS 271 N      2hyy #1/A ILE 313 O      no hydrogen  2.748  N/A
    2hyy #1/A LYS 271 N      2hyy #2.1/A ILE 313 O    no hydrogen  2.748  N/A
    2hyy #1/A LYS 271 NZ     2hyy #1/A GLU 286 OE1    no hydrogen  3.004  N/A
    2hyy #1/A LYS 271 NZ     2hyy #2.1/A GLU 286 OE1  no hydrogen  3.004  N/A
    2hyy #1/A THR 272 N      2hyy #1/A GLU 255 O      no hydrogen  2.777  N/A
    2hyy #1/A THR 272 N      2hyy #2.1/A GLU 255 O    no hydrogen  2.777  N/A
    2hyy #1/A LEU 273 N      2hyy #1/A PHE 311 O      no hydrogen  3.072  N/A
    2hyy #1/A LEU 273 N      2hyy #2.1/A PHE 311 O    no hydrogen  3.072  N/A
    2hyy #1/A PHE 283 N      2hyy #1/A GLU 279 O      no hydrogen  3.250  N/A
    2hyy #1/A PHE 283 N      2hyy #2.1/A GLU 279 O    no hydrogen  3.250  N/A
    2hyy #1/A LEU 284 N      2hyy #1/A VAL 280 O      no hydrogen  3.246  N/A
    2hyy #1/A LEU 284 N      2hyy #1/A GLU 281 O      no hydrogen  3.324  N/A
    2hyy #1/A LEU 284 N      2hyy #2.1/A VAL 280 O    no hydrogen  3.246  N/A
    2hyy #1/A LEU 284 N      2hyy #2.1/A GLU 281 O    no hydrogen  3.324  N/A
    2hyy #1/A LYS 285 N      2hyy #1/A GLU 281 O      no hydrogen  3.233  N/A
    2hyy #1/A LYS 285 N      2hyy #2.1/A GLU 281 O    no hydrogen  3.233  N/A
    2hyy #1/A GLU 286 N      2hyy #1/A GLU 282 O      no hydrogen  3.129  N/A
    2hyy #1/A GLU 286 N      2hyy #2.1/A GLU 282 O    no hydrogen  3.129  N/A
    2hyy #1/A ALA 287 N      2hyy #1/A PHE 283 O      no hydrogen  3.377  N/A
    2hyy #1/A ALA 287 N      2hyy #2.1/A PHE 283 O    no hydrogen  3.377  N/A
    2hyy #1/A ALA 288 N      2hyy #1/A LEU 284 O      no hydrogen  3.187  N/A
    2hyy #1/A ALA 288 N      2hyy #2.1/A LEU 284 O    no hydrogen  3.187  N/A
    2hyy #1/A VAL 289 N      2hyy #1/A LYS 285 O      no hydrogen  2.820  N/A
    2hyy #1/A VAL 289 N      2hyy #2.1/A LYS 285 O    no hydrogen  2.820  N/A
    2hyy #1/A MET 290 N      2hyy #1/A GLU 286 O      no hydrogen  2.954  N/A
    2hyy #1/A MET 290 N      2hyy #2.1/A GLU 286 O    no hydrogen  2.954  N/A
    2hyy #1/A LYS 291 N      2hyy #1/A ALA 287 O      no hydrogen  3.008  N/A
    2hyy #1/A LYS 291 N      2hyy #2.1/A ALA 287 O    no hydrogen  3.008  N/A
    2hyy #1/A GLU 292 N      2hyy #1/A VAL 289 O      no hydrogen  2.908  N/A
    2hyy #1/A GLU 292 N      2hyy #2.1/A VAL 289 O    no hydrogen  2.908  N/A
    2hyy #1/A ILE 293 N      2hyy #1/A MET 290 O      no hydrogen  3.227  N/A
    2hyy #1/A ILE 293 N      2hyy #2.1/A MET 290 O    no hydrogen  3.227  N/A
    2hyy #1/A LYS 294 N      2hyy #1/A TYR 353 OH     no hydrogen  2.902  N/A
    2hyy #1/A LYS 294 N      2hyy #2.1/A TYR 353 OH   no hydrogen  2.902  N/A
    2hyy #1/A HIS 295 NE2    2hyy #1/A SER 349 OG     no hydrogen  3.076  N/A
    2hyy #1/A HIS 295 NE2    2hyy #2.1/A SER 349 OG   no hydrogen  3.076  N/A
    2hyy #1/A ASN 297 ND2    2hyy #1/A VAL 377 O      no hydrogen  3.054  N/A
    2hyy #1/A ASN 297 ND2    2hyy #2.1/A VAL 377 O    no hydrogen  3.054  N/A
    2hyy #1/A LEU 298 N      2hyy #1/A HIS 295 O      no hydrogen  3.228  N/A
    2hyy #1/A LEU 298 N      2hyy #2.1/A HIS 295 O    no hydrogen  3.228  N/A
    2hyy #1/A VAL 299 N      2hyy #1/A VAL 379 O      no hydrogen  2.923  N/A
    2hyy #1/A VAL 299 N      2hyy #2.1/A VAL 379 O    no hydrogen  2.923  N/A
    2hyy #1/A GLN 300 N      2hyy #1/A GLU 316 OE1    no hydrogen  2.790  N/A
    2hyy #1/A GLN 300 N      2hyy #2.1/A GLU 316 OE1  no hydrogen  2.790  N/A
    2hyy #1/A LEU 301 N      2hyy #1/A HOH 81 O       no hydrogen  3.257  N/A
    2hyy #1/A LEU 301 N      2hyy #2.1/A HOH 81 O     no hydrogen  3.257  N/A
    2hyy #1/A LEU 302 N      2hyy #1/A ILE 314 O      no hydrogen  2.750  N/A
    2hyy #1/A LEU 302 N      2hyy #2.1/A ILE 314 O    no hydrogen  2.750  N/A
    2hyy #1/A GLY 303 N      2hyy #1/A ILE 314 O      no hydrogen  3.182  N/A
    2hyy #1/A GLY 303 N      2hyy #2.1/A ILE 314 O    no hydrogen  3.182  N/A
    2hyy #1/A VAL 304 N      2hyy #1/A TRP 235 O      no hydrogen  3.024  N/A
    2hyy #1/A VAL 304 N      2hyy #2.1/A TRP 235 O    no hydrogen  3.024  N/A
    2hyy #1/A CYS 305 N      2hyy #1/A TYR 312 O      no hydrogen  3.104  N/A
    2hyy #1/A CYS 305 N      2hyy #2.1/A TYR 312 O    no hydrogen  3.104  N/A
    2hyy #1/A CYS 305 SG     2hyy #1/A MET 237 O      no hydrogen  3.333  N/A
    2hyy #1/A CYS 305 SG     2hyy #2.1/A MET 237 O    no hydrogen  3.333  N/A
    2hyy #1/A THR 306 N      2hyy #1/A GLU 236 OE2    no hydrogen  3.069  N/A
    2hyy #1/A THR 306 N      2hyy #2.1/A GLU 236 OE2  no hydrogen  3.069  N/A
    2hyy #1/A THR 306 OG1    2hyy #1/A GLU 236 OE2    no hydrogen  2.958  N/A
    2hyy #1/A THR 306 OG1    2hyy #2.1/A GLU 236 OE2  no hydrogen  2.958  N/A
    2hyy #1/A TYR 312 N      2hyy #1/A CYS 305 O      no hydrogen  3.198  N/A
    2hyy #1/A TYR 312 N      2hyy #2.1/A CYS 305 O    no hydrogen  3.198  N/A
    2hyy #1/A ILE 313 N      2hyy #1/A LYS 271 O      no hydrogen  2.914  N/A
    2hyy #1/A ILE 313 N      2hyy #2.1/A LYS 271 O    no hydrogen  2.914  N/A
    2hyy #1/A ILE 314 N      2hyy #1/A GLY 303 O      no hydrogen  2.728  N/A
    2hyy #1/A ILE 314 N      2hyy #2.1/A GLY 303 O    no hydrogen  2.728  N/A
    2hyy #1/A THR 315 N      2hyy #1/A ALA 269 O      no hydrogen  3.025  N/A
    2hyy #1/A THR 315 N      2hyy #2.1/A ALA 269 O    no hydrogen  3.025  N/A
    2hyy #1/A THR 315 OG1    2hyy #1/A GLU 316 O      no hydrogen  3.003  N/A
    2hyy #1/A THR 315 OG1    2hyy #2.1/A GLU 316 O    no hydrogen  3.003  N/A
    2hyy #1/A GLU 316 N      2hyy #1/A GLN 300 O      no hydrogen  3.058  N/A
    2hyy #1/A GLU 316 N      2hyy #2.1/A GLN 300 O    no hydrogen  3.058  N/A
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A THR 319 OG1    2hyy #1/A GLU 373 OE1    no hydrogen  3.130  N/A
    2hyy #1/A THR 319 OG1    2hyy #2.1/A GLU 373 OE1  no hydrogen  3.130  N/A
    2hyy #1/A TYR 320 N      2hyy #1/A VAL 371 O      no hydrogen  2.919  N/A
    2hyy #1/A TYR 320 N      2hyy #2.1/A VAL 371 O    no hydrogen  2.919  N/A
    2hyy #1/A TYR 320 OH     2hyy #1/A GLU 373 OE2    no hydrogen  3.217  N/A
    2hyy #1/A TYR 320 OH     2hyy #2.1/A GLU 373 OE2  no hydrogen  3.217  N/A
    2hyy #1/A GLY 321 N      2hyy #1/A MET 318 O      no hydrogen  3.098  N/A
    2hyy #1/A GLY 321 N      2hyy #2.1/A MET 318 O    no hydrogen  3.098  N/A
    2hyy #1/A LEU 323 N      2hyy #1/A CYS 369 O      no hydrogen  2.739  N/A
    2hyy #1/A LEU 323 N      2hyy #2.1/A CYS 369 O    no hydrogen  2.739  N/A
    2hyy #1/A TYR 326 N      2hyy #1/A ASN 322 O      no hydrogen  2.999  N/A
    2hyy #1/A TYR 326 N      2hyy #2.1/A ASN 322 O    no hydrogen  2.999  N/A
    2hyy #1/A LEU 327 N      2hyy #1/A LEU 323 O      no hydrogen  2.862  N/A
    2hyy #1/A LEU 327 N      2hyy #2.1/A LEU 323 O    no hydrogen  2.862  N/A
    2hyy #1/A ARG 328 N      2hyy #1/A LEU 324 O      no hydrogen  3.213  N/A
    2hyy #1/A ARG 328 N      2hyy #1/A ASP 325 O      no hydrogen  2.957  N/A
    2hyy #1/A ARG 328 N      2hyy #2.1/A LEU 324 O    no hydrogen  3.213  N/A
    2hyy #1/A ARG 328 N      2hyy #2.1/A ASP 325 O    no hydrogen  2.957  N/A
    2hyy #1/A ARG 328 NE     2hyy #1/A GLY 436 O      no hydrogen  2.658  N/A
    2hyy #1/A ARG 328 NE     2hyy #2.1/A GLY 436 O    no hydrogen  2.658  N/A
    2hyy #1/A ARG 328 NH2    2hyy #1/A GLY 436 O      no hydrogen  2.848  N/A
    2hyy #1/A ARG 328 NH2    2hyy #2.1/A GLY 436 O    no hydrogen  2.848  N/A
    2hyy #1/A GLU 329 N      2hyy #1/A ASP 325 O      no hydrogen  2.842  N/A
    2hyy #1/A GLU 329 N      2hyy #1/A TYR 326 O      no hydrogen  3.276  N/A
    2hyy #1/A GLU 329 N      2hyy #2.1/A ASP 325 O    no hydrogen  2.842  N/A
    2hyy #1/A GLU 329 N      2hyy #2.1/A TYR 326 O    no hydrogen  3.276  N/A
    2hyy #1/A CYS 330 SG     2hyy #1/A LEU 327 O      no hydrogen  3.416  N/A
    2hyy #1/A CYS 330 SG     2hyy #2.1/A LEU 327 O    no hydrogen  3.416  N/A
    2hyy #1/A ASN 331 N      2hyy #1/A HOH 133 O      no hydrogen  3.208  N/A
    2hyy #1/A ASN 331 N      2hyy #2.1/A HOH 133 O    no hydrogen  3.208  N/A
    2hyy #1/A ASN 331 ND2    2hyy #1/A HOH 180 O      no hydrogen  3.017  N/A
    2hyy #1/A ASN 331 ND2    2hyy #2.1/A HOH 180 O    no hydrogen  3.017  N/A
    2hyy #1/A ARG 332 NE     2hyy #1/A HOH 106 O      no hydrogen  2.854  N/A
    2hyy #1/A ARG 332 NE     2hyy #2.1/A HOH 106 O    no hydrogen  2.854  N/A
    2hyy #1/A ARG 332 NH2    2hyy #1/A HOH 106 O      no hydrogen  3.232  N/A
    2hyy #1/A ARG 332 NH2    2hyy #2.1/A HOH 106 O    no hydrogen  3.232  N/A
    2hyy #1/A GLN 333 N      2hyy #1/A ASN 331 OD1    no hydrogen  2.766  N/A
    2hyy #1/A GLN 333 N      2hyy #2.1/A ASN 331 OD1  no hydrogen  2.766  N/A
    2hyy #1/A GLU 334 N      2hyy #1/A ASN 331 OD1    no hydrogen  3.193  N/A
    2hyy #1/A GLU 334 N      2hyy #2.1/A ASN 331 OD1  no hydrogen  3.193  N/A
    2hyy #1/A VAL 335 N      2hyy #1/A ASN 331 O      no hydrogen  2.760  N/A
    2hyy #1/A VAL 335 N      2hyy #2.1/A ASN 331 O    no hydrogen  2.760  N/A
    2hyy #1/A ASN 336 N      2hyy #1/A GLU 334 O      no hydrogen  2.917  N/A
    2hyy #1/A ASN 336 N      2hyy #2.1/A GLU 334 O    no hydrogen  2.917  N/A
    2hyy #1/A VAL 339 N      2hyy #1/A ASN 336 OD1    no hydrogen  3.332  N/A
    2hyy #1/A VAL 339 N      2hyy #2.1/A ASN 336 OD1  no hydrogen  3.332  N/A
    2hyy #1/A LEU 340 N      2hyy #1/A ASN 336 O      no hydrogen  2.904  N/A
    2hyy #1/A LEU 340 N      2hyy #2.1/A ASN 336 O    no hydrogen  2.904  N/A
    2hyy #1/A LEU 341 N      2hyy #1/A ALA 337 O      no hydrogen  3.129  N/A
    2hyy #1/A LEU 341 N      2hyy #2.1/A ALA 337 O    no hydrogen  3.129  N/A
    2hyy #1/A TYR 342 N      2hyy #1/A VAL 338 O      no hydrogen  2.908  N/A
    2hyy #1/A TYR 342 N      2hyy #2.1/A VAL 338 O    no hydrogen  2.908  N/A
    2hyy #1/A MET 343 N      2hyy #1/A VAL 339 O      no hydrogen  2.765  N/A
    2hyy #1/A MET 343 N      2hyy #2.1/A VAL 339 O    no hydrogen  2.765  N/A
    2hyy #1/A ALA 344 N      2hyy #1/A LEU 340 O      no hydrogen  3.017  N/A
    2hyy #1/A ALA 344 N      2hyy #2.1/A LEU 340 O    no hydrogen  3.017  N/A
    2hyy #1/A THR 345 N      2hyy #1/A LEU 341 O      no hydrogen  2.903  N/A
    2hyy #1/A THR 345 N      2hyy #2.1/A LEU 341 O    no hydrogen  2.903  N/A
    2hyy #1/A THR 345 OG1    2hyy #1/A LEU 341 O      no hydrogen  2.816  N/A
    2hyy #1/A THR 345 OG1    2hyy #2.1/A LEU 341 O    no hydrogen  2.816  N/A
    2hyy #1/A GLN 346 N      2hyy #1/A TYR 342 O      no hydrogen  3.196  N/A
    2hyy #1/A GLN 346 N      2hyy #2.1/A TYR 342 O    no hydrogen  3.196  N/A
    2hyy #1/A GLN 346 NE2    2hyy #1/A TYR 342 O      no hydrogen  3.023  N/A
    2hyy #1/A GLN 346 NE2    2hyy #1/A HIS 375 O      no hydrogen  2.903  N/A
    2hyy #1/A GLN 346 NE2    2hyy #2.1/A TYR 342 O    no hydrogen  3.023  N/A
    2hyy #1/A GLN 346 NE2    2hyy #2.1/A HIS 375 O    no hydrogen  2.903  N/A
    2hyy #1/A ILE 347 N      2hyy #1/A MET 343 O      no hydrogen  3.299  N/A
    2hyy #1/A ILE 347 N      2hyy #2.1/A MET 343 O    no hydrogen  3.299  N/A
    2hyy #1/A SER 348 N      2hyy #1/A ALA 344 O      no hydrogen  3.068  N/A
    2hyy #1/A SER 348 N      2hyy #2.1/A ALA 344 O    no hydrogen  3.068  N/A
    2hyy #1/A SER 348 OG     2hyy #1/A ALA 344 O      no hydrogen  3.221  N/A
    2hyy #1/A SER 348 OG     2hyy #1/A THR 345 O      no hydrogen  2.559  N/A
    2hyy #1/A SER 348 OG     2hyy #1/A HIS 490 ND1    no hydrogen  3.369  N/A
    2hyy #1/A SER 348 OG     2hyy #2.1/A ALA 344 O    no hydrogen  3.221  N/A
    2hyy #1/A SER 348 OG     2hyy #2.1/A THR 345 O    no hydrogen  2.559  N/A
    2hyy #1/A SER 348 OG     2hyy #2.1/A HIS 490 ND1  no hydrogen  3.369  N/A
    2hyy #1/A SER 349 N      2hyy #1/A THR 345 O      no hydrogen  2.902  N/A
    2hyy #1/A SER 349 N      2hyy #2.1/A THR 345 O    no hydrogen  2.902  N/A
    2hyy #1/A SER 349 OG     2hyy #1/A HOH 197 O      no hydrogen  3.298  N/A
    2hyy #1/A SER 349 OG     2hyy #1/A HIS 295 NE2    no hydrogen  3.076  N/A
    2hyy #1/A SER 349 OG     2hyy #2.1/A HOH 197 O    no hydrogen  3.298  N/A
    2hyy #1/A SER 349 OG     2hyy #2.1/A HIS 295 NE2  no hydrogen  3.076  N/A
    2hyy #1/A ALA 350 N      2hyy #1/A GLN 346 O      no hydrogen  2.994  N/A
    2hyy #1/A ALA 350 N      2hyy #2.1/A GLN 346 O    no hydrogen  2.994  N/A
    2hyy #1/A MET 351 N      2hyy #1/A ILE 347 O      no hydrogen  2.884  N/A
    2hyy #1/A MET 351 N      2hyy #2.1/A ILE 347 O    no hydrogen  2.884  N/A
    2hyy #1/A GLU 352 N      2hyy #1/A SER 348 O      no hydrogen  2.762  N/A
    2hyy #1/A GLU 352 N      2hyy #2.1/A SER 348 O    no hydrogen  2.762  N/A
    2hyy #1/A TYR 353 N      2hyy #1/A SER 349 O      no hydrogen  3.088  N/A
    2hyy #1/A TYR 353 N      2hyy #2.1/A SER 349 O    no hydrogen  3.088  N/A
    2hyy #1/A LEU 354 N      2hyy #1/A ALA 350 O      no hydrogen  3.238  N/A
    2hyy #1/A LEU 354 N      2hyy #2.1/A ALA 350 O    no hydrogen  3.238  N/A
    2hyy #1/A GLU 355 N      2hyy #1/A MET 351 O      no hydrogen  2.883  N/A
    2hyy #1/A GLU 355 N      2hyy #2.1/A MET 351 O    no hydrogen  2.883  N/A
    2hyy #1/A LYS 356 N      2hyy #1/A GLU 352 O      no hydrogen  3.091  N/A
    2hyy #1/A LYS 356 N      2hyy #2.1/A GLU 352 O    no hydrogen  3.091  N/A
    2hyy #1/A LYS 357 N      2hyy #1/A TYR 353 O      no hydrogen  2.980  N/A
    2hyy #1/A LYS 357 N      2hyy #2.1/A TYR 353 O    no hydrogen  2.980  N/A
    2hyy #1/A ASN 358 N      2hyy #1/A GLU 355 O      no hydrogen  2.823  N/A
    2hyy #1/A ASN 358 N      2hyy #2.1/A GLU 355 O    no hydrogen  2.823  N/A
    2hyy #1/A PHE 359 N      2hyy #1/A LEU 354 O      no hydrogen  2.721  N/A
    2hyy #1/A PHE 359 N      2hyy #2.1/A LEU 354 O    no hydrogen  2.721  N/A
    2hyy #1/A HIS 361 N      2hyy #1/A ASP 421 OD2    no hydrogen  2.749  N/A
    2hyy #1/A HIS 361 N      2hyy #2.1/A ASP 421 OD2  no hydrogen  2.749  N/A
    2hyy #1/A HIS 361 NE2    2hyy #1/A ALA 380 O      no hydrogen  2.574  N/A
    2hyy #1/A HIS 361 NE2    2hyy #2.1/A ALA 380 O    no hydrogen  2.574  N/A
    2hyy #1/A ARG 362 N      2hyy #1/A ASP 421 OD1    no hydrogen  2.872  N/A
    2hyy #1/A ARG 362 N      2hyy #2.1/A ASP 421 OD1  no hydrogen  2.872  N/A
    2hyy #1/A ASP 363 N      2hyy #1/A HIS 361 ND1    no hydrogen  3.003  N/A
    2hyy #1/A ASP 363 N      2hyy #2.1/A HIS 361 ND1  no hydrogen  3.003  N/A
    2hyy #1/A LEU 364 N      2hyy #1/A HOH 1 O        no hydrogen  2.777  N/A
    2hyy #1/A LEU 364 N      2hyy #2.1/A HOH 1 O      no hydrogen  2.777  N/A
    2hyy #1/A ALA 366 N      2hyy #1/A GLU 431 OE2    no hydrogen  2.901  N/A
    2hyy #1/A ALA 366 N      2hyy #2.1/A GLU 431 OE2  no hydrogen  2.901  N/A
    2hyy #1/A ARG 367 N      2hyy #1/A HOH 157 O      no hydrogen  2.780  N/A
    2hyy #1/A ARG 367 N      2hyy #2.1/A HOH 157 O    no hydrogen  2.780  N/A
    2hyy #1/A ARG 367 NE     2hyy #1/A TYR 393 OH     no hydrogen  2.949  N/A
    2hyy #1/A ARG 367 NE     2hyy #2.1/A TYR 393 OH   no hydrogen  2.949  N/A
    2hyy #1/A ARG 367 NH1    2hyy #1/A HOH 66 O       no hydrogen  2.793  N/A
    2hyy #1/A ARG 367 NH1    2hyy #2.1/A HOH 66 O     no hydrogen  2.793  N/A
    2hyy #1/A ARG 367 NH2    2hyy #1/A ASP 363 OD1    no hydrogen  2.855  N/A
    2hyy #1/A ARG 367 NH2    2hyy #1/A TYR 393 OH     no hydrogen  3.526  N/A
    2hyy #1/A ARG 367 NH2    2hyy #2.1/A ASP 363 OD1  no hydrogen  2.855  N/A
    2hyy #1/A ARG 367 NH2    2hyy #2.1/A TYR 393 OH   no hydrogen  3.526  N/A
    2hyy #1/A ASN 368 N      2hyy #1/A ALA 365 O      no hydrogen  2.985  N/A
    2hyy #1/A ASN 368 N      2hyy #2.1/A ALA 365 O    no hydrogen  2.985  N/A
    2hyy #1/A ASN 368 ND2    2hyy #1/A HOH 94 O       no hydrogen  3.064  N/A
    2hyy #1/A ASN 368 ND2    2hyy #1/A ASP 363 O      no hydrogen  2.798  N/A
    2hyy #1/A ASN 368 ND2    2hyy #1/A ASP 363 OD2    no hydrogen  3.143  N/A
    2hyy #1/A ASN 368 ND2    2hyy #2.1/A HOH 94 O     no hydrogen  3.064  N/A
    2hyy #1/A ASN 368 ND2    2hyy #2.1/A ASP 363 O    no hydrogen  2.798  N/A
    2hyy #1/A ASN 368 ND2    2hyy #2.1/A ASP 363 OD2  no hydrogen  3.143  N/A
    2hyy #1/A CYS 369 N      2hyy #1/A ALA 366 O      no hydrogen  3.030  N/A
    2hyy #1/A CYS 369 N      2hyy #2.1/A ALA 366 O    no hydrogen  3.030  N/A
    2hyy #1/A CYS 369 SG     2hyy #1/A ALA 365 O      no hydrogen  3.679  N/A
    2hyy #1/A CYS 369 SG     2hyy #2.1/A ALA 365 O    no hydrogen  3.679  N/A
    2hyy #1/A LEU 370 N      2hyy #1/A LYS 378 O      no hydrogen  2.797  N/A
    2hyy #1/A LEU 370 N      2hyy #2.1/A LYS 378 O    no hydrogen  2.797  N/A
    2hyy #1/A VAL 371 N      2hyy #1/A GLY 321 O      no hydrogen  2.830  N/A
    2hyy #1/A VAL 371 N      2hyy #2.1/A GLY 321 O    no hydrogen  2.830  N/A
    2hyy #1/A GLY 372 N      2hyy #1/A LEU 376 O      no hydrogen  2.670  N/A
    2hyy #1/A GLY 372 N      2hyy #2.1/A LEU 376 O    no hydrogen  2.670  N/A
    2hyy #1/A HIS 375 NE2    2hyy #1/A GLU 334 OE2    no hydrogen  3.055  N/A
    2hyy #1/A HIS 375 NE2    2hyy #2.1/A GLU 334 OE2  no hydrogen  3.055  N/A
    2hyy #1/A VAL 377 N      2hyy #1/A GLN 346 OE1    no hydrogen  2.687  N/A
    2hyy #1/A VAL 377 N      2hyy #2.1/A GLN 346 OE1  no hydrogen  2.687  N/A
    2hyy #1/A LYS 378 N      2hyy #1/A LEU 370 O      no hydrogen  2.887  N/A
    2hyy #1/A LYS 378 N      2hyy #2.1/A LEU 370 O    no hydrogen  2.887  N/A
    2hyy #1/A LYS 378 NZ     2hyy #1/A GLU 316 OE1    no hydrogen  2.328  N/A
    2hyy #1/A LYS 378 NZ     2hyy #1/A GLU 316 OE2    no hydrogen  2.592  N/A
    2hyy #1/A LYS 378 NZ     2hyy #2.1/A GLU 316 OE1  no hydrogen  2.328  N/A
    2hyy #1/A LYS 378 NZ     2hyy #2.1/A GLU 316 OE2  no hydrogen  2.592  N/A
    2hyy #1/A VAL 379 N      2hyy #1/A ASN 297 O      no hydrogen  2.940  N/A
    2hyy #1/A VAL 379 N      2hyy #2.1/A ASN 297 O    no hydrogen  2.940  N/A
    2hyy #1/A ALA 380 N      2hyy #1/A ASN 368 O      no hydrogen  2.778  N/A
    2hyy #1/A ALA 380 N      2hyy #2.1/A ASN 368 O    no hydrogen  2.778  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A PHE 382 N      2hyy #1/A ASN 368 OD1    no hydrogen  3.082  N/A
    2hyy #1/A PHE 382 N      2hyy #2.1/A ASN 368 OD1  no hydrogen  3.082  N/A
    2hyy #1/A GLY 383 N      2hyy #1/A ASP 381 OD1    no hydrogen  3.347  N/A
    2hyy #1/A GLY 383 N      2hyy #2.1/A ASP 381 OD1  no hydrogen  3.347  N/A
    2hyy #1/A MET 388 N      2hyy #1/A LEU 384 O      no hydrogen  2.927  N/A
    2hyy #1/A MET 388 N      2hyy #2.1/A LEU 384 O    no hydrogen  2.927  N/A
    2hyy #1/A THR 389 OG1    2hyy #1/D GLU 470 OE2    no hydrogen  2.992  N/A
    2hyy #1/A ASP 391 N      2hyy #1/A HOH 104 O      no hydrogen  2.891  N/A
    2hyy #1/A ASP 391 N      2hyy #2.1/A HOH 104 O    no hydrogen  2.891  N/A
    2hyy #1/A THR 392 N      2hyy #1/A HOH 181 O      no hydrogen  3.010  N/A
    2hyy #1/A THR 392 N      2hyy #2.1/A HOH 181 O    no hydrogen  3.010  N/A
    2hyy #1/A THR 392 OG1    2hyy #1/A HOH 73 O       no hydrogen  2.829  N/A
    2hyy #1/A THR 392 OG1    2hyy #1/A HOH 181 O      no hydrogen  2.640  N/A
    2hyy #1/A THR 392 OG1    2hyy #2.1/A HOH 73 O     no hydrogen  2.829  N/A
    2hyy #1/A THR 392 OG1    2hyy #2.1/A HOH 181 O    no hydrogen  2.640  N/A
    2hyy #1/A TYR 393 OH     2hyy #1/A ASP 363 OD1    no hydrogen  3.222  N/A
    2hyy #1/A TYR 393 OH     2hyy #1/A ASP 363 OD2    no hydrogen  2.475  N/A
    2hyy #1/A TYR 393 OH     2hyy #2.1/A ASP 363 OD1  no hydrogen  3.222  N/A
    2hyy #1/A TYR 393 OH     2hyy #2.1/A ASP 363 OD2  no hydrogen  2.475  N/A
    2hyy #1/A THR 394 N      2hyy #1/A PHE 401 O      no hydrogen  2.898  N/A
    2hyy #1/A THR 394 N      2hyy #2.1/A PHE 401 O    no hydrogen  2.898  N/A
    2hyy #1/A THR 394 OG1    2hyy #1/A HOH 84 O       no hydrogen  2.760  N/A
    2hyy #1/A THR 394 OG1    2hyy #2.1/A HOH 84 O     no hydrogen  2.760  N/A
    2hyy #1/A HIS 396 N      2hyy #1/A ALA 399 O      no hydrogen  2.568  N/A
    2hyy #1/A HIS 396 N      2hyy #2.1/A ALA 399 O    no hydrogen  2.568  N/A
    2hyy #1/A ALA 399 N      2hyy #1/A HIS 396 O      no hydrogen  2.976  N/A
    2hyy #1/A ALA 399 N      2hyy #2.1/A HIS 396 O    no hydrogen  2.976  N/A
    2hyy #1/A LYS 400 NZ     2hyy #1/A HOH 144 O      no hydrogen  3.054  N/A
    2hyy #1/A LYS 400 NZ     2hyy #2.1/A HOH 144 O    no hydrogen  3.054  N/A
    2hyy #1/A PHE 401 N      2hyy #1/A THR 394 O      no hydrogen  2.865  N/A
    2hyy #1/A PHE 401 N      2hyy #2.1/A THR 394 O    no hydrogen  2.865  N/A
    2hyy #1/A ILE 403 N      2hyy #1/A HOH 84 O       no hydrogen  3.238  N/A
    2hyy #1/A ILE 403 N      2hyy #2.1/A HOH 84 O     no hydrogen  3.238  N/A
    2hyy #1/A LYS 404 NZ     2hyy #1/A HOH 130 O      no hydrogen  2.500  N/A
    2hyy #1/A LYS 404 NZ     2hyy #1/A PRO 439 O      no hydrogen  3.358  N/A
    2hyy #1/A LYS 404 NZ     2hyy #1/A TYR 440 O      no hydrogen  2.669  N/A
    2hyy #1/A LYS 404 NZ     2hyy #1/A ILE 443 O      no hydrogen  3.057  N/A
    2hyy #1/A LYS 404 NZ     2hyy #2.1/A HOH 130 O    no hydrogen  2.500  N/A
    2hyy #1/A LYS 404 NZ     2hyy #2.1/A PRO 439 O    no hydrogen  3.358  N/A
    2hyy #1/A LYS 404 NZ     2hyy #2.1/A TYR 440 O    no hydrogen  2.669  N/A
    2hyy #1/A LYS 404 NZ     2hyy #2.1/A ILE 443 O    no hydrogen  3.057  N/A
    2hyy #1/A TRP 405 N      2hyy #1/A PRO 402 O      no hydrogen  2.996  N/A
    2hyy #1/A TRP 405 N      2hyy #2.1/A PRO 402 O    no hydrogen  2.996  N/A
    2hyy #1/A TRP 405 NE1    2hyy #1/A GLU 431 OE2    no hydrogen  3.015  N/A
    2hyy #1/A TRP 405 NE1    2hyy #2.1/A GLU 431 OE2  no hydrogen  3.015  N/A
    2hyy #1/A THR 406 N      2hyy #1/A ILE 403 O      no hydrogen  3.214  N/A
    2hyy #1/A THR 406 N      2hyy #2.1/A ILE 403 O    no hydrogen  3.214  N/A
    2hyy #1/A THR 406 OG1    2hyy #1/A PRO 402 O      no hydrogen  2.575  N/A
    2hyy #1/A THR 406 OG1    2hyy #2.1/A PRO 402 O    no hydrogen  2.575  N/A
    2hyy #1/A GLU 409 N      2hyy #1/A GLU 409 OE1    no hydrogen  2.962  N/A
    2hyy #1/A GLU 409 N      2hyy #2.1/A GLU 409 OE1  no hydrogen  2.962  N/A
    2hyy #1/A SER 410 N      2hyy #1/A ALA 407 O      no hydrogen  3.044  N/A
    2hyy #1/A SER 410 N      2hyy #2.1/A ALA 407 O    no hydrogen  3.044  N/A
    2hyy #1/A SER 410 OG     2hyy #1/A LYS 415 O      no hydrogen  2.731  N/A
    2hyy #1/A SER 410 OG     2hyy #2.1/A LYS 415 O    no hydrogen  2.731  N/A
    2hyy #1/A LEU 411 N      2hyy #1/A ALA 407 O      no hydrogen  3.031  N/A
    2hyy #1/A LEU 411 N      2hyy #2.1/A ALA 407 O    no hydrogen  3.031  N/A
    2hyy #1/A ALA 412 N      2hyy #1/A PRO 408 O      no hydrogen  2.591  N/A
    2hyy #1/A ALA 412 N      2hyy #2.1/A PRO 408 O    no hydrogen  2.591  N/A
    2hyy #1/A TYR 413 N      2hyy #1/A GLU 409 O      no hydrogen  2.819  N/A
    2hyy #1/A TYR 413 N      2hyy #2.1/A GLU 409 O    no hydrogen  2.819  N/A
    2hyy #1/A ASN 414 N      2hyy #1/A SER 410 O      no hydrogen  3.148  N/A
    2hyy #1/A ASN 414 N      2hyy #2.1/A SER 410 O    no hydrogen  3.148  N/A
    2hyy #1/A ASN 414 ND2    2hyy #1/A HOH 150 O      no hydrogen  3.141  N/A
    2hyy #1/A ASN 414 ND2    2hyy #2.1/A HOH 150 O    no hydrogen  3.141  N/A
    2hyy #1/A LYS 415 N      2hyy #1/A GLU 409 O      no hydrogen  3.403  N/A
    2hyy #1/A LYS 415 N      2hyy #2.1/A GLU 409 O    no hydrogen  3.403  N/A
    2hyy #1/A SER 417 N      2hyy #1/A SER 420 OG     no hydrogen  3.047  N/A
    2hyy #1/A SER 417 N      2hyy #2.1/A SER 420 OG   no hydrogen  3.047  N/A
    2hyy #1/A LYS 419 NZ     2hyy #1/A HOH 23 O       no hydrogen  2.778  N/A
    2hyy #1/A LYS 419 NZ     2hyy #1/A ARG 483 O      no hydrogen  2.713  N/A
    2hyy #1/A LYS 419 NZ     2hyy #1/A PRO 484 O      no hydrogen  3.187  N/A
    2hyy #1/A LYS 419 NZ     2hyy #2.1/A HOH 23 O     no hydrogen  2.778  N/A
    2hyy #1/A LYS 419 NZ     2hyy #2.1/A ARG 483 O    no hydrogen  2.713  N/A
    2hyy #1/A LYS 419 NZ     2hyy #2.1/A PRO 484 O    no hydrogen  3.187  N/A
    2hyy #1/A SER 420 N      2hyy #1/A SER 417 O      no hydrogen  2.856  N/A
    2hyy #1/A SER 420 N      2hyy #2.1/A SER 417 O    no hydrogen  2.856  N/A
    2hyy #1/A SER 420 OG     2hyy #1/A HOH 39 O       no hydrogen  2.418  N/A
    2hyy #1/A SER 420 OG     2hyy #1/A SER 417 O      no hydrogen  2.807  N/A
    2hyy #1/A SER 420 OG     2hyy #2.1/A HOH 39 O     no hydrogen  2.418  N/A
    2hyy #1/A SER 420 OG     2hyy #2.1/A SER 417 O    no hydrogen  2.807  N/A
    2hyy #1/A ASP 421 N      2hyy #1/A SER 417 O      no hydrogen  3.273  N/A
    2hyy #1/A ASP 421 N      2hyy #2.1/A SER 417 O    no hydrogen  3.273  N/A
    2hyy #1/A VAL 422 N      2hyy #1/A ILE 418 O      no hydrogen  2.965  N/A
    2hyy #1/A VAL 422 N      2hyy #2.1/A ILE 418 O    no hydrogen  2.965  N/A
    2hyy #1/A TRP 423 N      2hyy #1/A LYS 419 O      no hydrogen  3.155  N/A
    2hyy #1/A TRP 423 N      2hyy #2.1/A LYS 419 O    no hydrogen  3.155  N/A
    2hyy #1/A TRP 423 NE1    2hyy #1/A HOH 109 O      no hydrogen  2.893  N/A
    2hyy #1/A TRP 423 NE1    2hyy #2.1/A HOH 109 O    no hydrogen  2.893  N/A
    2hyy #1/A ALA 424 N      2hyy #1/A SER 420 O      no hydrogen  2.924  N/A
    2hyy #1/A ALA 424 N      2hyy #2.1/A SER 420 O    no hydrogen  2.924  N/A
    2hyy #1/A PHE 425 N      2hyy #1/A ASP 421 O      no hydrogen  2.866  N/A
    2hyy #1/A PHE 425 N      2hyy #2.1/A ASP 421 O    no hydrogen  2.866  N/A
    2hyy #1/A GLY 426 N      2hyy #1/A VAL 422 O      no hydrogen  3.149  N/A
    2hyy #1/A GLY 426 N      2hyy #2.1/A VAL 422 O    no hydrogen  3.149  N/A
    2hyy #1/A VAL 427 N      2hyy #1/A TRP 423 O      no hydrogen  3.367  N/A
    2hyy #1/A VAL 427 N      2hyy #1/A ALA 424 O      no hydrogen  3.089  N/A
    2hyy #1/A VAL 427 N      2hyy #2.1/A TRP 423 O    no hydrogen  3.367  N/A
    2hyy #1/A VAL 427 N      2hyy #2.1/A ALA 424 O    no hydrogen  3.089  N/A
    2hyy #1/A LEU 428 N      2hyy #1/A ALA 424 O      no hydrogen  2.873  N/A
    2hyy #1/A LEU 428 N      2hyy #2.1/A ALA 424 O    no hydrogen  2.873  N/A
    2hyy #1/A LEU 429 N      2hyy #1/A PHE 425 O      no hydrogen  2.731  N/A
    2hyy #1/A LEU 429 N      2hyy #2.1/A PHE 425 O    no hydrogen  2.731  N/A
    2hyy #1/A TRP 430 N      2hyy #1/A GLY 426 O      no hydrogen  3.383  N/A
    2hyy #1/A TRP 430 N      2hyy #2.1/A GLY 426 O    no hydrogen  3.383  N/A
    2hyy #1/A TRP 430 NE1    2hyy #1/A GLU 459 O      no hydrogen  3.035  N/A
    2hyy #1/A TRP 430 NE1    2hyy #2.1/A GLU 459 O    no hydrogen  3.035  N/A
    2hyy #1/A GLU 431 N      2hyy #1/A VAL 427 O      no hydrogen  2.981  N/A
    2hyy #1/A GLU 431 N      2hyy #2.1/A VAL 427 O    no hydrogen  2.981  N/A
    2hyy #1/A ILE 432 N      2hyy #1/A LEU 428 O      no hydrogen  3.021  N/A
    2hyy #1/A ILE 432 N      2hyy #2.1/A LEU 428 O    no hydrogen  3.021  N/A
    2hyy #1/A ALA 433 N      2hyy #1/A LEU 429 O      no hydrogen  3.079  N/A
    2hyy #1/A ALA 433 N      2hyy #2.1/A LEU 429 O    no hydrogen  3.079  N/A
    2hyy #1/A THR 434 N      2hyy #1/A TRP 430 O      no hydrogen  3.142  N/A
    2hyy #1/A THR 434 N      2hyy #2.1/A TRP 430 O    no hydrogen  3.142  N/A
    2hyy #1/A THR 434 OG1    2hyy #1/A TRP 430 O      no hydrogen  2.820  N/A
    2hyy #1/A THR 434 OG1    2hyy #1/A GLU 431 O      no hydrogen  3.382  N/A
    2hyy #1/A THR 434 OG1    2hyy #2.1/A TRP 430 O    no hydrogen  2.820  N/A
    2hyy #1/A THR 434 OG1    2hyy #2.1/A GLU 431 O    no hydrogen  3.382  N/A
    2hyy #1/A TYR 435 N      2hyy #1/A ILE 432 O      no hydrogen  3.040  N/A
    2hyy #1/A TYR 435 N      2hyy #2.1/A ILE 432 O    no hydrogen  3.040  N/A
    2hyy #1/A TYR 435 OH     2hyy #1/A VAL 335 O      no hydrogen  2.596  N/A
    2hyy #1/A TYR 435 OH     2hyy #2.1/A VAL 335 O    no hydrogen  2.596  N/A
    2hyy #1/A GLY 436 N      2hyy #1/A GLU 431 O      no hydrogen  2.616  N/A
    2hyy #1/A GLY 436 N      2hyy #2.1/A GLU 431 O    no hydrogen  2.616  N/A
    2hyy #1/A MET 437 N      2hyy #1/A THR 434 OG1    no hydrogen  3.036  N/A
    2hyy #1/A MET 437 N      2hyy #2.1/A THR 434 OG1  no hydrogen  3.036  N/A
    2hyy #1/A SER 438 N      2hyy #1/A HOH 71 O       no hydrogen  3.171  N/A
    2hyy #1/A SER 438 N      2hyy #2.1/A HOH 71 O     no hydrogen  3.171  N/A
    2hyy #1/A TYR 440 OH     2hyy #1/A HOH 89 O       no hydrogen  2.703  N/A
    2hyy #1/A TYR 440 OH     2hyy #1/A HOH 109 O      no hydrogen  2.767  N/A
    2hyy #1/A TYR 440 OH     2hyy #2.1/A HOH 89 O     no hydrogen  2.703  N/A
    2hyy #1/A TYR 440 OH     2hyy #2.1/A HOH 109 O    no hydrogen  2.767  N/A
    2hyy #1/A GLY 442 N      2hyy #1/A HOH 50 O       no hydrogen  2.975  N/A
    2hyy #1/A GLY 442 N      2hyy #2.1/A HOH 50 O     no hydrogen  2.975  N/A
    2hyy #1/A ILE 443 N      2hyy #1/A TYR 440 O      no hydrogen  3.090  N/A
    2hyy #1/A ILE 443 N      2hyy #2.1/A TYR 440 O    no hydrogen  3.090  N/A
    2hyy #1/A SER 446 OG     2hyy #1/A ASP 444 OD2    no hydrogen  2.991  N/A
    2hyy #1/A SER 446 OG     2hyy #2.1/A ASP 444 OD2  no hydrogen  2.991  N/A
    2hyy #1/A GLN 447 N      2hyy #1/A ASP 444 O      no hydrogen  2.948  N/A
    2hyy #1/A GLN 447 N      2hyy #2.1/A ASP 444 O    no hydrogen  2.948  N/A
    2hyy #1/A GLN 447 NE2    2hyy #1/A ASP 444 OD2    no hydrogen  3.137  N/A
    2hyy #1/A GLN 447 NE2    2hyy #1/C ARG 457 O      no hydrogen  2.699  N/A
    2hyy #1/A GLN 447 NE2    2hyy #2.1/A ASP 444 OD2  no hydrogen  3.137  N/A
    2hyy #1/A VAL 448 N      2hyy #1/A LEU 445 O      no hydrogen  3.433  N/A
    2hyy #1/A VAL 448 N      2hyy #2.1/A LEU 445 O    no hydrogen  3.433  N/A
    2hyy #1/A GLU 450 N      2hyy #1/A HOH 21 O       no hydrogen  2.862  N/A
    2hyy #1/A GLU 450 N      2hyy #2.1/A HOH 21 O     no hydrogen  2.862  N/A
    2hyy #1/A LEU 451 N      2hyy #1/A GLN 447 O      no hydrogen  3.056  N/A
    2hyy #1/A LEU 451 N      2hyy #2.1/A GLN 447 O    no hydrogen  3.056  N/A
    2hyy #1/A LEU 452 N      2hyy #1/A VAL 448 O      no hydrogen  2.948  N/A
    2hyy #1/A LEU 452 N      2hyy #2.1/A VAL 448 O    no hydrogen  2.948  N/A
    2hyy #1/A GLU 453 N      2hyy #1/A TYR 449 O      no hydrogen  2.851  N/A
    2hyy #1/A GLU 453 N      2hyy #2.1/A TYR 449 O    no hydrogen  2.851  N/A
    2hyy #1/A LYS 454 N      2hyy #1/A GLU 450 O      no hydrogen  3.074  N/A
    2hyy #1/A LYS 454 N      2hyy #2.1/A GLU 450 O    no hydrogen  3.074  N/A
    2hyy #1/A LYS 454 NZ     2hyy #1/C ASP 455 OD2    no hydrogen  2.626  N/A
    2hyy #1/A ASP 455 N      2hyy #1/A LEU 452 O      no hydrogen  2.977  N/A
    2hyy #1/A ASP 455 N      2hyy #2.1/A LEU 452 O    no hydrogen  2.977  N/A
    2hyy #1/A TYR 456 N      2hyy #1/A LEU 451 O      no hydrogen  2.752  N/A
    2hyy #1/A TYR 456 N      2hyy #2.1/A LEU 451 O    no hydrogen  2.752  N/A
    2hyy #1/A TYR 456 OH     2hyy #1/A HOH 127 O      no hydrogen  2.818  N/A
    2hyy #1/A TYR 456 OH     2hyy #1/C GLN 447 OE1    no hydrogen  2.603  N/A
    2hyy #1/A TYR 456 OH     2hyy #2.1/A HOH 127 O    no hydrogen  2.818  N/A
    2hyy #1/A ARG 457 N      2hyy #1/C HOH 164 O      no hydrogen  3.224  N/A
    2hyy #1/A ARG 457 NE     2hyy #1/A TRP 476 O      no hydrogen  3.053  N/A
    2hyy #1/A ARG 457 NE     2hyy #2.1/A TRP 476 O    no hydrogen  3.053  N/A
    2hyy #1/A ARG 457 NH1    2hyy #1/A LEU 452 O      no hydrogen  2.745  N/A
    2hyy #1/A ARG 457 NH1    2hyy #1/A TYR 456 O      no hydrogen  3.006  N/A
    2hyy #1/A ARG 457 NH1    2hyy #2.1/A LEU 452 O    no hydrogen  2.745  N/A
    2hyy #1/A ARG 457 NH1    2hyy #2.1/A TYR 456 O    no hydrogen  3.006  N/A
    2hyy #1/A ARG 457 NH2    2hyy #1/A HOH 75 O       no hydrogen  2.579  N/A
    2hyy #1/A ARG 457 NH2    2hyy #1/A TRP 476 O      no hydrogen  2.938  N/A
    2hyy #1/A ARG 457 NH2    2hyy #2.1/A HOH 75 O     no hydrogen  2.579  N/A
    2hyy #1/A ARG 457 NH2    2hyy #2.1/A TRP 476 O    no hydrogen  2.938  N/A
    2hyy #1/A MET 458 N      2hyy #1/A HOH 89 O       no hydrogen  2.981  N/A
    2hyy #1/A MET 458 N      2hyy #2.1/A HOH 89 O     no hydrogen  2.981  N/A
    2hyy #1/A GLU 459 N      2hyy #1/A GLU 459 OE1    no hydrogen  2.434  N/A
    2hyy #1/A GLU 459 N      2hyy #2.1/A GLU 459 OE1  no hydrogen  2.434  N/A
    2hyy #1/A ARG 460 NH1    2hyy #1/A CYS 464 O      no hydrogen  2.733  N/A
    2hyy #1/A ARG 460 NH1    2hyy #2.1/A CYS 464 O    no hydrogen  2.733  N/A
    2hyy #1/A CYS 464 N      2hyy #1/A PRO 461 O      no hydrogen  3.453  N/A
    2hyy #1/A CYS 464 N      2hyy #2.1/A PRO 461 O    no hydrogen  3.453  N/A
    2hyy #1/A CYS 464 SG     2hyy #1/A PRO 465 O      no hydrogen  3.464  N/A
    2hyy #1/A CYS 464 SG     2hyy #2.1/A PRO 465 O    no hydrogen  3.464  N/A
    2hyy #1/A TYR 469 N      2hyy #1/A PRO 465 O      no hydrogen  3.069  N/A
    2hyy #1/A TYR 469 N      2hyy #2.1/A PRO 465 O    no hydrogen  3.069  N/A
    2hyy #1/A TYR 469 OH     2hyy #1/A MET 458 O      no hydrogen  2.771  N/A
    2hyy #1/A TYR 469 OH     2hyy #2.1/A MET 458 O    no hydrogen  2.771  N/A
    2hyy #1/A GLU 470 N      2hyy #1/A GLU 466 O      no hydrogen  2.851  N/A
    2hyy #1/A GLU 470 N      2hyy #2.1/A GLU 466 O    no hydrogen  2.851  N/A
    2hyy #1/A LEU 471 N      2hyy #1/A LYS 467 O      no hydrogen  3.058  N/A
    2hyy #1/A LEU 471 N      2hyy #2.1/A LYS 467 O    no hydrogen  3.058  N/A
    2hyy #1/A MET 472 N      2hyy #1/A VAL 468 O      no hydrogen  2.885  N/A
    2hyy #1/A MET 472 N      2hyy #2.1/A VAL 468 O    no hydrogen  2.885  N/A
    2hyy #1/A ARG 473 N      2hyy #1/A TYR 469 O      no hydrogen  2.783  N/A
    2hyy #1/A ARG 473 N      2hyy #2.1/A TYR 469 O    no hydrogen  2.783  N/A
    2hyy #1/A ARG 473 NE     2hyy #1/A TYR 469 OH     no hydrogen  3.081  N/A
    2hyy #1/A ARG 473 NE     2hyy #2.1/A TYR 469 OH   no hydrogen  3.081  N/A
    2hyy #1/A ARG 473 NH2    2hyy #1/A TYR 469 OH     no hydrogen  3.362  N/A
    2hyy #1/A ARG 473 NH2    2hyy #2.1/A TYR 469 OH   no hydrogen  3.362  N/A
    2hyy #1/A ALA 474 N      2hyy #1/A GLU 470 O      no hydrogen  2.967  N/A
    2hyy #1/A ALA 474 N      2hyy #2.1/A GLU 470 O    no hydrogen  2.967  N/A
    2hyy #1/A CYS 475 N      2hyy #1/A LEU 471 O      no hydrogen  3.000  N/A
    2hyy #1/A CYS 475 N      2hyy #2.1/A LEU 471 O    no hydrogen  3.000  N/A
    2hyy #1/A CYS 475 SG     2hyy #1/A LEU 471 O      no hydrogen  3.274  N/A
    2hyy #1/A CYS 475 SG     2hyy #2.1/A LEU 471 O    no hydrogen  3.274  N/A
    2hyy #1/A TRP 476 N      2hyy #1/A MET 472 O      no hydrogen  3.156  N/A
    2hyy #1/A TRP 476 N      2hyy #2.1/A MET 472 O    no hydrogen  3.156  N/A
    2hyy #1/A GLN 477 N      2hyy #1/A ALA 474 O      no hydrogen  3.138  N/A
    2hyy #1/A GLN 477 N      2hyy #2.1/A ALA 474 O    no hydrogen  3.138  N/A
    2hyy #1/A ASN 479 N      2hyy #1/A HOH 82 O       no hydrogen  3.060  N/A
    2hyy #1/A ASN 479 N      2hyy #2.1/A HOH 82 O     no hydrogen  3.060  N/A
    2hyy #1/A SER 481 OG     2hyy #1/A ASN 479 OD1    no hydrogen  3.169  N/A
    2hyy #1/A SER 481 OG     2hyy #2.1/A ASN 479 OD1  no hydrogen  3.169  N/A
    2hyy #1/A ASP 482 N      2hyy #1/A ASN 479 O      no hydrogen  2.907  N/A
    2hyy #1/A ASP 482 N      2hyy #2.1/A ASN 479 O    no hydrogen  2.907  N/A
    2hyy #1/A ARG 483 N      2hyy #1/A PRO 480 O      no hydrogen  2.948  N/A
    2hyy #1/A ARG 483 N      2hyy #2.1/A PRO 480 O    no hydrogen  2.948  N/A
    2hyy #1/A ARG 483 NE     2hyy #1/A GLN 477 O      no hydrogen  2.736  N/A
    2hyy #1/A ARG 483 NE     2hyy #2.1/A GLN 477 O    no hydrogen  2.736  N/A
    2hyy #1/A ARG 483 NH1    2hyy #1/A GLU 409 OE1    no hydrogen  3.132  N/A
    2hyy #1/A ARG 483 NH1    2hyy #1/A GLU 409 OE2    no hydrogen  2.604  N/A
    2hyy #1/A ARG 483 NH1    2hyy #1/A LYS 419 O      no hydrogen  2.990  N/A
    2hyy #1/A ARG 483 NH1    2hyy #2.1/A GLU 409 OE1  no hydrogen  3.132  N/A
    2hyy #1/A ARG 483 NH1    2hyy #2.1/A GLU 409 OE2  no hydrogen  2.604  N/A
    2hyy #1/A ARG 483 NH1    2hyy #2.1/A LYS 419 O    no hydrogen  2.990  N/A
    2hyy #1/A ARG 483 NH2    2hyy #1/A GLU 409 OE1    no hydrogen  2.549  N/A
    2hyy #1/A ARG 483 NH2    2hyy #1/A GLN 477 O      no hydrogen  3.234  N/A
    2hyy #1/A ARG 483 NH2    2hyy #1/A TRP 478 O      no hydrogen  3.019  N/A
    2hyy #1/A ARG 483 NH2    2hyy #2.1/A GLU 409 OE1  no hydrogen  2.549  N/A
    2hyy #1/A ARG 483 NH2    2hyy #2.1/A GLN 477 O    no hydrogen  3.234  N/A
    2hyy #1/A ARG 483 NH2    2hyy #2.1/A TRP 478 O    no hydrogen  3.019  N/A
    2hyy #1/A PHE 486 N      2hyy #1/A GLU 355 OE2    no hydrogen  3.091  N/A
    2hyy #1/A PHE 486 N      2hyy #2.1/A GLU 355 OE2  no hydrogen  3.091  N/A
    2hyy #1/A ALA 487 N      2hyy #1/A GLU 355 OE1    no hydrogen  3.032  N/A
    2hyy #1/A ALA 487 N      2hyy #2.1/A GLU 355 OE1  no hydrogen  3.032  N/A
    2hyy #1/A GLU 488 N      2hyy #1/A SER 485 OG     no hydrogen  2.904  N/A
    2hyy #1/A GLU 488 N      2hyy #2.1/A SER 485 OG   no hydrogen  2.904  N/A
    2hyy #1/A ILE 489 N      2hyy #1/A SER 485 O      no hydrogen  2.952  N/A
    2hyy #1/A ILE 489 N      2hyy #2.1/A SER 485 O    no hydrogen  2.952  N/A
    2hyy #1/A HIS 490 N      2hyy #1/A PHE 486 O      no hydrogen  2.719  N/A
    2hyy #1/A HIS 490 N      2hyy #2.1/A PHE 486 O    no hydrogen  2.719  N/A
    2hyy #1/A GLN 491 N      2hyy #1/A ALA 487 O      no hydrogen  2.969  N/A
    2hyy #1/A GLN 491 N      2hyy #2.1/A ALA 487 O    no hydrogen  2.969  N/A
    2hyy #1/A ALA 492 N      2hyy #1/A GLU 488 O      no hydrogen  2.886  N/A
    2hyy #1/A ALA 492 N      2hyy #2.1/A GLU 488 O    no hydrogen  2.886  N/A
    2hyy #1/A PHE 493 N      2hyy #1/A ILE 489 O      no hydrogen  2.801  N/A
    2hyy #1/A PHE 493 N      2hyy #2.1/A ILE 489 O    no hydrogen  2.801  N/A
    2hyy #1/A GLU 494 N      2hyy #1/A HIS 490 O      no hydrogen  2.651  N/A
    2hyy #1/A GLU 494 N      2hyy #2.1/A HIS 490 O    no hydrogen  2.651  N/A
    2hyy #1/A THR 495 N      2hyy #1/A GLN 491 O      no hydrogen  2.923  N/A
    2hyy #1/A THR 495 N      2hyy #2.1/A GLN 491 O    no hydrogen  2.923  N/A
    2hyy #1/A THR 495 OG1    2hyy #1/A GLN 491 O      no hydrogen  3.109  N/A
    2hyy #1/A THR 495 OG1    2hyy #2.1/A GLN 491 O    no hydrogen  3.109  N/A
    2hyy #1/A MET 496 N      2hyy #1/A ALA 492 O      no hydrogen  3.239  N/A
    2hyy #1/A MET 496 N      2hyy #2.1/A ALA 492 O    no hydrogen  3.239  N/A
    2hyy #1/A PHE 497 N      2hyy #1/A PHE 493 O      no hydrogen  3.123  N/A
    2hyy #1/A PHE 497 N      2hyy #2.1/A PHE 493 O    no hydrogen  3.123  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 4 O        2hyy #1/B HOH 27 O       no hydrogen  2.937  N/A
    2hyy #1/B HOH 4 O        2hyy #1/B TYR 435 O      no hydrogen  2.910  N/A
    2hyy #1/B HOH 6 O        2hyy #1/B HOH 19 O       no hydrogen  2.659  N/A
    2hyy #1/B HOH 6 O        2hyy #1/B ARG 328 O      no hydrogen  2.767  N/A
    2hyy #1/B HOH 6 O        2hyy #1/B CYS 330 O      no hydrogen  2.687  N/A
    2hyy #1/B HOH 10 O       2hyy #1/B HOH 135 O      no hydrogen  2.937  N/A
    2hyy #1/B HOH 10 O       2hyy #1/B ASP 391 O      no hydrogen  3.076  N/A
    2hyy #1/B HOH 10 O       2hyy #1/B THR 392 O      no hydrogen  2.905  N/A
    2hyy #1/B HOH 10 O       2hyy #1/B THR 394 OG1    no hydrogen  3.087  N/A
    2hyy #1/B HOH 14 O       2hyy #1/B SER 417 O      no hydrogen  3.565  N/A
    2hyy #1/B HOH 14 O       2hyy #1/B SER 420 OG     no hydrogen  2.430  N/A
    2hyy #1/B HOH 14 O       2hyy #1/B ASP 421 OD1    no hydrogen  2.546  N/A
    2hyy #1/B HOH 19 O       2hyy #1/B HOH 6 O        no hydrogen  2.659  N/A
    2hyy #1/B HOH 19 O       2hyy #1/B LEU 327 O      no hydrogen  3.131  N/A
    2hyy #1/B HOH 19 O       2hyy #1/B ARG 328 O      no hydrogen  3.094  N/A
    2hyy #1/B HOH 24 O       2hyy #1/B ASP 421 OD1    no hydrogen  2.940  N/A
    2hyy #1/B HOH 25 O       2hyy #1/B ASP 363 OD1    no hydrogen  2.805  N/A
    2hyy #1/B HOH 25 O       2hyy #1/B LEU 364 O      no hydrogen  2.914  N/A
    2hyy #1/B HOH 26 O       2hyy #1/B HIS 361 O      no hydrogen  2.573  N/A
    2hyy #1/B HOH 26 O       2hyy #1/B ASP 381 OD2    no hydrogen  2.623  N/A
    2hyy #1/B HOH 27 O       2hyy #1/B HOH 4 O        no hydrogen  2.937  N/A
    2hyy #1/B HOH 27 O       2hyy #1/B ARG 328 O      no hydrogen  2.549  N/A
    2hyy #1/B HOH 29 O       2hyy #1/B HOH 60 O       no hydrogen  2.707  N/A
    2hyy #1/B HOH 29 O       2hyy #1/B LYS 404 O      no hydrogen  2.832  N/A
    2hyy #1/B HOH 29 O       2hyy #1/B TYR 440 OH     no hydrogen  2.514  N/A
    2hyy #1/B HOH 33 O       2hyy #1/B PHE 317 O      no hydrogen  3.397  N/A
    2hyy #1/B HOH 36 O       2hyy #1/B HOH 44 O       no hydrogen  2.780  N/A
    2hyy #1/B HOH 36 O       2hyy #1/B GLU 431 OE1    no hydrogen  2.474  N/A
    2hyy #1/B HOH 36 O       2hyy #1/B GLU 431 OE2    no hydrogen  3.340  N/A
    2hyy #1/B HOH 44 O       2hyy #1/B HOH 36 O       no hydrogen  2.780  N/A
    2hyy #1/B HOH 44 O       2hyy #1/B HOH 116 O      no hydrogen  2.510  N/A
    2hyy #1/B HOH 49 O       2hyy #1/B HOH 112 O      no hydrogen  2.684  N/A
    2hyy #1/B HOH 49 O       2hyy #1/B GLU 286 OE2    no hydrogen  2.677  N/A
    2hyy #1/B HOH 49 O       2hyy #1/B ASP 381 O      no hydrogen  2.744  N/A
    2hyy #1/B HOH 56 O       2hyy #1/B GLU 334 OE1    no hydrogen  2.979  N/A
    2hyy #1/B HOH 60 O       2hyy #1/B HOH 29 O       no hydrogen  2.707  N/A
    2hyy #1/B HOH 60 O       2hyy #1/B ILE 403 O      no hydrogen  2.604  N/A
    2hyy #1/B HOH 60 O       2hyy #1/B THR 406 O      no hydrogen  2.652  N/A
    2hyy #1/B HOH 61 O       2hyy #1/B TYR 456 OH     no hydrogen  2.375  N/A
    2hyy #1/B HOH 69 O       2hyy #1/B HIS 295 O      no hydrogen  2.871  N/A
    2hyy #1/B HOH 69 O       2hyy #1/B LEU 298 O      no hydrogen  3.118  N/A
    2hyy #1/B HOH 74 O       2hyy #1/B ARG 457 O      no hydrogen  2.530  N/A
    2hyy #1/B HOH 74 O       2hyy #1/D HOH 174 O      no hydrogen  3.083  N/A
    2hyy #1/B HOH 74 O       2hyy #1/D GLN 447 OE1    no hydrogen  2.991  N/A
    2hyy #1/B HOH 79 O       2hyy #1/B GLU 488 O      no hydrogen  2.881  N/A
    2hyy #1/B HOH 86 O       2hyy #1/B ALA 492 O      no hydrogen  2.883  N/A
    2hyy #1/B HOH 90 O       2hyy #1/B TYR 342 OH     no hydrogen  2.345  N/A
    2hyy #1/B HOH 90 O       2hyy #1/B ASN 374 O      no hydrogen  3.240  N/A
    2hyy #1/B HOH 98 O       2hyy #1/B SER 481 O      no hydrogen  3.424  N/A
    2hyy #1/B HOH 98 O       2hyy #1/B ARG 483 O      no hydrogen  3.002  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B HOH 49 O       no hydrogen  2.684  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B HOH 113 O      2hyy #1/B THR 392 OG1    no hydrogen  2.788  N/A
    2hyy #1/B HOH 116 O      2hyy #1/B HOH 44 O       no hydrogen  2.510  N/A
    2hyy #1/B HOH 120 O      2hyy #1/B GLU 431 OE1    no hydrogen  2.755  N/A
    2hyy #1/B HOH 120 O      2hyy #1/B MET 437 O      no hydrogen  2.749  N/A
    2hyy #1/B HOH 122 O      2hyy #1/B TYR 449 OH     no hydrogen  3.123  N/A
    2hyy #1/B HOH 125 O      2hyy #1/B ASP 444 OD2    no hydrogen  2.617  N/A
    2hyy #1/B HOH 125 O      2hyy #1/B SER 446 OG     no hydrogen  2.677  N/A
    2hyy #1/B HOH 125 O      2hyy #1/D GLU 459 OE1    no hydrogen  3.233  N/A
    2hyy #1/B HOH 135 O      2hyy #1/B HOH 10 O       no hydrogen  2.937  N/A
    2hyy #1/B HOH 135 O      2hyy #1/B THR 392 O      no hydrogen  2.988  N/A
    2hyy #1/B HOH 139 O      2hyy #1/B GLY 372 O      no hydrogen  2.727  N/A
    2hyy #1/B HOH 143 O      2hyy #1/B GLY 390 O      no hydrogen  2.644  N/A
    2hyy #1/B HOH 156 O      2hyy #1/B HIS 295 O      no hydrogen  2.816  N/A
    2hyy #1/B HOH 156 O      2hyy #1/B LEU 298 O      no hydrogen  2.840  N/A
    2hyy #1/B HOH 158 O      2hyy #1/B HOH 200 O      no hydrogen  2.840  N/A
    2hyy #1/B HOH 158 O      2hyy #1/B GLU 453 OE1    no hydrogen  2.411  N/A
    2hyy #1/B HOH 158 O      2hyy #1/B GLU 453 OE2    no hydrogen  2.907  N/A
    2hyy #1/B HOH 177 O      2hyy #1/B PRO 439 O      no hydrogen  2.620  N/A
    2hyy #1/B HOH 183 O      2hyy #1/B GLU 286 OE1    no hydrogen  2.614  N/A
    2hyy #1/B HOH 189 O      2hyy #1/B GLN 333 OE1    no hydrogen  3.585  N/A
    2hyy #1/B HOH 190 O      2hyy #1/B ASP 363 OD2    no hydrogen  2.442  N/A
    2hyy #1/B HOH 190 O      2hyy #1/B ASP 381 OD1    no hydrogen  2.869  N/A
    2hyy #1/B HOH 191 O      2hyy #1/B GLU 488 OE1    no hydrogen  2.132  N/A
    2hyy #1/B HOH 194 O      2hyy #1/B ARG 473 O      no hydrogen  2.449  N/A
    2hyy #1/B HOH 194 O      2hyy #1/B TRP 476 O      no hydrogen  3.517  N/A
    2hyy #1/B HOH 198 O      2hyy #1/B ASP 241 OD2    no hydrogen  2.613  N/A
    2hyy #1/B HOH 200 O      2hyy #1/B HOH 158 O      no hydrogen  2.840  N/A
    2hyy #1/B HOH 200 O      2hyy #1/B TYR 449 OH     no hydrogen  2.605  N/A
    2hyy #1/B HOH 200 O      2hyy #1/B GLU 453 OE1    no hydrogen  3.451  N/A
    2hyy #1/B HOH 200 O      2hyy #1/B GLU 453 OE2    no hydrogen  2.693  N/A
    2hyy #1/B TRP 235 N      2hyy #1/B ASP 233 OD1    no hydrogen  3.229  N/A
    2hyy #1/B GLU 236 N      2hyy #1/B ASP 233 O      no hydrogen  3.248  N/A
    2hyy #1/B MET 237 N      2hyy #1/B VAL 304 O      no hydrogen  2.850  N/A
    2hyy #1/B GLU 238 N      2hyy #1/B HOH 198 O      no hydrogen  2.429  N/A
    2hyy #1/B ARG 239 NH1    2hyy #1/B PRO 310 O      no hydrogen  2.566  N/A
    2hyy #1/B ARG 239 NH2    2hyy #1/B PRO 310 O      no hydrogen  2.781  N/A
    2hyy #1/B ASP 241 N      2hyy #1/B GLU 238 O      no hydrogen  2.463  N/A
    2hyy #1/B ILE 242 N      2hyy #1/B ARG 239 O      no hydrogen  3.366  N/A
    2hyy #1/B THR 243 N      2hyy #1/B VAL 260 O      no hydrogen  3.102  N/A
    2hyy #1/B LYS 245 N      2hyy #1/B GLU 258 O      no hydrogen  2.660  N/A
    2hyy #1/B HIS 246 ND1    2hyy #1/B LYS 247 O      no hydrogen  3.187  N/A
    2hyy #1/B LYS 247 NZ     2hyy #1/B GLU 255 OE2    no hydrogen  2.723  N/A
    2hyy #1/B LEU 248 N      2hyy #1/B VAL 256 O      no hydrogen  2.858  N/A
    2hyy #1/B GLY 251 N      2hyy #1/B LEU 248 O      no hydrogen  2.783  N/A
    2hyy #1/B GLN 252 N      2hyy #1/B GLY 249 O      no hydrogen  3.230  N/A
    2hyy #1/B GLN 252 NE2    2hyy #1/B ASN 322 OD1    no hydrogen  3.241  N/A
    2hyy #1/B GLN 252 NE2    2hyy #1/B ASP 325 OD2    no hydrogen  3.550  N/A
    2hyy #1/B GLY 254 N      2hyy #1/B GLY 251 O      no hydrogen  3.017  N/A
    2hyy #1/B VAL 256 N      2hyy #1/B GLY 254 O      no hydrogen  2.719  N/A
    2hyy #1/B TYR 257 N      2hyy #1/B VAL 270 O      no hydrogen  2.786  N/A
    2hyy #1/B TYR 257 OH     2hyy #1/B GLU 255 OE1    no hydrogen  2.605  N/A
    2hyy #1/B GLU 258 N      2hyy #1/B HIS 246 O      no hydrogen  3.020  N/A
    2hyy #1/B GLY 259 N      2hyy #1/B VAL 268 O      no hydrogen  2.898  N/A
    2hyy #1/B VAL 260 N      2hyy #1/B THR 243 O      no hydrogen  2.856  N/A
    2hyy #1/B TRP 261 N      2hyy #1/B LEU 266 O      no hydrogen  2.900  N/A
    2hyy #1/B LYS 262 N      2hyy #1/B ASP 241 O      no hydrogen  3.234  N/A
    2hyy #1/B LYS 262 NZ     2hyy #1/B THR 240 O      no hydrogen  3.325  N/A
    2hyy #1/B LYS 263 NZ     2hyy #1/B ASP 241 OD2    no hydrogen  3.360  N/A
    2hyy #1/B TYR 264 N      2hyy #1/B TRP 261 O      no hydrogen  3.100  N/A
    2hyy #1/B SER 265 N      2hyy #1/B LYS 262 O      no hydrogen  2.891  N/A
    2hyy #1/B LEU 266 N      2hyy #1/B TRP 261 O      no hydrogen  3.224  N/A
    2hyy #1/B VAL 268 N      2hyy #1/B GLY 259 O      no hydrogen  2.899  N/A
    2hyy #1/B ALA 269 N      2hyy #1/B THR 315 O      no hydrogen  2.856  N/A
    2hyy #1/B VAL 270 N      2hyy #1/B TYR 257 O      no hydrogen  2.813  N/A
    2hyy #1/B LYS 271 N      2hyy #1/B ILE 313 O      no hydrogen  2.926  N/A
    2hyy #1/B LYS 271 NZ     2hyy #1/B HOH 49 O       no hydrogen  2.845  N/A
    2hyy #1/B LYS 271 NZ     2hyy #1/B GLU 286 OE1    no hydrogen  2.974  N/A
    2hyy #1/B LYS 271 NZ     2hyy #1/B GLU 286 OE2    no hydrogen  3.537  N/A
    2hyy #1/B THR 272 N      2hyy #1/B GLU 255 O      no hydrogen  2.761  N/A
    2hyy #1/B THR 277 N      2hyy #1/B LYS 274 O      no hydrogen  3.243  N/A
    2hyy #1/B GLU 282 N      2hyy #1/B GLU 282 OE1    no hydrogen  2.635  N/A
    2hyy #1/B PHE 283 N      2hyy #1/B GLU 279 O      no hydrogen  3.068  N/A
    2hyy #1/B LEU 284 N      2hyy #1/B VAL 280 O      no hydrogen  3.039  N/A
    2hyy #1/B LYS 285 N      2hyy #1/B GLU 281 O      no hydrogen  2.953  N/A
    2hyy #1/B GLU 286 N      2hyy #1/B GLU 282 O      no hydrogen  2.968  N/A
    2hyy #1/B ALA 287 N      2hyy #1/B PHE 283 O      no hydrogen  3.172  N/A
    2hyy #1/B ALA 288 N      2hyy #1/B LEU 284 O      no hydrogen  3.162  N/A
    2hyy #1/B VAL 289 N      2hyy #1/B LYS 285 O      no hydrogen  2.977  N/A
    2hyy #1/B MET 290 N      2hyy #1/B GLU 286 O      no hydrogen  3.055  N/A
    2hyy #1/B LYS 291 N      2hyy #1/B ALA 287 O      no hydrogen  3.250  N/A
    2hyy #1/B LYS 291 N      2hyy #1/B ALA 288 O      no hydrogen  3.037  N/A
    2hyy #1/B LYS 291 NZ     2hyy #1/B ASP 233 OD2    no hydrogen  3.238  N/A
    2hyy #1/B GLU 292 N      2hyy #1/B VAL 289 O      no hydrogen  3.037  N/A
    2hyy #1/B ILE 293 N      2hyy #1/B MET 290 O      no hydrogen  3.484  N/A
    2hyy #1/B LYS 294 N      2hyy #1/B TYR 353 OH     no hydrogen  2.793  N/A
    2hyy #1/B HIS 295 N      2hyy #1/B HOH 156 O      no hydrogen  3.019  N/A
    2hyy #1/B HIS 295 NE2    2hyy #1/B SER 349 OG     no hydrogen  3.105  N/A
    2hyy #1/B ASN 297 ND2    2hyy #1/B VAL 377 O      no hydrogen  3.103  N/A
    2hyy #1/B LEU 298 N      2hyy #1/B HIS 295 O      no hydrogen  3.196  N/A
    2hyy #1/B VAL 299 N      2hyy #1/B VAL 379 O      no hydrogen  2.966  N/A
    2hyy #1/B GLN 300 N      2hyy #1/B GLU 316 OE1    no hydrogen  2.745  N/A
    2hyy #1/B LEU 302 N      2hyy #1/B ILE 314 O      no hydrogen  2.895  N/A
    2hyy #1/B GLY 303 N      2hyy #1/B ILE 314 O      no hydrogen  3.394  N/A
    2hyy #1/B VAL 304 N      2hyy #1/B TRP 235 O      no hydrogen  3.176  N/A
    2hyy #1/B CYS 305 N      2hyy #1/B TYR 312 O      no hydrogen  2.833  N/A
    2hyy #1/B CYS 305 SG     2hyy #1/B MET 237 O      no hydrogen  3.261  N/A
    2hyy #1/B THR 306 N      2hyy #1/B GLU 236 OE1    no hydrogen  3.208  N/A
    2hyy #1/B THR 306 N      2hyy #1/B GLU 236 OE2    no hydrogen  3.272  N/A
    2hyy #1/B THR 306 OG1    2hyy #1/B GLU 236 OE2    no hydrogen  2.668  N/A
    2hyy #1/B TYR 312 N      2hyy #1/B CYS 305 O      no hydrogen  2.804  N/A
    2hyy #1/B ILE 313 N      2hyy #1/B LYS 271 O      no hydrogen  3.119  N/A
    2hyy #1/B ILE 314 N      2hyy #1/B GLY 303 O      no hydrogen  2.793  N/A
    2hyy #1/B THR 315 N      2hyy #1/B ALA 269 O      no hydrogen  2.966  N/A
    2hyy #1/B THR 315 OG1    2hyy #1/B GLU 316 O      no hydrogen  2.697  N/A
    2hyy #1/B GLU 316 N      2hyy #1/B GLN 300 O      no hydrogen  3.104  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B THR 319 OG1    2hyy #1/B GLU 373 OE1    no hydrogen  3.542  N/A
    2hyy #1/B TYR 320 N      2hyy #1/B VAL 371 O      no hydrogen  2.847  N/A
    2hyy #1/B GLY 321 N      2hyy #1/B MET 318 O      no hydrogen  3.108  N/A
    2hyy #1/B LEU 323 N      2hyy #1/B CYS 369 O      no hydrogen  2.858  N/A
    2hyy #1/B LEU 324 N      2hyy #1/B ALA 366 O      no hydrogen  3.267  N/A
    2hyy #1/B TYR 326 N      2hyy #1/B ASN 322 O      no hydrogen  3.198  N/A
    2hyy #1/B LEU 327 N      2hyy #1/B LEU 323 O      no hydrogen  2.930  N/A
    2hyy #1/B ARG 328 N      2hyy #1/B LEU 324 O      no hydrogen  3.317  N/A
    2hyy #1/B ARG 328 NE     2hyy #1/B GLY 436 O      no hydrogen  2.756  N/A
    2hyy #1/B ARG 328 NH2    2hyy #1/B GLY 436 O      no hydrogen  2.672  N/A
    2hyy #1/B GLU 329 N      2hyy #1/B ASP 325 O      no hydrogen  3.026  N/A
    2hyy #1/B CYS 330 SG     2hyy #1/B LEU 327 O      no hydrogen  3.219  N/A
    2hyy #1/B ASN 331 N      2hyy #1/B HOH 56 O       no hydrogen  3.043  N/A
    2hyy #1/B ARG 332 NE     2hyy #1/B HOH 19 O       no hydrogen  2.463  N/A
    2hyy #1/B ARG 332 NH2    2hyy #1/B HOH 19 O       no hydrogen  2.996  N/A
    2hyy #1/B GLN 333 N      2hyy #1/B ASN 331 OD1    no hydrogen  2.697  N/A
    2hyy #1/B GLU 334 N      2hyy #1/B ASN 331 OD1    no hydrogen  3.105  N/A
    2hyy #1/B VAL 335 N      2hyy #1/B ASN 331 O      no hydrogen  2.713  N/A
    2hyy #1/B ASN 336 N      2hyy #1/B GLU 334 O      no hydrogen  3.039  N/A
    2hyy #1/B VAL 338 N      2hyy #1/B ASN 336 OD1    no hydrogen  3.270  N/A
    2hyy #1/B VAL 339 N      2hyy #1/B ASN 336 OD1    no hydrogen  3.237  N/A
    2hyy #1/B LEU 340 N      2hyy #1/B ASN 336 O      no hydrogen  2.945  N/A
    2hyy #1/B LEU 341 N      2hyy #1/B ALA 337 O      no hydrogen  3.245  N/A
    2hyy #1/B TYR 342 N      2hyy #1/B VAL 338 O      no hydrogen  2.771  N/A
    2hyy #1/B TYR 342 OH     2hyy #1/B HOH 90 O       no hydrogen  2.345  N/A
    2hyy #1/B MET 343 N      2hyy #1/B VAL 339 O      no hydrogen  2.706  N/A
    2hyy #1/B ALA 344 N      2hyy #1/B LEU 340 O      no hydrogen  3.055  N/A
    2hyy #1/B THR 345 N      2hyy #1/B LEU 341 O      no hydrogen  2.947  N/A
    2hyy #1/B THR 345 OG1    2hyy #1/B LEU 341 O      no hydrogen  2.681  N/A
    2hyy #1/B GLN 346 N      2hyy #1/B TYR 342 O      no hydrogen  2.889  N/A
    2hyy #1/B GLN 346 NE2    2hyy #1/B TYR 342 O      no hydrogen  3.258  N/A
    2hyy #1/B GLN 346 NE2    2hyy #1/B HIS 375 O      no hydrogen  2.839  N/A
    2hyy #1/B ILE 347 N      2hyy #1/B MET 343 O      no hydrogen  3.152  N/A
    2hyy #1/B SER 348 N      2hyy #1/B ALA 344 O      no hydrogen  2.874  N/A
    2hyy #1/B SER 348 OG     2hyy #1/B ALA 344 O      no hydrogen  3.417  N/A
    2hyy #1/B SER 348 OG     2hyy #1/B THR 345 O      no hydrogen  2.899  N/A
    2hyy #1/B SER 348 OG     2hyy #1/B HIS 490 ND1    no hydrogen  3.162  N/A
    2hyy #1/B SER 349 N      2hyy #1/B THR 345 O      no hydrogen  3.147  N/A
    2hyy #1/B SER 349 OG     2hyy #1/B HIS 295 NE2    no hydrogen  3.105  N/A
    2hyy #1/B ALA 350 N      2hyy #1/B GLN 346 O      no hydrogen  3.314  N/A
    2hyy #1/B MET 351 N      2hyy #1/B ILE 347 O      no hydrogen  2.921  N/A
    2hyy #1/B GLU 352 N      2hyy #1/B SER 348 O      no hydrogen  2.745  N/A
    2hyy #1/B TYR 353 N      2hyy #1/B SER 349 O      no hydrogen  3.057  N/A
    2hyy #1/B LEU 354 N      2hyy #1/B ALA 350 O      no hydrogen  3.116  N/A
    2hyy #1/B GLU 355 N      2hyy #1/B MET 351 O      no hydrogen  2.981  N/A
    2hyy #1/B LYS 356 N      2hyy #1/B GLU 352 O      no hydrogen  3.075  N/A
    2hyy #1/B LYS 357 N      2hyy #1/B TYR 353 O      no hydrogen  3.132  N/A
    2hyy #1/B LYS 357 NZ     2hyy #1/B GLU 292 O      no hydrogen  2.632  N/A
    2hyy #1/B ASN 358 N      2hyy #1/B GLU 355 O      no hydrogen  3.020  N/A
    2hyy #1/B PHE 359 N      2hyy #1/B LEU 354 O      no hydrogen  2.888  N/A
    2hyy #1/B HIS 361 N      2hyy #1/B ASP 421 OD2    no hydrogen  2.743  N/A
    2hyy #1/B HIS 361 NE2    2hyy #1/B ALA 380 O      no hydrogen  2.750  N/A
    2hyy #1/B ARG 362 N      2hyy #1/B ASP 421 OD1    no hydrogen  2.991  N/A
    2hyy #1/B ASP 363 N      2hyy #1/B HIS 361 ND1    no hydrogen  3.038  N/A
    2hyy #1/B LEU 364 N      2hyy #1/B HOH 24 O       no hydrogen  2.945  N/A
    2hyy #1/B ALA 366 N      2hyy #1/B GLU 431 OE2    no hydrogen  2.768  N/A
    2hyy #1/B ARG 367 N      2hyy #1/B HOH 36 O       no hydrogen  2.896  N/A
    2hyy #1/B ARG 367 NE     2hyy #1/B TYR 393 OH     no hydrogen  2.794  N/A
    2hyy #1/B ARG 367 NH1    2hyy #1/B HOH 44 O       no hydrogen  3.195  N/A
    2hyy #1/B ARG 367 NH2    2hyy #1/B ASP 363 OD1    no hydrogen  2.903  N/A
    2hyy #1/B ARG 367 NH2    2hyy #1/B TYR 393 OH     no hydrogen  3.245  N/A
    2hyy #1/B ASN 368 N      2hyy #1/B ALA 365 O      no hydrogen  2.925  N/A
    2hyy #1/B ASN 368 ND2    2hyy #1/B HOH 190 O      no hydrogen  3.204  N/A
    2hyy #1/B ASN 368 ND2    2hyy #1/B ASP 363 O      no hydrogen  2.650  N/A
    2hyy #1/B CYS 369 N      2hyy #1/B ALA 366 O      no hydrogen  3.241  N/A
    2hyy #1/B CYS 369 SG     2hyy #1/B ALA 365 O      no hydrogen  3.605  N/A
    2hyy #1/B LEU 370 N      2hyy #1/B LYS 378 O      no hydrogen  2.636  N/A
    2hyy #1/B VAL 371 N      2hyy #1/B GLY 321 O      no hydrogen  2.932  N/A
    2hyy #1/B GLY 372 N      2hyy #1/B LEU 376 O      no hydrogen  2.622  N/A
    2hyy #1/B HIS 375 N      2hyy #1/B HOH 139 O      no hydrogen  2.938  N/A
    2hyy #1/B HIS 375 NE2    2hyy #1/B GLU 334 OE2    no hydrogen  2.626  N/A
    2hyy #1/B LEU 376 N      2hyy #1/B GLU 373 O      no hydrogen  3.363  N/A
    2hyy #1/B VAL 377 N      2hyy #1/B GLN 346 OE1    no hydrogen  2.988  N/A
    2hyy #1/B LYS 378 N      2hyy #1/B LEU 370 O      no hydrogen  2.760  N/A
    2hyy #1/B LYS 378 NZ     2hyy #1/B HOH 69 O       no hydrogen  2.671  N/A
    2hyy #1/B LYS 378 NZ     2hyy #1/B GLU 316 OE1    no hydrogen  2.888  N/A
    2hyy #1/B LYS 378 NZ     2hyy #1/B GLU 316 OE2    no hydrogen  2.864  N/A
    2hyy #1/B VAL 379 N      2hyy #1/B ASN 297 O      no hydrogen  2.889  N/A
    2hyy #1/B ALA 380 N      2hyy #1/B ASN 368 O      no hydrogen  2.821  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B PHE 382 N      2hyy #1/B ASN 368 OD1    no hydrogen  2.877  N/A
    2hyy #1/B GLY 383 N      2hyy #1/B ASP 381 OD1    no hydrogen  3.177  N/A
    2hyy #1/B LEU 384 N      2hyy #1/B HOH 190 O      no hydrogen  3.129  N/A
    2hyy #1/B MET 388 N      2hyy #1/B LEU 384 O      no hydrogen  2.918  N/A
    2hyy #1/B THR 389 OG1    2hyy #1/C GLU 466 OE1    no hydrogen  2.339  N/A
    2hyy #1/B THR 392 OG1    2hyy #1/B HOH 113 O      no hydrogen  2.788  N/A
    2hyy #1/B TYR 393 N      2hyy #1/B HOH 143 O      no hydrogen  3.035  N/A
    2hyy #1/B TYR 393 OH     2hyy #1/B ASP 363 OD1    no hydrogen  3.078  N/A
    2hyy #1/B TYR 393 OH     2hyy #1/B ASP 363 OD2    no hydrogen  2.432  N/A
    2hyy #1/B THR 394 N      2hyy #1/B PHE 401 O      no hydrogen  2.771  N/A
    2hyy #1/B THR 394 OG1    2hyy #1/B HOH 10 O       no hydrogen  3.087  N/A
    2hyy #1/B HIS 396 N      2hyy #1/B ALA 399 O      no hydrogen  2.587  N/A
    2hyy #1/B ALA 397 N      2hyy #1/B HOH 118 O      no hydrogen  3.401  N/A
    2hyy #1/B ALA 399 N      2hyy #1/B HIS 396 O      no hydrogen  2.814  N/A
    2hyy #1/B LYS 400 NZ     2hyy #1/B TYR 393 O      no hydrogen  3.307  N/A
    2hyy #1/B PHE 401 N      2hyy #1/B THR 394 O      no hydrogen  2.717  N/A
    2hyy #1/B ILE 403 N      2hyy #1/B HOH 10 O       no hydrogen  3.146  N/A
    2hyy #1/B LYS 404 N      2hyy #1/B HOH 135 O      no hydrogen  2.874  N/A
    2hyy #1/B LYS 404 NZ     2hyy #1/B HOH 177 O      no hydrogen  2.618  N/A
    2hyy #1/B LYS 404 NZ     2hyy #1/B PRO 439 O      no hydrogen  3.410  N/A
    2hyy #1/B LYS 404 NZ     2hyy #1/B TYR 440 O      no hydrogen  2.460  N/A
    2hyy #1/B LYS 404 NZ     2hyy #1/B ILE 443 O      no hydrogen  3.038  N/A
    2hyy #1/B TRP 405 N      2hyy #1/B PRO 402 O      no hydrogen  2.970  N/A
    2hyy #1/B TRP 405 NE1    2hyy #1/B GLU 431 OE2    no hydrogen  2.976  N/A
    2hyy #1/B THR 406 N      2hyy #1/B ILE 403 O      no hydrogen  3.380  N/A
    2hyy #1/B THR 406 OG1    2hyy #1/B PRO 402 O      no hydrogen  2.606  N/A
    2hyy #1/B GLU 409 N      2hyy #1/B GLU 409 OE1    no hydrogen  2.841  N/A
    2hyy #1/B SER 410 OG     2hyy #1/B LYS 415 O      no hydrogen  2.929  N/A
    2hyy #1/B LEU 411 N      2hyy #1/B ALA 407 O      no hydrogen  3.011  N/A
    2hyy #1/B ALA 412 N      2hyy #1/B PRO 408 O      no hydrogen  2.615  N/A
    2hyy #1/B TYR 413 N      2hyy #1/B GLU 409 O      no hydrogen  2.882  N/A
    2hyy #1/B LYS 415 N      2hyy #1/B GLU 409 O      no hydrogen  3.359  N/A
    2hyy #1/B SER 417 N      2hyy #1/B SER 420 OG     no hydrogen  3.060  N/A
    2hyy #1/B ILE 418 N      2hyy #1/B HOH 154 O      no hydrogen  2.978  N/A
    2hyy #1/B LYS 419 NZ     2hyy #1/B ARG 483 O      no hydrogen  2.537  N/A
    2hyy #1/B LYS 419 NZ     2hyy #1/B PRO 484 O      no hydrogen  3.064  N/A
    2hyy #1/B SER 420 N      2hyy #1/B SER 417 O      no hydrogen  2.917  N/A
    2hyy #1/B SER 420 N      2hyy #1/B SER 417 OG     no hydrogen  3.126  N/A
    2hyy #1/B SER 420 OG     2hyy #1/B HOH 14 O       no hydrogen  2.430  N/A
    2hyy #1/B SER 420 OG     2hyy #1/B SER 417 O      no hydrogen  2.883  N/A
    2hyy #1/B ASP 421 N      2hyy #1/B SER 417 O      no hydrogen  3.231  N/A
    2hyy #1/B VAL 422 N      2hyy #1/B ILE 418 O      no hydrogen  3.000  N/A
    2hyy #1/B TRP 423 N      2hyy #1/B LYS 419 O      no hydrogen  3.251  N/A
    2hyy #1/B TRP 423 NE1    2hyy #1/B HOH 29 O       no hydrogen  2.848  N/A
    2hyy #1/B ALA 424 N      2hyy #1/B SER 420 O      no hydrogen  3.191  N/A
    2hyy #1/B PHE 425 N      2hyy #1/B ASP 421 O      no hydrogen  2.835  N/A
    2hyy #1/B GLY 426 N      2hyy #1/B VAL 422 O      no hydrogen  3.059  N/A
    2hyy #1/B VAL 427 N      2hyy #1/B TRP 423 O      no hydrogen  3.267  N/A
    2hyy #1/B LEU 428 N      2hyy #1/B ALA 424 O      no hydrogen  2.872  N/A
    2hyy #1/B LEU 429 N      2hyy #1/B PHE 425 O      no hydrogen  2.864  N/A
    2hyy #1/B TRP 430 N      2hyy #1/B GLY 426 O      no hydrogen  3.152  N/A
    2hyy #1/B TRP 430 NE1    2hyy #1/B GLU 459 O      no hydrogen  3.052  N/A
    2hyy #1/B GLU 431 N      2hyy #1/B VAL 427 O      no hydrogen  2.906  N/A
    2hyy #1/B ILE 432 N      2hyy #1/B LEU 428 O      no hydrogen  2.972  N/A
    2hyy #1/B ALA 433 N      2hyy #1/B LEU 429 O      no hydrogen  2.890  N/A
    2hyy #1/B THR 434 OG1    2hyy #1/B TRP 430 O      no hydrogen  3.092  N/A
    2hyy #1/B THR 434 OG1    2hyy #1/B GLU 431 O      no hydrogen  3.241  N/A
    2hyy #1/B TYR 435 N      2hyy #1/B ILE 432 O      no hydrogen  3.029  N/A
    2hyy #1/B TYR 435 OH     2hyy #1/B VAL 335 O      no hydrogen  2.465  N/A
    2hyy #1/B GLY 436 N      2hyy #1/B GLU 431 O      no hydrogen  2.672  N/A
    2hyy #1/B MET 437 N      2hyy #1/B THR 434 OG1    no hydrogen  3.071  N/A
    2hyy #1/B TYR 440 OH     2hyy #1/B HOH 29 O       no hydrogen  2.514  N/A
    2hyy #1/B ILE 443 N      2hyy #1/B TYR 440 O      no hydrogen  3.108  N/A
    2hyy #1/B SER 446 OG     2hyy #1/B HOH 125 O      no hydrogen  2.677  N/A
    2hyy #1/B SER 446 OG     2hyy #1/B ASP 444 OD2    no hydrogen  3.075  N/A
    2hyy #1/B GLN 447 N      2hyy #1/B ASP 444 O      no hydrogen  3.054  N/A
    2hyy #1/B GLN 447 NE2    2hyy #1/B ASP 444 OD2    no hydrogen  3.225  N/A
    2hyy #1/B GLN 447 NE2    2hyy #1/D ARG 457 O      no hydrogen  2.768  N/A
    2hyy #1/B TYR 449 OH     2hyy #1/B HOH 122 O      no hydrogen  3.123  N/A
    2hyy #1/B TYR 449 OH     2hyy #1/B HOH 200 O      no hydrogen  2.605  N/A
    2hyy #1/B LEU 451 N      2hyy #1/B GLN 447 O      no hydrogen  2.798  N/A
    2hyy #1/B LEU 452 N      2hyy #1/B VAL 448 O      no hydrogen  2.750  N/A
    2hyy #1/B GLU 453 N      2hyy #1/B TYR 449 O      no hydrogen  2.755  N/A
    2hyy #1/B LYS 454 N      2hyy #1/B GLU 450 O      no hydrogen  3.245  N/A
    2hyy #1/B LYS 454 NZ     2hyy #1/D ASP 455 OD2    no hydrogen  3.291  N/A
    2hyy #1/B ASP 455 N      2hyy #1/B LEU 452 O      no hydrogen  2.903  N/A
    2hyy #1/B TYR 456 N      2hyy #1/B LEU 451 O      no hydrogen  2.832  N/A
    2hyy #1/B TYR 456 OH     2hyy #1/B HOH 61 O       no hydrogen  2.375  N/A
    2hyy #1/B TYR 456 OH     2hyy #1/D GLN 447 OE1    no hydrogen  2.952  N/A
    2hyy #1/B ARG 457 N      2hyy #1/D HOH 174 O      no hydrogen  3.061  N/A
    2hyy #1/B ARG 457 NE     2hyy #1/B TRP 476 O      no hydrogen  2.968  N/A
    2hyy #1/B ARG 457 NH1    2hyy #1/B LEU 452 O      no hydrogen  2.804  N/A
    2hyy #1/B ARG 457 NH1    2hyy #1/B TYR 456 O      no hydrogen  2.853  N/A
    2hyy #1/B ARG 457 NH2    2hyy #1/B TRP 476 O      no hydrogen  3.041  N/A
    2hyy #1/B GLU 459 N      2hyy #1/B GLU 459 OE1    no hydrogen  2.532  N/A
    2hyy #1/B ARG 460 NH1    2hyy #1/B CYS 464 O      no hydrogen  3.075  N/A
    2hyy #1/B CYS 464 N      2hyy #1/B PRO 461 O      no hydrogen  2.964  N/A
    2hyy #1/B CYS 464 SG     2hyy #1/B PRO 465 O      no hydrogen  3.491  N/A
    2hyy #1/B TYR 469 N      2hyy #1/B PRO 465 O      no hydrogen  3.026  N/A
    2hyy #1/B TYR 469 OH     2hyy #1/B MET 458 O      no hydrogen  2.471  N/A
    2hyy #1/B GLU 470 N      2hyy #1/B GLU 466 O      no hydrogen  2.887  N/A
    2hyy #1/B LEU 471 N      2hyy #1/B LYS 467 O      no hydrogen  3.205  N/A
    2hyy #1/B MET 472 N      2hyy #1/B VAL 468 O      no hydrogen  2.933  N/A
    2hyy #1/B ARG 473 N      2hyy #1/B TYR 469 O      no hydrogen  2.691  N/A
    2hyy #1/B ARG 473 NE     2hyy #1/B TYR 469 OH     no hydrogen  2.922  N/A
    2hyy #1/B ARG 473 NH2    2hyy #1/B TYR 469 OH     no hydrogen  3.053  N/A
    2hyy #1/B ALA 474 N      2hyy #1/B GLU 470 O      no hydrogen  3.097  N/A
    2hyy #1/B ALA 474 N      2hyy #1/B LEU 471 O      no hydrogen  3.258  N/A
    2hyy #1/B CYS 475 N      2hyy #1/B LEU 471 O      no hydrogen  3.070  N/A
    2hyy #1/B CYS 475 SG     2hyy #1/B LEU 471 O      no hydrogen  3.255  N/A
    2hyy #1/B TRP 476 N      2hyy #1/B MET 472 O      no hydrogen  3.022  N/A
    2hyy #1/B GLN 477 N      2hyy #1/B ALA 474 O      no hydrogen  3.176  N/A
    2hyy #1/B SER 481 OG     2hyy #1/B ASN 479 OD1    no hydrogen  2.833  N/A
    2hyy #1/B ASP 482 N      2hyy #1/B ASN 479 O      no hydrogen  3.017  N/A
    2hyy #1/B ARG 483 N      2hyy #1/B PRO 480 O      no hydrogen  2.816  N/A
    2hyy #1/B ARG 483 NE     2hyy #1/B GLN 477 O      no hydrogen  2.676  N/A
    2hyy #1/B ARG 483 NH1    2hyy #1/B GLU 409 OE1    no hydrogen  3.415  N/A
    2hyy #1/B ARG 483 NH1    2hyy #1/B GLU 409 OE2    no hydrogen  2.742  N/A
    2hyy #1/B ARG 483 NH1    2hyy #1/B LYS 419 O      no hydrogen  2.975  N/A
    2hyy #1/B ARG 483 NH2    2hyy #1/B GLU 409 OE1    no hydrogen  2.802  N/A
    2hyy #1/B ARG 483 NH2    2hyy #1/B GLN 477 O      no hydrogen  2.911  N/A
    2hyy #1/B ARG 483 NH2    2hyy #1/B TRP 478 O      no hydrogen  2.855  N/A
    2hyy #1/B SER 485 N      2hyy #1/B GLU 488 OE2    no hydrogen  3.402  N/A
    2hyy #1/B SER 485 OG     2hyy #1/B GLU 488 OE2    no hydrogen  2.994  N/A
    2hyy #1/B PHE 486 N      2hyy #1/B GLU 355 OE2    no hydrogen  2.698  N/A
    2hyy #1/B ALA 487 N      2hyy #1/B GLU 355 OE1    no hydrogen  3.026  N/A
    2hyy #1/B GLU 488 N      2hyy #1/B SER 485 OG     no hydrogen  2.937  N/A
    2hyy #1/B ILE 489 N      2hyy #1/B SER 485 O      no hydrogen  2.981  N/A
    2hyy #1/B HIS 490 N      2hyy #1/B PHE 486 O      no hydrogen  2.654  N/A
    2hyy #1/B HIS 490 ND1    2hyy #1/B SER 348 OG     no hydrogen  3.162  N/A
    2hyy #1/B GLN 491 N      2hyy #1/B ALA 487 O      no hydrogen  2.918  N/A
    2hyy #1/B ALA 492 N      2hyy #1/B GLU 488 O      no hydrogen  2.757  N/A
    2hyy #1/B PHE 493 N      2hyy #1/B ILE 489 O      no hydrogen  2.923  N/A
    2hyy #1/B GLU 494 N      2hyy #1/B HIS 490 O      no hydrogen  2.772  N/A
    2hyy #1/B THR 495 N      2hyy #1/B GLN 491 O      no hydrogen  3.201  N/A
    2hyy #1/B THR 495 OG1    2hyy #1/B GLN 491 O      no hydrogen  3.304  N/A
    2hyy #1/B MET 496 N      2hyy #1/B ALA 492 O      no hydrogen  3.453  N/A
    2hyy #1/B PHE 497 N      2hyy #1/B PHE 493 O      no hydrogen  3.087  N/A
    2hyy #1/B PHE 497 N      2hyy #1/B GLU 494 O      no hydrogen  3.242  N/A
    2hyy #1/B GLN 498 N      2hyy #1/B GLU 494 O      no hydrogen  3.346  N/A
    2hyy #1/B GLN 498 N      2hyy #1/B THR 495 O      no hydrogen  2.876  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 9 O        2hyy #1/C HOH 136 O      no hydrogen  2.680  N/A
    2hyy #1/C HOH 9 O        2hyy #1/C ARG 328 O      no hydrogen  2.523  N/A
    2hyy #1/C HOH 9 O        2hyy #1/C CYS 330 O      no hydrogen  2.653  N/A
    2hyy #1/C HOH 9 O        2hyy #1/D CYS 330 O      no hydrogen  3.604  N/A
    2hyy #1/C HOH 11 O       2hyy #1/C ASP 421 OD1    no hydrogen  3.006  N/A
    2hyy #1/C HOH 12 O       2hyy #1/C HOH 128 O      no hydrogen  2.443  N/A
    2hyy #1/C HOH 12 O       2hyy #1/C GLU 431 OE1    no hydrogen  2.899  N/A
    2hyy #1/C HOH 12 O       2hyy #1/C MET 437 O      no hydrogen  2.806  N/A
    2hyy #1/C HOH 13 O       2hyy #1/C HIS 295 O      no hydrogen  2.947  N/A
    2hyy #1/C HOH 13 O       2hyy #1/C LEU 298 O      no hydrogen  2.937  N/A
    2hyy #1/C HOH 13 O       2hyy #1/C GLN 300 OE1    no hydrogen  2.958  N/A
    2hyy #1/C HOH 16 O       2hyy #1/C HOH 107 O      no hydrogen  2.306  N/A
    2hyy #1/C HOH 16 O       2hyy #1/C LEU 445 O      no hydrogen  2.632  N/A
    2hyy #1/C HOH 18 O       2hyy #1/C LEU 452 O      no hydrogen  2.644  N/A
    2hyy #1/C HOH 18 O       2hyy #1/C ASP 455 OD1    no hydrogen  2.878  N/A
    2hyy #1/C HOH 28 O       2hyy #1/C SER 417 O      no hydrogen  3.523  N/A
    2hyy #1/C HOH 28 O       2hyy #1/C SER 420 OG     no hydrogen  2.648  N/A
    2hyy #1/C HOH 28 O       2hyy #1/C ASP 421 OD1    no hydrogen  2.797  N/A
    2hyy #1/C HOH 30 O       2hyy #1/D HOH 152 O      no hydrogen  2.451  N/A
    2hyy #1/C HOH 30 O       2hyy #1/D ARG 328 O      no hydrogen  2.888  N/A
    2hyy #1/C HOH 31 O       2hyy #1/C HOH 163 O      no hydrogen  2.903  N/A
    2hyy #1/C HOH 31 O       2hyy #1/C THR 392 O      no hydrogen  2.812  N/A
    2hyy #1/C HOH 34 O       2hyy #1/C ASP 363 OD1    no hydrogen  2.717  N/A
    2hyy #1/C HOH 34 O       2hyy #1/C LEU 364 O      no hydrogen  2.766  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C HOH 126 O      no hydrogen  2.563  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C HOH 45 O       2hyy #1/C HOH 167 O      no hydrogen  2.284  N/A
    2hyy #1/C HOH 45 O       2hyy #1/C PHE 317 O      no hydrogen  3.297  N/A
    2hyy #1/C HOH 45 O       2hyy #1/C THR 319 OG1    no hydrogen  2.925  N/A
    2hyy #1/C HOH 47 O       2hyy #1/C HIS 396 O      no hydrogen  2.669  N/A
    2hyy #1/C HOH 57 O       2hyy #1/C TYR 440 OH     no hydrogen  2.719  N/A
    2hyy #1/C HOH 62 O       2hyy #1/C MET 388 O      no hydrogen  2.689  N/A
    2hyy #1/C HOH 64 O       2hyy #1/C LYS 404 O      no hydrogen  2.805  N/A
    2hyy #1/C HOH 64 O       2hyy #1/C TYR 440 OH     no hydrogen  2.478  N/A
    2hyy #1/C HOH 67 O       2hyy #1/C HIS 295 O      no hydrogen  2.905  N/A
    2hyy #1/C HOH 67 O       2hyy #1/C PRO 296 O      no hydrogen  3.468  N/A
    2hyy #1/C HOH 67 O       2hyy #1/C LEU 298 O      no hydrogen  2.913  N/A
    2hyy #1/C HOH 67 O       2hyy #1/C GLU 316 OE1    no hydrogen  3.216  N/A
    2hyy #1/C HOH 78 O       2hyy #1/C SER 446 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 92 O       2hyy #1/C ARG 367 O      no hydrogen  2.881  N/A
    2hyy #1/C HOH 99 O       2hyy #1/C GLN 346 OE1    no hydrogen  2.804  N/A
    2hyy #1/C HOH 101 O      2hyy #1/C MET 290 O      no hydrogen  2.936  N/A
    2hyy #1/C HOH 101 O      2hyy #1/C ILE 293 O      no hydrogen  3.277  N/A
    2hyy #1/C HOH 101 O      2hyy #1/C VAL 299 O      no hydrogen  3.375  N/A
    2hyy #1/C HOH 105 O      2hyy #1/C HOH 124 O      no hydrogen  3.311  N/A
    2hyy #1/C HOH 105 O      2hyy #1/C ARG 332 O      no hydrogen  2.614  N/A
    2hyy #1/C HOH 107 O      2hyy #1/C HOH 16 O       no hydrogen  2.306  N/A
    2hyy #1/C HOH 111 O      2hyy #1/C HOH 123 O      no hydrogen  2.647  N/A
    2hyy #1/C HOH 111 O      2hyy #1/C GLU 431 OE1    no hydrogen  2.666  N/A
    2hyy #1/C HOH 114 O      2hyy #1/C HIS 361 O      no hydrogen  2.770  N/A
    2hyy #1/C HOH 114 O      2hyy #1/C ASP 381 OD2    no hydrogen  2.734  N/A
    2hyy #1/C HOH 119 O      2hyy #1/C TYR 435 O      no hydrogen  2.809  N/A
    2hyy #1/C HOH 119 O      2hyy #1/D HOH 35 O       no hydrogen  2.553  N/A
    2hyy #1/C HOH 121 O      2hyy #1/C ASP 363 OD2    no hydrogen  2.460  N/A
    2hyy #1/C HOH 121 O      2hyy #1/C ASP 381 OD1    no hydrogen  3.054  N/A
    2hyy #1/C HOH 123 O      2hyy #1/C HOH 111 O      no hydrogen  2.647  N/A
    2hyy #1/C HOH 123 O      2hyy #1/C HOH 128 O      no hydrogen  2.716  N/A
    2hyy #1/C HOH 124 O      2hyy #1/C HOH 105 O      no hydrogen  3.311  N/A
    2hyy #1/C HOH 126 O      2hyy #1/C HOH 38 O       no hydrogen  2.563  N/A
    2hyy #1/C HOH 126 O      2hyy #1/C GLU 286 OE2    no hydrogen  2.928  N/A
    2hyy #1/C HOH 126 O      2hyy #1/C ASP 381 O      no hydrogen  2.498  N/A
    2hyy #1/C HOH 128 O      2hyy #1/C HOH 12 O       no hydrogen  2.443  N/A
    2hyy #1/C HOH 128 O      2hyy #1/C HOH 123 O      no hydrogen  2.716  N/A
    2hyy #1/C HOH 128 O      2hyy #1/C HOH 129 O      no hydrogen  2.997  N/A
    2hyy #1/C HOH 129 O      2hyy #1/C HOH 128 O      no hydrogen  2.997  N/A
    2hyy #1/C HOH 136 O      2hyy #1/C HOH 9 O        no hydrogen  2.680  N/A
    2hyy #1/C HOH 136 O      2hyy #1/C LEU 327 O      no hydrogen  2.970  N/A
    2hyy #1/C HOH 136 O      2hyy #1/C ARG 328 O      no hydrogen  3.304  N/A
    2hyy #1/C HOH 147 O      2hyy #1/C TYR 253 OH     no hydrogen  2.361  N/A
    2hyy #1/C HOH 153 O      2hyy #1/C ASP 233 OD1    no hydrogen  2.987  N/A
    2hyy #1/C HOH 153 O      2hyy #1/C ASP 233 OD2    no hydrogen  2.733  N/A
    2hyy #1/C HOH 163 O      2hyy #1/C HOH 31 O       no hydrogen  2.903  N/A
    2hyy #1/C HOH 163 O      2hyy #1/C THR 392 O      no hydrogen  2.702  N/A
    2hyy #1/C HOH 163 O      2hyy #1/C THR 394 OG1    no hydrogen  2.876  N/A
    2hyy #1/C HOH 163 O      2hyy #1/C PHE 401 O      no hydrogen  3.451  N/A
    2hyy #1/C HOH 164 O      2hyy #1/A ARG 457 O      no hydrogen  3.127  N/A
    2hyy #1/C HOH 164 O      2hyy #1/C GLU 450 OE2    no hydrogen  2.425  N/A
    2hyy #1/C HOH 164 O      2hyy #2.1/A ARG 457 O    no hydrogen  3.127  N/A
    2hyy #1/C HOH 166 O      2hyy #1/C GLU 286 OE1    no hydrogen  2.865  N/A
    2hyy #1/C HOH 167 O      2hyy #1/C HOH 45 O       no hydrogen  2.284  N/A
    2hyy #1/C HOH 178 O      2hyy #1/C ILE 360 O      no hydrogen  3.535  N/A
    2hyy #1/C HOH 182 O      2hyy #1/A HOH 110 O      no hydrogen  2.632  N/A
    2hyy #1/C HOH 182 O      2hyy #1/C TYR 456 OH     no hydrogen  2.599  N/A
    2hyy #1/C HOH 182 O      2hyy #2.1/A HOH 110 O    no hydrogen  2.632  N/A
    2hyy #1/C HOH 184 O      2hyy #1/C GLU 355 OE2    no hydrogen  2.897  N/A
    2hyy #1/C HOH 185 O      2hyy #1/C ASP 241 OD2    no hydrogen  2.686  N/A
    2hyy #1/C HOH 186 O      2hyy #1/C ASP 455 OD1    no hydrogen  3.027  N/A
    2hyy #1/C HOH 192 O      2hyy #1/C GLU 329 OE2    no hydrogen  2.785  N/A
    2hyy #1/C HOH 195 O      2hyy #1/C TRP 405 O      no hydrogen  2.663  N/A
    2hyy #1/C HOH 195 O      2hyy #1/C SER 420 O      no hydrogen  2.581  N/A
    2hyy #1/C HOH 196 O      2hyy #1/C ASN 358 O      no hydrogen  3.362  N/A
    2hyy #1/C HOH 199 O      2hyy #1/C GLU 470 O      no hydrogen  2.786  N/A
    2hyy #1/C TRP 235 N      2hyy #1/C ASP 233 OD1    no hydrogen  3.214  N/A
    2hyy #1/C GLU 236 N      2hyy #1/C ASP 233 O      no hydrogen  3.401  N/A
    2hyy #1/C MET 237 N      2hyy #1/C VAL 304 O      no hydrogen  2.965  N/A
    2hyy #1/C ARG 239 NE     2hyy #1/C PRO 310 O      no hydrogen  3.114  N/A
    2hyy #1/C ARG 239 NH2    2hyy #1/C PRO 310 O      no hydrogen  3.138  N/A
    2hyy #1/C THR 240 OG1    2hyy #1/C GLU 238 OE2    no hydrogen  2.842  N/A
    2hyy #1/C ASP 241 N      2hyy #1/C GLU 238 O      no hydrogen  2.671  N/A
    2hyy #1/C ILE 242 N      2hyy #1/C ARG 239 O      no hydrogen  3.234  N/A
    2hyy #1/C THR 243 N      2hyy #1/C VAL 260 O      no hydrogen  2.906  N/A
    2hyy #1/C THR 243 OG1    2hyy #1/C VAL 260 O      no hydrogen  3.567  N/A
    2hyy #1/C LYS 245 N      2hyy #1/C GLU 258 O      no hydrogen  2.672  N/A
    2hyy #1/C LYS 247 NZ     2hyy #1/C GLU 255 OE1    no hydrogen  2.880  N/A
    2hyy #1/C LEU 248 N      2hyy #1/C VAL 256 O      no hydrogen  2.656  N/A
    2hyy #1/C GLY 251 N      2hyy #1/C LEU 248 O      no hydrogen  3.262  N/A
    2hyy #1/C GLN 252 N      2hyy #1/C GLY 249 O      no hydrogen  2.495  N/A
    2hyy #1/C GLN 252 NE2    2hyy #1/C HOH 92 O       no hydrogen  2.889  N/A
    2hyy #1/C GLN 252 NE2    2hyy #1/C ASN 322 OD1    no hydrogen  2.689  N/A
    2hyy #1/C TYR 253 OH     2hyy #1/C HOH 147 O      no hydrogen  2.361  N/A
    2hyy #1/C TYR 253 OH     2hyy #1/C ASN 322 OD1    no hydrogen  3.147  N/A
    2hyy #1/C GLY 254 N      2hyy #1/C GLY 251 O      no hydrogen  2.936  N/A
    2hyy #1/C VAL 256 N      2hyy #1/C GLY 254 O      no hydrogen  2.873  N/A
    2hyy #1/C TYR 257 N      2hyy #1/C VAL 270 O      no hydrogen  2.841  N/A
    2hyy #1/C TYR 257 OH     2hyy #1/C GLU 255 OE2    no hydrogen  2.779  N/A
    2hyy #1/C GLU 258 N      2hyy #1/C HIS 246 O      no hydrogen  2.951  N/A
    2hyy #1/C GLY 259 N      2hyy #1/C VAL 268 O      no hydrogen  2.902  N/A
    2hyy #1/C VAL 260 N      2hyy #1/C THR 243 O      no hydrogen  3.030  N/A
    2hyy #1/C TRP 261 N      2hyy #1/C LEU 266 O      no hydrogen  2.819  N/A
    2hyy #1/C LYS 262 N      2hyy #1/C ASP 241 O      no hydrogen  2.890  N/A
    2hyy #1/C LYS 262 NZ     2hyy #1/C THR 240 O      no hydrogen  2.804  N/A
    2hyy #1/C LYS 263 NZ     2hyy #1/C ASP 241 OD2    no hydrogen  3.157  N/A
    2hyy #1/C TYR 264 N      2hyy #1/C TRP 261 O      no hydrogen  3.119  N/A
    2hyy #1/C LEU 266 N      2hyy #1/C TRP 261 O      no hydrogen  3.384  N/A
    2hyy #1/C VAL 268 N      2hyy #1/C GLY 259 O      no hydrogen  2.917  N/A
    2hyy #1/C ALA 269 N      2hyy #1/C THR 315 O      no hydrogen  2.990  N/A
    2hyy #1/C VAL 270 N      2hyy #1/C TYR 257 O      no hydrogen  2.717  N/A
    2hyy #1/C LYS 271 N      2hyy #1/C ILE 313 O      no hydrogen  2.606  N/A
    2hyy #1/C LYS 271 NZ     2hyy #1/C GLU 286 OE1    no hydrogen  3.410  N/A
    2hyy #1/C THR 272 N      2hyy #1/C GLU 255 O      no hydrogen  3.026  N/A
    2hyy #1/C LEU 273 N      2hyy #1/C PHE 311 O      no hydrogen  2.922  N/A
    2hyy #1/C THR 277 N      2hyy #1/C GLU 275 O      no hydrogen  2.840  N/A
    2hyy #1/C PHE 283 N      2hyy #1/C GLU 279 O      no hydrogen  2.889  N/A
    2hyy #1/C LEU 284 N      2hyy #1/C VAL 280 O      no hydrogen  3.261  N/A
    2hyy #1/C LYS 285 N      2hyy #1/C GLU 281 O      no hydrogen  3.137  N/A
    2hyy #1/C GLU 286 N      2hyy #1/C GLU 282 O      no hydrogen  3.193  N/A
    2hyy #1/C ALA 287 N      2hyy #1/C PHE 283 O      no hydrogen  3.052  N/A
    2hyy #1/C ALA 288 N      2hyy #1/C LEU 284 O      no hydrogen  3.017  N/A
    2hyy #1/C VAL 289 N      2hyy #1/C LYS 285 O      no hydrogen  2.971  N/A
    2hyy #1/C MET 290 N      2hyy #1/C GLU 286 O      no hydrogen  2.975  N/A
    2hyy #1/C LYS 291 N      2hyy #1/C ALA 287 O      no hydrogen  3.157  N/A
    2hyy #1/C LYS 291 NZ     2hyy #1/C ASP 233 OD2    no hydrogen  3.170  N/A
    2hyy #1/C GLU 292 N      2hyy #1/C VAL 289 O      no hydrogen  2.938  N/A
    2hyy #1/C ILE 293 N      2hyy #1/C MET 290 O      no hydrogen  3.314  N/A
    2hyy #1/C LYS 294 N      2hyy #1/C TYR 353 OH     no hydrogen  2.977  N/A
    2hyy #1/C HIS 295 N      2hyy #1/C HOH 13 O       no hydrogen  2.921  N/A
    2hyy #1/C HIS 295 NE2    2hyy #1/C SER 349 OG     no hydrogen  2.873  N/A
    2hyy #1/C ASN 297 ND2    2hyy #1/C HOH 99 O       no hydrogen  2.885  N/A
    2hyy #1/C ASN 297 ND2    2hyy #1/C VAL 377 O      no hydrogen  3.238  N/A
    2hyy #1/C LEU 298 N      2hyy #1/C HIS 295 O      no hydrogen  3.241  N/A
    2hyy #1/C VAL 299 N      2hyy #1/C VAL 379 O      no hydrogen  3.086  N/A
    2hyy #1/C GLN 300 N      2hyy #1/C GLU 316 OE1    no hydrogen  2.611  N/A
    2hyy #1/C GLN 300 NE2    2hyy #1/C LEU 301 O      no hydrogen  2.880  N/A
    2hyy #1/C LEU 301 N      2hyy #1/C HOH 101 O      no hydrogen  3.172  N/A
    2hyy #1/C LEU 302 N      2hyy #1/C ILE 314 O      no hydrogen  2.776  N/A
    2hyy #1/C VAL 304 N      2hyy #1/C TRP 235 O      no hydrogen  2.953  N/A
    2hyy #1/C CYS 305 N      2hyy #1/C TYR 312 O      no hydrogen  2.989  N/A
    2hyy #1/C CYS 305 SG     2hyy #1/C MET 237 O      no hydrogen  3.477  N/A
    2hyy #1/C THR 306 N      2hyy #1/C GLU 236 OE2    no hydrogen  2.960  N/A
    2hyy #1/C THR 306 OG1    2hyy #1/C GLU 236 OE2    no hydrogen  2.733  N/A
    2hyy #1/C PHE 311 N      2hyy #1/C LEU 273 O      no hydrogen  3.168  N/A
    2hyy #1/C TYR 312 N      2hyy #1/C CYS 305 O      no hydrogen  2.939  N/A
    2hyy #1/C ILE 313 N      2hyy #1/C LYS 271 O      no hydrogen  2.772  N/A
    2hyy #1/C ILE 314 N      2hyy #1/C GLY 303 O      no hydrogen  2.805  N/A
    2hyy #1/C THR 315 N      2hyy #1/C ALA 269 O      no hydrogen  2.856  N/A
    2hyy #1/C THR 315 OG1    2hyy #1/C GLU 316 O      no hydrogen  3.094  N/A
    2hyy #1/C GLU 316 N      2hyy #1/C GLN 300 O      no hydrogen  2.860  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C THR 319 N      2hyy #1/C HOH 45 O       no hydrogen  2.890  N/A
    2hyy #1/C THR 319 OG1    2hyy #1/C HOH 45 O       no hydrogen  2.925  N/A
    2hyy #1/C THR 319 OG1    2hyy #1/C GLU 373 OE1    no hydrogen  3.353  N/A
    2hyy #1/C THR 319 OG1    2hyy #1/C GLU 373 OE2    no hydrogen  3.441  N/A
    2hyy #1/C TYR 320 N      2hyy #1/C VAL 371 O      no hydrogen  2.809  N/A
    2hyy #1/C GLY 321 N      2hyy #1/C MET 318 O      no hydrogen  3.457  N/A
    2hyy #1/C LEU 323 N      2hyy #1/C CYS 369 O      no hydrogen  2.807  N/A
    2hyy #1/C TYR 326 N      2hyy #1/C ASN 322 O      no hydrogen  2.938  N/A
    2hyy #1/C LEU 327 N      2hyy #1/C LEU 323 O      no hydrogen  2.945  N/A
    2hyy #1/C ARG 328 N      2hyy #1/C LEU 324 O      no hydrogen  3.145  N/A
    2hyy #1/C ARG 328 NE     2hyy #1/C GLY 436 O      no hydrogen  2.720  N/A
    2hyy #1/C ARG 328 NH2    2hyy #1/C HOH 129 O      no hydrogen  3.395  N/A
    2hyy #1/C ARG 328 NH2    2hyy #1/C GLY 436 O      no hydrogen  2.784  N/A
    2hyy #1/C GLU 329 N      2hyy #1/C ASP 325 O      no hydrogen  2.954  N/A
    2hyy #1/C CYS 330 SG     2hyy #1/C LEU 327 O      no hydrogen  3.446  N/A
    2hyy #1/C ARG 332 N      2hyy #1/D HOH 7 O        no hydrogen  3.069  N/A
    2hyy #1/C ARG 332 NE     2hyy #1/C HOH 136 O      no hydrogen  2.814  N/A
    2hyy #1/C ARG 332 NH2    2hyy #1/C HOH 136 O      no hydrogen  2.938  N/A
    2hyy #1/C GLN 333 N      2hyy #1/C ASN 331 OD1    no hydrogen  2.885  N/A
    2hyy #1/C GLN 333 NE2    2hyy #1/C HOH 30 O       no hydrogen  2.796  N/A
    2hyy #1/C GLU 334 N      2hyy #1/C ASN 331 O      no hydrogen  3.129  N/A
    2hyy #1/C VAL 335 N      2hyy #1/C ASN 331 O      no hydrogen  2.916  N/A
    2hyy #1/C VAL 339 N      2hyy #1/C ASN 336 OD1    no hydrogen  3.280  N/A
    2hyy #1/C LEU 340 N      2hyy #1/C ASN 336 O      no hydrogen  2.876  N/A
    2hyy #1/C LEU 341 N      2hyy #1/C ALA 337 O      no hydrogen  3.186  N/A
    2hyy #1/C TYR 342 N      2hyy #1/C VAL 338 O      no hydrogen  2.975  N/A
    2hyy #1/C MET 343 N      2hyy #1/C VAL 339 O      no hydrogen  2.724  N/A
    2hyy #1/C ALA 344 N      2hyy #1/C LEU 340 O      no hydrogen  3.107  N/A
    2hyy #1/C THR 345 N      2hyy #1/C LEU 341 O      no hydrogen  2.926  N/A
    2hyy #1/C THR 345 OG1    2hyy #1/C LEU 341 O      no hydrogen  2.798  N/A
    2hyy #1/C GLN 346 N      2hyy #1/C TYR 342 O      no hydrogen  3.039  N/A
    2hyy #1/C GLN 346 NE2    2hyy #1/C TYR 342 O      no hydrogen  3.404  N/A
    2hyy #1/C GLN 346 NE2    2hyy #1/C HIS 375 O      no hydrogen  2.786  N/A
    2hyy #1/C ILE 347 N      2hyy #1/C MET 343 O      no hydrogen  3.207  N/A
    2hyy #1/C SER 348 N      2hyy #1/C ALA 344 O      no hydrogen  2.874  N/A
    2hyy #1/C SER 348 OG     2hyy #1/C ALA 344 O      no hydrogen  3.131  N/A
    2hyy #1/C SER 348 OG     2hyy #1/C THR 345 O      no hydrogen  2.642  N/A
    2hyy #1/C SER 348 OG     2hyy #1/C HIS 490 ND1    no hydrogen  3.261  N/A
    2hyy #1/C SER 349 N      2hyy #1/C THR 345 O      no hydrogen  2.916  N/A
    2hyy #1/C SER 349 OG     2hyy #1/C HIS 295 NE2    no hydrogen  2.873  N/A
    2hyy #1/C ALA 350 N      2hyy #1/C GLN 346 O      no hydrogen  2.949  N/A
    2hyy #1/C MET 351 N      2hyy #1/C ILE 347 O      no hydrogen  3.129  N/A
    2hyy #1/C GLU 352 N      2hyy #1/C SER 348 O      no hydrogen  2.824  N/A
    2hyy #1/C TYR 353 N      2hyy #1/C SER 349 O      no hydrogen  3.088  N/A
    2hyy #1/C LEU 354 N      2hyy #1/C ALA 350 O      no hydrogen  3.117  N/A
    2hyy #1/C GLU 355 N      2hyy #1/C MET 351 O      no hydrogen  2.818  N/A
    2hyy #1/C LYS 356 N      2hyy #1/C GLU 352 O      no hydrogen  2.896  N/A
    2hyy #1/C LYS 357 N      2hyy #1/C TYR 353 O      no hydrogen  3.090  N/A
    2hyy #1/C LYS 357 NZ     2hyy #1/C GLU 292 O      no hydrogen  2.672  N/A
    2hyy #1/C ASN 358 N      2hyy #1/C GLU 355 O      no hydrogen  3.202  N/A
    2hyy #1/C PHE 359 N      2hyy #1/C LEU 354 O      no hydrogen  2.982  N/A
    2hyy #1/C ILE 360 N      2hyy #1/C HOH 178 O      no hydrogen  3.051  N/A
    2hyy #1/C HIS 361 N      2hyy #1/C ASP 421 OD2    no hydrogen  2.604  N/A
    2hyy #1/C HIS 361 NE2    2hyy #1/C ALA 380 O      no hydrogen  2.706  N/A
    2hyy #1/C ARG 362 N      2hyy #1/C ASP 421 OD1    no hydrogen  2.855  N/A
    2hyy #1/C ASP 363 N      2hyy #1/C HIS 361 ND1    no hydrogen  3.102  N/A
    2hyy #1/C LEU 364 N      2hyy #1/C HOH 11 O       no hydrogen  2.680  N/A
    2hyy #1/C ALA 366 N      2hyy #1/C GLU 431 OE2    no hydrogen  2.824  N/A
    2hyy #1/C ARG 367 N      2hyy #1/C HOH 111 O      no hydrogen  2.976  N/A
    2hyy #1/C ARG 367 NE     2hyy #1/C TYR 393 OH     no hydrogen  2.717  N/A
    2hyy #1/C ARG 367 NH1    2hyy #1/C HOH 123 O      no hydrogen  3.060  N/A
    2hyy #1/C ARG 367 NH2    2hyy #1/C ASP 363 OD1    no hydrogen  2.930  N/A
    2hyy #1/C ARG 367 NH2    2hyy #1/C TYR 393 OH     no hydrogen  3.259  N/A
    2hyy #1/C ASN 368 N      2hyy #1/C ALA 365 O      no hydrogen  3.017  N/A
    2hyy #1/C ASN 368 ND2    2hyy #1/C HOH 121 O      no hydrogen  3.105  N/A
    2hyy #1/C ASN 368 ND2    2hyy #1/C ASP 363 O      no hydrogen  2.761  N/A
    2hyy #1/C CYS 369 N      2hyy #1/C ALA 366 O      no hydrogen  3.259  N/A
    2hyy #1/C CYS 369 SG     2hyy #1/C ALA 365 O      no hydrogen  3.708  N/A
    2hyy #1/C LEU 370 N      2hyy #1/C LYS 378 O      no hydrogen  2.652  N/A
    2hyy #1/C VAL 371 N      2hyy #1/C GLY 321 O      no hydrogen  2.927  N/A
    2hyy #1/C GLY 372 N      2hyy #1/C LEU 376 O      no hydrogen  2.907  N/A
    2hyy #1/C GLU 373 N      2hyy #1/C HOH 167 O      no hydrogen  3.235  N/A
    2hyy #1/C HIS 375 NE2    2hyy #1/C GLU 334 OE2    no hydrogen  3.080  N/A
    2hyy #1/C LEU 376 N      2hyy #1/C GLU 373 O      no hydrogen  3.240  N/A
    2hyy #1/C VAL 377 N      2hyy #1/C GLN 346 OE1    no hydrogen  3.028  N/A
    2hyy #1/C LYS 378 N      2hyy #1/C LEU 370 O      no hydrogen  2.897  N/A
    2hyy #1/C LYS 378 NZ     2hyy #1/C HOH 67 O       no hydrogen  2.683  N/A
    2hyy #1/C LYS 378 NZ     2hyy #1/C PRO 296 O      no hydrogen  3.078  N/A
    2hyy #1/C LYS 378 NZ     2hyy #1/C GLU 316 OE1    no hydrogen  2.873  N/A
    2hyy #1/C LYS 378 NZ     2hyy #1/C GLU 316 OE2    no hydrogen  2.915  N/A
    2hyy #1/C VAL 379 N      2hyy #1/C ASN 297 O      no hydrogen  3.028  N/A
    2hyy #1/C ALA 380 N      2hyy #1/C ASN 368 O      no hydrogen  2.731  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C PHE 382 N      2hyy #1/C ASN 368 OD1    no hydrogen  2.886  N/A
    2hyy #1/C GLY 383 N      2hyy #1/C ASP 381 OD1    no hydrogen  3.171  N/A
    2hyy #1/C LEU 384 N      2hyy #1/C HOH 121 O      no hydrogen  3.108  N/A
    2hyy #1/C MET 388 N      2hyy #1/C LEU 384 O      no hydrogen  3.112  N/A
    2hyy #1/C THR 392 N      2hyy #1/C HOH 140 O      no hydrogen  3.246  N/A
    2hyy #1/C TYR 393 OH     2hyy #1/C ASP 363 OD1    no hydrogen  3.256  N/A
    2hyy #1/C TYR 393 OH     2hyy #1/C ASP 363 OD2    no hydrogen  2.478  N/A
    2hyy #1/C THR 394 N      2hyy #1/C PHE 401 O      no hydrogen  2.725  N/A
    2hyy #1/C THR 394 OG1    2hyy #1/C HOH 163 O      no hydrogen  2.876  N/A
    2hyy #1/C HIS 396 N      2hyy #1/C ALA 399 O      no hydrogen  2.576  N/A
    2hyy #1/C GLY 398 N      2hyy #1/C HOH 170 O      no hydrogen  2.840  N/A
    2hyy #1/C ALA 399 N      2hyy #1/C HIS 396 O      no hydrogen  3.149  N/A
    2hyy #1/C PHE 401 N      2hyy #1/C THR 394 O      no hydrogen  2.866  N/A
    2hyy #1/C ILE 403 N      2hyy #1/C HOH 163 O      no hydrogen  3.043  N/A
    2hyy #1/C LYS 404 N      2hyy #1/C HOH 31 O       no hydrogen  2.967  N/A
    2hyy #1/C LYS 404 NZ     2hyy #1/C PRO 439 O      no hydrogen  3.359  N/A
    2hyy #1/C LYS 404 NZ     2hyy #1/C TYR 440 O      no hydrogen  2.575  N/A
    2hyy #1/C LYS 404 NZ     2hyy #1/C ILE 443 O      no hydrogen  2.979  N/A
    2hyy #1/C TRP 405 N      2hyy #1/C PRO 402 O      no hydrogen  2.986  N/A
    2hyy #1/C TRP 405 NE1    2hyy #1/C GLU 431 OE2    no hydrogen  2.908  N/A
    2hyy #1/C THR 406 N      2hyy #1/C ILE 403 O      no hydrogen  3.135  N/A
    2hyy #1/C THR 406 OG1    2hyy #1/C PRO 402 O      no hydrogen  2.510  N/A
    2hyy #1/C GLU 409 N      2hyy #1/C GLU 409 OE1    no hydrogen  2.942  N/A
    2hyy #1/C SER 410 N      2hyy #1/C ALA 407 O      no hydrogen  2.848  N/A
    2hyy #1/C SER 410 OG     2hyy #1/C LYS 415 O      no hydrogen  2.934  N/A
    2hyy #1/C LEU 411 N      2hyy #1/C ALA 407 O      no hydrogen  3.029  N/A
    2hyy #1/C ALA 412 N      2hyy #1/C PRO 408 O      no hydrogen  2.885  N/A
    2hyy #1/C TYR 413 N      2hyy #1/C GLU 409 O      no hydrogen  3.073  N/A
    2hyy #1/C ASN 414 ND2    2hyy #1/C ASN 414 O      no hydrogen  2.369  N/A
    2hyy #1/C LYS 415 N      2hyy #1/C GLU 409 O      no hydrogen  3.287  N/A
    2hyy #1/C SER 417 N      2hyy #1/C SER 420 OG     no hydrogen  2.857  N/A
    2hyy #1/C ILE 418 N      2hyy #1/C HOH 72 O       no hydrogen  2.953  N/A
    2hyy #1/C LYS 419 N      2hyy #1/C SER 417 OG     no hydrogen  3.058  N/A
    2hyy #1/C LYS 419 NZ     2hyy #1/C HOH 184 O      no hydrogen  2.500  N/A
    2hyy #1/C LYS 419 NZ     2hyy #1/C ARG 483 O      no hydrogen  2.883  N/A
    2hyy #1/C LYS 419 NZ     2hyy #1/C PRO 484 O      no hydrogen  3.071  N/A
    2hyy #1/C SER 420 N      2hyy #1/C SER 417 O      no hydrogen  2.907  N/A
    2hyy #1/C SER 420 OG     2hyy #1/C HOH 28 O       no hydrogen  2.648  N/A
    2hyy #1/C SER 420 OG     2hyy #1/C SER 417 O      no hydrogen  2.748  N/A
    2hyy #1/C ASP 421 N      2hyy #1/C SER 417 O      no hydrogen  3.091  N/A
    2hyy #1/C VAL 422 N      2hyy #1/C ILE 418 O      no hydrogen  2.981  N/A
    2hyy #1/C TRP 423 N      2hyy #1/C LYS 419 O      no hydrogen  3.294  N/A
    2hyy #1/C TRP 423 NE1    2hyy #1/C HOH 64 O       no hydrogen  2.981  N/A
    2hyy #1/C ALA 424 N      2hyy #1/C SER 420 O      no hydrogen  2.925  N/A
    2hyy #1/C PHE 425 N      2hyy #1/C ASP 421 O      no hydrogen  2.875  N/A
    2hyy #1/C GLY 426 N      2hyy #1/C VAL 422 O      no hydrogen  3.108  N/A
    2hyy #1/C VAL 427 N      2hyy #1/C ALA 424 O      no hydrogen  2.873  N/A
    2hyy #1/C LEU 428 N      2hyy #1/C ALA 424 O      no hydrogen  2.899  N/A
    2hyy #1/C LEU 429 N      2hyy #1/C PHE 425 O      no hydrogen  2.700  N/A
    2hyy #1/C TRP 430 N      2hyy #1/C GLY 426 O      no hydrogen  3.312  N/A
    2hyy #1/C GLU 431 N      2hyy #1/C VAL 427 O      no hydrogen  2.769  N/A
    2hyy #1/C ILE 432 N      2hyy #1/C LEU 428 O      no hydrogen  2.929  N/A
    2hyy #1/C ALA 433 N      2hyy #1/C LEU 429 O      no hydrogen  2.933  N/A
    2hyy #1/C THR 434 N      2hyy #1/C TRP 430 O      no hydrogen  3.096  N/A
    2hyy #1/C THR 434 OG1    2hyy #1/C TRP 430 O      no hydrogen  2.757  N/A
    2hyy #1/C THR 434 OG1    2hyy #1/C GLU 431 O      no hydrogen  3.131  N/A
    2hyy #1/C TYR 435 N      2hyy #1/C ILE 432 O      no hydrogen  2.875  N/A
    2hyy #1/C TYR 435 OH     2hyy #1/C VAL 335 O      no hydrogen  2.502  N/A
    2hyy #1/C GLY 436 N      2hyy #1/C GLU 431 O      no hydrogen  2.629  N/A
    2hyy #1/C MET 437 N      2hyy #1/C THR 434 OG1    no hydrogen  3.299  N/A
    2hyy #1/C SER 438 N      2hyy #1/C HOH 76 O       no hydrogen  3.076  N/A
    2hyy #1/C TYR 440 OH     2hyy #1/C HOH 57 O       no hydrogen  2.719  N/A
    2hyy #1/C TYR 440 OH     2hyy #1/C HOH 64 O       no hydrogen  2.478  N/A
    2hyy #1/C ILE 443 N      2hyy #1/C TYR 440 O      no hydrogen  3.167  N/A
    2hyy #1/C SER 446 N      2hyy #1/C ASP 444 OD2    no hydrogen  3.221  N/A
    2hyy #1/C SER 446 OG     2hyy #1/C ASP 444 OD1    no hydrogen  2.071  N/A
    2hyy #1/C GLN 447 N      2hyy #1/C ASP 444 O      no hydrogen  2.868  N/A
    2hyy #1/C GLN 447 NE2    2hyy #1/C SER 446 OG     no hydrogen  3.296  N/A
    2hyy #1/C VAL 448 N      2hyy #1/C LEU 445 O      no hydrogen  3.336  N/A
    2hyy #1/C TYR 449 N      2hyy #1/C HOH 16 O       no hydrogen  2.994  N/A
    2hyy #1/C TYR 449 OH     2hyy #1/C GLU 453 OE2    no hydrogen  3.360  N/A
    2hyy #1/C GLU 450 N      2hyy #1/C HOH 78 O       no hydrogen  2.796  N/A
    2hyy #1/C LEU 451 N      2hyy #1/C GLN 447 O      no hydrogen  3.045  N/A
    2hyy #1/C LEU 452 N      2hyy #1/C VAL 448 O      no hydrogen  3.102  N/A
    2hyy #1/C GLU 453 N      2hyy #1/C TYR 449 O      no hydrogen  2.853  N/A
    2hyy #1/C LYS 454 N      2hyy #1/C GLU 450 O      no hydrogen  3.180  N/A
    2hyy #1/C LYS 454 N      2hyy #1/C LEU 451 O      no hydrogen  3.173  N/A
    2hyy #1/C LYS 454 NZ     2hyy #1/C GLU 450 OE2    no hydrogen  2.758  N/A
    2hyy #1/C ASP 455 N      2hyy #1/C LEU 452 O      no hydrogen  2.813  N/A
    2hyy #1/C TYR 456 N      2hyy #1/C LEU 451 O      no hydrogen  2.807  N/A
    2hyy #1/C TYR 456 OH     2hyy #1/A ASP 444 OD1    no hydrogen  3.129  N/A
    2hyy #1/C TYR 456 OH     2hyy #1/C HOH 182 O      no hydrogen  2.599  N/A
    2hyy #1/C TYR 456 OH     2hyy #2.1/A ASP 444 OD1  no hydrogen  3.129  N/A
    2hyy #1/C ARG 457 N      2hyy #1/A GLN 447 OE1    no hydrogen  3.270  N/A
    2hyy #1/C ARG 457 N      2hyy #2.1/A GLN 447 OE1  no hydrogen  3.270  N/A
    2hyy #1/C ARG 457 NE     2hyy #1/C TRP 476 O      no hydrogen  2.845  N/A
    2hyy #1/C ARG 457 NH1    2hyy #1/C LEU 452 O      no hydrogen  2.985  N/A
    2hyy #1/C ARG 457 NH1    2hyy #1/C TYR 456 O      no hydrogen  2.752  N/A
    2hyy #1/C ARG 457 NH2    2hyy #1/C HOH 18 O       no hydrogen  2.997  N/A
    2hyy #1/C ARG 457 NH2    2hyy #1/C TRP 476 O      no hydrogen  2.802  N/A
    2hyy #1/C MET 458 N      2hyy #1/C HOH 57 O       no hydrogen  3.363  N/A
    2hyy #1/C ARG 460 NH1    2hyy #1/C CYS 464 O      no hydrogen  2.411  N/A
    2hyy #1/C CYS 464 N      2hyy #1/C PRO 461 O      no hydrogen  3.114  N/A
    2hyy #1/C CYS 464 SG     2hyy #1/C PRO 465 O      no hydrogen  3.330  N/A
    2hyy #1/C TYR 469 N      2hyy #1/C PRO 465 O      no hydrogen  3.113  N/A
    2hyy #1/C TYR 469 OH     2hyy #1/C MET 458 O      no hydrogen  2.621  N/A
    2hyy #1/C GLU 470 N      2hyy #1/C GLU 466 O      no hydrogen  2.893  N/A
    2hyy #1/C LEU 471 N      2hyy #1/C LYS 467 O      no hydrogen  3.193  N/A
    2hyy #1/C MET 472 N      2hyy #1/C VAL 468 O      no hydrogen  2.989  N/A
    2hyy #1/C ARG 473 N      2hyy #1/C TYR 469 O      no hydrogen  2.951  N/A
    2hyy #1/C ARG 473 NE     2hyy #1/C TYR 469 OH     no hydrogen  2.772  N/A
    2hyy #1/C ARG 473 NH2    2hyy #1/C TYR 469 OH     no hydrogen  3.350  N/A
    2hyy #1/C ALA 474 N      2hyy #1/C GLU 470 O      no hydrogen  3.062  N/A
    2hyy #1/C CYS 475 N      2hyy #1/C LEU 471 O      no hydrogen  3.003  N/A
    2hyy #1/C CYS 475 SG     2hyy #1/C LEU 471 O      no hydrogen  3.272  N/A
    2hyy #1/C TRP 476 N      2hyy #1/C MET 472 O      no hydrogen  3.121  N/A
    2hyy #1/C TRP 476 N      2hyy #1/C ARG 473 O      no hydrogen  3.020  N/A
    2hyy #1/C GLN 477 N      2hyy #1/C ALA 474 O      no hydrogen  3.281  N/A
    2hyy #1/C GLN 477 NE2    2hyy #1/C ARG 473 O      no hydrogen  3.348  N/A
    2hyy #1/C SER 481 OG     2hyy #1/C ASN 479 OD1    no hydrogen  3.554  N/A
    2hyy #1/C ASP 482 N      2hyy #1/C ASN 479 O      no hydrogen  2.989  N/A
    2hyy #1/C ARG 483 N      2hyy #1/C PRO 480 O      no hydrogen  3.065  N/A
    2hyy #1/C ARG 483 NE     2hyy #1/C GLN 477 O      no hydrogen  2.875  N/A
    2hyy #1/C ARG 483 NH1    2hyy #1/C GLU 409 OE1    no hydrogen  3.165  N/A
    2hyy #1/C ARG 483 NH1    2hyy #1/C GLU 409 OE2    no hydrogen  2.859  N/A
    2hyy #1/C ARG 483 NH1    2hyy #1/C LYS 419 O      no hydrogen  2.932  N/A
    2hyy #1/C ARG 483 NH2    2hyy #1/C GLU 409 OE1    no hydrogen  2.743  N/A
    2hyy #1/C ARG 483 NH2    2hyy #1/C GLN 477 O      no hydrogen  3.229  N/A
    2hyy #1/C PHE 486 N      2hyy #1/C GLU 355 OE2    no hydrogen  2.612  N/A
    2hyy #1/C ALA 487 N      2hyy #1/C GLU 355 OE1    no hydrogen  2.851  N/A
    2hyy #1/C GLU 488 N      2hyy #1/C SER 485 OG     no hydrogen  2.972  N/A
    2hyy #1/C ILE 489 N      2hyy #1/C SER 485 O      no hydrogen  2.939  N/A
    2hyy #1/C HIS 490 N      2hyy #1/C PHE 486 O      no hydrogen  2.715  N/A
    2hyy #1/C HIS 490 ND1    2hyy #1/C SER 348 OG     no hydrogen  3.261  N/A
    2hyy #1/C GLN 491 N      2hyy #1/C ALA 487 O      no hydrogen  3.011  N/A
    2hyy #1/C ALA 492 N      2hyy #1/C GLU 488 O      no hydrogen  2.714  N/A
    2hyy #1/C PHE 493 N      2hyy #1/C ILE 489 O      no hydrogen  2.860  N/A
    2hyy #1/C GLU 494 N      2hyy #1/C HIS 490 O      no hydrogen  2.761  N/A
    2hyy #1/C THR 495 N      2hyy #1/C GLN 491 O      no hydrogen  2.899  N/A
    2hyy #1/C THR 495 OG1    2hyy #1/C GLN 491 O      no hydrogen  3.327  N/A
    2hyy #1/C MET 496 N      2hyy #1/C ALA 492 O      no hydrogen  3.038  N/A
    2hyy #1/C PHE 497 N      2hyy #1/C PHE 493 O      no hydrogen  2.726  N/A
    2hyy #1/C GLN 498 N      2hyy #1/C GLU 494 O      no hydrogen  3.298  N/A
    2hyy #1/C GLN 498 N      2hyy #1/C THR 495 O      no hydrogen  3.382  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 3 O        2hyy #1/D TYR 440 OH     no hydrogen  2.626  N/A
    2hyy #1/D HOH 5 O        2hyy #1/D ASP 363 OD1    no hydrogen  2.500  N/A
    2hyy #1/D HOH 5 O        2hyy #1/D LEU 364 O      no hydrogen  2.698  N/A
    2hyy #1/D HOH 7 O        2hyy #1/D HOH 102 O      no hydrogen  2.597  N/A
    2hyy #1/D HOH 7 O        2hyy #1/D ARG 328 O      no hydrogen  2.534  N/A
    2hyy #1/D HOH 7 O        2hyy #1/D CYS 330 O      no hydrogen  2.627  N/A
    2hyy #1/D HOH 8 O        2hyy #1/D ASP 421 OD1    no hydrogen  2.960  N/A
    2hyy #1/D HOH 22 O       2hyy #1/D HOH 142 O      no hydrogen  2.579  N/A
    2hyy #1/D HOH 22 O       2hyy #1/D GLU 431 OE1    no hydrogen  2.777  N/A
    2hyy #1/D HOH 22 O       2hyy #1/D MET 437 O      no hydrogen  2.530  N/A
    2hyy #1/D HOH 32 O       2hyy #1/D HOH 193 O      no hydrogen  3.077  N/A
    2hyy #1/D HOH 32 O       2hyy #1/D THR 392 O      no hydrogen  2.975  N/A
    2hyy #1/D HOH 35 O       2hyy #1/C HOH 119 O      no hydrogen  2.553  N/A
    2hyy #1/D HOH 35 O       2hyy #1/C ARG 328 O      no hydrogen  3.019  N/A
    2hyy #1/D HOH 40 O       2hyy #1/D SER 481 O      no hydrogen  3.053  N/A
    2hyy #1/D HOH 41 O       2hyy #1/D THR 319 OG1    no hydrogen  3.146  N/A
    2hyy #1/D HOH 43 O       2hyy #1/D ASP 482 OD1    no hydrogen  2.438  N/A
    2hyy #1/D HOH 48 O       2hyy #1/B GLY 442 O      no hydrogen  2.788  N/A
    2hyy #1/D HOH 48 O       2hyy #1/D HOH 162 O      no hydrogen  2.706  N/A
    2hyy #1/D HOH 48 O       2hyy #1/D PRO 441 O      no hydrogen  2.694  N/A
    2hyy #1/D HOH 51 O       2hyy #1/D HOH 131 O      no hydrogen  3.339  N/A
    2hyy #1/D HOH 51 O       2hyy #1/D GLU 352 O      no hydrogen  2.606  N/A
    2hyy #1/D HOH 51 O       2hyy #1/D GLU 355 OE1    no hydrogen  2.792  N/A
    2hyy #1/D HOH 53 O       2hyy #1/D GLU 316 OE2    no hydrogen  2.587  N/A
    2hyy #1/D HOH 53 O       2hyy #1/D PHE 317 O      no hydrogen  3.608  N/A
    2hyy #1/D HOH 58 O       2hyy #1/D TYR 320 O      no hydrogen  2.714  N/A
    2hyy #1/D HOH 58 O       2hyy #1/D ASN 322 O      no hydrogen  3.219  N/A
    2hyy #1/D HOH 59 O       2hyy #1/D HOH 83 O       no hydrogen  2.746  N/A
    2hyy #1/D HOH 59 O       2hyy #1/D ILE 403 O      no hydrogen  2.429  N/A
    2hyy #1/D HOH 59 O       2hyy #1/D THR 406 O      no hydrogen  2.786  N/A
    2hyy #1/D HOH 63 O       2hyy #1/D GLU 352 OE1    no hydrogen  3.473  N/A
    2hyy #1/D HOH 63 O       2hyy #1/D ALA 487 O      no hydrogen  3.488  N/A
    2hyy #1/D HOH 70 O       2hyy #1/D ASP 325 OD1    no hydrogen  2.959  N/A
    2hyy #1/D HOH 70 O       2hyy #1/D GLU 329 OE2    no hydrogen  2.908  N/A
    2hyy #1/D HOH 83 O       2hyy #1/D HOH 59 O       no hydrogen  2.746  N/A
    2hyy #1/D HOH 83 O       2hyy #1/D LYS 404 O      no hydrogen  2.683  N/A
    2hyy #1/D HOH 83 O       2hyy #1/D TYR 440 OH     no hydrogen  2.906  N/A
    2hyy #1/D HOH 85 O       2hyy #1/D GLU 431 OE1    no hydrogen  2.481  N/A
    2hyy #1/D HOH 85 O       2hyy #1/D GLU 431 OE2    no hydrogen  3.304  N/A
    2hyy #1/D HOH 91 O       2hyy #1/D HIS 361 O      no hydrogen  2.501  N/A
    2hyy #1/D HOH 91 O       2hyy #1/D ASP 381 OD2    no hydrogen  2.624  N/A
    2hyy #1/D HOH 100 O      2hyy #1/D HOH 142 O      no hydrogen  3.300  N/A
    2hyy #1/D HOH 102 O      2hyy #1/D HOH 7 O        no hydrogen  2.597  N/A
    2hyy #1/D HOH 102 O      2hyy #1/D LEU 327 O      no hydrogen  2.655  N/A
    2hyy #1/D HOH 102 O      2hyy #1/D ARG 328 O      no hydrogen  3.017  N/A
    2hyy #1/D HOH 103 O      2hyy #1/D GLN 477 OE1    no hydrogen  3.498  N/A
    2hyy #1/D HOH 115 O      2hyy #1/D LEU 452 O      no hydrogen  2.747  N/A
    2hyy #1/D HOH 115 O      2hyy #1/D ASP 455 OD1    no hydrogen  2.493  N/A
    2hyy #1/D HOH 117 O      2hyy #1/D GLU 355 OE2    no hydrogen  2.817  N/A
    2hyy #1/D HOH 131 O      2hyy #1/D HOH 51 O       no hydrogen  3.339  N/A
    2hyy #1/D HOH 131 O      2hyy #1/D GLU 352 OE2    no hydrogen  2.929  N/A
    2hyy #1/D HOH 142 O      2hyy #1/D HOH 22 O       no hydrogen  2.579  N/A
    2hyy #1/D HOH 142 O      2hyy #1/D HOH 100 O      no hydrogen  3.300  N/A
    2hyy #1/D HOH 148 O      2hyy #1/D SER 481 O      no hydrogen  2.817  N/A
    2hyy #1/D HOH 148 O      2hyy #1/D ARG 483 O      no hydrogen  3.280  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D HOH 152 O      2hyy #1/C HOH 30 O       no hydrogen  2.451  N/A
    2hyy #1/D HOH 152 O      2hyy #1/D TYR 435 O      no hydrogen  2.775  N/A
    2hyy #1/D HOH 155 O      2hyy #1/D HOH 173 O      no hydrogen  3.316  N/A
    2hyy #1/D HOH 161 O      2hyy #1/D TYR 253 OH     no hydrogen  2.079  N/A
    2hyy #1/D HOH 161 O      2hyy #1/D ASN 322 OD1    no hydrogen  3.550  N/A
    2hyy #1/D HOH 162 O      2hyy #1/D HOH 48 O       no hydrogen  2.706  N/A
    2hyy #1/D HOH 162 O      2hyy #1/D TYR 456 OH     no hydrogen  2.542  N/A
    2hyy #1/D HOH 165 O      2hyy #1/D LYS 274 O      no hydrogen  3.093  N/A
    2hyy #1/D HOH 168 O      2hyy #1/D SER 446 O      no hydrogen  2.760  N/A
    2hyy #1/D HOH 171 O      2hyy #1/D THR 240 O      no hydrogen  3.108  N/A
    2hyy #1/D HOH 172 O      2hyy #1/D LYS 274 O      no hydrogen  3.630  N/A
    2hyy #1/D HOH 173 O      2hyy #1/D HOH 155 O      no hydrogen  3.316  N/A
    2hyy #1/D HOH 174 O      2hyy #1/B HOH 74 O       no hydrogen  3.083  N/A
    2hyy #1/D HOH 174 O      2hyy #1/B ARG 457 O      no hydrogen  3.124  N/A
    2hyy #1/D HOH 174 O      2hyy #1/D GLU 450 OE2    no hydrogen  2.449  N/A
    2hyy #1/D HOH 179 O      2hyy #1/D ASP 233 OD2    no hydrogen  3.246  N/A
    2hyy #1/D HOH 179 O      2hyy #1/D GLU 236 OE1    no hydrogen  2.449  N/A
    2hyy #1/D HOH 179 O      2hyy #1/D THR 306 OG1    no hydrogen  3.418  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D HOH 32 O       no hydrogen  3.077  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D ASP 391 O      no hydrogen  3.384  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D THR 392 O      no hydrogen  2.919  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D THR 394 OG1    no hydrogen  2.789  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D PHE 401 O      no hydrogen  3.220  N/A
    2hyy #1/D TRP 235 N      2hyy #1/D ASP 233 OD1    no hydrogen  3.297  N/A
    2hyy #1/D MET 237 N      2hyy #1/D VAL 304 O      no hydrogen  3.041  N/A
    2hyy #1/D ASP 241 N      2hyy #1/D GLU 238 O      no hydrogen  2.493  N/A
    2hyy #1/D ILE 242 N      2hyy #1/D ARG 239 O      no hydrogen  3.039  N/A
    2hyy #1/D THR 243 N      2hyy #1/D VAL 260 O      no hydrogen  2.924  N/A
    2hyy #1/D LYS 245 N      2hyy #1/D GLU 258 O      no hydrogen  2.872  N/A
    2hyy #1/D LYS 245 NZ     2hyy #1/D GLU 258 OE2    no hydrogen  3.478  N/A
    2hyy #1/D HIS 246 ND1    2hyy #1/D LYS 247 O      no hydrogen  2.713  N/A
    2hyy #1/D LYS 247 NZ     2hyy #1/D GLU 255 OE2    no hydrogen  2.852  N/A
    2hyy #1/D LEU 248 N      2hyy #1/D VAL 256 O      no hydrogen  2.582  N/A
    2hyy #1/D GLY 251 N      2hyy #1/D LEU 248 O      no hydrogen  3.299  N/A
    2hyy #1/D GLN 252 N      2hyy #1/D GLY 249 O      no hydrogen  3.073  N/A
    2hyy #1/D GLN 252 NE2    2hyy #1/D ASN 322 OD1    no hydrogen  2.935  N/A
    2hyy #1/D TYR 253 OH     2hyy #1/D HOH 161 O      no hydrogen  2.079  N/A
    2hyy #1/D GLY 254 N      2hyy #1/D GLY 251 O      no hydrogen  3.153  N/A
    2hyy #1/D VAL 256 N      2hyy #1/D GLY 254 O      no hydrogen  2.955  N/A
    2hyy #1/D TYR 257 N      2hyy #1/D VAL 270 O      no hydrogen  3.090  N/A
    2hyy #1/D TYR 257 OH     2hyy #1/D GLU 255 OE1    no hydrogen  2.616  N/A
    2hyy #1/D GLU 258 N      2hyy #1/D HIS 246 O      no hydrogen  2.907  N/A
    2hyy #1/D GLY 259 N      2hyy #1/D VAL 268 O      no hydrogen  3.144  N/A
    2hyy #1/D VAL 260 N      2hyy #1/D THR 243 O      no hydrogen  2.786  N/A
    2hyy #1/D TRP 261 N      2hyy #1/D LEU 266 O      no hydrogen  2.755  N/A
    2hyy #1/D LYS 262 N      2hyy #1/D ASP 241 O      no hydrogen  2.666  N/A
    2hyy #1/D LYS 262 NZ     2hyy #1/D THR 240 O      no hydrogen  2.974  N/A
    2hyy #1/D LYS 263 N      2hyy #1/D ASP 241 OD1    no hydrogen  2.827  N/A
    2hyy #1/D SER 265 N      2hyy #1/D LYS 262 O      no hydrogen  3.133  N/A
    2hyy #1/D LEU 266 N      2hyy #1/D TRP 261 O      no hydrogen  2.926  N/A
    2hyy #1/D VAL 268 N      2hyy #1/D GLY 259 O      no hydrogen  3.270  N/A
    2hyy #1/D ALA 269 N      2hyy #1/D THR 315 O      no hydrogen  2.651  N/A
    2hyy #1/D VAL 270 N      2hyy #1/D TYR 257 O      no hydrogen  2.954  N/A
    2hyy #1/D LYS 271 N      2hyy #1/D ILE 313 O      no hydrogen  2.710  N/A
    2hyy #1/D LYS 271 NZ     2hyy #1/D GLU 286 OE1    no hydrogen  2.758  N/A
    2hyy #1/D LYS 271 NZ     2hyy #1/D GLU 286 OE2    no hydrogen  3.490  N/A
    2hyy #1/D THR 272 N      2hyy #1/D GLU 255 O      no hydrogen  3.031  N/A
    2hyy #1/D MET 278 N      2hyy #1/D HOH 165 O      no hydrogen  2.900  N/A
    2hyy #1/D PHE 283 N      2hyy #1/D GLU 279 O      no hydrogen  2.960  N/A
    2hyy #1/D LEU 284 N      2hyy #1/D VAL 280 O      no hydrogen  2.916  N/A
    2hyy #1/D LYS 285 N      2hyy #1/D GLU 281 O      no hydrogen  3.383  N/A
    2hyy #1/D GLU 286 N      2hyy #1/D GLU 282 O      no hydrogen  3.167  N/A
    2hyy #1/D ALA 287 N      2hyy #1/D PHE 283 O      no hydrogen  3.175  N/A
    2hyy #1/D ALA 288 N      2hyy #1/D LEU 284 O      no hydrogen  2.940  N/A
    2hyy #1/D VAL 289 N      2hyy #1/D LYS 285 O      no hydrogen  2.892  N/A
    2hyy #1/D MET 290 N      2hyy #1/D GLU 286 O      no hydrogen  3.134  N/A
    2hyy #1/D LYS 291 N      2hyy #1/D ALA 287 O      no hydrogen  2.936  N/A
    2hyy #1/D ILE 293 N      2hyy #1/D VAL 289 O      no hydrogen  3.120  N/A
    2hyy #1/D LYS 294 N      2hyy #1/D TYR 353 OH     no hydrogen  2.807  N/A
    2hyy #1/D HIS 295 NE2    2hyy #1/D ASN 297 OD1    no hydrogen  3.236  N/A
    2hyy #1/D ASN 297 ND2    2hyy #1/D VAL 377 O      no hydrogen  3.081  N/A
    2hyy #1/D LEU 298 N      2hyy #1/D HIS 295 O      no hydrogen  3.096  N/A
    2hyy #1/D VAL 299 N      2hyy #1/D VAL 379 O      no hydrogen  3.061  N/A
    2hyy #1/D GLN 300 N      2hyy #1/D GLU 316 OE1    no hydrogen  2.579  N/A
    2hyy #1/D LEU 302 N      2hyy #1/D ILE 314 O      no hydrogen  2.728  N/A
    2hyy #1/D GLY 303 N      2hyy #1/D ILE 314 O      no hydrogen  3.217  N/A
    2hyy #1/D VAL 304 N      2hyy #1/D TRP 235 O      no hydrogen  3.150  N/A
    2hyy #1/D CYS 305 N      2hyy #1/D TYR 312 O      no hydrogen  2.980  N/A
    2hyy #1/D CYS 305 SG     2hyy #1/D MET 237 O      no hydrogen  3.723  N/A
    2hyy #1/D THR 306 N      2hyy #1/D GLU 236 OE1    no hydrogen  3.205  N/A
    2hyy #1/D THR 306 N      2hyy #1/D GLU 236 OE2    no hydrogen  2.977  N/A
    2hyy #1/D THR 306 OG1    2hyy #1/D GLU 236 OE1    no hydrogen  2.831  N/A
    2hyy #1/D TYR 312 N      2hyy #1/D CYS 305 O      no hydrogen  3.114  N/A
    2hyy #1/D ILE 313 N      2hyy #1/D LYS 271 O      no hydrogen  2.743  N/A
    2hyy #1/D ILE 314 N      2hyy #1/D GLY 303 O      no hydrogen  2.789  N/A
    2hyy #1/D THR 315 N      2hyy #1/D ALA 269 O      no hydrogen  2.780  N/A
    2hyy #1/D THR 315 OG1    2hyy #1/D GLU 316 O      no hydrogen  2.907  N/A
    2hyy #1/D GLU 316 N      2hyy #1/D GLN 300 O      no hydrogen  3.228  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D THR 319 N      2hyy #1/D HOH 41 O       no hydrogen  3.259  N/A
    2hyy #1/D THR 319 OG1    2hyy #1/D HOH 41 O       no hydrogen  3.146  N/A
    2hyy #1/D TYR 320 N      2hyy #1/D VAL 371 O      no hydrogen  2.734  N/A
    2hyy #1/D TYR 320 OH     2hyy #1/D GLU 373 OE2    no hydrogen  3.096  N/A
    2hyy #1/D GLY 321 N      2hyy #1/D MET 318 O      no hydrogen  3.135  N/A
    2hyy #1/D ASN 322 N      2hyy #1/D HOH 161 O      no hydrogen  2.993  N/A
    2hyy #1/D LEU 323 N      2hyy #1/D CYS 369 O      no hydrogen  2.656  N/A
    2hyy #1/D TYR 326 N      2hyy #1/D ASN 322 O      no hydrogen  3.158  N/A
    2hyy #1/D LEU 327 N      2hyy #1/D LEU 323 O      no hydrogen  2.919  N/A
    2hyy #1/D ARG 328 N      2hyy #1/D LEU 324 O      no hydrogen  3.265  N/A
    2hyy #1/D ARG 328 NE     2hyy #1/D GLY 436 O      no hydrogen  2.808  N/A
    2hyy #1/D ARG 328 NH1    2hyy #1/D HOH 100 O      no hydrogen  3.369  N/A
    2hyy #1/D ARG 328 NH2    2hyy #1/D HOH 100 O      no hydrogen  3.284  N/A
    2hyy #1/D ARG 328 NH2    2hyy #1/D GLY 436 O      no hydrogen  2.910  N/A
    2hyy #1/D GLU 329 N      2hyy #1/D ASP 325 O      no hydrogen  2.964  N/A
    2hyy #1/D CYS 330 SG     2hyy #1/D LEU 327 O      no hydrogen  3.398  N/A
    2hyy #1/D ARG 332 N      2hyy #1/C HOH 9 O        no hydrogen  3.034  N/A
    2hyy #1/D ARG 332 NE     2hyy #1/D HOH 102 O      no hydrogen  2.910  N/A
    2hyy #1/D ARG 332 NH1    2hyy #1/D HOH 145 O      no hydrogen  2.948  N/A
    2hyy #1/D ARG 332 NH2    2hyy #1/D HOH 102 O      no hydrogen  3.338  N/A
    2hyy #1/D GLN 333 N      2hyy #1/D ASN 331 OD1    no hydrogen  2.903  N/A
    2hyy #1/D GLN 333 NE2    2hyy #1/D HOH 35 O       no hydrogen  2.446  N/A
    2hyy #1/D GLU 334 N      2hyy #1/D ASN 331 O      no hydrogen  3.053  N/A
    2hyy #1/D VAL 335 N      2hyy #1/D ASN 331 O      no hydrogen  2.752  N/A
    2hyy #1/D VAL 339 N      2hyy #1/D ASN 336 OD1    no hydrogen  3.303  N/A
    2hyy #1/D LEU 340 N      2hyy #1/D ASN 336 O      no hydrogen  2.952  N/A
    2hyy #1/D LEU 341 N      2hyy #1/D ALA 337 O      no hydrogen  3.248  N/A
    2hyy #1/D TYR 342 N      2hyy #1/D VAL 338 O      no hydrogen  2.956  N/A
    2hyy #1/D MET 343 N      2hyy #1/D VAL 339 O      no hydrogen  2.764  N/A
    2hyy #1/D ALA 344 N      2hyy #1/D LEU 340 O      no hydrogen  3.015  N/A
    2hyy #1/D THR 345 N      2hyy #1/D LEU 341 O      no hydrogen  2.870  N/A
    2hyy #1/D THR 345 OG1    2hyy #1/D LEU 341 O      no hydrogen  2.624  N/A
    2hyy #1/D GLN 346 N      2hyy #1/D TYR 342 O      no hydrogen  2.998  N/A
    2hyy #1/D GLN 346 NE2    2hyy #1/D TYR 342 O      no hydrogen  3.370  N/A
    2hyy #1/D GLN 346 NE2    2hyy #1/D HIS 375 O      no hydrogen  2.746  N/A
    2hyy #1/D ILE 347 N      2hyy #1/D MET 343 O      no hydrogen  3.151  N/A
    2hyy #1/D SER 348 N      2hyy #1/D ALA 344 O      no hydrogen  2.859  N/A
    2hyy #1/D SER 348 OG     2hyy #1/D ALA 344 O      no hydrogen  3.200  N/A
    2hyy #1/D SER 348 OG     2hyy #1/D THR 345 O      no hydrogen  3.024  N/A
    2hyy #1/D SER 349 N      2hyy #1/D THR 345 O      no hydrogen  3.101  N/A
    2hyy #1/D SER 349 OG     2hyy #1/D HIS 295 NE2    no hydrogen  2.945  N/A
    2hyy #1/D ALA 350 N      2hyy #1/D GLN 346 O      no hydrogen  3.188  N/A
    2hyy #1/D MET 351 N      2hyy #1/D ILE 347 O      no hydrogen  3.086  N/A
    2hyy #1/D GLU 352 N      2hyy #1/D SER 348 O      no hydrogen  2.790  N/A
    2hyy #1/D TYR 353 N      2hyy #1/D SER 349 O      no hydrogen  3.146  N/A
    2hyy #1/D LEU 354 N      2hyy #1/D ALA 350 O      no hydrogen  3.151  N/A
    2hyy #1/D GLU 355 N      2hyy #1/D MET 351 O      no hydrogen  3.019  N/A
    2hyy #1/D LYS 356 N      2hyy #1/D HOH 51 O       no hydrogen  3.135  N/A
    2hyy #1/D LYS 356 N      2hyy #1/D GLU 352 O      no hydrogen  2.866  N/A
    2hyy #1/D LYS 356 NZ     2hyy #1/D HOH 131 O      no hydrogen  2.785  N/A
    2hyy #1/D LYS 356 NZ     2hyy #1/D GLU 352 OE2    no hydrogen  3.011  N/A
    2hyy #1/D LYS 357 N      2hyy #1/D TYR 353 O      no hydrogen  2.882  N/A
    2hyy #1/D LYS 357 NZ     2hyy #1/D GLU 292 O      no hydrogen  3.552  N/A
    2hyy #1/D ASN 358 N      2hyy #1/D GLU 355 O      no hydrogen  2.868  N/A
    2hyy #1/D PHE 359 N      2hyy #1/D LEU 354 O      no hydrogen  2.749  N/A
    2hyy #1/D ILE 360 N      2hyy #1/D HOH 173 O      no hydrogen  3.193  N/A
    2hyy #1/D HIS 361 N      2hyy #1/D ASP 421 OD2    no hydrogen  2.780  N/A
    2hyy #1/D HIS 361 NE2    2hyy #1/D ALA 380 O      no hydrogen  2.660  N/A
    2hyy #1/D ARG 362 N      2hyy #1/D ASP 421 OD1    no hydrogen  2.794  N/A
    2hyy #1/D ASP 363 N      2hyy #1/D HIS 361 ND1    no hydrogen  3.255  N/A
    2hyy #1/D LEU 364 N      2hyy #1/D HOH 8 O        no hydrogen  2.801  N/A
    2hyy #1/D ALA 366 N      2hyy #1/D GLU 431 OE2    no hydrogen  2.877  N/A
    2hyy #1/D ARG 367 N      2hyy #1/D HOH 85 O       no hydrogen  3.092  N/A
    2hyy #1/D ARG 367 NE     2hyy #1/D TYR 393 OH     no hydrogen  2.850  N/A
    2hyy #1/D ARG 367 NH2    2hyy #1/D ASP 363 OD1    no hydrogen  2.862  N/A
    2hyy #1/D ARG 367 NH2    2hyy #1/D TYR 393 OH     no hydrogen  3.289  N/A
    2hyy #1/D ASN 368 N      2hyy #1/D ALA 365 O      no hydrogen  3.223  N/A
    2hyy #1/D ASN 368 ND2    2hyy #1/D ASP 363 O      no hydrogen  2.858  N/A
    2hyy #1/D CYS 369 N      2hyy #1/D ALA 366 O      no hydrogen  3.078  N/A
    2hyy #1/D CYS 369 SG     2hyy #1/D ALA 365 O      no hydrogen  3.705  N/A
    2hyy #1/D LEU 370 N      2hyy #1/D LYS 378 O      no hydrogen  2.861  N/A
    2hyy #1/D VAL 371 N      2hyy #1/D GLY 321 O      no hydrogen  2.888  N/A
    2hyy #1/D GLY 372 N      2hyy #1/D LEU 376 O      no hydrogen  2.893  N/A
    2hyy #1/D HIS 375 NE2    2hyy #1/D GLU 334 OE2    no hydrogen  2.793  N/A
    2hyy #1/D LEU 376 N      2hyy #1/D GLU 373 O      no hydrogen  3.366  N/A
    2hyy #1/D VAL 377 N      2hyy #1/D GLN 346 OE1    no hydrogen  2.712  N/A
    2hyy #1/D LYS 378 N      2hyy #1/D LEU 370 O      no hydrogen  2.887  N/A
    2hyy #1/D LYS 378 NZ     2hyy #1/D PRO 296 O      no hydrogen  3.526  N/A
    2hyy #1/D LYS 378 NZ     2hyy #1/D GLU 316 OE1    no hydrogen  2.983  N/A
    2hyy #1/D LYS 378 NZ     2hyy #1/D GLU 316 OE2    no hydrogen  3.097  N/A
    2hyy #1/D VAL 379 N      2hyy #1/D ASN 297 O      no hydrogen  2.897  N/A
    2hyy #1/D ALA 380 N      2hyy #1/D ASN 368 O      no hydrogen  2.870  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D PHE 382 N      2hyy #1/D ASN 368 OD1    no hydrogen  2.919  N/A
    2hyy #1/D GLY 383 N      2hyy #1/D ASP 381 OD1    no hydrogen  3.255  N/A
    2hyy #1/D MET 388 N      2hyy #1/D LEU 384 O      no hydrogen  2.970  N/A
    2hyy #1/D TYR 393 OH     2hyy #1/D ASP 363 OD1    no hydrogen  3.217  N/A
    2hyy #1/D TYR 393 OH     2hyy #1/D ASP 363 OD2    no hydrogen  2.393  N/A
    2hyy #1/D THR 394 N      2hyy #1/D PHE 401 O      no hydrogen  2.662  N/A
    2hyy #1/D THR 394 OG1    2hyy #1/D HOH 193 O      no hydrogen  2.789  N/A
    2hyy #1/D THR 394 OG1    2hyy #1/D ASP 391 O      no hydrogen  3.483  N/A
    2hyy #1/D HIS 396 N      2hyy #1/D ALA 399 O      no hydrogen  2.659  N/A
    2hyy #1/D ALA 399 N      2hyy #1/D HIS 396 O      no hydrogen  3.198  N/A
    2hyy #1/D LYS 400 NZ     2hyy #1/D TYR 393 O      no hydrogen  2.897  N/A
    2hyy #1/D PHE 401 N      2hyy #1/D THR 394 O      no hydrogen  2.795  N/A
    2hyy #1/D ILE 403 N      2hyy #1/D HOH 193 O      no hydrogen  2.790  N/A
    2hyy #1/D LYS 404 N      2hyy #1/D HOH 32 O       no hydrogen  2.803  N/A
    2hyy #1/D LYS 404 NZ     2hyy #1/D TYR 440 O      no hydrogen  2.822  N/A
    2hyy #1/D LYS 404 NZ     2hyy #1/D ILE 443 O      no hydrogen  2.616  N/A
    2hyy #1/D TRP 405 N      2hyy #1/D PRO 402 O      no hydrogen  2.998  N/A
    2hyy #1/D TRP 405 NE1    2hyy #1/D GLU 431 OE2    no hydrogen  2.849  N/A
    2hyy #1/D THR 406 N      2hyy #1/D ILE 403 O      no hydrogen  3.450  N/A
    2hyy #1/D THR 406 OG1    2hyy #1/D PRO 402 O      no hydrogen  2.480  N/A
    2hyy #1/D GLU 409 N      2hyy #1/D GLU 409 OE1    no hydrogen  2.804  N/A
    2hyy #1/D SER 410 N      2hyy #1/D ALA 407 O      no hydrogen  2.801  N/A
    2hyy #1/D SER 410 OG     2hyy #1/D LYS 415 O      no hydrogen  3.004  N/A
    2hyy #1/D LEU 411 N      2hyy #1/D ALA 407 O      no hydrogen  2.927  N/A
    2hyy #1/D ALA 412 N      2hyy #1/D PRO 408 O      no hydrogen  2.815  N/A
    2hyy #1/D TYR 413 N      2hyy #1/D GLU 409 O      no hydrogen  3.037  N/A
    2hyy #1/D LYS 415 N      2hyy #1/D GLU 409 O      no hydrogen  3.310  N/A
    2hyy #1/D SER 417 N      2hyy #1/D SER 420 OG     no hydrogen  2.993  N/A
    2hyy #1/D ILE 418 N      2hyy #1/D HOH 132 O      no hydrogen  2.919  N/A
    2hyy #1/D LYS 419 NZ     2hyy #1/D HOH 117 O      no hydrogen  2.997  N/A
    2hyy #1/D LYS 419 NZ     2hyy #1/D HOH 138 O      no hydrogen  3.322  N/A
    2hyy #1/D LYS 419 NZ     2hyy #1/D ARG 483 O      no hydrogen  2.645  N/A
    2hyy #1/D SER 420 OG     2hyy #1/D SER 417 O      no hydrogen  2.644  N/A
    2hyy #1/D ASP 421 N      2hyy #1/D SER 417 O      no hydrogen  3.147  N/A
    2hyy #1/D VAL 422 N      2hyy #1/D ILE 418 O      no hydrogen  2.997  N/A
    2hyy #1/D TRP 423 N      2hyy #1/D LYS 419 O      no hydrogen  3.091  N/A
    2hyy #1/D TRP 423 NE1    2hyy #1/D HOH 83 O       no hydrogen  2.854  N/A
    2hyy #1/D ALA 424 N      2hyy #1/D SER 420 O      no hydrogen  3.137  N/A
    2hyy #1/D PHE 425 N      2hyy #1/D ASP 421 O      no hydrogen  2.759  N/A
    2hyy #1/D GLY 426 N      2hyy #1/D VAL 422 O      no hydrogen  2.959  N/A
    2hyy #1/D VAL 427 N      2hyy #1/D ALA 424 O      no hydrogen  2.998  N/A
    2hyy #1/D LEU 428 N      2hyy #1/D ALA 424 O      no hydrogen  2.844  N/A
    2hyy #1/D LEU 429 N      2hyy #1/D PHE 425 O      no hydrogen  2.750  N/A
    2hyy #1/D TRP 430 N      2hyy #1/D GLY 426 O      no hydrogen  3.106  N/A
    2hyy #1/D GLU 431 N      2hyy #1/D VAL 427 O      no hydrogen  2.774  N/A
    2hyy #1/D ILE 432 N      2hyy #1/D LEU 428 O      no hydrogen  3.003  N/A
    2hyy #1/D ALA 433 N      2hyy #1/D LEU 429 O      no hydrogen  2.942  N/A
    2hyy #1/D THR 434 OG1    2hyy #1/D TRP 430 O      no hydrogen  2.742  N/A
    2hyy #1/D THR 434 OG1    2hyy #1/D GLU 431 O      no hydrogen  3.278  N/A
    2hyy #1/D TYR 435 N      2hyy #1/D ILE 432 O      no hydrogen  2.959  N/A
    2hyy #1/D TYR 435 OH     2hyy #1/D VAL 335 O      no hydrogen  2.660  N/A
    2hyy #1/D GLY 436 N      2hyy #1/D GLU 431 O      no hydrogen  2.726  N/A
    2hyy #1/D MET 437 N      2hyy #1/D THR 434 OG1    no hydrogen  3.348  N/A
    2hyy #1/D TYR 440 OH     2hyy #1/D HOH 3 O        no hydrogen  2.626  N/A
    2hyy #1/D TYR 440 OH     2hyy #1/D HOH 83 O       no hydrogen  2.906  N/A
    2hyy #1/D ILE 443 N      2hyy #1/D TYR 440 O      no hydrogen  3.071  N/A
    2hyy #1/D SER 446 N      2hyy #1/D ASP 444 OD1    no hydrogen  3.001  N/A
    2hyy #1/D SER 446 OG     2hyy #1/D ASP 444 OD1    no hydrogen  2.895  N/A
    2hyy #1/D GLN 447 N      2hyy #1/D ASP 444 O      no hydrogen  2.813  N/A
    2hyy #1/D GLN 447 NE2    2hyy #1/D SER 446 OG     no hydrogen  3.044  N/A
    2hyy #1/D VAL 448 N      2hyy #1/D LEU 445 O      no hydrogen  3.247  N/A
    2hyy #1/D GLU 450 N      2hyy #1/D HOH 168 O      no hydrogen  3.040  N/A
    2hyy #1/D LEU 451 N      2hyy #1/D GLN 447 O      no hydrogen  2.906  N/A
    2hyy #1/D LEU 452 N      2hyy #1/D VAL 448 O      no hydrogen  3.027  N/A
    2hyy #1/D GLU 453 N      2hyy #1/D TYR 449 O      no hydrogen  2.731  N/A
    2hyy #1/D LYS 454 N      2hyy #1/D GLU 450 O      no hydrogen  3.108  N/A
    2hyy #1/D LYS 454 NZ     2hyy #1/D HOH 77 O       no hydrogen  2.960  N/A
    2hyy #1/D LYS 454 NZ     2hyy #1/D GLU 450 OE1    no hydrogen  3.077  N/A
    2hyy #1/D LYS 454 NZ     2hyy #1/D GLU 450 OE2    no hydrogen  2.672  N/A
    2hyy #1/D ASP 455 N      2hyy #1/D LEU 452 O      no hydrogen  2.890  N/A
    2hyy #1/D TYR 456 N      2hyy #1/D LEU 451 O      no hydrogen  2.842  N/A
    2hyy #1/D TYR 456 OH     2hyy #1/B ASP 444 OD1    no hydrogen  3.389  N/A
    2hyy #1/D TYR 456 OH     2hyy #1/D HOH 162 O      no hydrogen  2.542  N/A
    2hyy #1/D ARG 457 N      2hyy #1/B GLN 447 OE1    no hydrogen  3.208  N/A
    2hyy #1/D ARG 457 NE     2hyy #1/D TRP 476 O      no hydrogen  2.884  N/A
    2hyy #1/D ARG 457 NH1    2hyy #1/D HOH 115 O      no hydrogen  3.259  N/A
    2hyy #1/D ARG 457 NH1    2hyy #1/D LEU 452 O      no hydrogen  2.830  N/A
    2hyy #1/D ARG 457 NH1    2hyy #1/D TYR 456 O      no hydrogen  2.830  N/A
    2hyy #1/D ARG 457 NH2    2hyy #1/D HOH 115 O      no hydrogen  2.862  N/A
    2hyy #1/D ARG 457 NH2    2hyy #1/D TRP 476 O      no hydrogen  2.968  N/A
    2hyy #1/D MET 458 N      2hyy #1/D HOH 3 O        no hydrogen  3.082  N/A
    2hyy #1/D ARG 460 NH1    2hyy #1/D CYS 464 O      no hydrogen  2.554  N/A
    2hyy #1/D CYS 464 N      2hyy #1/D PRO 461 O      no hydrogen  3.043  N/A
    2hyy #1/D CYS 464 SG     2hyy #1/D PRO 465 O      no hydrogen  3.449  N/A
    2hyy #1/D TYR 469 N      2hyy #1/D PRO 465 O      no hydrogen  3.125  N/A
    2hyy #1/D TYR 469 OH     2hyy #1/D MET 458 O      no hydrogen  2.669  N/A
    2hyy #1/D GLU 470 N      2hyy #1/D GLU 466 O      no hydrogen  2.862  N/A
    2hyy #1/D LEU 471 N      2hyy #1/D LYS 467 O      no hydrogen  3.066  N/A
    2hyy #1/D MET 472 N      2hyy #1/D VAL 468 O      no hydrogen  3.049  N/A
    2hyy #1/D ARG 473 N      2hyy #1/D TYR 469 O      no hydrogen  2.904  N/A
    2hyy #1/D ARG 473 NE     2hyy #1/D TYR 469 OH     no hydrogen  2.755  N/A
    2hyy #1/D ARG 473 NH2    2hyy #1/D TYR 469 OH     no hydrogen  3.013  N/A
    2hyy #1/D ALA 474 N      2hyy #1/D GLU 470 O      no hydrogen  2.946  N/A
    2hyy #1/D CYS 475 N      2hyy #1/D LEU 471 O      no hydrogen  2.985  N/A
    2hyy #1/D CYS 475 SG     2hyy #1/D LEU 471 O      no hydrogen  3.184  N/A
    2hyy #1/D TRP 476 N      2hyy #1/D MET 472 O      no hydrogen  3.113  N/A
    2hyy #1/D TRP 476 N      2hyy #1/D ARG 473 O      no hydrogen  2.844  N/A
    2hyy #1/D GLN 477 N      2hyy #1/D ALA 474 O      no hydrogen  3.287  N/A
    2hyy #1/D TRP 478 N      2hyy #1/D HOH 103 O      no hydrogen  2.806  N/A
    2hyy #1/D SER 481 OG     2hyy #1/D ASN 479 OD1    no hydrogen  3.131  N/A
    2hyy #1/D ASP 482 N      2hyy #1/D ASN 479 O      no hydrogen  3.131  N/A
    2hyy #1/D ARG 483 N      2hyy #1/D PRO 480 O      no hydrogen  3.345  N/A
    2hyy #1/D ARG 483 NE     2hyy #1/D GLN 477 O      no hydrogen  2.857  N/A
    2hyy #1/D ARG 483 NH1    2hyy #1/D GLU 409 OE2    no hydrogen  3.207  N/A
    2hyy #1/D ARG 483 NH1    2hyy #1/D LYS 419 O      no hydrogen  3.081  N/A
    2hyy #1/D ARG 483 NH2    2hyy #1/D GLU 409 OE1    no hydrogen  3.110  N/A
    2hyy #1/D ARG 483 NH2    2hyy #1/D GLN 477 O      no hydrogen  3.236  N/A
    2hyy #1/D SER 485 N      2hyy #1/D GLU 488 OE1    no hydrogen  3.194  N/A
    2hyy #1/D PHE 486 N      2hyy #1/D GLU 355 OE2    no hydrogen  2.779  N/A
    2hyy #1/D ALA 487 N      2hyy #1/D GLU 355 OE1    no hydrogen  2.893  N/A
    2hyy #1/D GLU 488 N      2hyy #1/D SER 485 OG     no hydrogen  3.425  N/A
    2hyy #1/D ILE 489 N      2hyy #1/D SER 485 O      no hydrogen  2.932  N/A
    2hyy #1/D HIS 490 N      2hyy #1/D PHE 486 O      no hydrogen  2.577  N/A
    2hyy #1/D GLN 491 N      2hyy #1/D ALA 487 O      no hydrogen  2.861  N/A
    2hyy #1/D ALA 492 N      2hyy #1/D GLU 488 O      no hydrogen  2.799  N/A
    2hyy #1/D PHE 493 N      2hyy #1/D ILE 489 O      no hydrogen  2.961  N/A
    2hyy #1/D GLU 494 N      2hyy #1/D HIS 490 O      no hydrogen  2.783  N/A
    2hyy #1/D THR 495 N      2hyy #1/D GLN 491 O      no hydrogen  2.640  N/A
    2hyy #1/D THR 495 OG1    2hyy #1/D GLN 491 O      no hydrogen  3.023  N/A
    2hyy #1/D PHE 497 N      2hyy #1/D PHE 493 O      no hydrogen  2.640  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A HOH 1 O      2hyy #1/A HOH 1 O        no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 1 O      2hyy #1/A HOH 169 O      no hydrogen  3.017  N/A
    2hyy #2.1/A HOH 1 O      2hyy #1/A ASP 421 OD1    no hydrogen  2.912  N/A
    2hyy #2.1/A HOH 1 O      2hyy #2.1/A HOH 169 O    no hydrogen  3.017  N/A
    2hyy #2.1/A HOH 1 O      2hyy #2.1/A ASP 421 OD1  no hydrogen  2.912  N/A
    2hyy #2.1/A HOH 2 O      2hyy #1/A HOH 2 O        no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 2 O      2hyy #1/A HOH 106 O      no hydrogen  2.560  N/A
    2hyy #2.1/A HOH 2 O      2hyy #1/A ARG 328 O      no hydrogen  2.609  N/A
    2hyy #2.1/A HOH 2 O      2hyy #1/A CYS 330 O      no hydrogen  2.711  N/A
    2hyy #2.1/A HOH 2 O      2hyy #2.1/A HOH 106 O    no hydrogen  2.560  N/A
    2hyy #2.1/A HOH 2 O      2hyy #2.1/A ARG 328 O    no hydrogen  2.609  N/A
    2hyy #2.1/A HOH 2 O      2hyy #2.1/A CYS 330 O    no hydrogen  2.711  N/A
    2hyy #2.1/A HOH 15 O     2hyy #1/A HOH 15 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 17 O     2hyy #1/A HOH 17 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 17 O     2hyy #1/A HOH 108 O      no hydrogen  2.600  N/A
    2hyy #2.1/A HOH 17 O     2hyy #1/A ARG 473 O      no hydrogen  2.667  N/A
    2hyy #2.1/A HOH 17 O     2hyy #1/A TRP 476 O      no hydrogen  3.453  N/A
    2hyy #2.1/A HOH 17 O     2hyy #2.1/A HOH 108 O    no hydrogen  2.600  N/A
    2hyy #2.1/A HOH 17 O     2hyy #2.1/A ARG 473 O    no hydrogen  2.667  N/A
    2hyy #2.1/A HOH 17 O     2hyy #2.1/A TRP 476 O    no hydrogen  3.453  N/A
    2hyy #2.1/A HOH 20 O     2hyy #1/A HOH 20 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 20 O     2hyy #1/A TYR 435 O      no hydrogen  2.552  N/A
    2hyy #2.1/A HOH 20 O     2hyy #2.1/A TYR 435 O    no hydrogen  2.552  N/A
    2hyy #2.1/A HOH 21 O     2hyy #1/A HOH 21 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 21 O     2hyy #1/A HOH 176 O      no hydrogen  3.360  N/A
    2hyy #2.1/A HOH 21 O     2hyy #1/A SER 446 O      no hydrogen  2.774  N/A
    2hyy #2.1/A HOH 21 O     2hyy #2.1/A HOH 176 O    no hydrogen  3.360  N/A
    2hyy #2.1/A HOH 21 O     2hyy #2.1/A SER 446 O    no hydrogen  2.774  N/A
    2hyy #2.1/A HOH 23 O     2hyy #1/A HOH 23 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 23 O     2hyy #1/A GLU 355 OE2    no hydrogen  2.633  N/A
    2hyy #2.1/A HOH 23 O     2hyy #2.1/A GLU 355 OE2  no hydrogen  2.633  N/A
    2hyy #2.1/A HOH 37 O     2hyy #1/A HOH 37 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 37 O     2hyy #1/A ASP 381 OD2    no hydrogen  2.924  N/A
    2hyy #2.1/A HOH 37 O     2hyy #2.1/A ASP 381 OD2  no hydrogen  2.924  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A HOH 39 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A HOH 169 O      no hydrogen  3.069  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A SER 417 O      no hydrogen  3.494  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A SER 420 OG     no hydrogen  2.418  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A ASP 421 OD1    no hydrogen  2.959  N/A
    2hyy #2.1/A HOH 39 O     2hyy #2.1/A HOH 169 O    no hydrogen  3.069  N/A
    2hyy #2.1/A HOH 39 O     2hyy #2.1/A SER 417 O    no hydrogen  3.494  N/A
    2hyy #2.1/A HOH 39 O     2hyy #2.1/A SER 420 OG   no hydrogen  2.418  N/A
    2hyy #2.1/A HOH 39 O     2hyy #2.1/A ASP 421 OD1  no hydrogen  2.959  N/A
    2hyy #2.1/A HOH 46 O     2hyy #1/A HOH 46 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 46 O     2hyy #1/A HOH 187 O      no hydrogen  2.588  N/A
    2hyy #2.1/A HOH 46 O     2hyy #2.1/A HOH 187 O    no hydrogen  2.588  N/A
    2hyy #2.1/A HOH 50 O     2hyy #1/A HOH 50 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 50 O     2hyy #1/A HOH 130 O      no hydrogen  3.179  N/A
    2hyy #2.1/A HOH 50 O     2hyy #2.1/A HOH 130 O    no hydrogen  3.179  N/A
    2hyy #2.1/A HOH 52 O     2hyy #1/A HOH 52 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 52 O     2hyy #1/A HOH 141 O      no hydrogen  2.517  N/A
    2hyy #2.1/A HOH 52 O     2hyy #1/A TYR 320 O      no hydrogen  2.597  N/A
    2hyy #2.1/A HOH 52 O     2hyy #1/A ASN 322 O      no hydrogen  2.497  N/A
    2hyy #2.1/A HOH 52 O     2hyy #2.1/A HOH 141 O    no hydrogen  2.517  N/A
    2hyy #2.1/A HOH 52 O     2hyy #2.1/A TYR 320 O    no hydrogen  2.597  N/A
    2hyy #2.1/A HOH 52 O     2hyy #2.1/A ASN 322 O    no hydrogen  2.497  N/A
    2hyy #2.1/A HOH 54 O     2hyy #1/A HOH 54 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 54 O     2hyy #1/A HOH 109 O      no hydrogen  2.508  N/A
    2hyy #2.1/A HOH 54 O     2hyy #1/A ILE 403 O      no hydrogen  2.664  N/A
    2hyy #2.1/A HOH 54 O     2hyy #1/A THR 406 O      no hydrogen  2.784  N/A
    2hyy #2.1/A HOH 54 O     2hyy #2.1/A HOH 109 O    no hydrogen  2.508  N/A
    2hyy #2.1/A HOH 54 O     2hyy #2.1/A ILE 403 O    no hydrogen  2.664  N/A
    2hyy #2.1/A HOH 54 O     2hyy #2.1/A THR 406 O    no hydrogen  2.784  N/A
    2hyy #2.1/A HOH 55 O     2hyy #1/A HOH 55 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 65 O     2hyy #1/A HOH 65 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 65 O     2hyy #1/A GLU 431 OE1    no hydrogen  2.718  N/A
    2hyy #2.1/A HOH 65 O     2hyy #1/A MET 437 O      no hydrogen  2.948  N/A
    2hyy #2.1/A HOH 65 O     2hyy #2.1/A GLU 431 OE1  no hydrogen  2.718  N/A
    2hyy #2.1/A HOH 65 O     2hyy #2.1/A MET 437 O    no hydrogen  2.948  N/A
    2hyy #2.1/A HOH 66 O     2hyy #1/A HOH 66 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 66 O     2hyy #1/A HOH 157 O      no hydrogen  2.710  N/A
    2hyy #2.1/A HOH 66 O     2hyy #2.1/A HOH 157 O    no hydrogen  2.710  N/A
    2hyy #2.1/A HOH 68 O     2hyy #1/A HOH 68 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 68 O     2hyy #1/A THR 389 O      no hydrogen  2.583  N/A
    2hyy #2.1/A HOH 68 O     2hyy #2.1/A THR 389 O    no hydrogen  2.583  N/A
    2hyy #2.1/A HOH 71 O     2hyy #1/A HOH 71 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 73 O     2hyy #1/A HOH 73 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 73 O     2hyy #1/A THR 392 OG1    no hydrogen  2.829  N/A
    2hyy #2.1/A HOH 73 O     2hyy #2.1/A THR 392 OG1  no hydrogen  2.829  N/A
    2hyy #2.1/A HOH 75 O     2hyy #1/A HOH 75 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 75 O     2hyy #1/A LEU 452 O      no hydrogen  3.078  N/A
    2hyy #2.1/A HOH 75 O     2hyy #1/A ASP 455 OD1    no hydrogen  3.511  N/A
    2hyy #2.1/A HOH 75 O     2hyy #2.1/A LEU 452 O    no hydrogen  3.078  N/A
    2hyy #2.1/A HOH 75 O     2hyy #2.1/A ASP 455 OD1  no hydrogen  3.511  N/A
    2hyy #2.1/A HOH 81 O     2hyy #1/A HOH 81 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 81 O     2hyy #1/A MET 290 O      no hydrogen  3.024  N/A
    2hyy #2.1/A HOH 81 O     2hyy #1/A ILE 293 O      no hydrogen  3.093  N/A
    2hyy #2.1/A HOH 81 O     2hyy #1/A VAL 299 O      no hydrogen  3.402  N/A
    2hyy #2.1/A HOH 81 O     2hyy #2.1/A MET 290 O    no hydrogen  3.024  N/A
    2hyy #2.1/A HOH 81 O     2hyy #2.1/A ILE 293 O    no hydrogen  3.093  N/A
    2hyy #2.1/A HOH 81 O     2hyy #2.1/A VAL 299 O    no hydrogen  3.402  N/A
    2hyy #2.1/A HOH 82 O     2hyy #1/A HOH 82 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 82 O     2hyy #1/A GLN 477 OE1    no hydrogen  2.888  N/A
    2hyy #2.1/A HOH 82 O     2hyy #1/A ASP 482 OD2    no hydrogen  2.957  N/A
    2hyy #2.1/A HOH 82 O     2hyy #2.1/A GLN 477 OE1  no hydrogen  2.888  N/A
    2hyy #2.1/A HOH 82 O     2hyy #2.1/A ASP 482 OD2  no hydrogen  2.957  N/A
    2hyy #2.1/A HOH 84 O     2hyy #1/A HOH 84 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 84 O     2hyy #1/A ASP 391 O      no hydrogen  3.189  N/A
    2hyy #2.1/A HOH 84 O     2hyy #1/A THR 392 O      no hydrogen  3.170  N/A
    2hyy #2.1/A HOH 84 O     2hyy #1/A THR 394 OG1    no hydrogen  2.760  N/A
    2hyy #2.1/A HOH 84 O     2hyy #2.1/A ASP 391 O    no hydrogen  3.189  N/A
    2hyy #2.1/A HOH 84 O     2hyy #2.1/A THR 392 O    no hydrogen  3.170  N/A
    2hyy #2.1/A HOH 84 O     2hyy #2.1/A THR 394 OG1  no hydrogen  2.760  N/A
    2hyy #2.1/A HOH 87 O     2hyy #1/A HOH 87 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 87 O     2hyy #1/A HIS 361 O      no hydrogen  2.921  N/A
    2hyy #2.1/A HOH 87 O     2hyy #1/A ASP 381 OD1    no hydrogen  3.131  N/A
    2hyy #2.1/A HOH 87 O     2hyy #1/A ASP 381 OD2    no hydrogen  2.478  N/A
    2hyy #2.1/A HOH 87 O     2hyy #2.1/A HIS 361 O    no hydrogen  2.921  N/A
    2hyy #2.1/A HOH 87 O     2hyy #2.1/A ASP 381 OD1  no hydrogen  3.131  N/A
    2hyy #2.1/A HOH 87 O     2hyy #2.1/A ASP 381 OD2  no hydrogen  2.478  N/A
    2hyy #2.1/A HOH 88 O     2hyy #1/A HOH 88 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 88 O     2hyy #1/A GLU 462 OE1    no hydrogen  2.446  N/A
    2hyy #2.1/A HOH 88 O     2hyy #2.1/A GLU 462 OE1  no hydrogen  2.446  N/A
    2hyy #2.1/A HOH 89 O     2hyy #1/A HOH 89 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 89 O     2hyy #1/A TYR 440 OH     no hydrogen  2.703  N/A
    2hyy #2.1/A HOH 89 O     2hyy #2.1/A TYR 440 OH   no hydrogen  2.703  N/A
    2hyy #2.1/A HOH 93 O     2hyy #1/A HOH 93 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 93 O     2hyy #1/A HIS 396 ND1    no hydrogen  3.195  N/A
    2hyy #2.1/A HOH 93 O     2hyy #2.1/A HIS 396 ND1  no hydrogen  3.195  N/A
    2hyy #2.1/A HOH 94 O     2hyy #1/A HOH 94 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 94 O     2hyy #1/A ASP 363 OD2    no hydrogen  2.633  N/A
    2hyy #2.1/A HOH 94 O     2hyy #1/A ASP 381 OD1    no hydrogen  2.666  N/A
    2hyy #2.1/A HOH 94 O     2hyy #2.1/A ASP 363 OD2  no hydrogen  2.633  N/A
    2hyy #2.1/A HOH 94 O     2hyy #2.1/A ASP 381 OD1  no hydrogen  2.666  N/A
    2hyy #2.1/A HOH 96 O     2hyy #1/A HOH 96 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 96 O     2hyy #1/A HOH 127 O      no hydrogen  2.706  N/A
    2hyy #2.1/A HOH 96 O     2hyy #1/A PRO 441 O      no hydrogen  2.745  N/A
    2hyy #2.1/A HOH 96 O     2hyy #2.1/A HOH 127 O    no hydrogen  2.706  N/A
    2hyy #2.1/A HOH 96 O     2hyy #2.1/A PRO 441 O    no hydrogen  2.745  N/A
    2hyy #2.1/A HOH 104 O    2hyy #1/A HOH 104 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 104 O    2hyy #1/A HOH 181 O      no hydrogen  2.623  N/A
    2hyy #2.1/A HOH 104 O    2hyy #2.1/A HOH 181 O    no hydrogen  2.623  N/A
    2hyy #2.1/A HOH 106 O    2hyy #1/A HOH 2 O        no hydrogen  2.560  N/A
    2hyy #2.1/A HOH 106 O    2hyy #1/A HOH 106 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 106 O    2hyy #1/A LEU 327 O      no hydrogen  2.793  N/A
    2hyy #2.1/A HOH 106 O    2hyy #1/A ARG 328 O      no hydrogen  3.092  N/A
    2hyy #2.1/A HOH 106 O    2hyy #2.1/A HOH 2 O      no hydrogen  2.560  N/A
    2hyy #2.1/A HOH 106 O    2hyy #2.1/A LEU 327 O    no hydrogen  2.793  N/A
    2hyy #2.1/A HOH 106 O    2hyy #2.1/A ARG 328 O    no hydrogen  3.092  N/A
    2hyy #2.1/A HOH 108 O    2hyy #1/A HOH 17 O       no hydrogen  2.600  N/A
    2hyy #2.1/A HOH 108 O    2hyy #1/A HOH 108 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 108 O    2hyy #1/A ASP 455 OD1    no hydrogen  3.381  N/A
    2hyy #2.1/A HOH 108 O    2hyy #2.1/A HOH 17 O     no hydrogen  2.600  N/A
    2hyy #2.1/A HOH 108 O    2hyy #2.1/A ASP 455 OD1  no hydrogen  3.381  N/A
    2hyy #2.1/A HOH 109 O    2hyy #1/A HOH 54 O       no hydrogen  2.508  N/A
    2hyy #2.1/A HOH 109 O    2hyy #1/A HOH 109 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 109 O    2hyy #1/A LYS 404 O      no hydrogen  2.721  N/A
    2hyy #2.1/A HOH 109 O    2hyy #1/A TYR 440 OH     no hydrogen  2.767  N/A
    2hyy #2.1/A HOH 109 O    2hyy #2.1/A HOH 54 O     no hydrogen  2.508  N/A
    2hyy #2.1/A HOH 109 O    2hyy #2.1/A LYS 404 O    no hydrogen  2.721  N/A
    2hyy #2.1/A HOH 109 O    2hyy #2.1/A TYR 440 OH   no hydrogen  2.767  N/A
    2hyy #2.1/A HOH 110 O    2hyy #1/A HOH 110 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 110 O    2hyy #1/A GLY 442 O      no hydrogen  2.470  N/A
    2hyy #2.1/A HOH 110 O    2hyy #1/C HOH 182 O      no hydrogen  2.632  N/A
    2hyy #2.1/A HOH 110 O    2hyy #1/C PRO 441 O      no hydrogen  2.630  N/A
    2hyy #2.1/A HOH 110 O    2hyy #2.1/A GLY 442 O    no hydrogen  2.470  N/A
    2hyy #2.1/A HOH 127 O    2hyy #1/A HOH 96 O       no hydrogen  2.706  N/A
    2hyy #2.1/A HOH 127 O    2hyy #1/A HOH 127 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 127 O    2hyy #1/A TYR 456 OH     no hydrogen  2.818  N/A
    2hyy #2.1/A HOH 127 O    2hyy #2.1/A HOH 96 O     no hydrogen  2.706  N/A
    2hyy #2.1/A HOH 127 O    2hyy #2.1/A TYR 456 OH   no hydrogen  2.818  N/A
    2hyy #2.1/A HOH 130 O    2hyy #1/A HOH 50 O       no hydrogen  3.179  N/A
    2hyy #2.1/A HOH 130 O    2hyy #1/A HOH 130 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 130 O    2hyy #1/A PRO 439 O      no hydrogen  2.532  N/A
    2hyy #2.1/A HOH 130 O    2hyy #2.1/A HOH 50 O     no hydrogen  3.179  N/A
    2hyy #2.1/A HOH 130 O    2hyy #2.1/A PRO 439 O    no hydrogen  2.532  N/A
    2hyy #2.1/A HOH 133 O    2hyy #1/A HOH 133 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 133 O    2hyy #1/A GLU 334 OE1    no hydrogen  2.855  N/A
    2hyy #2.1/A HOH 133 O    2hyy #2.1/A GLU 334 OE1  no hydrogen  2.855  N/A
    2hyy #2.1/A HOH 141 O    2hyy #1/A HOH 52 O       no hydrogen  2.517  N/A
    2hyy #2.1/A HOH 141 O    2hyy #1/A HOH 141 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 141 O    2hyy #1/A ASP 325 OD2    no hydrogen  3.453  N/A
    2hyy #2.1/A HOH 141 O    2hyy #2.1/A HOH 52 O     no hydrogen  2.517  N/A
    2hyy #2.1/A HOH 141 O    2hyy #2.1/A ASP 325 OD2  no hydrogen  3.453  N/A
    2hyy #2.1/A HOH 144 O    2hyy #1/A HOH 144 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 144 O    2hyy #1/A SER 385 O      no hydrogen  2.580  N/A
    2hyy #2.1/A HOH 144 O    2hyy #1/A MET 388 O      no hydrogen  2.639  N/A
    2hyy #2.1/A HOH 144 O    2hyy #2.1/A SER 385 O    no hydrogen  2.580  N/A
    2hyy #2.1/A HOH 144 O    2hyy #2.1/A MET 388 O    no hydrogen  2.639  N/A
    2hyy #2.1/A HOH 146 O    2hyy #1/A HOH 146 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 146 O    2hyy #1/A GLU 286 OE2    no hydrogen  2.707  N/A
    2hyy #2.1/A HOH 146 O    2hyy #1/A ASP 381 O      no hydrogen  2.670  N/A
    2hyy #2.1/A HOH 146 O    2hyy #2.1/A GLU 286 OE2  no hydrogen  2.707  N/A
    2hyy #2.1/A HOH 146 O    2hyy #2.1/A ASP 381 O    no hydrogen  2.670  N/A
    2hyy #2.1/A HOH 149 O    2hyy #1/A HOH 149 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 150 O    2hyy #1/A HOH 150 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 150 O    2hyy #1/B TYR 413 O      no hydrogen  3.481  N/A
    2hyy #2.1/A HOH 157 O    2hyy #1/A HOH 66 O       no hydrogen  2.710  N/A
    2hyy #2.1/A HOH 157 O    2hyy #1/A HOH 157 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 157 O    2hyy #1/A GLU 431 OE1    no hydrogen  2.696  N/A
    2hyy #2.1/A HOH 157 O    2hyy #2.1/A HOH 66 O     no hydrogen  2.710  N/A
    2hyy #2.1/A HOH 157 O    2hyy #2.1/A GLU 431 OE1  no hydrogen  2.696  N/A
    2hyy #2.1/A HOH 169 O    2hyy #1/A HOH 1 O        no hydrogen  3.017  N/A
    2hyy #2.1/A HOH 169 O    2hyy #1/A HOH 39 O       no hydrogen  3.069  N/A
    2hyy #2.1/A HOH 169 O    2hyy #1/A HOH 169 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 169 O    2hyy #1/A ARG 362 O      no hydrogen  3.192  N/A
    2hyy #2.1/A HOH 169 O    2hyy #2.1/A HOH 1 O      no hydrogen  3.017  N/A
    2hyy #2.1/A HOH 169 O    2hyy #2.1/A HOH 39 O     no hydrogen  3.069  N/A
    2hyy #2.1/A HOH 169 O    2hyy #2.1/A ARG 362 O    no hydrogen  3.192  N/A
    2hyy #2.1/A HOH 175 O    2hyy #1/A HOH 175 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 176 O    2hyy #1/A HOH 21 O       no hydrogen  3.360  N/A
    2hyy #2.1/A HOH 176 O    2hyy #1/A HOH 176 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 176 O    2hyy #1/A GLU 450 OE2    no hydrogen  2.686  N/A
    2hyy #2.1/A HOH 176 O    2hyy #1/B ALA 399 O      no hydrogen  3.560  N/A
    2hyy #2.1/A HOH 176 O    2hyy #2.1/A HOH 21 O     no hydrogen  3.360  N/A
    2hyy #2.1/A HOH 176 O    2hyy #2.1/A GLU 450 OE2  no hydrogen  2.686  N/A
    2hyy #2.1/A HOH 180 O    2hyy #1/A HOH 180 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 181 O    2hyy #1/A HOH 104 O      no hydrogen  2.623  N/A
    2hyy #2.1/A HOH 181 O    2hyy #1/A HOH 181 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 181 O    2hyy #1/A THR 389 O      no hydrogen  3.465  N/A
    2hyy #2.1/A HOH 181 O    2hyy #1/A THR 392 OG1    no hydrogen  2.640  N/A
    2hyy #2.1/A HOH 181 O    2hyy #2.1/A HOH 104 O    no hydrogen  2.623  N/A
    2hyy #2.1/A HOH 181 O    2hyy #2.1/A THR 389 O    no hydrogen  3.465  N/A
    2hyy #2.1/A HOH 181 O    2hyy #2.1/A THR 392 OG1  no hydrogen  2.640  N/A
    2hyy #2.1/A HOH 187 O    2hyy #1/A HOH 46 O       no hydrogen  2.588  N/A
    2hyy #2.1/A HOH 187 O    2hyy #1/A HOH 187 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 187 O    2hyy #2.1/A HOH 46 O     no hydrogen  2.588  N/A
    2hyy #2.1/A HOH 188 O    2hyy #1/A HOH 188 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 188 O    2hyy #1/A ASP 363 OD1    no hydrogen  2.552  N/A
    2hyy #2.1/A HOH 188 O    2hyy #1/A LEU 364 O      no hydrogen  2.989  N/A
    2hyy #2.1/A HOH 188 O    2hyy #2.1/A ASP 363 OD1  no hydrogen  2.552  N/A
    2hyy #2.1/A HOH 188 O    2hyy #2.1/A LEU 364 O    no hydrogen  2.989  N/A
    2hyy #2.1/A HOH 197 O    2hyy #1/A HOH 197 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 197 O    2hyy #1/A SER 349 O      no hydrogen  3.208  N/A
    2hyy #2.1/A HOH 197 O    2hyy #1/A SER 349 OG     no hydrogen  3.298  N/A
    2hyy #2.1/A HOH 197 O    2hyy #2.1/A SER 349 O    no hydrogen  3.208  N/A
    2hyy #2.1/A HOH 197 O    2hyy #2.1/A SER 349 OG   no hydrogen  3.298  N/A
    2hyy #2.1/A ASP 241 N    2hyy #1/A GLU 238 O      no hydrogen  2.572  N/A
    2hyy #2.1/A ASP 241 N    2hyy #2.1/A GLU 238 O    no hydrogen  2.572  N/A
    2hyy #2.1/A THR 243 N    2hyy #1/A VAL 260 O      no hydrogen  3.422  N/A
    2hyy #2.1/A THR 243 N    2hyy #2.1/A VAL 260 O    no hydrogen  3.422  N/A
    2hyy #2.1/A LYS 245 N    2hyy #1/A GLU 258 O      no hydrogen  2.948  N/A
    2hyy #2.1/A LYS 245 N    2hyy #2.1/A GLU 258 O    no hydrogen  2.948  N/A
    2hyy #2.1/A LYS 247 NZ   2hyy #1/A GLU 255 OE2    no hydrogen  3.132  N/A
    2hyy #2.1/A LYS 247 NZ   2hyy #2.1/A GLU 255 OE2  no hydrogen  3.132  N/A
    2hyy #2.1/A LEU 248 N    2hyy #1/A VAL 256 O      no hydrogen  3.124  N/A
    2hyy #2.1/A LEU 248 N    2hyy #2.1/A VAL 256 O    no hydrogen  3.124  N/A
    2hyy #2.1/A GLY 251 N    2hyy #1/A LEU 248 O      no hydrogen  3.050  N/A
    2hyy #2.1/A GLY 251 N    2hyy #2.1/A LEU 248 O    no hydrogen  3.050  N/A
    2hyy #2.1/A GLN 252 N    2hyy #1/A GLY 249 O      no hydrogen  3.327  N/A
    2hyy #2.1/A GLN 252 N    2hyy #2.1/A GLY 249 O    no hydrogen  3.327  N/A
    2hyy #2.1/A GLN 252 NE2  2hyy #1/A ASN 322 OD1    no hydrogen  3.260  N/A
    2hyy #2.1/A GLN 252 NE2  2hyy #2.1/A ASN 322 OD1  no hydrogen  3.260  N/A
    2hyy #2.1/A GLY 254 N    2hyy #1/A GLY 251 O      no hydrogen  3.375  N/A
    2hyy #2.1/A GLY 254 N    2hyy #2.1/A GLY 251 O    no hydrogen  3.375  N/A
    2hyy #2.1/A VAL 256 N    2hyy #1/A GLY 254 O      no hydrogen  2.736  N/A
    2hyy #2.1/A VAL 256 N    2hyy #2.1/A GLY 254 O    no hydrogen  2.736  N/A
    2hyy #2.1/A TYR 257 N    2hyy #1/A VAL 270 O      no hydrogen  2.833  N/A
    2hyy #2.1/A TYR 257 N    2hyy #2.1/A VAL 270 O    no hydrogen  2.833  N/A
    2hyy #2.1/A TYR 257 OH   2hyy #1/A GLU 255 OE1    no hydrogen  2.573  N/A
    2hyy #2.1/A TYR 257 OH   2hyy #2.1/A GLU 255 OE1  no hydrogen  2.573  N/A
    2hyy #2.1/A GLU 258 N    2hyy #1/A HIS 246 O      no hydrogen  2.662  N/A
    2hyy #2.1/A GLU 258 N    2hyy #2.1/A HIS 246 O    no hydrogen  2.662  N/A
    2hyy #2.1/A GLY 259 N    2hyy #1/A VAL 268 O      no hydrogen  2.973  N/A
    2hyy #2.1/A GLY 259 N    2hyy #2.1/A VAL 268 O    no hydrogen  2.973  N/A
    2hyy #2.1/A VAL 260 N    2hyy #1/A THR 243 O      no hydrogen  3.337  N/A
    2hyy #2.1/A VAL 260 N    2hyy #2.1/A THR 243 O    no hydrogen  3.337  N/A
    2hyy #2.1/A TRP 261 N    2hyy #1/A LEU 266 O      no hydrogen  2.370  N/A
    2hyy #2.1/A TRP 261 N    2hyy #2.1/A LEU 266 O    no hydrogen  2.370  N/A
    2hyy #2.1/A LYS 262 N    2hyy #1/A ASP 241 O      no hydrogen  2.990  N/A
    2hyy #2.1/A LYS 262 N    2hyy #2.1/A ASP 241 O    no hydrogen  2.990  N/A
    2hyy #2.1/A LYS 262 NZ   2hyy #1/A THR 240 O      no hydrogen  2.759  N/A
    2hyy #2.1/A LYS 262 NZ   2hyy #2.1/A THR 240 O    no hydrogen  2.759  N/A
    2hyy #2.1/A TYR 264 N    2hyy #1/A TRP 261 O      no hydrogen  2.775  N/A
    2hyy #2.1/A TYR 264 N    2hyy #2.1/A TRP 261 O    no hydrogen  2.775  N/A
    2hyy #2.1/A SER 265 N    2hyy #1/A LYS 262 O      no hydrogen  2.941  N/A
    2hyy #2.1/A SER 265 N    2hyy #2.1/A LYS 262 O    no hydrogen  2.941  N/A
    2hyy #2.1/A LEU 266 N    2hyy #1/A TRP 261 O      no hydrogen  3.266  N/A
    2hyy #2.1/A LEU 266 N    2hyy #2.1/A TRP 261 O    no hydrogen  3.266  N/A
    2hyy #2.1/A VAL 268 N    2hyy #1/A GLY 259 O      no hydrogen  2.716  N/A
    2hyy #2.1/A VAL 268 N    2hyy #2.1/A GLY 259 O    no hydrogen  2.716  N/A
    2hyy #2.1/A ALA 269 N    2hyy #1/A THR 315 O      no hydrogen  3.073  N/A
    2hyy #2.1/A ALA 269 N    2hyy #2.1/A THR 315 O    no hydrogen  3.073  N/A
    2hyy #2.1/A VAL 270 N    2hyy #1/A TYR 257 O      no hydrogen  2.858  N/A
    2hyy #2.1/A VAL 270 N    2hyy #2.1/A TYR 257 O    no hydrogen  2.858  N/A
    2hyy #2.1/A LYS 271 N    2hyy #1/A ILE 313 O      no hydrogen  2.748  N/A
    2hyy #2.1/A LYS 271 N    2hyy #2.1/A ILE 313 O    no hydrogen  2.748  N/A
    2hyy #2.1/A LYS 271 NZ   2hyy #1/A GLU 286 OE1    no hydrogen  3.004  N/A
    2hyy #2.1/A LYS 271 NZ   2hyy #2.1/A GLU 286 OE1  no hydrogen  3.004  N/A
    2hyy #2.1/A THR 272 N    2hyy #1/A GLU 255 O      no hydrogen  2.777  N/A
    2hyy #2.1/A THR 272 N    2hyy #2.1/A GLU 255 O    no hydrogen  2.777  N/A
    2hyy #2.1/A LEU 273 N    2hyy #1/A PHE 311 O      no hydrogen  3.072  N/A
    2hyy #2.1/A LEU 273 N    2hyy #2.1/A PHE 311 O    no hydrogen  3.072  N/A
    2hyy #2.1/A PHE 283 N    2hyy #1/A GLU 279 O      no hydrogen  3.250  N/A
    2hyy #2.1/A PHE 283 N    2hyy #2.1/A GLU 279 O    no hydrogen  3.250  N/A
    2hyy #2.1/A LEU 284 N    2hyy #1/A VAL 280 O      no hydrogen  3.246  N/A
    2hyy #2.1/A LEU 284 N    2hyy #1/A GLU 281 O      no hydrogen  3.324  N/A
    2hyy #2.1/A LEU 284 N    2hyy #2.1/A VAL 280 O    no hydrogen  3.246  N/A
    2hyy #2.1/A LEU 284 N    2hyy #2.1/A GLU 281 O    no hydrogen  3.324  N/A
    2hyy #2.1/A LYS 285 N    2hyy #1/A GLU 281 O      no hydrogen  3.233  N/A
    2hyy #2.1/A LYS 285 N    2hyy #2.1/A GLU 281 O    no hydrogen  3.233  N/A
    2hyy #2.1/A GLU 286 N    2hyy #1/A GLU 282 O      no hydrogen  3.129  N/A
    2hyy #2.1/A GLU 286 N    2hyy #2.1/A GLU 282 O    no hydrogen  3.129  N/A
    2hyy #2.1/A ALA 287 N    2hyy #1/A PHE 283 O      no hydrogen  3.377  N/A
    2hyy #2.1/A ALA 287 N    2hyy #2.1/A PHE 283 O    no hydrogen  3.377  N/A
    2hyy #2.1/A ALA 288 N    2hyy #1/A LEU 284 O      no hydrogen  3.187  N/A
    2hyy #2.1/A ALA 288 N    2hyy #2.1/A LEU 284 O    no hydrogen  3.187  N/A
    2hyy #2.1/A VAL 289 N    2hyy #1/A LYS 285 O      no hydrogen  2.820  N/A
    2hyy #2.1/A VAL 289 N    2hyy #2.1/A LYS 285 O    no hydrogen  2.820  N/A
    2hyy #2.1/A MET 290 N    2hyy #1/A GLU 286 O      no hydrogen  2.954  N/A
    2hyy #2.1/A MET 290 N    2hyy #2.1/A GLU 286 O    no hydrogen  2.954  N/A
    2hyy #2.1/A LYS 291 N    2hyy #1/A ALA 287 O      no hydrogen  3.008  N/A
    2hyy #2.1/A LYS 291 N    2hyy #2.1/A ALA 287 O    no hydrogen  3.008  N/A
    2hyy #2.1/A GLU 292 N    2hyy #1/A VAL 289 O      no hydrogen  2.908  N/A
    2hyy #2.1/A GLU 292 N    2hyy #2.1/A VAL 289 O    no hydrogen  2.908  N/A
    2hyy #2.1/A ILE 293 N    2hyy #1/A MET 290 O      no hydrogen  3.227  N/A
    2hyy #2.1/A ILE 293 N    2hyy #2.1/A MET 290 O    no hydrogen  3.227  N/A
    2hyy #2.1/A LYS 294 N    2hyy #1/A TYR 353 OH     no hydrogen  2.902  N/A
    2hyy #2.1/A LYS 294 N    2hyy #2.1/A TYR 353 OH   no hydrogen  2.902  N/A
    2hyy #2.1/A HIS 295 NE2  2hyy #1/A SER 349 OG     no hydrogen  3.076  N/A
    2hyy #2.1/A HIS 295 NE2  2hyy #2.1/A SER 349 OG   no hydrogen  3.076  N/A
    2hyy #2.1/A ASN 297 ND2  2hyy #1/A VAL 377 O      no hydrogen  3.054  N/A
    2hyy #2.1/A ASN 297 ND2  2hyy #2.1/A VAL 377 O    no hydrogen  3.054  N/A
    2hyy #2.1/A LEU 298 N    2hyy #1/A HIS 295 O      no hydrogen  3.228  N/A
    2hyy #2.1/A LEU 298 N    2hyy #2.1/A HIS 295 O    no hydrogen  3.228  N/A
    2hyy #2.1/A VAL 299 N    2hyy #1/A VAL 379 O      no hydrogen  2.923  N/A
    2hyy #2.1/A VAL 299 N    2hyy #2.1/A VAL 379 O    no hydrogen  2.923  N/A
    2hyy #2.1/A GLN 300 N    2hyy #1/A GLU 316 OE1    no hydrogen  2.790  N/A
    2hyy #2.1/A GLN 300 N    2hyy #2.1/A GLU 316 OE1  no hydrogen  2.790  N/A
    2hyy #2.1/A LEU 301 N    2hyy #1/A HOH 81 O       no hydrogen  3.257  N/A
    2hyy #2.1/A LEU 301 N    2hyy #2.1/A HOH 81 O     no hydrogen  3.257  N/A
    2hyy #2.1/A LEU 302 N    2hyy #1/A ILE 314 O      no hydrogen  2.750  N/A
    2hyy #2.1/A LEU 302 N    2hyy #2.1/A ILE 314 O    no hydrogen  2.750  N/A
    2hyy #2.1/A GLY 303 N    2hyy #1/A ILE 314 O      no hydrogen  3.182  N/A
    2hyy #2.1/A GLY 303 N    2hyy #2.1/A ILE 314 O    no hydrogen  3.182  N/A
    2hyy #2.1/A VAL 304 N    2hyy #1/A TRP 235 O      no hydrogen  3.024  N/A
    2hyy #2.1/A VAL 304 N    2hyy #2.1/A TRP 235 O    no hydrogen  3.024  N/A
    2hyy #2.1/A CYS 305 N    2hyy #1/A TYR 312 O      no hydrogen  3.104  N/A
    2hyy #2.1/A CYS 305 N    2hyy #2.1/A TYR 312 O    no hydrogen  3.104  N/A
    2hyy #2.1/A CYS 305 SG   2hyy #1/A MET 237 O      no hydrogen  3.333  N/A
    2hyy #2.1/A CYS 305 SG   2hyy #2.1/A MET 237 O    no hydrogen  3.333  N/A
    2hyy #2.1/A THR 306 N    2hyy #1/A GLU 236 OE2    no hydrogen  3.069  N/A
    2hyy #2.1/A THR 306 N    2hyy #2.1/A GLU 236 OE2  no hydrogen  3.069  N/A
    2hyy #2.1/A THR 306 OG1  2hyy #1/A GLU 236 OE2    no hydrogen  2.958  N/A
    2hyy #2.1/A THR 306 OG1  2hyy #2.1/A GLU 236 OE2  no hydrogen  2.958  N/A
    2hyy #2.1/A TYR 312 N    2hyy #1/A CYS 305 O      no hydrogen  3.198  N/A
    2hyy #2.1/A TYR 312 N    2hyy #2.1/A CYS 305 O    no hydrogen  3.198  N/A
    2hyy #2.1/A ILE 313 N    2hyy #1/A LYS 271 O      no hydrogen  2.914  N/A
    2hyy #2.1/A ILE 313 N    2hyy #2.1/A LYS 271 O    no hydrogen  2.914  N/A
    2hyy #2.1/A ILE 314 N    2hyy #1/A GLY 303 O      no hydrogen  2.728  N/A
    2hyy #2.1/A ILE 314 N    2hyy #2.1/A GLY 303 O    no hydrogen  2.728  N/A
    2hyy #2.1/A THR 315 N    2hyy #1/A ALA 269 O      no hydrogen  3.025  N/A
    2hyy #2.1/A THR 315 N    2hyy #2.1/A ALA 269 O    no hydrogen  3.025  N/A
    2hyy #2.1/A THR 315 OG1  2hyy #1/A GLU 316 O      no hydrogen  3.003  N/A
    2hyy #2.1/A THR 315 OG1  2hyy #2.1/A GLU 316 O    no hydrogen  3.003  N/A
    2hyy #2.1/A GLU 316 N    2hyy #1/A GLN 300 O      no hydrogen  3.058  N/A
    2hyy #2.1/A GLU 316 N    2hyy #2.1/A GLN 300 O    no hydrogen  3.058  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A THR 319 OG1  2hyy #1/A GLU 373 OE1    no hydrogen  3.130  N/A
    2hyy #2.1/A THR 319 OG1  2hyy #2.1/A GLU 373 OE1  no hydrogen  3.130  N/A
    2hyy #2.1/A TYR 320 N    2hyy #1/A VAL 371 O      no hydrogen  2.919  N/A
    2hyy #2.1/A TYR 320 N    2hyy #2.1/A VAL 371 O    no hydrogen  2.919  N/A
    2hyy #2.1/A TYR 320 OH   2hyy #1/A GLU 373 OE2    no hydrogen  3.217  N/A
    2hyy #2.1/A TYR 320 OH   2hyy #2.1/A GLU 373 OE2  no hydrogen  3.217  N/A
    2hyy #2.1/A GLY 321 N    2hyy #1/A MET 318 O      no hydrogen  3.098  N/A
    2hyy #2.1/A GLY 321 N    2hyy #2.1/A MET 318 O    no hydrogen  3.098  N/A
    2hyy #2.1/A LEU 323 N    2hyy #1/A CYS 369 O      no hydrogen  2.739  N/A
    2hyy #2.1/A LEU 323 N    2hyy #2.1/A CYS 369 O    no hydrogen  2.739  N/A
    2hyy #2.1/A TYR 326 N    2hyy #1/A ASN 322 O      no hydrogen  2.999  N/A
    2hyy #2.1/A TYR 326 N    2hyy #2.1/A ASN 322 O    no hydrogen  2.999  N/A
    2hyy #2.1/A LEU 327 N    2hyy #1/A LEU 323 O      no hydrogen  2.862  N/A
    2hyy #2.1/A LEU 327 N    2hyy #2.1/A LEU 323 O    no hydrogen  2.862  N/A
    2hyy #2.1/A ARG 328 N    2hyy #1/A LEU 324 O      no hydrogen  3.213  N/A
    2hyy #2.1/A ARG 328 N    2hyy #1/A ASP 325 O      no hydrogen  2.957  N/A
    2hyy #2.1/A ARG 328 N    2hyy #2.1/A LEU 324 O    no hydrogen  3.213  N/A
    2hyy #2.1/A ARG 328 N    2hyy #2.1/A ASP 325 O    no hydrogen  2.957  N/A
    2hyy #2.1/A ARG 328 NE   2hyy #1/A GLY 436 O      no hydrogen  2.658  N/A
    2hyy #2.1/A ARG 328 NE   2hyy #2.1/A GLY 436 O    no hydrogen  2.658  N/A
    2hyy #2.1/A ARG 328 NH2  2hyy #1/A GLY 436 O      no hydrogen  2.848  N/A
    2hyy #2.1/A ARG 328 NH2  2hyy #2.1/A GLY 436 O    no hydrogen  2.848  N/A
    2hyy #2.1/A GLU 329 N    2hyy #1/A ASP 325 O      no hydrogen  2.842  N/A
    2hyy #2.1/A GLU 329 N    2hyy #1/A TYR 326 O      no hydrogen  3.276  N/A
    2hyy #2.1/A GLU 329 N    2hyy #2.1/A ASP 325 O    no hydrogen  2.842  N/A
    2hyy #2.1/A GLU 329 N    2hyy #2.1/A TYR 326 O    no hydrogen  3.276  N/A
    2hyy #2.1/A CYS 330 SG   2hyy #1/A LEU 327 O      no hydrogen  3.416  N/A
    2hyy #2.1/A CYS 330 SG   2hyy #2.1/A LEU 327 O    no hydrogen  3.416  N/A
    2hyy #2.1/A ASN 331 N    2hyy #1/A HOH 133 O      no hydrogen  3.208  N/A
    2hyy #2.1/A ASN 331 N    2hyy #2.1/A HOH 133 O    no hydrogen  3.208  N/A
    2hyy #2.1/A ASN 331 ND2  2hyy #1/A HOH 180 O      no hydrogen  3.017  N/A
    2hyy #2.1/A ASN 331 ND2  2hyy #2.1/A HOH 180 O    no hydrogen  3.017  N/A
    2hyy #2.1/A ARG 332 NE   2hyy #1/A HOH 106 O      no hydrogen  2.854  N/A
    2hyy #2.1/A ARG 332 NE   2hyy #2.1/A HOH 106 O    no hydrogen  2.854  N/A
    2hyy #2.1/A ARG 332 NH2  2hyy #1/A HOH 106 O      no hydrogen  3.232  N/A
    2hyy #2.1/A ARG 332 NH2  2hyy #2.1/A HOH 106 O    no hydrogen  3.232  N/A
    2hyy #2.1/A GLN 333 N    2hyy #1/A ASN 331 OD1    no hydrogen  2.766  N/A
    2hyy #2.1/A GLN 333 N    2hyy #2.1/A ASN 331 OD1  no hydrogen  2.766  N/A
    2hyy #2.1/A GLU 334 N    2hyy #1/A ASN 331 OD1    no hydrogen  3.193  N/A
    2hyy #2.1/A GLU 334 N    2hyy #2.1/A ASN 331 OD1  no hydrogen  3.193  N/A
    2hyy #2.1/A VAL 335 N    2hyy #1/A ASN 331 O      no hydrogen  2.760  N/A
    2hyy #2.1/A VAL 335 N    2hyy #2.1/A ASN 331 O    no hydrogen  2.760  N/A
    2hyy #2.1/A ASN 336 N    2hyy #1/A GLU 334 O      no hydrogen  2.917  N/A
    2hyy #2.1/A ASN 336 N    2hyy #2.1/A GLU 334 O    no hydrogen  2.917  N/A
    2hyy #2.1/A VAL 339 N    2hyy #1/A ASN 336 OD1    no hydrogen  3.332  N/A
    2hyy #2.1/A VAL 339 N    2hyy #2.1/A ASN 336 OD1  no hydrogen  3.332  N/A
    2hyy #2.1/A LEU 340 N    2hyy #1/A ASN 336 O      no hydrogen  2.904  N/A
    2hyy #2.1/A LEU 340 N    2hyy #2.1/A ASN 336 O    no hydrogen  2.904  N/A
    2hyy #2.1/A LEU 341 N    2hyy #1/A ALA 337 O      no hydrogen  3.129  N/A
    2hyy #2.1/A LEU 341 N    2hyy #2.1/A ALA 337 O    no hydrogen  3.129  N/A
    2hyy #2.1/A TYR 342 N    2hyy #1/A VAL 338 O      no hydrogen  2.908  N/A
    2hyy #2.1/A TYR 342 N    2hyy #2.1/A VAL 338 O    no hydrogen  2.908  N/A
    2hyy #2.1/A MET 343 N    2hyy #1/A VAL 339 O      no hydrogen  2.765  N/A
    2hyy #2.1/A MET 343 N    2hyy #2.1/A VAL 339 O    no hydrogen  2.765  N/A
    2hyy #2.1/A ALA 344 N    2hyy #1/A LEU 340 O      no hydrogen  3.017  N/A
    2hyy #2.1/A ALA 344 N    2hyy #2.1/A LEU 340 O    no hydrogen  3.017  N/A
    2hyy #2.1/A THR 345 N    2hyy #1/A LEU 341 O      no hydrogen  2.903  N/A
    2hyy #2.1/A THR 345 N    2hyy #2.1/A LEU 341 O    no hydrogen  2.903  N/A
    2hyy #2.1/A THR 345 OG1  2hyy #1/A LEU 341 O      no hydrogen  2.816  N/A
    2hyy #2.1/A THR 345 OG1  2hyy #2.1/A LEU 341 O    no hydrogen  2.816  N/A
    2hyy #2.1/A GLN 346 N    2hyy #1/A TYR 342 O      no hydrogen  3.196  N/A
    2hyy #2.1/A GLN 346 N    2hyy #2.1/A TYR 342 O    no hydrogen  3.196  N/A
    2hyy #2.1/A GLN 346 NE2  2hyy #1/A TYR 342 O      no hydrogen  3.023  N/A
    2hyy #2.1/A GLN 346 NE2  2hyy #1/A HIS 375 O      no hydrogen  2.903  N/A
    2hyy #2.1/A GLN 346 NE2  2hyy #2.1/A TYR 342 O    no hydrogen  3.023  N/A
    2hyy #2.1/A GLN 346 NE2  2hyy #2.1/A HIS 375 O    no hydrogen  2.903  N/A
    2hyy #2.1/A ILE 347 N    2hyy #1/A MET 343 O      no hydrogen  3.299  N/A
    2hyy #2.1/A ILE 347 N    2hyy #2.1/A MET 343 O    no hydrogen  3.299  N/A
    2hyy #2.1/A SER 348 N    2hyy #1/A ALA 344 O      no hydrogen  3.068  N/A
    2hyy #2.1/A SER 348 N    2hyy #2.1/A ALA 344 O    no hydrogen  3.068  N/A
    2hyy #2.1/A SER 348 OG   2hyy #1/A ALA 344 O      no hydrogen  3.221  N/A
    2hyy #2.1/A SER 348 OG   2hyy #1/A THR 345 O      no hydrogen  2.559  N/A
    2hyy #2.1/A SER 348 OG   2hyy #1/A HIS 490 ND1    no hydrogen  3.369  N/A
    2hyy #2.1/A SER 348 OG   2hyy #2.1/A ALA 344 O    no hydrogen  3.221  N/A
    2hyy #2.1/A SER 348 OG   2hyy #2.1/A THR 345 O    no hydrogen  2.559  N/A
    2hyy #2.1/A SER 348 OG   2hyy #2.1/A HIS 490 ND1  no hydrogen  3.369  N/A
    2hyy #2.1/A SER 349 N    2hyy #1/A THR 345 O      no hydrogen  2.902  N/A
    2hyy #2.1/A SER 349 N    2hyy #2.1/A THR 345 O    no hydrogen  2.902  N/A
    2hyy #2.1/A SER 349 OG   2hyy #1/A HOH 197 O      no hydrogen  3.298  N/A
    2hyy #2.1/A SER 349 OG   2hyy #1/A HIS 295 NE2    no hydrogen  3.076  N/A
    2hyy #2.1/A SER 349 OG   2hyy #2.1/A HOH 197 O    no hydrogen  3.298  N/A
    2hyy #2.1/A SER 349 OG   2hyy #2.1/A HIS 295 NE2  no hydrogen  3.076  N/A
    2hyy #2.1/A ALA 350 N    2hyy #1/A GLN 346 O      no hydrogen  2.994  N/A
    2hyy #2.1/A ALA 350 N    2hyy #2.1/A GLN 346 O    no hydrogen  2.994  N/A
    2hyy #2.1/A MET 351 N    2hyy #1/A ILE 347 O      no hydrogen  2.884  N/A
    2hyy #2.1/A MET 351 N    2hyy #2.1/A ILE 347 O    no hydrogen  2.884  N/A
    2hyy #2.1/A GLU 352 N    2hyy #1/A SER 348 O      no hydrogen  2.762  N/A
    2hyy #2.1/A GLU 352 N    2hyy #2.1/A SER 348 O    no hydrogen  2.762  N/A
    2hyy #2.1/A TYR 353 N    2hyy #1/A SER 349 O      no hydrogen  3.088  N/A
    2hyy #2.1/A TYR 353 N    2hyy #2.1/A SER 349 O    no hydrogen  3.088  N/A
    2hyy #2.1/A LEU 354 N    2hyy #1/A ALA 350 O      no hydrogen  3.238  N/A
    2hyy #2.1/A LEU 354 N    2hyy #2.1/A ALA 350 O    no hydrogen  3.238  N/A
    2hyy #2.1/A GLU 355 N    2hyy #1/A MET 351 O      no hydrogen  2.883  N/A
    2hyy #2.1/A GLU 355 N    2hyy #2.1/A MET 351 O    no hydrogen  2.883  N/A
    2hyy #2.1/A LYS 356 N    2hyy #1/A GLU 352 O      no hydrogen  3.091  N/A
    2hyy #2.1/A LYS 356 N    2hyy #2.1/A GLU 352 O    no hydrogen  3.091  N/A
    2hyy #2.1/A LYS 357 N    2hyy #1/A TYR 353 O      no hydrogen  2.980  N/A
    2hyy #2.1/A LYS 357 N    2hyy #2.1/A TYR 353 O    no hydrogen  2.980  N/A
    2hyy #2.1/A ASN 358 N    2hyy #1/A GLU 355 O      no hydrogen  2.823  N/A
    2hyy #2.1/A ASN 358 N    2hyy #2.1/A GLU 355 O    no hydrogen  2.823  N/A
    2hyy #2.1/A PHE 359 N    2hyy #1/A LEU 354 O      no hydrogen  2.721  N/A
    2hyy #2.1/A PHE 359 N    2hyy #2.1/A LEU 354 O    no hydrogen  2.721  N/A
    2hyy #2.1/A HIS 361 N    2hyy #1/A ASP 421 OD2    no hydrogen  2.749  N/A
    2hyy #2.1/A HIS 361 N    2hyy #2.1/A ASP 421 OD2  no hydrogen  2.749  N/A
    2hyy #2.1/A HIS 361 NE2  2hyy #1/A ALA 380 O      no hydrogen  2.574  N/A
    2hyy #2.1/A HIS 361 NE2  2hyy #2.1/A ALA 380 O    no hydrogen  2.574  N/A
    2hyy #2.1/A ARG 362 N    2hyy #1/A ASP 421 OD1    no hydrogen  2.872  N/A
    2hyy #2.1/A ARG 362 N    2hyy #2.1/A ASP 421 OD1  no hydrogen  2.872  N/A
    2hyy #2.1/A ASP 363 N    2hyy #1/A HIS 361 ND1    no hydrogen  3.003  N/A
    2hyy #2.1/A ASP 363 N    2hyy #2.1/A HIS 361 ND1  no hydrogen  3.003  N/A
    2hyy #2.1/A LEU 364 N    2hyy #1/A HOH 1 O        no hydrogen  2.777  N/A
    2hyy #2.1/A LEU 364 N    2hyy #2.1/A HOH 1 O      no hydrogen  2.777  N/A
    2hyy #2.1/A ALA 366 N    2hyy #1/A GLU 431 OE2    no hydrogen  2.901  N/A
    2hyy #2.1/A ALA 366 N    2hyy #2.1/A GLU 431 OE2  no hydrogen  2.901  N/A
    2hyy #2.1/A ARG 367 N    2hyy #1/A HOH 157 O      no hydrogen  2.780  N/A
    2hyy #2.1/A ARG 367 N    2hyy #2.1/A HOH 157 O    no hydrogen  2.780  N/A
    2hyy #2.1/A ARG 367 NE   2hyy #1/A TYR 393 OH     no hydrogen  2.949  N/A
    2hyy #2.1/A ARG 367 NE   2hyy #2.1/A TYR 393 OH   no hydrogen  2.949  N/A
    2hyy #2.1/A ARG 367 NH1  2hyy #1/A HOH 66 O       no hydrogen  2.793  N/A
    2hyy #2.1/A ARG 367 NH1  2hyy #2.1/A HOH 66 O     no hydrogen  2.793  N/A
    2hyy #2.1/A ARG 367 NH2  2hyy #1/A ASP 363 OD1    no hydrogen  2.855  N/A
    2hyy #2.1/A ARG 367 NH2  2hyy #1/A TYR 393 OH     no hydrogen  3.526  N/A
    2hyy #2.1/A ARG 367 NH2  2hyy #2.1/A ASP 363 OD1  no hydrogen  2.855  N/A
    2hyy #2.1/A ARG 367 NH2  2hyy #2.1/A TYR 393 OH   no hydrogen  3.526  N/A
    2hyy #2.1/A ASN 368 N    2hyy #1/A ALA 365 O      no hydrogen  2.985  N/A
    2hyy #2.1/A ASN 368 N    2hyy #2.1/A ALA 365 O    no hydrogen  2.985  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #1/A HOH 94 O       no hydrogen  3.064  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #1/A ASP 363 O      no hydrogen  2.798  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #1/A ASP 363 OD2    no hydrogen  3.143  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #2.1/A HOH 94 O     no hydrogen  3.064  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #2.1/A ASP 363 O    no hydrogen  2.798  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #2.1/A ASP 363 OD2  no hydrogen  3.143  N/A
    2hyy #2.1/A CYS 369 N    2hyy #1/A ALA 366 O      no hydrogen  3.030  N/A
    2hyy #2.1/A CYS 369 N    2hyy #2.1/A ALA 366 O    no hydrogen  3.030  N/A
    2hyy #2.1/A CYS 369 SG   2hyy #1/A ALA 365 O      no hydrogen  3.679  N/A
    2hyy #2.1/A CYS 369 SG   2hyy #2.1/A ALA 365 O    no hydrogen  3.679  N/A
    2hyy #2.1/A LEU 370 N    2hyy #1/A LYS 378 O      no hydrogen  2.797  N/A
    2hyy #2.1/A LEU 370 N    2hyy #2.1/A LYS 378 O    no hydrogen  2.797  N/A
    2hyy #2.1/A VAL 371 N    2hyy #1/A GLY 321 O      no hydrogen  2.830  N/A
    2hyy #2.1/A VAL 371 N    2hyy #2.1/A GLY 321 O    no hydrogen  2.830  N/A
    2hyy #2.1/A GLY 372 N    2hyy #1/A LEU 376 O      no hydrogen  2.670  N/A
    2hyy #2.1/A GLY 372 N    2hyy #2.1/A LEU 376 O    no hydrogen  2.670  N/A
    2hyy #2.1/A HIS 375 NE2  2hyy #1/A GLU 334 OE2    no hydrogen  3.055  N/A
    2hyy #2.1/A HIS 375 NE2  2hyy #2.1/A GLU 334 OE2  no hydrogen  3.055  N/A
    2hyy #2.1/A VAL 377 N    2hyy #1/A GLN 346 OE1    no hydrogen  2.687  N/A
    2hyy #2.1/A VAL 377 N    2hyy #2.1/A GLN 346 OE1  no hydrogen  2.687  N/A
    2hyy #2.1/A LYS 378 N    2hyy #1/A LEU 370 O      no hydrogen  2.887  N/A
    2hyy #2.1/A LYS 378 N    2hyy #2.1/A LEU 370 O    no hydrogen  2.887  N/A
    2hyy #2.1/A LYS 378 NZ   2hyy #1/A GLU 316 OE1    no hydrogen  2.328  N/A
    2hyy #2.1/A LYS 378 NZ   2hyy #1/A GLU 316 OE2    no hydrogen  2.592  N/A
    2hyy #2.1/A LYS 378 NZ   2hyy #2.1/A GLU 316 OE1  no hydrogen  2.328  N/A
    2hyy #2.1/A LYS 378 NZ   2hyy #2.1/A GLU 316 OE2  no hydrogen  2.592  N/A
    2hyy #2.1/A VAL 379 N    2hyy #1/A ASN 297 O      no hydrogen  2.940  N/A
    2hyy #2.1/A VAL 379 N    2hyy #2.1/A ASN 297 O    no hydrogen  2.940  N/A
    2hyy #2.1/A ALA 380 N    2hyy #1/A ASN 368 O      no hydrogen  2.778  N/A
    2hyy #2.1/A ALA 380 N    2hyy #2.1/A ASN 368 O    no hydrogen  2.778  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A PHE 382 N    2hyy #1/A ASN 368 OD1    no hydrogen  3.082  N/A
    2hyy #2.1/A PHE 382 N    2hyy #2.1/A ASN 368 OD1  no hydrogen  3.082  N/A
    2hyy #2.1/A GLY 383 N    2hyy #1/A ASP 381 OD1    no hydrogen  3.347  N/A
    2hyy #2.1/A GLY 383 N    2hyy #2.1/A ASP 381 OD1  no hydrogen  3.347  N/A
    2hyy #2.1/A MET 388 N    2hyy #1/A LEU 384 O      no hydrogen  2.927  N/A
    2hyy #2.1/A MET 388 N    2hyy #2.1/A LEU 384 O    no hydrogen  2.927  N/A
    2hyy #2.1/A THR 389 OG1  2hyy #1/D GLU 470 OE2    no hydrogen  2.992  N/A
    2hyy #2.1/A ASP 391 N    2hyy #1/A HOH 104 O      no hydrogen  2.891  N/A
    2hyy #2.1/A ASP 391 N    2hyy #2.1/A HOH 104 O    no hydrogen  2.891  N/A
    2hyy #2.1/A THR 392 N    2hyy #1/A HOH 181 O      no hydrogen  3.010  N/A
    2hyy #2.1/A THR 392 N    2hyy #2.1/A HOH 181 O    no hydrogen  3.010  N/A
    2hyy #2.1/A THR 392 OG1  2hyy #1/A HOH 73 O       no hydrogen  2.829  N/A
    2hyy #2.1/A THR 392 OG1  2hyy #1/A HOH 181 O      no hydrogen  2.640  N/A
    2hyy #2.1/A THR 392 OG1  2hyy #2.1/A HOH 73 O     no hydrogen  2.829  N/A
    2hyy #2.1/A THR 392 OG1  2hyy #2.1/A HOH 181 O    no hydrogen  2.640  N/A
    2hyy #2.1/A TYR 393 OH   2hyy #1/A ASP 363 OD1    no hydrogen  3.222  N/A
    2hyy #2.1/A TYR 393 OH   2hyy #1/A ASP 363 OD2    no hydrogen  2.475  N/A
    2hyy #2.1/A TYR 393 OH   2hyy #2.1/A ASP 363 OD1  no hydrogen  3.222  N/A
    2hyy #2.1/A TYR 393 OH   2hyy #2.1/A ASP 363 OD2  no hydrogen  2.475  N/A
    2hyy #2.1/A THR 394 N    2hyy #1/A PHE 401 O      no hydrogen  2.898  N/A
    2hyy #2.1/A THR 394 N    2hyy #2.1/A PHE 401 O    no hydrogen  2.898  N/A
    2hyy #2.1/A THR 394 OG1  2hyy #1/A HOH 84 O       no hydrogen  2.760  N/A
    2hyy #2.1/A THR 394 OG1  2hyy #2.1/A HOH 84 O     no hydrogen  2.760  N/A
    2hyy #2.1/A HIS 396 N    2hyy #1/A ALA 399 O      no hydrogen  2.568  N/A
    2hyy #2.1/A HIS 396 N    2hyy #2.1/A ALA 399 O    no hydrogen  2.568  N/A
    2hyy #2.1/A ALA 399 N    2hyy #1/A HIS 396 O      no hydrogen  2.976  N/A
    2hyy #2.1/A ALA 399 N    2hyy #2.1/A HIS 396 O    no hydrogen  2.976  N/A
    2hyy #2.1/A LYS 400 NZ   2hyy #1/A HOH 144 O      no hydrogen  3.054  N/A
    2hyy #2.1/A LYS 400 NZ   2hyy #2.1/A HOH 144 O    no hydrogen  3.054  N/A
    2hyy #2.1/A PHE 401 N    2hyy #1/A THR 394 O      no hydrogen  2.865  N/A
    2hyy #2.1/A PHE 401 N    2hyy #2.1/A THR 394 O    no hydrogen  2.865  N/A
    2hyy #2.1/A ILE 403 N    2hyy #1/A HOH 84 O       no hydrogen  3.238  N/A
    2hyy #2.1/A ILE 403 N    2hyy #2.1/A HOH 84 O     no hydrogen  3.238  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #1/A HOH 130 O      no hydrogen  2.500  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #1/A PRO 439 O      no hydrogen  3.358  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #1/A TYR 440 O      no hydrogen  2.669  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #1/A ILE 443 O      no hydrogen  3.057  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #2.1/A HOH 130 O    no hydrogen  2.500  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #2.1/A PRO 439 O    no hydrogen  3.358  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #2.1/A TYR 440 O    no hydrogen  2.669  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #2.1/A ILE 443 O    no hydrogen  3.057  N/A
    2hyy #2.1/A TRP 405 N    2hyy #1/A PRO 402 O      no hydrogen  2.996  N/A
    2hyy #2.1/A TRP 405 N    2hyy #2.1/A PRO 402 O    no hydrogen  2.996  N/A
    2hyy #2.1/A TRP 405 NE1  2hyy #1/A GLU 431 OE2    no hydrogen  3.015  N/A
    2hyy #2.1/A TRP 405 NE1  2hyy #2.1/A GLU 431 OE2  no hydrogen  3.015  N/A
    2hyy #2.1/A THR 406 N    2hyy #1/A ILE 403 O      no hydrogen  3.214  N/A
    2hyy #2.1/A THR 406 N    2hyy #2.1/A ILE 403 O    no hydrogen  3.214  N/A
    2hyy #2.1/A THR 406 OG1  2hyy #1/A PRO 402 O      no hydrogen  2.575  N/A
    2hyy #2.1/A THR 406 OG1  2hyy #2.1/A PRO 402 O    no hydrogen  2.575  N/A
    2hyy #2.1/A GLU 409 N    2hyy #1/A GLU 409 OE1    no hydrogen  2.962  N/A
    2hyy #2.1/A GLU 409 N    2hyy #2.1/A GLU 409 OE1  no hydrogen  2.962  N/A
    2hyy #2.1/A SER 410 N    2hyy #1/A ALA 407 O      no hydrogen  3.044  N/A
    2hyy #2.1/A SER 410 N    2hyy #2.1/A ALA 407 O    no hydrogen  3.044  N/A
    2hyy #2.1/A SER 410 OG   2hyy #1/A LYS 415 O      no hydrogen  2.731  N/A
    2hyy #2.1/A SER 410 OG   2hyy #2.1/A LYS 415 O    no hydrogen  2.731  N/A
    2hyy #2.1/A LEU 411 N    2hyy #1/A ALA 407 O      no hydrogen  3.031  N/A
    2hyy #2.1/A LEU 411 N    2hyy #2.1/A ALA 407 O    no hydrogen  3.031  N/A
    2hyy #2.1/A ALA 412 N    2hyy #1/A PRO 408 O      no hydrogen  2.591  N/A
    2hyy #2.1/A ALA 412 N    2hyy #2.1/A PRO 408 O    no hydrogen  2.591  N/A
    2hyy #2.1/A TYR 413 N    2hyy #1/A GLU 409 O      no hydrogen  2.819  N/A
    2hyy #2.1/A TYR 413 N    2hyy #2.1/A GLU 409 O    no hydrogen  2.819  N/A
    2hyy #2.1/A ASN 414 N    2hyy #1/A SER 410 O      no hydrogen  3.148  N/A
    2hyy #2.1/A ASN 414 N    2hyy #2.1/A SER 410 O    no hydrogen  3.148  N/A
    2hyy #2.1/A ASN 414 ND2  2hyy #1/A HOH 150 O      no hydrogen  3.141  N/A
    2hyy #2.1/A ASN 414 ND2  2hyy #2.1/A HOH 150 O    no hydrogen  3.141  N/A
    2hyy #2.1/A LYS 415 N    2hyy #1/A GLU 409 O      no hydrogen  3.403  N/A
    2hyy #2.1/A LYS 415 N    2hyy #2.1/A GLU 409 O    no hydrogen  3.403  N/A
    2hyy #2.1/A SER 417 N    2hyy #1/A SER 420 OG     no hydrogen  3.047  N/A
    2hyy #2.1/A SER 417 N    2hyy #2.1/A SER 420 OG   no hydrogen  3.047  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #1/A HOH 23 O       no hydrogen  2.778  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #1/A ARG 483 O      no hydrogen  2.713  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #1/A PRO 484 O      no hydrogen  3.187  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #2.1/A HOH 23 O     no hydrogen  2.778  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #2.1/A ARG 483 O    no hydrogen  2.713  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #2.1/A PRO 484 O    no hydrogen  3.187  N/A
    2hyy #2.1/A SER 420 N    2hyy #1/A SER 417 O      no hydrogen  2.856  N/A
    2hyy #2.1/A SER 420 N    2hyy #2.1/A SER 417 O    no hydrogen  2.856  N/A
    2hyy #2.1/A SER 420 OG   2hyy #1/A HOH 39 O       no hydrogen  2.418  N/A
    2hyy #2.1/A SER 420 OG   2hyy #1/A SER 417 O      no hydrogen  2.807  N/A
    2hyy #2.1/A SER 420 OG   2hyy #2.1/A HOH 39 O     no hydrogen  2.418  N/A
    2hyy #2.1/A SER 420 OG   2hyy #2.1/A SER 417 O    no hydrogen  2.807  N/A
    2hyy #2.1/A ASP 421 N    2hyy #1/A SER 417 O      no hydrogen  3.273  N/A
    2hyy #2.1/A ASP 421 N    2hyy #2.1/A SER 417 O    no hydrogen  3.273  N/A
    2hyy #2.1/A VAL 422 N    2hyy #1/A ILE 418 O      no hydrogen  2.965  N/A
    2hyy #2.1/A VAL 422 N    2hyy #2.1/A ILE 418 O    no hydrogen  2.965  N/A
    2hyy #2.1/A TRP 423 N    2hyy #1/A LYS 419 O      no hydrogen  3.155  N/A
    2hyy #2.1/A TRP 423 N    2hyy #2.1/A LYS 419 O    no hydrogen  3.155  N/A
    2hyy #2.1/A TRP 423 NE1  2hyy #1/A HOH 109 O      no hydrogen  2.893  N/A
    2hyy #2.1/A TRP 423 NE1  2hyy #2.1/A HOH 109 O    no hydrogen  2.893  N/A
    2hyy #2.1/A ALA 424 N    2hyy #1/A SER 420 O      no hydrogen  2.924  N/A
    2hyy #2.1/A ALA 424 N    2hyy #2.1/A SER 420 O    no hydrogen  2.924  N/A
    2hyy #2.1/A PHE 425 N    2hyy #1/A ASP 421 O      no hydrogen  2.866  N/A
    2hyy #2.1/A PHE 425 N    2hyy #2.1/A ASP 421 O    no hydrogen  2.866  N/A
    2hyy #2.1/A GLY 426 N    2hyy #1/A VAL 422 O      no hydrogen  3.149  N/A
    2hyy #2.1/A GLY 426 N    2hyy #2.1/A VAL 422 O    no hydrogen  3.149  N/A
    2hyy #2.1/A VAL 427 N    2hyy #1/A TRP 423 O      no hydrogen  3.367  N/A
    2hyy #2.1/A VAL 427 N    2hyy #1/A ALA 424 O      no hydrogen  3.089  N/A
    2hyy #2.1/A VAL 427 N    2hyy #2.1/A TRP 423 O    no hydrogen  3.367  N/A
    2hyy #2.1/A VAL 427 N    2hyy #2.1/A ALA 424 O    no hydrogen  3.089  N/A
    2hyy #2.1/A LEU 428 N    2hyy #1/A ALA 424 O      no hydrogen  2.873  N/A
    2hyy #2.1/A LEU 428 N    2hyy #2.1/A ALA 424 O    no hydrogen  2.873  N/A
    2hyy #2.1/A LEU 429 N    2hyy #1/A PHE 425 O      no hydrogen  2.731  N/A
    2hyy #2.1/A LEU 429 N    2hyy #2.1/A PHE 425 O    no hydrogen  2.731  N/A
    2hyy #2.1/A TRP 430 N    2hyy #1/A GLY 426 O      no hydrogen  3.383  N/A
    2hyy #2.1/A TRP 430 N    2hyy #2.1/A GLY 426 O    no hydrogen  3.383  N/A
    2hyy #2.1/A TRP 430 NE1  2hyy #1/A GLU 459 O      no hydrogen  3.035  N/A
    2hyy #2.1/A TRP 430 NE1  2hyy #2.1/A GLU 459 O    no hydrogen  3.035  N/A
    2hyy #2.1/A GLU 431 N    2hyy #1/A VAL 427 O      no hydrogen  2.981  N/A
    2hyy #2.1/A GLU 431 N    2hyy #2.1/A VAL 427 O    no hydrogen  2.981  N/A
    2hyy #2.1/A ILE 432 N    2hyy #1/A LEU 428 O      no hydrogen  3.021  N/A
    2hyy #2.1/A ILE 432 N    2hyy #2.1/A LEU 428 O    no hydrogen  3.021  N/A
    2hyy #2.1/A ALA 433 N    2hyy #1/A LEU 429 O      no hydrogen  3.079  N/A
    2hyy #2.1/A ALA 433 N    2hyy #2.1/A LEU 429 O    no hydrogen  3.079  N/A
    2hyy #2.1/A THR 434 N    2hyy #1/A TRP 430 O      no hydrogen  3.142  N/A
    2hyy #2.1/A THR 434 N    2hyy #2.1/A TRP 430 O    no hydrogen  3.142  N/A
    2hyy #2.1/A THR 434 OG1  2hyy #1/A TRP 430 O      no hydrogen  2.820  N/A
    2hyy #2.1/A THR 434 OG1  2hyy #1/A GLU 431 O      no hydrogen  3.382  N/A
    2hyy #2.1/A THR 434 OG1  2hyy #2.1/A TRP 430 O    no hydrogen  2.820  N/A
    2hyy #2.1/A THR 434 OG1  2hyy #2.1/A GLU 431 O    no hydrogen  3.382  N/A
    2hyy #2.1/A TYR 435 N    2hyy #1/A ILE 432 O      no hydrogen  3.040  N/A
    2hyy #2.1/A TYR 435 N    2hyy #2.1/A ILE 432 O    no hydrogen  3.040  N/A
    2hyy #2.1/A TYR 435 OH   2hyy #1/A VAL 335 O      no hydrogen  2.596  N/A
    2hyy #2.1/A TYR 435 OH   2hyy #2.1/A VAL 335 O    no hydrogen  2.596  N/A
    2hyy #2.1/A GLY 436 N    2hyy #1/A GLU 431 O      no hydrogen  2.616  N/A
    2hyy #2.1/A GLY 436 N    2hyy #2.1/A GLU 431 O    no hydrogen  2.616  N/A
    2hyy #2.1/A MET 437 N    2hyy #1/A THR 434 OG1    no hydrogen  3.036  N/A
    2hyy #2.1/A MET 437 N    2hyy #2.1/A THR 434 OG1  no hydrogen  3.036  N/A
    2hyy #2.1/A SER 438 N    2hyy #1/A HOH 71 O       no hydrogen  3.171  N/A
    2hyy #2.1/A SER 438 N    2hyy #2.1/A HOH 71 O     no hydrogen  3.171  N/A
    2hyy #2.1/A TYR 440 OH   2hyy #1/A HOH 89 O       no hydrogen  2.703  N/A
    2hyy #2.1/A TYR 440 OH   2hyy #1/A HOH 109 O      no hydrogen  2.767  N/A
    2hyy #2.1/A TYR 440 OH   2hyy #2.1/A HOH 89 O     no hydrogen  2.703  N/A
    2hyy #2.1/A TYR 440 OH   2hyy #2.1/A HOH 109 O    no hydrogen  2.767  N/A
    2hyy #2.1/A GLY 442 N    2hyy #1/A HOH 50 O       no hydrogen  2.975  N/A
    2hyy #2.1/A GLY 442 N    2hyy #2.1/A HOH 50 O     no hydrogen  2.975  N/A
    2hyy #2.1/A ILE 443 N    2hyy #1/A TYR 440 O      no hydrogen  3.090  N/A
    2hyy #2.1/A ILE 443 N    2hyy #2.1/A TYR 440 O    no hydrogen  3.090  N/A
    2hyy #2.1/A SER 446 OG   2hyy #1/A ASP 444 OD2    no hydrogen  2.991  N/A
    2hyy #2.1/A SER 446 OG   2hyy #2.1/A ASP 444 OD2  no hydrogen  2.991  N/A
    2hyy #2.1/A GLN 447 N    2hyy #1/A ASP 444 O      no hydrogen  2.948  N/A
    2hyy #2.1/A GLN 447 N    2hyy #2.1/A ASP 444 O    no hydrogen  2.948  N/A
    2hyy #2.1/A GLN 447 NE2  2hyy #1/A ASP 444 OD2    no hydrogen  3.137  N/A
    2hyy #2.1/A GLN 447 NE2  2hyy #1/C ARG 457 O      no hydrogen  2.699  N/A
    2hyy #2.1/A GLN 447 NE2  2hyy #2.1/A ASP 444 OD2  no hydrogen  3.137  N/A
    2hyy #2.1/A VAL 448 N    2hyy #1/A LEU 445 O      no hydrogen  3.433  N/A
    2hyy #2.1/A VAL 448 N    2hyy #2.1/A LEU 445 O    no hydrogen  3.433  N/A
    2hyy #2.1/A GLU 450 N    2hyy #1/A HOH 21 O       no hydrogen  2.862  N/A
    2hyy #2.1/A GLU 450 N    2hyy #2.1/A HOH 21 O     no hydrogen  2.862  N/A
    2hyy #2.1/A LEU 451 N    2hyy #1/A GLN 447 O      no hydrogen  3.056  N/A
    2hyy #2.1/A LEU 451 N    2hyy #2.1/A GLN 447 O    no hydrogen  3.056  N/A
    2hyy #2.1/A LEU 452 N    2hyy #1/A VAL 448 O      no hydrogen  2.948  N/A
    2hyy #2.1/A LEU 452 N    2hyy #2.1/A VAL 448 O    no hydrogen  2.948  N/A
    2hyy #2.1/A GLU 453 N    2hyy #1/A TYR 449 O      no hydrogen  2.851  N/A
    2hyy #2.1/A GLU 453 N    2hyy #2.1/A TYR 449 O    no hydrogen  2.851  N/A
    2hyy #2.1/A LYS 454 N    2hyy #1/A GLU 450 O      no hydrogen  3.074  N/A
    2hyy #2.1/A LYS 454 N    2hyy #2.1/A GLU 450 O    no hydrogen  3.074  N/A
    2hyy #2.1/A LYS 454 NZ   2hyy #1/C ASP 455 OD2    no hydrogen  2.626  N/A
    2hyy #2.1/A ASP 455 N    2hyy #1/A LEU 452 O      no hydrogen  2.977  N/A
    2hyy #2.1/A ASP 455 N    2hyy #2.1/A LEU 452 O    no hydrogen  2.977  N/A
    2hyy #2.1/A TYR 456 N    2hyy #1/A LEU 451 O      no hydrogen  2.752  N/A
    2hyy #2.1/A TYR 456 N    2hyy #2.1/A LEU 451 O    no hydrogen  2.752  N/A
    2hyy #2.1/A TYR 456 OH   2hyy #1/A HOH 127 O      no hydrogen  2.818  N/A
    2hyy #2.1/A TYR 456 OH   2hyy #1/C GLN 447 OE1    no hydrogen  2.603  N/A
    2hyy #2.1/A TYR 456 OH   2hyy #2.1/A HOH 127 O    no hydrogen  2.818  N/A
    2hyy #2.1/A ARG 457 N    2hyy #1/C HOH 164 O      no hydrogen  3.224  N/A
    2hyy #2.1/A ARG 457 NE   2hyy #1/A TRP 476 O      no hydrogen  3.053  N/A
    2hyy #2.1/A ARG 457 NE   2hyy #2.1/A TRP 476 O    no hydrogen  3.053  N/A
    2hyy #2.1/A ARG 457 NH1  2hyy #1/A LEU 452 O      no hydrogen  2.745  N/A
    2hyy #2.1/A ARG 457 NH1  2hyy #1/A TYR 456 O      no hydrogen  3.006  N/A
    2hyy #2.1/A ARG 457 NH1  2hyy #2.1/A LEU 452 O    no hydrogen  2.745  N/A
    2hyy #2.1/A ARG 457 NH1  2hyy #2.1/A TYR 456 O    no hydrogen  3.006  N/A
    2hyy #2.1/A ARG 457 NH2  2hyy #1/A HOH 75 O       no hydrogen  2.579  N/A
    2hyy #2.1/A ARG 457 NH2  2hyy #1/A TRP 476 O      no hydrogen  2.938  N/A
    2hyy #2.1/A ARG 457 NH2  2hyy #2.1/A HOH 75 O     no hydrogen  2.579  N/A
    2hyy #2.1/A ARG 457 NH2  2hyy #2.1/A TRP 476 O    no hydrogen  2.938  N/A
    2hyy #2.1/A MET 458 N    2hyy #1/A HOH 89 O       no hydrogen  2.981  N/A
    2hyy #2.1/A MET 458 N    2hyy #2.1/A HOH 89 O     no hydrogen  2.981  N/A
    2hyy #2.1/A GLU 459 N    2hyy #1/A GLU 459 OE1    no hydrogen  2.434  N/A
    2hyy #2.1/A GLU 459 N    2hyy #2.1/A GLU 459 OE1  no hydrogen  2.434  N/A
    2hyy #2.1/A ARG 460 NH1  2hyy #1/A CYS 464 O      no hydrogen  2.733  N/A
    2hyy #2.1/A ARG 460 NH1  2hyy #2.1/A CYS 464 O    no hydrogen  2.733  N/A
    2hyy #2.1/A CYS 464 N    2hyy #1/A PRO 461 O      no hydrogen  3.453  N/A
    2hyy #2.1/A CYS 464 N    2hyy #2.1/A PRO 461 O    no hydrogen  3.453  N/A
    2hyy #2.1/A CYS 464 SG   2hyy #1/A PRO 465 O      no hydrogen  3.464  N/A
    2hyy #2.1/A CYS 464 SG   2hyy #2.1/A PRO 465 O    no hydrogen  3.464  N/A
    2hyy #2.1/A TYR 469 N    2hyy #1/A PRO 465 O      no hydrogen  3.069  N/A
    2hyy #2.1/A TYR 469 N    2hyy #2.1/A PRO 465 O    no hydrogen  3.069  N/A
    2hyy #2.1/A TYR 469 OH   2hyy #1/A MET 458 O      no hydrogen  2.771  N/A
    2hyy #2.1/A TYR 469 OH   2hyy #2.1/A MET 458 O    no hydrogen  2.771  N/A
    2hyy #2.1/A GLU 470 N    2hyy #1/A GLU 466 O      no hydrogen  2.851  N/A
    2hyy #2.1/A GLU 470 N    2hyy #2.1/A GLU 466 O    no hydrogen  2.851  N/A
    2hyy #2.1/A LEU 471 N    2hyy #1/A LYS 467 O      no hydrogen  3.058  N/A
    2hyy #2.1/A LEU 471 N    2hyy #2.1/A LYS 467 O    no hydrogen  3.058  N/A
    2hyy #2.1/A MET 472 N    2hyy #1/A VAL 468 O      no hydrogen  2.885  N/A
    2hyy #2.1/A MET 472 N    2hyy #2.1/A VAL 468 O    no hydrogen  2.885  N/A
    2hyy #2.1/A ARG 473 N    2hyy #1/A TYR 469 O      no hydrogen  2.783  N/A
    2hyy #2.1/A ARG 473 N    2hyy #2.1/A TYR 469 O    no hydrogen  2.783  N/A
    2hyy #2.1/A ARG 473 NE   2hyy #1/A TYR 469 OH     no hydrogen  3.081  N/A
    2hyy #2.1/A ARG 473 NE   2hyy #2.1/A TYR 469 OH   no hydrogen  3.081  N/A
    2hyy #2.1/A ARG 473 NH2  2hyy #1/A TYR 469 OH     no hydrogen  3.362  N/A
    2hyy #2.1/A ARG 473 NH2  2hyy #2.1/A TYR 469 OH   no hydrogen  3.362  N/A
    2hyy #2.1/A ALA 474 N    2hyy #1/A GLU 470 O      no hydrogen  2.967  N/A
    2hyy #2.1/A ALA 474 N    2hyy #2.1/A GLU 470 O    no hydrogen  2.967  N/A
    2hyy #2.1/A CYS 475 N    2hyy #1/A LEU 471 O      no hydrogen  3.000  N/A
    2hyy #2.1/A CYS 475 N    2hyy #2.1/A LEU 471 O    no hydrogen  3.000  N/A
    2hyy #2.1/A CYS 475 SG   2hyy #1/A LEU 471 O      no hydrogen  3.274  N/A
    2hyy #2.1/A CYS 475 SG   2hyy #2.1/A LEU 471 O    no hydrogen  3.274  N/A
    2hyy #2.1/A TRP 476 N    2hyy #1/A MET 472 O      no hydrogen  3.156  N/A
    2hyy #2.1/A TRP 476 N    2hyy #2.1/A MET 472 O    no hydrogen  3.156  N/A
    2hyy #2.1/A GLN 477 N    2hyy #1/A ALA 474 O      no hydrogen  3.138  N/A
    2hyy #2.1/A GLN 477 N    2hyy #2.1/A ALA 474 O    no hydrogen  3.138  N/A
    2hyy #2.1/A ASN 479 N    2hyy #1/A HOH 82 O       no hydrogen  3.060  N/A
    2hyy #2.1/A ASN 479 N    2hyy #2.1/A HOH 82 O     no hydrogen  3.060  N/A
    2hyy #2.1/A SER 481 OG   2hyy #1/A ASN 479 OD1    no hydrogen  3.169  N/A
    2hyy #2.1/A SER 481 OG   2hyy #2.1/A ASN 479 OD1  no hydrogen  3.169  N/A
    2hyy #2.1/A ASP 482 N    2hyy #1/A ASN 479 O      no hydrogen  2.907  N/A
    2hyy #2.1/A ASP 482 N    2hyy #2.1/A ASN 479 O    no hydrogen  2.907  N/A
    2hyy #2.1/A ARG 483 N    2hyy #1/A PRO 480 O      no hydrogen  2.948  N/A
    2hyy #2.1/A ARG 483 N    2hyy #2.1/A PRO 480 O    no hydrogen  2.948  N/A
    2hyy #2.1/A ARG 483 NE   2hyy #1/A GLN 477 O      no hydrogen  2.736  N/A
    2hyy #2.1/A ARG 483 NE   2hyy #2.1/A GLN 477 O    no hydrogen  2.736  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #1/A GLU 409 OE1    no hydrogen  3.132  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #1/A GLU 409 OE2    no hydrogen  2.604  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #1/A LYS 419 O      no hydrogen  2.990  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #2.1/A GLU 409 OE1  no hydrogen  3.132  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #2.1/A GLU 409 OE2  no hydrogen  2.604  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #2.1/A LYS 419 O    no hydrogen  2.990  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #1/A GLU 409 OE1    no hydrogen  2.549  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #1/A GLN 477 O      no hydrogen  3.234  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #1/A TRP 478 O      no hydrogen  3.019  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #2.1/A GLU 409 OE1  no hydrogen  2.549  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #2.1/A GLN 477 O    no hydrogen  3.234  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #2.1/A TRP 478 O    no hydrogen  3.019  N/A
    2hyy #2.1/A PHE 486 N    2hyy #1/A GLU 355 OE2    no hydrogen  3.091  N/A
    2hyy #2.1/A PHE 486 N    2hyy #2.1/A GLU 355 OE2  no hydrogen  3.091  N/A
    2hyy #2.1/A ALA 487 N    2hyy #1/A GLU 355 OE1    no hydrogen  3.032  N/A
    2hyy #2.1/A ALA 487 N    2hyy #2.1/A GLU 355 OE1  no hydrogen  3.032  N/A
    2hyy #2.1/A GLU 488 N    2hyy #1/A SER 485 OG     no hydrogen  2.904  N/A
    2hyy #2.1/A GLU 488 N    2hyy #2.1/A SER 485 OG   no hydrogen  2.904  N/A
    2hyy #2.1/A ILE 489 N    2hyy #1/A SER 485 O      no hydrogen  2.952  N/A
    2hyy #2.1/A ILE 489 N    2hyy #2.1/A SER 485 O    no hydrogen  2.952  N/A
    2hyy #2.1/A HIS 490 N    2hyy #1/A PHE 486 O      no hydrogen  2.719  N/A
    2hyy #2.1/A HIS 490 N    2hyy #2.1/A PHE 486 O    no hydrogen  2.719  N/A
    2hyy #2.1/A GLN 491 N    2hyy #1/A ALA 487 O      no hydrogen  2.969  N/A
    2hyy #2.1/A GLN 491 N    2hyy #2.1/A ALA 487 O    no hydrogen  2.969  N/A
    2hyy #2.1/A ALA 492 N    2hyy #1/A GLU 488 O      no hydrogen  2.886  N/A
    2hyy #2.1/A ALA 492 N    2hyy #2.1/A GLU 488 O    no hydrogen  2.886  N/A
    2hyy #2.1/A PHE 493 N    2hyy #1/A ILE 489 O      no hydrogen  2.801  N/A
    2hyy #2.1/A PHE 493 N    2hyy #2.1/A ILE 489 O    no hydrogen  2.801  N/A
    2hyy #2.1/A GLU 494 N    2hyy #1/A HIS 490 O      no hydrogen  2.651  N/A
    2hyy #2.1/A GLU 494 N    2hyy #2.1/A HIS 490 O    no hydrogen  2.651  N/A
    2hyy #2.1/A THR 495 N    2hyy #1/A GLN 491 O      no hydrogen  2.923  N/A
    2hyy #2.1/A THR 495 N    2hyy #2.1/A GLN 491 O    no hydrogen  2.923  N/A
    2hyy #2.1/A THR 495 OG1  2hyy #1/A GLN 491 O      no hydrogen  3.109  N/A
    2hyy #2.1/A THR 495 OG1  2hyy #2.1/A GLN 491 O    no hydrogen  3.109  N/A
    2hyy #2.1/A MET 496 N    2hyy #1/A ALA 492 O      no hydrogen  3.239  N/A
    2hyy #2.1/A MET 496 N    2hyy #2.1/A ALA 492 O    no hydrogen  3.239  N/A
    2hyy #2.1/A PHE 497 N    2hyy #1/A PHE 493 O      no hydrogen  3.123  N/A
    2hyy #2.1/A PHE 497 N    2hyy #2.1/A PHE 493 O    no hydrogen  3.123  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
2655 hydrogen bonds found  

> ui tool show H-Bonds

> hbonds makePseudobonds false reveal true

2655 hydrogen bonds found  

> hbonds makePseudobonds false reveal true

2655 hydrogen bonds found  

> hbonds makePseudobonds false reveal true

2655 hydrogen bonds found  

> hbonds makePseudobonds false reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    2655 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A HOH 1 O        2hyy #1/A HOH 169 O      no hydrogen  3.017  N/A
    2hyy #1/A HOH 1 O        2hyy #1/A ASP 421 OD1    no hydrogen  2.912  N/A
    2hyy #1/A HOH 1 O        2hyy #2.1/A HOH 1 O      no hydrogen  0.000  N/A
    2hyy #1/A HOH 1 O        2hyy #2.1/A HOH 169 O    no hydrogen  3.017  N/A
    2hyy #1/A HOH 1 O        2hyy #2.1/A ASP 421 OD1  no hydrogen  2.912  N/A
    2hyy #1/A HOH 2 O        2hyy #1/A HOH 106 O      no hydrogen  2.560  N/A
    2hyy #1/A HOH 2 O        2hyy #1/A ARG 328 O      no hydrogen  2.609  N/A
    2hyy #1/A HOH 2 O        2hyy #1/A CYS 330 O      no hydrogen  2.711  N/A
    2hyy #1/A HOH 2 O        2hyy #2.1/A HOH 2 O      no hydrogen  0.000  N/A
    2hyy #1/A HOH 2 O        2hyy #2.1/A HOH 106 O    no hydrogen  2.560  N/A
    2hyy #1/A HOH 2 O        2hyy #2.1/A ARG 328 O    no hydrogen  2.609  N/A
    2hyy #1/A HOH 2 O        2hyy #2.1/A CYS 330 O    no hydrogen  2.711  N/A
    2hyy #1/A HOH 15 O       2hyy #2.1/A HOH 15 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 17 O       2hyy #1/A HOH 108 O      no hydrogen  2.600  N/A
    2hyy #1/A HOH 17 O       2hyy #1/A ARG 473 O      no hydrogen  2.667  N/A
    2hyy #1/A HOH 17 O       2hyy #1/A TRP 476 O      no hydrogen  3.453  N/A
    2hyy #1/A HOH 17 O       2hyy #2.1/A HOH 17 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 17 O       2hyy #2.1/A HOH 108 O    no hydrogen  2.600  N/A
    2hyy #1/A HOH 17 O       2hyy #2.1/A ARG 473 O    no hydrogen  2.667  N/A
    2hyy #1/A HOH 17 O       2hyy #2.1/A TRP 476 O    no hydrogen  3.453  N/A
    2hyy #1/A HOH 20 O       2hyy #1/A TYR 435 O      no hydrogen  2.552  N/A
    2hyy #1/A HOH 20 O       2hyy #2.1/A HOH 20 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 20 O       2hyy #2.1/A TYR 435 O    no hydrogen  2.552  N/A
    2hyy #1/A HOH 21 O       2hyy #1/A HOH 176 O      no hydrogen  3.360  N/A
    2hyy #1/A HOH 21 O       2hyy #1/A SER 446 O      no hydrogen  2.774  N/A
    2hyy #1/A HOH 21 O       2hyy #2.1/A HOH 21 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 21 O       2hyy #2.1/A HOH 176 O    no hydrogen  3.360  N/A
    2hyy #1/A HOH 21 O       2hyy #2.1/A SER 446 O    no hydrogen  2.774  N/A
    2hyy #1/A HOH 23 O       2hyy #1/A GLU 355 OE2    no hydrogen  2.633  N/A
    2hyy #1/A HOH 23 O       2hyy #2.1/A HOH 23 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 23 O       2hyy #2.1/A GLU 355 OE2  no hydrogen  2.633  N/A
    2hyy #1/A HOH 37 O       2hyy #1/A ASP 381 OD2    no hydrogen  2.924  N/A
    2hyy #1/A HOH 37 O       2hyy #2.1/A HOH 37 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 37 O       2hyy #2.1/A ASP 381 OD2  no hydrogen  2.924  N/A
    2hyy #1/A HOH 39 O       2hyy #1/A HOH 169 O      no hydrogen  3.069  N/A
    2hyy #1/A HOH 39 O       2hyy #1/A SER 417 O      no hydrogen  3.494  N/A
    2hyy #1/A HOH 39 O       2hyy #1/A SER 420 OG     no hydrogen  2.418  N/A
    2hyy #1/A HOH 39 O       2hyy #1/A ASP 421 OD1    no hydrogen  2.959  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A HOH 39 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A HOH 169 O    no hydrogen  3.069  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A SER 417 O    no hydrogen  3.494  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A SER 420 OG   no hydrogen  2.418  N/A
    2hyy #1/A HOH 39 O       2hyy #2.1/A ASP 421 OD1  no hydrogen  2.959  N/A
    2hyy #1/A HOH 46 O       2hyy #1/A HOH 187 O      no hydrogen  2.588  N/A
    2hyy #1/A HOH 46 O       2hyy #2.1/A HOH 46 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 46 O       2hyy #2.1/A HOH 187 O    no hydrogen  2.588  N/A
    2hyy #1/A HOH 50 O       2hyy #1/A HOH 130 O      no hydrogen  3.179  N/A
    2hyy #1/A HOH 50 O       2hyy #2.1/A HOH 50 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 50 O       2hyy #2.1/A HOH 130 O    no hydrogen  3.179  N/A
    2hyy #1/A HOH 52 O       2hyy #1/A HOH 141 O      no hydrogen  2.517  N/A
    2hyy #1/A HOH 52 O       2hyy #1/A TYR 320 O      no hydrogen  2.597  N/A
    2hyy #1/A HOH 52 O       2hyy #1/A ASN 322 O      no hydrogen  2.497  N/A
    2hyy #1/A HOH 52 O       2hyy #2.1/A HOH 52 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 52 O       2hyy #2.1/A HOH 141 O    no hydrogen  2.517  N/A
    2hyy #1/A HOH 52 O       2hyy #2.1/A TYR 320 O    no hydrogen  2.597  N/A
    2hyy #1/A HOH 52 O       2hyy #2.1/A ASN 322 O    no hydrogen  2.497  N/A
    2hyy #1/A HOH 54 O       2hyy #1/A HOH 109 O      no hydrogen  2.508  N/A
    2hyy #1/A HOH 54 O       2hyy #1/A ILE 403 O      no hydrogen  2.664  N/A
    2hyy #1/A HOH 54 O       2hyy #1/A THR 406 O      no hydrogen  2.784  N/A
    2hyy #1/A HOH 54 O       2hyy #2.1/A HOH 54 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 54 O       2hyy #2.1/A HOH 109 O    no hydrogen  2.508  N/A
    2hyy #1/A HOH 54 O       2hyy #2.1/A ILE 403 O    no hydrogen  2.664  N/A
    2hyy #1/A HOH 54 O       2hyy #2.1/A THR 406 O    no hydrogen  2.784  N/A
    2hyy #1/A HOH 55 O       2hyy #2.1/A HOH 55 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 65 O       2hyy #1/A GLU 431 OE1    no hydrogen  2.718  N/A
    2hyy #1/A HOH 65 O       2hyy #1/A MET 437 O      no hydrogen  2.948  N/A
    2hyy #1/A HOH 65 O       2hyy #2.1/A HOH 65 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 65 O       2hyy #2.1/A GLU 431 OE1  no hydrogen  2.718  N/A
    2hyy #1/A HOH 65 O       2hyy #2.1/A MET 437 O    no hydrogen  2.948  N/A
    2hyy #1/A HOH 66 O       2hyy #1/A HOH 157 O      no hydrogen  2.710  N/A
    2hyy #1/A HOH 66 O       2hyy #2.1/A HOH 66 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 66 O       2hyy #2.1/A HOH 157 O    no hydrogen  2.710  N/A
    2hyy #1/A HOH 68 O       2hyy #1/A THR 389 O      no hydrogen  2.583  N/A
    2hyy #1/A HOH 68 O       2hyy #2.1/A HOH 68 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 68 O       2hyy #2.1/A THR 389 O    no hydrogen  2.583  N/A
    2hyy #1/A HOH 71 O       2hyy #2.1/A HOH 71 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 73 O       2hyy #1/A THR 392 OG1    no hydrogen  2.829  N/A
    2hyy #1/A HOH 73 O       2hyy #2.1/A HOH 73 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 73 O       2hyy #2.1/A THR 392 OG1  no hydrogen  2.829  N/A
    2hyy #1/A HOH 75 O       2hyy #1/A LEU 452 O      no hydrogen  3.078  N/A
    2hyy #1/A HOH 75 O       2hyy #1/A ASP 455 OD1    no hydrogen  3.511  N/A
    2hyy #1/A HOH 75 O       2hyy #2.1/A HOH 75 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 75 O       2hyy #2.1/A LEU 452 O    no hydrogen  3.078  N/A
    2hyy #1/A HOH 75 O       2hyy #2.1/A ASP 455 OD1  no hydrogen  3.511  N/A
    2hyy #1/A HOH 81 O       2hyy #1/A MET 290 O      no hydrogen  3.024  N/A
    2hyy #1/A HOH 81 O       2hyy #1/A ILE 293 O      no hydrogen  3.093  N/A
    2hyy #1/A HOH 81 O       2hyy #1/A VAL 299 O      no hydrogen  3.402  N/A
    2hyy #1/A HOH 81 O       2hyy #2.1/A HOH 81 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 81 O       2hyy #2.1/A MET 290 O    no hydrogen  3.024  N/A
    2hyy #1/A HOH 81 O       2hyy #2.1/A ILE 293 O    no hydrogen  3.093  N/A
    2hyy #1/A HOH 81 O       2hyy #2.1/A VAL 299 O    no hydrogen  3.402  N/A
    2hyy #1/A HOH 82 O       2hyy #1/A GLN 477 OE1    no hydrogen  2.888  N/A
    2hyy #1/A HOH 82 O       2hyy #1/A ASP 482 OD2    no hydrogen  2.957  N/A
    2hyy #1/A HOH 82 O       2hyy #2.1/A HOH 82 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 82 O       2hyy #2.1/A GLN 477 OE1  no hydrogen  2.888  N/A
    2hyy #1/A HOH 82 O       2hyy #2.1/A ASP 482 OD2  no hydrogen  2.957  N/A
    2hyy #1/A HOH 84 O       2hyy #1/A ASP 391 O      no hydrogen  3.189  N/A
    2hyy #1/A HOH 84 O       2hyy #1/A THR 392 O      no hydrogen  3.170  N/A
    2hyy #1/A HOH 84 O       2hyy #1/A THR 394 OG1    no hydrogen  2.760  N/A
    2hyy #1/A HOH 84 O       2hyy #2.1/A HOH 84 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 84 O       2hyy #2.1/A ASP 391 O    no hydrogen  3.189  N/A
    2hyy #1/A HOH 84 O       2hyy #2.1/A THR 392 O    no hydrogen  3.170  N/A
    2hyy #1/A HOH 84 O       2hyy #2.1/A THR 394 OG1  no hydrogen  2.760  N/A
    2hyy #1/A HOH 87 O       2hyy #1/A HIS 361 O      no hydrogen  2.921  N/A
    2hyy #1/A HOH 87 O       2hyy #1/A ASP 381 OD1    no hydrogen  3.131  N/A
    2hyy #1/A HOH 87 O       2hyy #1/A ASP 381 OD2    no hydrogen  2.478  N/A
    2hyy #1/A HOH 87 O       2hyy #2.1/A HOH 87 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 87 O       2hyy #2.1/A HIS 361 O    no hydrogen  2.921  N/A
    2hyy #1/A HOH 87 O       2hyy #2.1/A ASP 381 OD1  no hydrogen  3.131  N/A
    2hyy #1/A HOH 87 O       2hyy #2.1/A ASP 381 OD2  no hydrogen  2.478  N/A
    2hyy #1/A HOH 88 O       2hyy #1/A GLU 462 OE1    no hydrogen  2.446  N/A
    2hyy #1/A HOH 88 O       2hyy #2.1/A HOH 88 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 88 O       2hyy #2.1/A GLU 462 OE1  no hydrogen  2.446  N/A
    2hyy #1/A HOH 89 O       2hyy #1/A TYR 440 OH     no hydrogen  2.703  N/A
    2hyy #1/A HOH 89 O       2hyy #2.1/A HOH 89 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 89 O       2hyy #2.1/A TYR 440 OH   no hydrogen  2.703  N/A
    2hyy #1/A HOH 93 O       2hyy #1/A HIS 396 ND1    no hydrogen  3.195  N/A
    2hyy #1/A HOH 93 O       2hyy #2.1/A HOH 93 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 93 O       2hyy #2.1/A HIS 396 ND1  no hydrogen  3.195  N/A
    2hyy #1/A HOH 94 O       2hyy #1/A ASP 363 OD2    no hydrogen  2.633  N/A
    2hyy #1/A HOH 94 O       2hyy #1/A ASP 381 OD1    no hydrogen  2.666  N/A
    2hyy #1/A HOH 94 O       2hyy #2.1/A HOH 94 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 94 O       2hyy #2.1/A ASP 363 OD2  no hydrogen  2.633  N/A
    2hyy #1/A HOH 94 O       2hyy #2.1/A ASP 381 OD1  no hydrogen  2.666  N/A
    2hyy #1/A HOH 96 O       2hyy #1/A HOH 127 O      no hydrogen  2.706  N/A
    2hyy #1/A HOH 96 O       2hyy #1/A PRO 441 O      no hydrogen  2.745  N/A
    2hyy #1/A HOH 96 O       2hyy #2.1/A HOH 96 O     no hydrogen  0.000  N/A
    2hyy #1/A HOH 96 O       2hyy #2.1/A HOH 127 O    no hydrogen  2.706  N/A
    2hyy #1/A HOH 96 O       2hyy #2.1/A PRO 441 O    no hydrogen  2.745  N/A
    2hyy #1/A HOH 104 O      2hyy #1/A HOH 181 O      no hydrogen  2.623  N/A
    2hyy #1/A HOH 104 O      2hyy #2.1/A HOH 104 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 104 O      2hyy #2.1/A HOH 181 O    no hydrogen  2.623  N/A
    2hyy #1/A HOH 106 O      2hyy #1/A HOH 2 O        no hydrogen  2.560  N/A
    2hyy #1/A HOH 106 O      2hyy #1/A LEU 327 O      no hydrogen  2.793  N/A
    2hyy #1/A HOH 106 O      2hyy #1/A ARG 328 O      no hydrogen  3.092  N/A
    2hyy #1/A HOH 106 O      2hyy #2.1/A HOH 2 O      no hydrogen  2.560  N/A
    2hyy #1/A HOH 106 O      2hyy #2.1/A HOH 106 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 106 O      2hyy #2.1/A LEU 327 O    no hydrogen  2.793  N/A
    2hyy #1/A HOH 106 O      2hyy #2.1/A ARG 328 O    no hydrogen  3.092  N/A
    2hyy #1/A HOH 108 O      2hyy #1/A HOH 17 O       no hydrogen  2.600  N/A
    2hyy #1/A HOH 108 O      2hyy #1/A ASP 455 OD1    no hydrogen  3.381  N/A
    2hyy #1/A HOH 108 O      2hyy #2.1/A HOH 17 O     no hydrogen  2.600  N/A
    2hyy #1/A HOH 108 O      2hyy #2.1/A HOH 108 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 108 O      2hyy #2.1/A ASP 455 OD1  no hydrogen  3.381  N/A
    2hyy #1/A HOH 109 O      2hyy #1/A HOH 54 O       no hydrogen  2.508  N/A
    2hyy #1/A HOH 109 O      2hyy #1/A LYS 404 O      no hydrogen  2.721  N/A
    2hyy #1/A HOH 109 O      2hyy #1/A TYR 440 OH     no hydrogen  2.767  N/A
    2hyy #1/A HOH 109 O      2hyy #2.1/A HOH 54 O     no hydrogen  2.508  N/A
    2hyy #1/A HOH 109 O      2hyy #2.1/A HOH 109 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 109 O      2hyy #2.1/A LYS 404 O    no hydrogen  2.721  N/A
    2hyy #1/A HOH 109 O      2hyy #2.1/A TYR 440 OH   no hydrogen  2.767  N/A
    2hyy #1/A HOH 110 O      2hyy #1/A GLY 442 O      no hydrogen  2.470  N/A
    2hyy #1/A HOH 110 O      2hyy #1/C HOH 182 O      no hydrogen  2.632  N/A
    2hyy #1/A HOH 110 O      2hyy #1/C PRO 441 O      no hydrogen  2.630  N/A
    2hyy #1/A HOH 110 O      2hyy #2.1/A HOH 110 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 110 O      2hyy #2.1/A GLY 442 O    no hydrogen  2.470  N/A
    2hyy #1/A HOH 127 O      2hyy #1/A HOH 96 O       no hydrogen  2.706  N/A
    2hyy #1/A HOH 127 O      2hyy #1/A TYR 456 OH     no hydrogen  2.818  N/A
    2hyy #1/A HOH 127 O      2hyy #2.1/A HOH 96 O     no hydrogen  2.706  N/A
    2hyy #1/A HOH 127 O      2hyy #2.1/A HOH 127 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 127 O      2hyy #2.1/A TYR 456 OH   no hydrogen  2.818  N/A
    2hyy #1/A HOH 130 O      2hyy #1/A HOH 50 O       no hydrogen  3.179  N/A
    2hyy #1/A HOH 130 O      2hyy #1/A PRO 439 O      no hydrogen  2.532  N/A
    2hyy #1/A HOH 130 O      2hyy #2.1/A HOH 50 O     no hydrogen  3.179  N/A
    2hyy #1/A HOH 130 O      2hyy #2.1/A HOH 130 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 130 O      2hyy #2.1/A PRO 439 O    no hydrogen  2.532  N/A
    2hyy #1/A HOH 133 O      2hyy #1/A GLU 334 OE1    no hydrogen  2.855  N/A
    2hyy #1/A HOH 133 O      2hyy #2.1/A HOH 133 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 133 O      2hyy #2.1/A GLU 334 OE1  no hydrogen  2.855  N/A
    2hyy #1/A HOH 141 O      2hyy #1/A HOH 52 O       no hydrogen  2.517  N/A
    2hyy #1/A HOH 141 O      2hyy #1/A ASP 325 OD2    no hydrogen  3.453  N/A
    2hyy #1/A HOH 141 O      2hyy #2.1/A HOH 52 O     no hydrogen  2.517  N/A
    2hyy #1/A HOH 141 O      2hyy #2.1/A HOH 141 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 141 O      2hyy #2.1/A ASP 325 OD2  no hydrogen  3.453  N/A
    2hyy #1/A HOH 144 O      2hyy #1/A SER 385 O      no hydrogen  2.580  N/A
    2hyy #1/A HOH 144 O      2hyy #1/A MET 388 O      no hydrogen  2.639  N/A
    2hyy #1/A HOH 144 O      2hyy #2.1/A HOH 144 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 144 O      2hyy #2.1/A SER 385 O    no hydrogen  2.580  N/A
    2hyy #1/A HOH 144 O      2hyy #2.1/A MET 388 O    no hydrogen  2.639  N/A
    2hyy #1/A HOH 146 O      2hyy #1/A GLU 286 OE2    no hydrogen  2.707  N/A
    2hyy #1/A HOH 146 O      2hyy #1/A ASP 381 O      no hydrogen  2.670  N/A
    2hyy #1/A HOH 146 O      2hyy #2.1/A HOH 146 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 146 O      2hyy #2.1/A GLU 286 OE2  no hydrogen  2.707  N/A
    2hyy #1/A HOH 146 O      2hyy #2.1/A ASP 381 O    no hydrogen  2.670  N/A
    2hyy #1/A HOH 149 O      2hyy #2.1/A HOH 149 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 150 O      2hyy #1/B TYR 413 O      no hydrogen  3.481  N/A
    2hyy #1/A HOH 150 O      2hyy #2.1/A HOH 150 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 157 O      2hyy #1/A HOH 66 O       no hydrogen  2.710  N/A
    2hyy #1/A HOH 157 O      2hyy #1/A GLU 431 OE1    no hydrogen  2.696  N/A
    2hyy #1/A HOH 157 O      2hyy #2.1/A HOH 66 O     no hydrogen  2.710  N/A
    2hyy #1/A HOH 157 O      2hyy #2.1/A HOH 157 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 157 O      2hyy #2.1/A GLU 431 OE1  no hydrogen  2.696  N/A
    2hyy #1/A HOH 169 O      2hyy #1/A HOH 1 O        no hydrogen  3.017  N/A
    2hyy #1/A HOH 169 O      2hyy #1/A HOH 39 O       no hydrogen  3.069  N/A
    2hyy #1/A HOH 169 O      2hyy #1/A ARG 362 O      no hydrogen  3.192  N/A
    2hyy #1/A HOH 169 O      2hyy #2.1/A HOH 1 O      no hydrogen  3.017  N/A
    2hyy #1/A HOH 169 O      2hyy #2.1/A HOH 39 O     no hydrogen  3.069  N/A
    2hyy #1/A HOH 169 O      2hyy #2.1/A HOH 169 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 169 O      2hyy #2.1/A ARG 362 O    no hydrogen  3.192  N/A
    2hyy #1/A HOH 175 O      2hyy #2.1/A HOH 175 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 176 O      2hyy #1/A HOH 21 O       no hydrogen  3.360  N/A
    2hyy #1/A HOH 176 O      2hyy #1/A GLU 450 OE2    no hydrogen  2.686  N/A
    2hyy #1/A HOH 176 O      2hyy #1/B ALA 399 O      no hydrogen  3.560  N/A
    2hyy #1/A HOH 176 O      2hyy #2.1/A HOH 21 O     no hydrogen  3.360  N/A
    2hyy #1/A HOH 176 O      2hyy #2.1/A HOH 176 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 176 O      2hyy #2.1/A GLU 450 OE2  no hydrogen  2.686  N/A
    2hyy #1/A HOH 180 O      2hyy #2.1/A HOH 180 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 181 O      2hyy #1/A HOH 104 O      no hydrogen  2.623  N/A
    2hyy #1/A HOH 181 O      2hyy #1/A THR 389 O      no hydrogen  3.465  N/A
    2hyy #1/A HOH 181 O      2hyy #1/A THR 392 OG1    no hydrogen  2.640  N/A
    2hyy #1/A HOH 181 O      2hyy #2.1/A HOH 104 O    no hydrogen  2.623  N/A
    2hyy #1/A HOH 181 O      2hyy #2.1/A HOH 181 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 181 O      2hyy #2.1/A THR 389 O    no hydrogen  3.465  N/A
    2hyy #1/A HOH 181 O      2hyy #2.1/A THR 392 OG1  no hydrogen  2.640  N/A
    2hyy #1/A HOH 187 O      2hyy #1/A HOH 46 O       no hydrogen  2.588  N/A
    2hyy #1/A HOH 187 O      2hyy #2.1/A HOH 46 O     no hydrogen  2.588  N/A
    2hyy #1/A HOH 187 O      2hyy #2.1/A HOH 187 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 188 O      2hyy #1/A ASP 363 OD1    no hydrogen  2.552  N/A
    2hyy #1/A HOH 188 O      2hyy #1/A LEU 364 O      no hydrogen  2.989  N/A
    2hyy #1/A HOH 188 O      2hyy #2.1/A HOH 188 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 188 O      2hyy #2.1/A ASP 363 OD1  no hydrogen  2.552  N/A
    2hyy #1/A HOH 188 O      2hyy #2.1/A LEU 364 O    no hydrogen  2.989  N/A
    2hyy #1/A HOH 197 O      2hyy #1/A SER 349 O      no hydrogen  3.208  N/A
    2hyy #1/A HOH 197 O      2hyy #1/A SER 349 OG     no hydrogen  3.298  N/A
    2hyy #1/A HOH 197 O      2hyy #2.1/A HOH 197 O    no hydrogen  0.000  N/A
    2hyy #1/A HOH 197 O      2hyy #2.1/A SER 349 O    no hydrogen  3.208  N/A
    2hyy #1/A HOH 197 O      2hyy #2.1/A SER 349 OG   no hydrogen  3.298  N/A
    2hyy #1/A ASP 241 N      2hyy #1/A GLU 238 O      no hydrogen  2.572  N/A
    2hyy #1/A ASP 241 N      2hyy #2.1/A GLU 238 O    no hydrogen  2.572  N/A
    2hyy #1/A THR 243 N      2hyy #1/A VAL 260 O      no hydrogen  3.422  N/A
    2hyy #1/A THR 243 N      2hyy #2.1/A VAL 260 O    no hydrogen  3.422  N/A
    2hyy #1/A LYS 245 N      2hyy #1/A GLU 258 O      no hydrogen  2.948  N/A
    2hyy #1/A LYS 245 N      2hyy #2.1/A GLU 258 O    no hydrogen  2.948  N/A
    2hyy #1/A LYS 247 NZ     2hyy #1/A GLU 255 OE2    no hydrogen  3.132  N/A
    2hyy #1/A LYS 247 NZ     2hyy #2.1/A GLU 255 OE2  no hydrogen  3.132  N/A
    2hyy #1/A LEU 248 N      2hyy #1/A VAL 256 O      no hydrogen  3.124  N/A
    2hyy #1/A LEU 248 N      2hyy #2.1/A VAL 256 O    no hydrogen  3.124  N/A
    2hyy #1/A GLY 251 N      2hyy #1/A LEU 248 O      no hydrogen  3.050  N/A
    2hyy #1/A GLY 251 N      2hyy #2.1/A LEU 248 O    no hydrogen  3.050  N/A
    2hyy #1/A GLN 252 N      2hyy #1/A GLY 249 O      no hydrogen  3.327  N/A
    2hyy #1/A GLN 252 N      2hyy #2.1/A GLY 249 O    no hydrogen  3.327  N/A
    2hyy #1/A GLN 252 NE2    2hyy #1/A ASN 322 OD1    no hydrogen  3.260  N/A
    2hyy #1/A GLN 252 NE2    2hyy #2.1/A ASN 322 OD1  no hydrogen  3.260  N/A
    2hyy #1/A GLY 254 N      2hyy #1/A GLY 251 O      no hydrogen  3.375  N/A
    2hyy #1/A GLY 254 N      2hyy #2.1/A GLY 251 O    no hydrogen  3.375  N/A
    2hyy #1/A VAL 256 N      2hyy #1/A GLY 254 O      no hydrogen  2.736  N/A
    2hyy #1/A VAL 256 N      2hyy #2.1/A GLY 254 O    no hydrogen  2.736  N/A
    2hyy #1/A TYR 257 N      2hyy #1/A VAL 270 O      no hydrogen  2.833  N/A
    2hyy #1/A TYR 257 N      2hyy #2.1/A VAL 270 O    no hydrogen  2.833  N/A
    2hyy #1/A TYR 257 OH     2hyy #1/A GLU 255 OE1    no hydrogen  2.573  N/A
    2hyy #1/A TYR 257 OH     2hyy #2.1/A GLU 255 OE1  no hydrogen  2.573  N/A
    2hyy #1/A GLU 258 N      2hyy #1/A HIS 246 O      no hydrogen  2.662  N/A
    2hyy #1/A GLU 258 N      2hyy #2.1/A HIS 246 O    no hydrogen  2.662  N/A
    2hyy #1/A GLY 259 N      2hyy #1/A VAL 268 O      no hydrogen  2.973  N/A
    2hyy #1/A GLY 259 N      2hyy #2.1/A VAL 268 O    no hydrogen  2.973  N/A
    2hyy #1/A VAL 260 N      2hyy #1/A THR 243 O      no hydrogen  3.337  N/A
    2hyy #1/A VAL 260 N      2hyy #2.1/A THR 243 O    no hydrogen  3.337  N/A
    2hyy #1/A TRP 261 N      2hyy #1/A LEU 266 O      no hydrogen  2.370  N/A
    2hyy #1/A TRP 261 N      2hyy #2.1/A LEU 266 O    no hydrogen  2.370  N/A
    2hyy #1/A LYS 262 N      2hyy #1/A ASP 241 O      no hydrogen  2.990  N/A
    2hyy #1/A LYS 262 N      2hyy #2.1/A ASP 241 O    no hydrogen  2.990  N/A
    2hyy #1/A LYS 262 NZ     2hyy #1/A THR 240 O      no hydrogen  2.759  N/A
    2hyy #1/A LYS 262 NZ     2hyy #2.1/A THR 240 O    no hydrogen  2.759  N/A
    2hyy #1/A TYR 264 N      2hyy #1/A TRP 261 O      no hydrogen  2.775  N/A
    2hyy #1/A TYR 264 N      2hyy #2.1/A TRP 261 O    no hydrogen  2.775  N/A
    2hyy #1/A SER 265 N      2hyy #1/A LYS 262 O      no hydrogen  2.941  N/A
    2hyy #1/A SER 265 N      2hyy #2.1/A LYS 262 O    no hydrogen  2.941  N/A
    2hyy #1/A LEU 266 N      2hyy #1/A TRP 261 O      no hydrogen  3.266  N/A
    2hyy #1/A LEU 266 N      2hyy #2.1/A TRP 261 O    no hydrogen  3.266  N/A
    2hyy #1/A VAL 268 N      2hyy #1/A GLY 259 O      no hydrogen  2.716  N/A
    2hyy #1/A VAL 268 N      2hyy #2.1/A GLY 259 O    no hydrogen  2.716  N/A
    2hyy #1/A ALA 269 N      2hyy #1/A THR 315 O      no hydrogen  3.073  N/A
    2hyy #1/A ALA 269 N      2hyy #2.1/A THR 315 O    no hydrogen  3.073  N/A
    2hyy #1/A VAL 270 N      2hyy #1/A TYR 257 O      no hydrogen  2.858  N/A
    2hyy #1/A VAL 270 N      2hyy #2.1/A TYR 257 O    no hydrogen  2.858  N/A
    2hyy #1/A LYS 271 N      2hyy #1/A ILE 313 O      no hydrogen  2.748  N/A
    2hyy #1/A LYS 271 N      2hyy #2.1/A ILE 313 O    no hydrogen  2.748  N/A
    2hyy #1/A LYS 271 NZ     2hyy #1/A GLU 286 OE1    no hydrogen  3.004  N/A
    2hyy #1/A LYS 271 NZ     2hyy #2.1/A GLU 286 OE1  no hydrogen  3.004  N/A
    2hyy #1/A THR 272 N      2hyy #1/A GLU 255 O      no hydrogen  2.777  N/A
    2hyy #1/A THR 272 N      2hyy #2.1/A GLU 255 O    no hydrogen  2.777  N/A
    2hyy #1/A LEU 273 N      2hyy #1/A PHE 311 O      no hydrogen  3.072  N/A
    2hyy #1/A LEU 273 N      2hyy #2.1/A PHE 311 O    no hydrogen  3.072  N/A
    2hyy #1/A PHE 283 N      2hyy #1/A GLU 279 O      no hydrogen  3.250  N/A
    2hyy #1/A PHE 283 N      2hyy #2.1/A GLU 279 O    no hydrogen  3.250  N/A
    2hyy #1/A LEU 284 N      2hyy #1/A VAL 280 O      no hydrogen  3.246  N/A
    2hyy #1/A LEU 284 N      2hyy #1/A GLU 281 O      no hydrogen  3.324  N/A
    2hyy #1/A LEU 284 N      2hyy #2.1/A VAL 280 O    no hydrogen  3.246  N/A
    2hyy #1/A LEU 284 N      2hyy #2.1/A GLU 281 O    no hydrogen  3.324  N/A
    2hyy #1/A LYS 285 N      2hyy #1/A GLU 281 O      no hydrogen  3.233  N/A
    2hyy #1/A LYS 285 N      2hyy #2.1/A GLU 281 O    no hydrogen  3.233  N/A
    2hyy #1/A GLU 286 N      2hyy #1/A GLU 282 O      no hydrogen  3.129  N/A
    2hyy #1/A GLU 286 N      2hyy #2.1/A GLU 282 O    no hydrogen  3.129  N/A
    2hyy #1/A ALA 287 N      2hyy #1/A PHE 283 O      no hydrogen  3.377  N/A
    2hyy #1/A ALA 287 N      2hyy #2.1/A PHE 283 O    no hydrogen  3.377  N/A
    2hyy #1/A ALA 288 N      2hyy #1/A LEU 284 O      no hydrogen  3.187  N/A
    2hyy #1/A ALA 288 N      2hyy #2.1/A LEU 284 O    no hydrogen  3.187  N/A
    2hyy #1/A VAL 289 N      2hyy #1/A LYS 285 O      no hydrogen  2.820  N/A
    2hyy #1/A VAL 289 N      2hyy #2.1/A LYS 285 O    no hydrogen  2.820  N/A
    2hyy #1/A MET 290 N      2hyy #1/A GLU 286 O      no hydrogen  2.954  N/A
    2hyy #1/A MET 290 N      2hyy #2.1/A GLU 286 O    no hydrogen  2.954  N/A
    2hyy #1/A LYS 291 N      2hyy #1/A ALA 287 O      no hydrogen  3.008  N/A
    2hyy #1/A LYS 291 N      2hyy #2.1/A ALA 287 O    no hydrogen  3.008  N/A
    2hyy #1/A GLU 292 N      2hyy #1/A VAL 289 O      no hydrogen  2.908  N/A
    2hyy #1/A GLU 292 N      2hyy #2.1/A VAL 289 O    no hydrogen  2.908  N/A
    2hyy #1/A ILE 293 N      2hyy #1/A MET 290 O      no hydrogen  3.227  N/A
    2hyy #1/A ILE 293 N      2hyy #2.1/A MET 290 O    no hydrogen  3.227  N/A
    2hyy #1/A LYS 294 N      2hyy #1/A TYR 353 OH     no hydrogen  2.902  N/A
    2hyy #1/A LYS 294 N      2hyy #2.1/A TYR 353 OH   no hydrogen  2.902  N/A
    2hyy #1/A HIS 295 NE2    2hyy #1/A SER 349 OG     no hydrogen  3.076  N/A
    2hyy #1/A HIS 295 NE2    2hyy #2.1/A SER 349 OG   no hydrogen  3.076  N/A
    2hyy #1/A ASN 297 ND2    2hyy #1/A VAL 377 O      no hydrogen  3.054  N/A
    2hyy #1/A ASN 297 ND2    2hyy #2.1/A VAL 377 O    no hydrogen  3.054  N/A
    2hyy #1/A LEU 298 N      2hyy #1/A HIS 295 O      no hydrogen  3.228  N/A
    2hyy #1/A LEU 298 N      2hyy #2.1/A HIS 295 O    no hydrogen  3.228  N/A
    2hyy #1/A VAL 299 N      2hyy #1/A VAL 379 O      no hydrogen  2.923  N/A
    2hyy #1/A VAL 299 N      2hyy #2.1/A VAL 379 O    no hydrogen  2.923  N/A
    2hyy #1/A GLN 300 N      2hyy #1/A GLU 316 OE1    no hydrogen  2.790  N/A
    2hyy #1/A GLN 300 N      2hyy #2.1/A GLU 316 OE1  no hydrogen  2.790  N/A
    2hyy #1/A LEU 301 N      2hyy #1/A HOH 81 O       no hydrogen  3.257  N/A
    2hyy #1/A LEU 301 N      2hyy #2.1/A HOH 81 O     no hydrogen  3.257  N/A
    2hyy #1/A LEU 302 N      2hyy #1/A ILE 314 O      no hydrogen  2.750  N/A
    2hyy #1/A LEU 302 N      2hyy #2.1/A ILE 314 O    no hydrogen  2.750  N/A
    2hyy #1/A GLY 303 N      2hyy #1/A ILE 314 O      no hydrogen  3.182  N/A
    2hyy #1/A GLY 303 N      2hyy #2.1/A ILE 314 O    no hydrogen  3.182  N/A
    2hyy #1/A VAL 304 N      2hyy #1/A TRP 235 O      no hydrogen  3.024  N/A
    2hyy #1/A VAL 304 N      2hyy #2.1/A TRP 235 O    no hydrogen  3.024  N/A
    2hyy #1/A CYS 305 N      2hyy #1/A TYR 312 O      no hydrogen  3.104  N/A
    2hyy #1/A CYS 305 N      2hyy #2.1/A TYR 312 O    no hydrogen  3.104  N/A
    2hyy #1/A CYS 305 SG     2hyy #1/A MET 237 O      no hydrogen  3.333  N/A
    2hyy #1/A CYS 305 SG     2hyy #2.1/A MET 237 O    no hydrogen  3.333  N/A
    2hyy #1/A THR 306 N      2hyy #1/A GLU 236 OE2    no hydrogen  3.069  N/A
    2hyy #1/A THR 306 N      2hyy #2.1/A GLU 236 OE2  no hydrogen  3.069  N/A
    2hyy #1/A THR 306 OG1    2hyy #1/A GLU 236 OE2    no hydrogen  2.958  N/A
    2hyy #1/A THR 306 OG1    2hyy #2.1/A GLU 236 OE2  no hydrogen  2.958  N/A
    2hyy #1/A TYR 312 N      2hyy #1/A CYS 305 O      no hydrogen  3.198  N/A
    2hyy #1/A TYR 312 N      2hyy #2.1/A CYS 305 O    no hydrogen  3.198  N/A
    2hyy #1/A ILE 313 N      2hyy #1/A LYS 271 O      no hydrogen  2.914  N/A
    2hyy #1/A ILE 313 N      2hyy #2.1/A LYS 271 O    no hydrogen  2.914  N/A
    2hyy #1/A ILE 314 N      2hyy #1/A GLY 303 O      no hydrogen  2.728  N/A
    2hyy #1/A ILE 314 N      2hyy #2.1/A GLY 303 O    no hydrogen  2.728  N/A
    2hyy #1/A THR 315 N      2hyy #1/A ALA 269 O      no hydrogen  3.025  N/A
    2hyy #1/A THR 315 N      2hyy #2.1/A ALA 269 O    no hydrogen  3.025  N/A
    2hyy #1/A THR 315 OG1    2hyy #1/A GLU 316 O      no hydrogen  3.003  N/A
    2hyy #1/A THR 315 OG1    2hyy #2.1/A GLU 316 O    no hydrogen  3.003  N/A
    2hyy #1/A GLU 316 N      2hyy #1/A GLN 300 O      no hydrogen  3.058  N/A
    2hyy #1/A GLU 316 N      2hyy #2.1/A GLN 300 O    no hydrogen  3.058  N/A
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A THR 319 OG1    2hyy #1/A GLU 373 OE1    no hydrogen  3.130  N/A
    2hyy #1/A THR 319 OG1    2hyy #2.1/A GLU 373 OE1  no hydrogen  3.130  N/A
    2hyy #1/A TYR 320 N      2hyy #1/A VAL 371 O      no hydrogen  2.919  N/A
    2hyy #1/A TYR 320 N      2hyy #2.1/A VAL 371 O    no hydrogen  2.919  N/A
    2hyy #1/A TYR 320 OH     2hyy #1/A GLU 373 OE2    no hydrogen  3.217  N/A
    2hyy #1/A TYR 320 OH     2hyy #2.1/A GLU 373 OE2  no hydrogen  3.217  N/A
    2hyy #1/A GLY 321 N      2hyy #1/A MET 318 O      no hydrogen  3.098  N/A
    2hyy #1/A GLY 321 N      2hyy #2.1/A MET 318 O    no hydrogen  3.098  N/A
    2hyy #1/A LEU 323 N      2hyy #1/A CYS 369 O      no hydrogen  2.739  N/A
    2hyy #1/A LEU 323 N      2hyy #2.1/A CYS 369 O    no hydrogen  2.739  N/A
    2hyy #1/A TYR 326 N      2hyy #1/A ASN 322 O      no hydrogen  2.999  N/A
    2hyy #1/A TYR 326 N      2hyy #2.1/A ASN 322 O    no hydrogen  2.999  N/A
    2hyy #1/A LEU 327 N      2hyy #1/A LEU 323 O      no hydrogen  2.862  N/A
    2hyy #1/A LEU 327 N      2hyy #2.1/A LEU 323 O    no hydrogen  2.862  N/A
    2hyy #1/A ARG 328 N      2hyy #1/A LEU 324 O      no hydrogen  3.213  N/A
    2hyy #1/A ARG 328 N      2hyy #1/A ASP 325 O      no hydrogen  2.957  N/A
    2hyy #1/A ARG 328 N      2hyy #2.1/A LEU 324 O    no hydrogen  3.213  N/A
    2hyy #1/A ARG 328 N      2hyy #2.1/A ASP 325 O    no hydrogen  2.957  N/A
    2hyy #1/A ARG 328 NE     2hyy #1/A GLY 436 O      no hydrogen  2.658  N/A
    2hyy #1/A ARG 328 NE     2hyy #2.1/A GLY 436 O    no hydrogen  2.658  N/A
    2hyy #1/A ARG 328 NH2    2hyy #1/A GLY 436 O      no hydrogen  2.848  N/A
    2hyy #1/A ARG 328 NH2    2hyy #2.1/A GLY 436 O    no hydrogen  2.848  N/A
    2hyy #1/A GLU 329 N      2hyy #1/A ASP 325 O      no hydrogen  2.842  N/A
    2hyy #1/A GLU 329 N      2hyy #1/A TYR 326 O      no hydrogen  3.276  N/A
    2hyy #1/A GLU 329 N      2hyy #2.1/A ASP 325 O    no hydrogen  2.842  N/A
    2hyy #1/A GLU 329 N      2hyy #2.1/A TYR 326 O    no hydrogen  3.276  N/A
    2hyy #1/A CYS 330 SG     2hyy #1/A LEU 327 O      no hydrogen  3.416  N/A
    2hyy #1/A CYS 330 SG     2hyy #2.1/A LEU 327 O    no hydrogen  3.416  N/A
    2hyy #1/A ASN 331 N      2hyy #1/A HOH 133 O      no hydrogen  3.208  N/A
    2hyy #1/A ASN 331 N      2hyy #2.1/A HOH 133 O    no hydrogen  3.208  N/A
    2hyy #1/A ASN 331 ND2    2hyy #1/A HOH 180 O      no hydrogen  3.017  N/A
    2hyy #1/A ASN 331 ND2    2hyy #2.1/A HOH 180 O    no hydrogen  3.017  N/A
    2hyy #1/A ARG 332 NE     2hyy #1/A HOH 106 O      no hydrogen  2.854  N/A
    2hyy #1/A ARG 332 NE     2hyy #2.1/A HOH 106 O    no hydrogen  2.854  N/A
    2hyy #1/A ARG 332 NH2    2hyy #1/A HOH 106 O      no hydrogen  3.232  N/A
    2hyy #1/A ARG 332 NH2    2hyy #2.1/A HOH 106 O    no hydrogen  3.232  N/A
    2hyy #1/A GLN 333 N      2hyy #1/A ASN 331 OD1    no hydrogen  2.766  N/A
    2hyy #1/A GLN 333 N      2hyy #2.1/A ASN 331 OD1  no hydrogen  2.766  N/A
    2hyy #1/A GLU 334 N      2hyy #1/A ASN 331 OD1    no hydrogen  3.193  N/A
    2hyy #1/A GLU 334 N      2hyy #2.1/A ASN 331 OD1  no hydrogen  3.193  N/A
    2hyy #1/A VAL 335 N      2hyy #1/A ASN 331 O      no hydrogen  2.760  N/A
    2hyy #1/A VAL 335 N      2hyy #2.1/A ASN 331 O    no hydrogen  2.760  N/A
    2hyy #1/A ASN 336 N      2hyy #1/A GLU 334 O      no hydrogen  2.917  N/A
    2hyy #1/A ASN 336 N      2hyy #2.1/A GLU 334 O    no hydrogen  2.917  N/A
    2hyy #1/A VAL 339 N      2hyy #1/A ASN 336 OD1    no hydrogen  3.332  N/A
    2hyy #1/A VAL 339 N      2hyy #2.1/A ASN 336 OD1  no hydrogen  3.332  N/A
    2hyy #1/A LEU 340 N      2hyy #1/A ASN 336 O      no hydrogen  2.904  N/A
    2hyy #1/A LEU 340 N      2hyy #2.1/A ASN 336 O    no hydrogen  2.904  N/A
    2hyy #1/A LEU 341 N      2hyy #1/A ALA 337 O      no hydrogen  3.129  N/A
    2hyy #1/A LEU 341 N      2hyy #2.1/A ALA 337 O    no hydrogen  3.129  N/A
    2hyy #1/A TYR 342 N      2hyy #1/A VAL 338 O      no hydrogen  2.908  N/A
    2hyy #1/A TYR 342 N      2hyy #2.1/A VAL 338 O    no hydrogen  2.908  N/A
    2hyy #1/A MET 343 N      2hyy #1/A VAL 339 O      no hydrogen  2.765  N/A
    2hyy #1/A MET 343 N      2hyy #2.1/A VAL 339 O    no hydrogen  2.765  N/A
    2hyy #1/A ALA 344 N      2hyy #1/A LEU 340 O      no hydrogen  3.017  N/A
    2hyy #1/A ALA 344 N      2hyy #2.1/A LEU 340 O    no hydrogen  3.017  N/A
    2hyy #1/A THR 345 N      2hyy #1/A LEU 341 O      no hydrogen  2.903  N/A
    2hyy #1/A THR 345 N      2hyy #2.1/A LEU 341 O    no hydrogen  2.903  N/A
    2hyy #1/A THR 345 OG1    2hyy #1/A LEU 341 O      no hydrogen  2.816  N/A
    2hyy #1/A THR 345 OG1    2hyy #2.1/A LEU 341 O    no hydrogen  2.816  N/A
    2hyy #1/A GLN 346 N      2hyy #1/A TYR 342 O      no hydrogen  3.196  N/A
    2hyy #1/A GLN 346 N      2hyy #2.1/A TYR 342 O    no hydrogen  3.196  N/A
    2hyy #1/A GLN 346 NE2    2hyy #1/A TYR 342 O      no hydrogen  3.023  N/A
    2hyy #1/A GLN 346 NE2    2hyy #1/A HIS 375 O      no hydrogen  2.903  N/A
    2hyy #1/A GLN 346 NE2    2hyy #2.1/A TYR 342 O    no hydrogen  3.023  N/A
    2hyy #1/A GLN 346 NE2    2hyy #2.1/A HIS 375 O    no hydrogen  2.903  N/A
    2hyy #1/A ILE 347 N      2hyy #1/A MET 343 O      no hydrogen  3.299  N/A
    2hyy #1/A ILE 347 N      2hyy #2.1/A MET 343 O    no hydrogen  3.299  N/A
    2hyy #1/A SER 348 N      2hyy #1/A ALA 344 O      no hydrogen  3.068  N/A
    2hyy #1/A SER 348 N      2hyy #2.1/A ALA 344 O    no hydrogen  3.068  N/A
    2hyy #1/A SER 348 OG     2hyy #1/A ALA 344 O      no hydrogen  3.221  N/A
    2hyy #1/A SER 348 OG     2hyy #1/A THR 345 O      no hydrogen  2.559  N/A
    2hyy #1/A SER 348 OG     2hyy #1/A HIS 490 ND1    no hydrogen  3.369  N/A
    2hyy #1/A SER 348 OG     2hyy #2.1/A ALA 344 O    no hydrogen  3.221  N/A
    2hyy #1/A SER 348 OG     2hyy #2.1/A THR 345 O    no hydrogen  2.559  N/A
    2hyy #1/A SER 348 OG     2hyy #2.1/A HIS 490 ND1  no hydrogen  3.369  N/A
    2hyy #1/A SER 349 N      2hyy #1/A THR 345 O      no hydrogen  2.902  N/A
    2hyy #1/A SER 349 N      2hyy #2.1/A THR 345 O    no hydrogen  2.902  N/A
    2hyy #1/A SER 349 OG     2hyy #1/A HOH 197 O      no hydrogen  3.298  N/A
    2hyy #1/A SER 349 OG     2hyy #1/A HIS 295 NE2    no hydrogen  3.076  N/A
    2hyy #1/A SER 349 OG     2hyy #2.1/A HOH 197 O    no hydrogen  3.298  N/A
    2hyy #1/A SER 349 OG     2hyy #2.1/A HIS 295 NE2  no hydrogen  3.076  N/A
    2hyy #1/A ALA 350 N      2hyy #1/A GLN 346 O      no hydrogen  2.994  N/A
    2hyy #1/A ALA 350 N      2hyy #2.1/A GLN 346 O    no hydrogen  2.994  N/A
    2hyy #1/A MET 351 N      2hyy #1/A ILE 347 O      no hydrogen  2.884  N/A
    2hyy #1/A MET 351 N      2hyy #2.1/A ILE 347 O    no hydrogen  2.884  N/A
    2hyy #1/A GLU 352 N      2hyy #1/A SER 348 O      no hydrogen  2.762  N/A
    2hyy #1/A GLU 352 N      2hyy #2.1/A SER 348 O    no hydrogen  2.762  N/A
    2hyy #1/A TYR 353 N      2hyy #1/A SER 349 O      no hydrogen  3.088  N/A
    2hyy #1/A TYR 353 N      2hyy #2.1/A SER 349 O    no hydrogen  3.088  N/A
    2hyy #1/A LEU 354 N      2hyy #1/A ALA 350 O      no hydrogen  3.238  N/A
    2hyy #1/A LEU 354 N      2hyy #2.1/A ALA 350 O    no hydrogen  3.238  N/A
    2hyy #1/A GLU 355 N      2hyy #1/A MET 351 O      no hydrogen  2.883  N/A
    2hyy #1/A GLU 355 N      2hyy #2.1/A MET 351 O    no hydrogen  2.883  N/A
    2hyy #1/A LYS 356 N      2hyy #1/A GLU 352 O      no hydrogen  3.091  N/A
    2hyy #1/A LYS 356 N      2hyy #2.1/A GLU 352 O    no hydrogen  3.091  N/A
    2hyy #1/A LYS 357 N      2hyy #1/A TYR 353 O      no hydrogen  2.980  N/A
    2hyy #1/A LYS 357 N      2hyy #2.1/A TYR 353 O    no hydrogen  2.980  N/A
    2hyy #1/A ASN 358 N      2hyy #1/A GLU 355 O      no hydrogen  2.823  N/A
    2hyy #1/A ASN 358 N      2hyy #2.1/A GLU 355 O    no hydrogen  2.823  N/A
    2hyy #1/A PHE 359 N      2hyy #1/A LEU 354 O      no hydrogen  2.721  N/A
    2hyy #1/A PHE 359 N      2hyy #2.1/A LEU 354 O    no hydrogen  2.721  N/A
    2hyy #1/A HIS 361 N      2hyy #1/A ASP 421 OD2    no hydrogen  2.749  N/A
    2hyy #1/A HIS 361 N      2hyy #2.1/A ASP 421 OD2  no hydrogen  2.749  N/A
    2hyy #1/A HIS 361 NE2    2hyy #1/A ALA 380 O      no hydrogen  2.574  N/A
    2hyy #1/A HIS 361 NE2    2hyy #2.1/A ALA 380 O    no hydrogen  2.574  N/A
    2hyy #1/A ARG 362 N      2hyy #1/A ASP 421 OD1    no hydrogen  2.872  N/A
    2hyy #1/A ARG 362 N      2hyy #2.1/A ASP 421 OD1  no hydrogen  2.872  N/A
    2hyy #1/A ASP 363 N      2hyy #1/A HIS 361 ND1    no hydrogen  3.003  N/A
    2hyy #1/A ASP 363 N      2hyy #2.1/A HIS 361 ND1  no hydrogen  3.003  N/A
    2hyy #1/A LEU 364 N      2hyy #1/A HOH 1 O        no hydrogen  2.777  N/A
    2hyy #1/A LEU 364 N      2hyy #2.1/A HOH 1 O      no hydrogen  2.777  N/A
    2hyy #1/A ALA 366 N      2hyy #1/A GLU 431 OE2    no hydrogen  2.901  N/A
    2hyy #1/A ALA 366 N      2hyy #2.1/A GLU 431 OE2  no hydrogen  2.901  N/A
    2hyy #1/A ARG 367 N      2hyy #1/A HOH 157 O      no hydrogen  2.780  N/A
    2hyy #1/A ARG 367 N      2hyy #2.1/A HOH 157 O    no hydrogen  2.780  N/A
    2hyy #1/A ARG 367 NE     2hyy #1/A TYR 393 OH     no hydrogen  2.949  N/A
    2hyy #1/A ARG 367 NE     2hyy #2.1/A TYR 393 OH   no hydrogen  2.949  N/A
    2hyy #1/A ARG 367 NH1    2hyy #1/A HOH 66 O       no hydrogen  2.793  N/A
    2hyy #1/A ARG 367 NH1    2hyy #2.1/A HOH 66 O     no hydrogen  2.793  N/A
    2hyy #1/A ARG 367 NH2    2hyy #1/A ASP 363 OD1    no hydrogen  2.855  N/A
    2hyy #1/A ARG 367 NH2    2hyy #1/A TYR 393 OH     no hydrogen  3.526  N/A
    2hyy #1/A ARG 367 NH2    2hyy #2.1/A ASP 363 OD1  no hydrogen  2.855  N/A
    2hyy #1/A ARG 367 NH2    2hyy #2.1/A TYR 393 OH   no hydrogen  3.526  N/A
    2hyy #1/A ASN 368 N      2hyy #1/A ALA 365 O      no hydrogen  2.985  N/A
    2hyy #1/A ASN 368 N      2hyy #2.1/A ALA 365 O    no hydrogen  2.985  N/A
    2hyy #1/A ASN 368 ND2    2hyy #1/A HOH 94 O       no hydrogen  3.064  N/A
    2hyy #1/A ASN 368 ND2    2hyy #1/A ASP 363 O      no hydrogen  2.798  N/A
    2hyy #1/A ASN 368 ND2    2hyy #1/A ASP 363 OD2    no hydrogen  3.143  N/A
    2hyy #1/A ASN 368 ND2    2hyy #2.1/A HOH 94 O     no hydrogen  3.064  N/A
    2hyy #1/A ASN 368 ND2    2hyy #2.1/A ASP 363 O    no hydrogen  2.798  N/A
    2hyy #1/A ASN 368 ND2    2hyy #2.1/A ASP 363 OD2  no hydrogen  3.143  N/A
    2hyy #1/A CYS 369 N      2hyy #1/A ALA 366 O      no hydrogen  3.030  N/A
    2hyy #1/A CYS 369 N      2hyy #2.1/A ALA 366 O    no hydrogen  3.030  N/A
    2hyy #1/A CYS 369 SG     2hyy #1/A ALA 365 O      no hydrogen  3.679  N/A
    2hyy #1/A CYS 369 SG     2hyy #2.1/A ALA 365 O    no hydrogen  3.679  N/A
    2hyy #1/A LEU 370 N      2hyy #1/A LYS 378 O      no hydrogen  2.797  N/A
    2hyy #1/A LEU 370 N      2hyy #2.1/A LYS 378 O    no hydrogen  2.797  N/A
    2hyy #1/A VAL 371 N      2hyy #1/A GLY 321 O      no hydrogen  2.830  N/A
    2hyy #1/A VAL 371 N      2hyy #2.1/A GLY 321 O    no hydrogen  2.830  N/A
    2hyy #1/A GLY 372 N      2hyy #1/A LEU 376 O      no hydrogen  2.670  N/A
    2hyy #1/A GLY 372 N      2hyy #2.1/A LEU 376 O    no hydrogen  2.670  N/A
    2hyy #1/A HIS 375 NE2    2hyy #1/A GLU 334 OE2    no hydrogen  3.055  N/A
    2hyy #1/A HIS 375 NE2    2hyy #2.1/A GLU 334 OE2  no hydrogen  3.055  N/A
    2hyy #1/A VAL 377 N      2hyy #1/A GLN 346 OE1    no hydrogen  2.687  N/A
    2hyy #1/A VAL 377 N      2hyy #2.1/A GLN 346 OE1  no hydrogen  2.687  N/A
    2hyy #1/A LYS 378 N      2hyy #1/A LEU 370 O      no hydrogen  2.887  N/A
    2hyy #1/A LYS 378 N      2hyy #2.1/A LEU 370 O    no hydrogen  2.887  N/A
    2hyy #1/A LYS 378 NZ     2hyy #1/A GLU 316 OE1    no hydrogen  2.328  N/A
    2hyy #1/A LYS 378 NZ     2hyy #1/A GLU 316 OE2    no hydrogen  2.592  N/A
    2hyy #1/A LYS 378 NZ     2hyy #2.1/A GLU 316 OE1  no hydrogen  2.328  N/A
    2hyy #1/A LYS 378 NZ     2hyy #2.1/A GLU 316 OE2  no hydrogen  2.592  N/A
    2hyy #1/A VAL 379 N      2hyy #1/A ASN 297 O      no hydrogen  2.940  N/A
    2hyy #1/A VAL 379 N      2hyy #2.1/A ASN 297 O    no hydrogen  2.940  N/A
    2hyy #1/A ALA 380 N      2hyy #1/A ASN 368 O      no hydrogen  2.778  N/A
    2hyy #1/A ALA 380 N      2hyy #2.1/A ASN 368 O    no hydrogen  2.778  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A PHE 382 N      2hyy #1/A ASN 368 OD1    no hydrogen  3.082  N/A
    2hyy #1/A PHE 382 N      2hyy #2.1/A ASN 368 OD1  no hydrogen  3.082  N/A
    2hyy #1/A GLY 383 N      2hyy #1/A ASP 381 OD1    no hydrogen  3.347  N/A
    2hyy #1/A GLY 383 N      2hyy #2.1/A ASP 381 OD1  no hydrogen  3.347  N/A
    2hyy #1/A MET 388 N      2hyy #1/A LEU 384 O      no hydrogen  2.927  N/A
    2hyy #1/A MET 388 N      2hyy #2.1/A LEU 384 O    no hydrogen  2.927  N/A
    2hyy #1/A THR 389 OG1    2hyy #1/D GLU 470 OE2    no hydrogen  2.992  N/A
    2hyy #1/A ASP 391 N      2hyy #1/A HOH 104 O      no hydrogen  2.891  N/A
    2hyy #1/A ASP 391 N      2hyy #2.1/A HOH 104 O    no hydrogen  2.891  N/A
    2hyy #1/A THR 392 N      2hyy #1/A HOH 181 O      no hydrogen  3.010  N/A
    2hyy #1/A THR 392 N      2hyy #2.1/A HOH 181 O    no hydrogen  3.010  N/A
    2hyy #1/A THR 392 OG1    2hyy #1/A HOH 73 O       no hydrogen  2.829  N/A
    2hyy #1/A THR 392 OG1    2hyy #1/A HOH 181 O      no hydrogen  2.640  N/A
    2hyy #1/A THR 392 OG1    2hyy #2.1/A HOH 73 O     no hydrogen  2.829  N/A
    2hyy #1/A THR 392 OG1    2hyy #2.1/A HOH 181 O    no hydrogen  2.640  N/A
    2hyy #1/A TYR 393 OH     2hyy #1/A ASP 363 OD1    no hydrogen  3.222  N/A
    2hyy #1/A TYR 393 OH     2hyy #1/A ASP 363 OD2    no hydrogen  2.475  N/A
    2hyy #1/A TYR 393 OH     2hyy #2.1/A ASP 363 OD1  no hydrogen  3.222  N/A
    2hyy #1/A TYR 393 OH     2hyy #2.1/A ASP 363 OD2  no hydrogen  2.475  N/A
    2hyy #1/A THR 394 N      2hyy #1/A PHE 401 O      no hydrogen  2.898  N/A
    2hyy #1/A THR 394 N      2hyy #2.1/A PHE 401 O    no hydrogen  2.898  N/A
    2hyy #1/A THR 394 OG1    2hyy #1/A HOH 84 O       no hydrogen  2.760  N/A
    2hyy #1/A THR 394 OG1    2hyy #2.1/A HOH 84 O     no hydrogen  2.760  N/A
    2hyy #1/A HIS 396 N      2hyy #1/A ALA 399 O      no hydrogen  2.568  N/A
    2hyy #1/A HIS 396 N      2hyy #2.1/A ALA 399 O    no hydrogen  2.568  N/A
    2hyy #1/A ALA 399 N      2hyy #1/A HIS 396 O      no hydrogen  2.976  N/A
    2hyy #1/A ALA 399 N      2hyy #2.1/A HIS 396 O    no hydrogen  2.976  N/A
    2hyy #1/A LYS 400 NZ     2hyy #1/A HOH 144 O      no hydrogen  3.054  N/A
    2hyy #1/A LYS 400 NZ     2hyy #2.1/A HOH 144 O    no hydrogen  3.054  N/A
    2hyy #1/A PHE 401 N      2hyy #1/A THR 394 O      no hydrogen  2.865  N/A
    2hyy #1/A PHE 401 N      2hyy #2.1/A THR 394 O    no hydrogen  2.865  N/A
    2hyy #1/A ILE 403 N      2hyy #1/A HOH 84 O       no hydrogen  3.238  N/A
    2hyy #1/A ILE 403 N      2hyy #2.1/A HOH 84 O     no hydrogen  3.238  N/A
    2hyy #1/A LYS 404 NZ     2hyy #1/A HOH 130 O      no hydrogen  2.500  N/A
    2hyy #1/A LYS 404 NZ     2hyy #1/A PRO 439 O      no hydrogen  3.358  N/A
    2hyy #1/A LYS 404 NZ     2hyy #1/A TYR 440 O      no hydrogen  2.669  N/A
    2hyy #1/A LYS 404 NZ     2hyy #1/A ILE 443 O      no hydrogen  3.057  N/A
    2hyy #1/A LYS 404 NZ     2hyy #2.1/A HOH 130 O    no hydrogen  2.500  N/A
    2hyy #1/A LYS 404 NZ     2hyy #2.1/A PRO 439 O    no hydrogen  3.358  N/A
    2hyy #1/A LYS 404 NZ     2hyy #2.1/A TYR 440 O    no hydrogen  2.669  N/A
    2hyy #1/A LYS 404 NZ     2hyy #2.1/A ILE 443 O    no hydrogen  3.057  N/A
    2hyy #1/A TRP 405 N      2hyy #1/A PRO 402 O      no hydrogen  2.996  N/A
    2hyy #1/A TRP 405 N      2hyy #2.1/A PRO 402 O    no hydrogen  2.996  N/A
    2hyy #1/A TRP 405 NE1    2hyy #1/A GLU 431 OE2    no hydrogen  3.015  N/A
    2hyy #1/A TRP 405 NE1    2hyy #2.1/A GLU 431 OE2  no hydrogen  3.015  N/A
    2hyy #1/A THR 406 N      2hyy #1/A ILE 403 O      no hydrogen  3.214  N/A
    2hyy #1/A THR 406 N      2hyy #2.1/A ILE 403 O    no hydrogen  3.214  N/A
    2hyy #1/A THR 406 OG1    2hyy #1/A PRO 402 O      no hydrogen  2.575  N/A
    2hyy #1/A THR 406 OG1    2hyy #2.1/A PRO 402 O    no hydrogen  2.575  N/A
    2hyy #1/A GLU 409 N      2hyy #1/A GLU 409 OE1    no hydrogen  2.962  N/A
    2hyy #1/A GLU 409 N      2hyy #2.1/A GLU 409 OE1  no hydrogen  2.962  N/A
    2hyy #1/A SER 410 N      2hyy #1/A ALA 407 O      no hydrogen  3.044  N/A
    2hyy #1/A SER 410 N      2hyy #2.1/A ALA 407 O    no hydrogen  3.044  N/A
    2hyy #1/A SER 410 OG     2hyy #1/A LYS 415 O      no hydrogen  2.731  N/A
    2hyy #1/A SER 410 OG     2hyy #2.1/A LYS 415 O    no hydrogen  2.731  N/A
    2hyy #1/A LEU 411 N      2hyy #1/A ALA 407 O      no hydrogen  3.031  N/A
    2hyy #1/A LEU 411 N      2hyy #2.1/A ALA 407 O    no hydrogen  3.031  N/A
    2hyy #1/A ALA 412 N      2hyy #1/A PRO 408 O      no hydrogen  2.591  N/A
    2hyy #1/A ALA 412 N      2hyy #2.1/A PRO 408 O    no hydrogen  2.591  N/A
    2hyy #1/A TYR 413 N      2hyy #1/A GLU 409 O      no hydrogen  2.819  N/A
    2hyy #1/A TYR 413 N      2hyy #2.1/A GLU 409 O    no hydrogen  2.819  N/A
    2hyy #1/A ASN 414 N      2hyy #1/A SER 410 O      no hydrogen  3.148  N/A
    2hyy #1/A ASN 414 N      2hyy #2.1/A SER 410 O    no hydrogen  3.148  N/A
    2hyy #1/A ASN 414 ND2    2hyy #1/A HOH 150 O      no hydrogen  3.141  N/A
    2hyy #1/A ASN 414 ND2    2hyy #2.1/A HOH 150 O    no hydrogen  3.141  N/A
    2hyy #1/A LYS 415 N      2hyy #1/A GLU 409 O      no hydrogen  3.403  N/A
    2hyy #1/A LYS 415 N      2hyy #2.1/A GLU 409 O    no hydrogen  3.403  N/A
    2hyy #1/A SER 417 N      2hyy #1/A SER 420 OG     no hydrogen  3.047  N/A
    2hyy #1/A SER 417 N      2hyy #2.1/A SER 420 OG   no hydrogen  3.047  N/A
    2hyy #1/A LYS 419 NZ     2hyy #1/A HOH 23 O       no hydrogen  2.778  N/A
    2hyy #1/A LYS 419 NZ     2hyy #1/A ARG 483 O      no hydrogen  2.713  N/A
    2hyy #1/A LYS 419 NZ     2hyy #1/A PRO 484 O      no hydrogen  3.187  N/A
    2hyy #1/A LYS 419 NZ     2hyy #2.1/A HOH 23 O     no hydrogen  2.778  N/A
    2hyy #1/A LYS 419 NZ     2hyy #2.1/A ARG 483 O    no hydrogen  2.713  N/A
    2hyy #1/A LYS 419 NZ     2hyy #2.1/A PRO 484 O    no hydrogen  3.187  N/A
    2hyy #1/A SER 420 N      2hyy #1/A SER 417 O      no hydrogen  2.856  N/A
    2hyy #1/A SER 420 N      2hyy #2.1/A SER 417 O    no hydrogen  2.856  N/A
    2hyy #1/A SER 420 OG     2hyy #1/A HOH 39 O       no hydrogen  2.418  N/A
    2hyy #1/A SER 420 OG     2hyy #1/A SER 417 O      no hydrogen  2.807  N/A
    2hyy #1/A SER 420 OG     2hyy #2.1/A HOH 39 O     no hydrogen  2.418  N/A
    2hyy #1/A SER 420 OG     2hyy #2.1/A SER 417 O    no hydrogen  2.807  N/A
    2hyy #1/A ASP 421 N      2hyy #1/A SER 417 O      no hydrogen  3.273  N/A
    2hyy #1/A ASP 421 N      2hyy #2.1/A SER 417 O    no hydrogen  3.273  N/A
    2hyy #1/A VAL 422 N      2hyy #1/A ILE 418 O      no hydrogen  2.965  N/A
    2hyy #1/A VAL 422 N      2hyy #2.1/A ILE 418 O    no hydrogen  2.965  N/A
    2hyy #1/A TRP 423 N      2hyy #1/A LYS 419 O      no hydrogen  3.155  N/A
    2hyy #1/A TRP 423 N      2hyy #2.1/A LYS 419 O    no hydrogen  3.155  N/A
    2hyy #1/A TRP 423 NE1    2hyy #1/A HOH 109 O      no hydrogen  2.893  N/A
    2hyy #1/A TRP 423 NE1    2hyy #2.1/A HOH 109 O    no hydrogen  2.893  N/A
    2hyy #1/A ALA 424 N      2hyy #1/A SER 420 O      no hydrogen  2.924  N/A
    2hyy #1/A ALA 424 N      2hyy #2.1/A SER 420 O    no hydrogen  2.924  N/A
    2hyy #1/A PHE 425 N      2hyy #1/A ASP 421 O      no hydrogen  2.866  N/A
    2hyy #1/A PHE 425 N      2hyy #2.1/A ASP 421 O    no hydrogen  2.866  N/A
    2hyy #1/A GLY 426 N      2hyy #1/A VAL 422 O      no hydrogen  3.149  N/A
    2hyy #1/A GLY 426 N      2hyy #2.1/A VAL 422 O    no hydrogen  3.149  N/A
    2hyy #1/A VAL 427 N      2hyy #1/A TRP 423 O      no hydrogen  3.367  N/A
    2hyy #1/A VAL 427 N      2hyy #1/A ALA 424 O      no hydrogen  3.089  N/A
    2hyy #1/A VAL 427 N      2hyy #2.1/A TRP 423 O    no hydrogen  3.367  N/A
    2hyy #1/A VAL 427 N      2hyy #2.1/A ALA 424 O    no hydrogen  3.089  N/A
    2hyy #1/A LEU 428 N      2hyy #1/A ALA 424 O      no hydrogen  2.873  N/A
    2hyy #1/A LEU 428 N      2hyy #2.1/A ALA 424 O    no hydrogen  2.873  N/A
    2hyy #1/A LEU 429 N      2hyy #1/A PHE 425 O      no hydrogen  2.731  N/A
    2hyy #1/A LEU 429 N      2hyy #2.1/A PHE 425 O    no hydrogen  2.731  N/A
    2hyy #1/A TRP 430 N      2hyy #1/A GLY 426 O      no hydrogen  3.383  N/A
    2hyy #1/A TRP 430 N      2hyy #2.1/A GLY 426 O    no hydrogen  3.383  N/A
    2hyy #1/A TRP 430 NE1    2hyy #1/A GLU 459 O      no hydrogen  3.035  N/A
    2hyy #1/A TRP 430 NE1    2hyy #2.1/A GLU 459 O    no hydrogen  3.035  N/A
    2hyy #1/A GLU 431 N      2hyy #1/A VAL 427 O      no hydrogen  2.981  N/A
    2hyy #1/A GLU 431 N      2hyy #2.1/A VAL 427 O    no hydrogen  2.981  N/A
    2hyy #1/A ILE 432 N      2hyy #1/A LEU 428 O      no hydrogen  3.021  N/A
    2hyy #1/A ILE 432 N      2hyy #2.1/A LEU 428 O    no hydrogen  3.021  N/A
    2hyy #1/A ALA 433 N      2hyy #1/A LEU 429 O      no hydrogen  3.079  N/A
    2hyy #1/A ALA 433 N      2hyy #2.1/A LEU 429 O    no hydrogen  3.079  N/A
    2hyy #1/A THR 434 N      2hyy #1/A TRP 430 O      no hydrogen  3.142  N/A
    2hyy #1/A THR 434 N      2hyy #2.1/A TRP 430 O    no hydrogen  3.142  N/A
    2hyy #1/A THR 434 OG1    2hyy #1/A TRP 430 O      no hydrogen  2.820  N/A
    2hyy #1/A THR 434 OG1    2hyy #1/A GLU 431 O      no hydrogen  3.382  N/A
    2hyy #1/A THR 434 OG1    2hyy #2.1/A TRP 430 O    no hydrogen  2.820  N/A
    2hyy #1/A THR 434 OG1    2hyy #2.1/A GLU 431 O    no hydrogen  3.382  N/A
    2hyy #1/A TYR 435 N      2hyy #1/A ILE 432 O      no hydrogen  3.040  N/A
    2hyy #1/A TYR 435 N      2hyy #2.1/A ILE 432 O    no hydrogen  3.040  N/A
    2hyy #1/A TYR 435 OH     2hyy #1/A VAL 335 O      no hydrogen  2.596  N/A
    2hyy #1/A TYR 435 OH     2hyy #2.1/A VAL 335 O    no hydrogen  2.596  N/A
    2hyy #1/A GLY 436 N      2hyy #1/A GLU 431 O      no hydrogen  2.616  N/A
    2hyy #1/A GLY 436 N      2hyy #2.1/A GLU 431 O    no hydrogen  2.616  N/A
    2hyy #1/A MET 437 N      2hyy #1/A THR 434 OG1    no hydrogen  3.036  N/A
    2hyy #1/A MET 437 N      2hyy #2.1/A THR 434 OG1  no hydrogen  3.036  N/A
    2hyy #1/A SER 438 N      2hyy #1/A HOH 71 O       no hydrogen  3.171  N/A
    2hyy #1/A SER 438 N      2hyy #2.1/A HOH 71 O     no hydrogen  3.171  N/A
    2hyy #1/A TYR 440 OH     2hyy #1/A HOH 89 O       no hydrogen  2.703  N/A
    2hyy #1/A TYR 440 OH     2hyy #1/A HOH 109 O      no hydrogen  2.767  N/A
    2hyy #1/A TYR 440 OH     2hyy #2.1/A HOH 89 O     no hydrogen  2.703  N/A
    2hyy #1/A TYR 440 OH     2hyy #2.1/A HOH 109 O    no hydrogen  2.767  N/A
    2hyy #1/A GLY 442 N      2hyy #1/A HOH 50 O       no hydrogen  2.975  N/A
    2hyy #1/A GLY 442 N      2hyy #2.1/A HOH 50 O     no hydrogen  2.975  N/A
    2hyy #1/A ILE 443 N      2hyy #1/A TYR 440 O      no hydrogen  3.090  N/A
    2hyy #1/A ILE 443 N      2hyy #2.1/A TYR 440 O    no hydrogen  3.090  N/A
    2hyy #1/A SER 446 OG     2hyy #1/A ASP 444 OD2    no hydrogen  2.991  N/A
    2hyy #1/A SER 446 OG     2hyy #2.1/A ASP 444 OD2  no hydrogen  2.991  N/A
    2hyy #1/A GLN 447 N      2hyy #1/A ASP 444 O      no hydrogen  2.948  N/A
    2hyy #1/A GLN 447 N      2hyy #2.1/A ASP 444 O    no hydrogen  2.948  N/A
    2hyy #1/A GLN 447 NE2    2hyy #1/A ASP 444 OD2    no hydrogen  3.137  N/A
    2hyy #1/A GLN 447 NE2    2hyy #1/C ARG 457 O      no hydrogen  2.699  N/A
    2hyy #1/A GLN 447 NE2    2hyy #2.1/A ASP 444 OD2  no hydrogen  3.137  N/A
    2hyy #1/A VAL 448 N      2hyy #1/A LEU 445 O      no hydrogen  3.433  N/A
    2hyy #1/A VAL 448 N      2hyy #2.1/A LEU 445 O    no hydrogen  3.433  N/A
    2hyy #1/A GLU 450 N      2hyy #1/A HOH 21 O       no hydrogen  2.862  N/A
    2hyy #1/A GLU 450 N      2hyy #2.1/A HOH 21 O     no hydrogen  2.862  N/A
    2hyy #1/A LEU 451 N      2hyy #1/A GLN 447 O      no hydrogen  3.056  N/A
    2hyy #1/A LEU 451 N      2hyy #2.1/A GLN 447 O    no hydrogen  3.056  N/A
    2hyy #1/A LEU 452 N      2hyy #1/A VAL 448 O      no hydrogen  2.948  N/A
    2hyy #1/A LEU 452 N      2hyy #2.1/A VAL 448 O    no hydrogen  2.948  N/A
    2hyy #1/A GLU 453 N      2hyy #1/A TYR 449 O      no hydrogen  2.851  N/A
    2hyy #1/A GLU 453 N      2hyy #2.1/A TYR 449 O    no hydrogen  2.851  N/A
    2hyy #1/A LYS 454 N      2hyy #1/A GLU 450 O      no hydrogen  3.074  N/A
    2hyy #1/A LYS 454 N      2hyy #2.1/A GLU 450 O    no hydrogen  3.074  N/A
    2hyy #1/A LYS 454 NZ     2hyy #1/C ASP 455 OD2    no hydrogen  2.626  N/A
    2hyy #1/A ASP 455 N      2hyy #1/A LEU 452 O      no hydrogen  2.977  N/A
    2hyy #1/A ASP 455 N      2hyy #2.1/A LEU 452 O    no hydrogen  2.977  N/A
    2hyy #1/A TYR 456 N      2hyy #1/A LEU 451 O      no hydrogen  2.752  N/A
    2hyy #1/A TYR 456 N      2hyy #2.1/A LEU 451 O    no hydrogen  2.752  N/A
    2hyy #1/A TYR 456 OH     2hyy #1/A HOH 127 O      no hydrogen  2.818  N/A
    2hyy #1/A TYR 456 OH     2hyy #1/C GLN 447 OE1    no hydrogen  2.603  N/A
    2hyy #1/A TYR 456 OH     2hyy #2.1/A HOH 127 O    no hydrogen  2.818  N/A
    2hyy #1/A ARG 457 N      2hyy #1/C HOH 164 O      no hydrogen  3.224  N/A
    2hyy #1/A ARG 457 NE     2hyy #1/A TRP 476 O      no hydrogen  3.053  N/A
    2hyy #1/A ARG 457 NE     2hyy #2.1/A TRP 476 O    no hydrogen  3.053  N/A
    2hyy #1/A ARG 457 NH1    2hyy #1/A LEU 452 O      no hydrogen  2.745  N/A
    2hyy #1/A ARG 457 NH1    2hyy #1/A TYR 456 O      no hydrogen  3.006  N/A
    2hyy #1/A ARG 457 NH1    2hyy #2.1/A LEU 452 O    no hydrogen  2.745  N/A
    2hyy #1/A ARG 457 NH1    2hyy #2.1/A TYR 456 O    no hydrogen  3.006  N/A
    2hyy #1/A ARG 457 NH2    2hyy #1/A HOH 75 O       no hydrogen  2.579  N/A
    2hyy #1/A ARG 457 NH2    2hyy #1/A TRP 476 O      no hydrogen  2.938  N/A
    2hyy #1/A ARG 457 NH2    2hyy #2.1/A HOH 75 O     no hydrogen  2.579  N/A
    2hyy #1/A ARG 457 NH2    2hyy #2.1/A TRP 476 O    no hydrogen  2.938  N/A
    2hyy #1/A MET 458 N      2hyy #1/A HOH 89 O       no hydrogen  2.981  N/A
    2hyy #1/A MET 458 N      2hyy #2.1/A HOH 89 O     no hydrogen  2.981  N/A
    2hyy #1/A GLU 459 N      2hyy #1/A GLU 459 OE1    no hydrogen  2.434  N/A
    2hyy #1/A GLU 459 N      2hyy #2.1/A GLU 459 OE1  no hydrogen  2.434  N/A
    2hyy #1/A ARG 460 NH1    2hyy #1/A CYS 464 O      no hydrogen  2.733  N/A
    2hyy #1/A ARG 460 NH1    2hyy #2.1/A CYS 464 O    no hydrogen  2.733  N/A
    2hyy #1/A CYS 464 N      2hyy #1/A PRO 461 O      no hydrogen  3.453  N/A
    2hyy #1/A CYS 464 N      2hyy #2.1/A PRO 461 O    no hydrogen  3.453  N/A
    2hyy #1/A CYS 464 SG     2hyy #1/A PRO 465 O      no hydrogen  3.464  N/A
    2hyy #1/A CYS 464 SG     2hyy #2.1/A PRO 465 O    no hydrogen  3.464  N/A
    2hyy #1/A TYR 469 N      2hyy #1/A PRO 465 O      no hydrogen  3.069  N/A
    2hyy #1/A TYR 469 N      2hyy #2.1/A PRO 465 O    no hydrogen  3.069  N/A
    2hyy #1/A TYR 469 OH     2hyy #1/A MET 458 O      no hydrogen  2.771  N/A
    2hyy #1/A TYR 469 OH     2hyy #2.1/A MET 458 O    no hydrogen  2.771  N/A
    2hyy #1/A GLU 470 N      2hyy #1/A GLU 466 O      no hydrogen  2.851  N/A
    2hyy #1/A GLU 470 N      2hyy #2.1/A GLU 466 O    no hydrogen  2.851  N/A
    2hyy #1/A LEU 471 N      2hyy #1/A LYS 467 O      no hydrogen  3.058  N/A
    2hyy #1/A LEU 471 N      2hyy #2.1/A LYS 467 O    no hydrogen  3.058  N/A
    2hyy #1/A MET 472 N      2hyy #1/A VAL 468 O      no hydrogen  2.885  N/A
    2hyy #1/A MET 472 N      2hyy #2.1/A VAL 468 O    no hydrogen  2.885  N/A
    2hyy #1/A ARG 473 N      2hyy #1/A TYR 469 O      no hydrogen  2.783  N/A
    2hyy #1/A ARG 473 N      2hyy #2.1/A TYR 469 O    no hydrogen  2.783  N/A
    2hyy #1/A ARG 473 NE     2hyy #1/A TYR 469 OH     no hydrogen  3.081  N/A
    2hyy #1/A ARG 473 NE     2hyy #2.1/A TYR 469 OH   no hydrogen  3.081  N/A
    2hyy #1/A ARG 473 NH2    2hyy #1/A TYR 469 OH     no hydrogen  3.362  N/A
    2hyy #1/A ARG 473 NH2    2hyy #2.1/A TYR 469 OH   no hydrogen  3.362  N/A
    2hyy #1/A ALA 474 N      2hyy #1/A GLU 470 O      no hydrogen  2.967  N/A
    2hyy #1/A ALA 474 N      2hyy #2.1/A GLU 470 O    no hydrogen  2.967  N/A
    2hyy #1/A CYS 475 N      2hyy #1/A LEU 471 O      no hydrogen  3.000  N/A
    2hyy #1/A CYS 475 N      2hyy #2.1/A LEU 471 O    no hydrogen  3.000  N/A
    2hyy #1/A CYS 475 SG     2hyy #1/A LEU 471 O      no hydrogen  3.274  N/A
    2hyy #1/A CYS 475 SG     2hyy #2.1/A LEU 471 O    no hydrogen  3.274  N/A
    2hyy #1/A TRP 476 N      2hyy #1/A MET 472 O      no hydrogen  3.156  N/A
    2hyy #1/A TRP 476 N      2hyy #2.1/A MET 472 O    no hydrogen  3.156  N/A
    2hyy #1/A GLN 477 N      2hyy #1/A ALA 474 O      no hydrogen  3.138  N/A
    2hyy #1/A GLN 477 N      2hyy #2.1/A ALA 474 O    no hydrogen  3.138  N/A
    2hyy #1/A ASN 479 N      2hyy #1/A HOH 82 O       no hydrogen  3.060  N/A
    2hyy #1/A ASN 479 N      2hyy #2.1/A HOH 82 O     no hydrogen  3.060  N/A
    2hyy #1/A SER 481 OG     2hyy #1/A ASN 479 OD1    no hydrogen  3.169  N/A
    2hyy #1/A SER 481 OG     2hyy #2.1/A ASN 479 OD1  no hydrogen  3.169  N/A
    2hyy #1/A ASP 482 N      2hyy #1/A ASN 479 O      no hydrogen  2.907  N/A
    2hyy #1/A ASP 482 N      2hyy #2.1/A ASN 479 O    no hydrogen  2.907  N/A
    2hyy #1/A ARG 483 N      2hyy #1/A PRO 480 O      no hydrogen  2.948  N/A
    2hyy #1/A ARG 483 N      2hyy #2.1/A PRO 480 O    no hydrogen  2.948  N/A
    2hyy #1/A ARG 483 NE     2hyy #1/A GLN 477 O      no hydrogen  2.736  N/A
    2hyy #1/A ARG 483 NE     2hyy #2.1/A GLN 477 O    no hydrogen  2.736  N/A
    2hyy #1/A ARG 483 NH1    2hyy #1/A GLU 409 OE1    no hydrogen  3.132  N/A
    2hyy #1/A ARG 483 NH1    2hyy #1/A GLU 409 OE2    no hydrogen  2.604  N/A
    2hyy #1/A ARG 483 NH1    2hyy #1/A LYS 419 O      no hydrogen  2.990  N/A
    2hyy #1/A ARG 483 NH1    2hyy #2.1/A GLU 409 OE1  no hydrogen  3.132  N/A
    2hyy #1/A ARG 483 NH1    2hyy #2.1/A GLU 409 OE2  no hydrogen  2.604  N/A
    2hyy #1/A ARG 483 NH1    2hyy #2.1/A LYS 419 O    no hydrogen  2.990  N/A
    2hyy #1/A ARG 483 NH2    2hyy #1/A GLU 409 OE1    no hydrogen  2.549  N/A
    2hyy #1/A ARG 483 NH2    2hyy #1/A GLN 477 O      no hydrogen  3.234  N/A
    2hyy #1/A ARG 483 NH2    2hyy #1/A TRP 478 O      no hydrogen  3.019  N/A
    2hyy #1/A ARG 483 NH2    2hyy #2.1/A GLU 409 OE1  no hydrogen  2.549  N/A
    2hyy #1/A ARG 483 NH2    2hyy #2.1/A GLN 477 O    no hydrogen  3.234  N/A
    2hyy #1/A ARG 483 NH2    2hyy #2.1/A TRP 478 O    no hydrogen  3.019  N/A
    2hyy #1/A PHE 486 N      2hyy #1/A GLU 355 OE2    no hydrogen  3.091  N/A
    2hyy #1/A PHE 486 N      2hyy #2.1/A GLU 355 OE2  no hydrogen  3.091  N/A
    2hyy #1/A ALA 487 N      2hyy #1/A GLU 355 OE1    no hydrogen  3.032  N/A
    2hyy #1/A ALA 487 N      2hyy #2.1/A GLU 355 OE1  no hydrogen  3.032  N/A
    2hyy #1/A GLU 488 N      2hyy #1/A SER 485 OG     no hydrogen  2.904  N/A
    2hyy #1/A GLU 488 N      2hyy #2.1/A SER 485 OG   no hydrogen  2.904  N/A
    2hyy #1/A ILE 489 N      2hyy #1/A SER 485 O      no hydrogen  2.952  N/A
    2hyy #1/A ILE 489 N      2hyy #2.1/A SER 485 O    no hydrogen  2.952  N/A
    2hyy #1/A HIS 490 N      2hyy #1/A PHE 486 O      no hydrogen  2.719  N/A
    2hyy #1/A HIS 490 N      2hyy #2.1/A PHE 486 O    no hydrogen  2.719  N/A
    2hyy #1/A GLN 491 N      2hyy #1/A ALA 487 O      no hydrogen  2.969  N/A
    2hyy #1/A GLN 491 N      2hyy #2.1/A ALA 487 O    no hydrogen  2.969  N/A
    2hyy #1/A ALA 492 N      2hyy #1/A GLU 488 O      no hydrogen  2.886  N/A
    2hyy #1/A ALA 492 N      2hyy #2.1/A GLU 488 O    no hydrogen  2.886  N/A
    2hyy #1/A PHE 493 N      2hyy #1/A ILE 489 O      no hydrogen  2.801  N/A
    2hyy #1/A PHE 493 N      2hyy #2.1/A ILE 489 O    no hydrogen  2.801  N/A
    2hyy #1/A GLU 494 N      2hyy #1/A HIS 490 O      no hydrogen  2.651  N/A
    2hyy #1/A GLU 494 N      2hyy #2.1/A HIS 490 O    no hydrogen  2.651  N/A
    2hyy #1/A THR 495 N      2hyy #1/A GLN 491 O      no hydrogen  2.923  N/A
    2hyy #1/A THR 495 N      2hyy #2.1/A GLN 491 O    no hydrogen  2.923  N/A
    2hyy #1/A THR 495 OG1    2hyy #1/A GLN 491 O      no hydrogen  3.109  N/A
    2hyy #1/A THR 495 OG1    2hyy #2.1/A GLN 491 O    no hydrogen  3.109  N/A
    2hyy #1/A MET 496 N      2hyy #1/A ALA 492 O      no hydrogen  3.239  N/A
    2hyy #1/A MET 496 N      2hyy #2.1/A ALA 492 O    no hydrogen  3.239  N/A
    2hyy #1/A PHE 497 N      2hyy #1/A PHE 493 O      no hydrogen  3.123  N/A
    2hyy #1/A PHE 497 N      2hyy #2.1/A PHE 493 O    no hydrogen  3.123  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 4 O        2hyy #1/B HOH 27 O       no hydrogen  2.937  N/A
    2hyy #1/B HOH 4 O        2hyy #1/B TYR 435 O      no hydrogen  2.910  N/A
    2hyy #1/B HOH 6 O        2hyy #1/B HOH 19 O       no hydrogen  2.659  N/A
    2hyy #1/B HOH 6 O        2hyy #1/B ARG 328 O      no hydrogen  2.767  N/A
    2hyy #1/B HOH 6 O        2hyy #1/B CYS 330 O      no hydrogen  2.687  N/A
    2hyy #1/B HOH 10 O       2hyy #1/B HOH 135 O      no hydrogen  2.937  N/A
    2hyy #1/B HOH 10 O       2hyy #1/B ASP 391 O      no hydrogen  3.076  N/A
    2hyy #1/B HOH 10 O       2hyy #1/B THR 392 O      no hydrogen  2.905  N/A
    2hyy #1/B HOH 10 O       2hyy #1/B THR 394 OG1    no hydrogen  3.087  N/A
    2hyy #1/B HOH 14 O       2hyy #1/B SER 417 O      no hydrogen  3.565  N/A
    2hyy #1/B HOH 14 O       2hyy #1/B SER 420 OG     no hydrogen  2.430  N/A
    2hyy #1/B HOH 14 O       2hyy #1/B ASP 421 OD1    no hydrogen  2.546  N/A
    2hyy #1/B HOH 19 O       2hyy #1/B HOH 6 O        no hydrogen  2.659  N/A
    2hyy #1/B HOH 19 O       2hyy #1/B LEU 327 O      no hydrogen  3.131  N/A
    2hyy #1/B HOH 19 O       2hyy #1/B ARG 328 O      no hydrogen  3.094  N/A
    2hyy #1/B HOH 24 O       2hyy #1/B ASP 421 OD1    no hydrogen  2.940  N/A
    2hyy #1/B HOH 25 O       2hyy #1/B ASP 363 OD1    no hydrogen  2.805  N/A
    2hyy #1/B HOH 25 O       2hyy #1/B LEU 364 O      no hydrogen  2.914  N/A
    2hyy #1/B HOH 26 O       2hyy #1/B HIS 361 O      no hydrogen  2.573  N/A
    2hyy #1/B HOH 26 O       2hyy #1/B ASP 381 OD2    no hydrogen  2.623  N/A
    2hyy #1/B HOH 27 O       2hyy #1/B HOH 4 O        no hydrogen  2.937  N/A
    2hyy #1/B HOH 27 O       2hyy #1/B ARG 328 O      no hydrogen  2.549  N/A
    2hyy #1/B HOH 29 O       2hyy #1/B HOH 60 O       no hydrogen  2.707  N/A
    2hyy #1/B HOH 29 O       2hyy #1/B LYS 404 O      no hydrogen  2.832  N/A
    2hyy #1/B HOH 29 O       2hyy #1/B TYR 440 OH     no hydrogen  2.514  N/A
    2hyy #1/B HOH 33 O       2hyy #1/B PHE 317 O      no hydrogen  3.397  N/A
    2hyy #1/B HOH 36 O       2hyy #1/B HOH 44 O       no hydrogen  2.780  N/A
    2hyy #1/B HOH 36 O       2hyy #1/B GLU 431 OE1    no hydrogen  2.474  N/A
    2hyy #1/B HOH 36 O       2hyy #1/B GLU 431 OE2    no hydrogen  3.340  N/A
    2hyy #1/B HOH 44 O       2hyy #1/B HOH 36 O       no hydrogen  2.780  N/A
    2hyy #1/B HOH 44 O       2hyy #1/B HOH 116 O      no hydrogen  2.510  N/A
    2hyy #1/B HOH 49 O       2hyy #1/B HOH 112 O      no hydrogen  2.684  N/A
    2hyy #1/B HOH 49 O       2hyy #1/B GLU 286 OE2    no hydrogen  2.677  N/A
    2hyy #1/B HOH 49 O       2hyy #1/B ASP 381 O      no hydrogen  2.744  N/A
    2hyy #1/B HOH 56 O       2hyy #1/B GLU 334 OE1    no hydrogen  2.979  N/A
    2hyy #1/B HOH 60 O       2hyy #1/B HOH 29 O       no hydrogen  2.707  N/A
    2hyy #1/B HOH 60 O       2hyy #1/B ILE 403 O      no hydrogen  2.604  N/A
    2hyy #1/B HOH 60 O       2hyy #1/B THR 406 O      no hydrogen  2.652  N/A
    2hyy #1/B HOH 61 O       2hyy #1/B TYR 456 OH     no hydrogen  2.375  N/A
    2hyy #1/B HOH 69 O       2hyy #1/B HIS 295 O      no hydrogen  2.871  N/A
    2hyy #1/B HOH 69 O       2hyy #1/B LEU 298 O      no hydrogen  3.118  N/A
    2hyy #1/B HOH 74 O       2hyy #1/B ARG 457 O      no hydrogen  2.530  N/A
    2hyy #1/B HOH 74 O       2hyy #1/D HOH 174 O      no hydrogen  3.083  N/A
    2hyy #1/B HOH 74 O       2hyy #1/D GLN 447 OE1    no hydrogen  2.991  N/A
    2hyy #1/B HOH 79 O       2hyy #1/B GLU 488 O      no hydrogen  2.881  N/A
    2hyy #1/B HOH 86 O       2hyy #1/B ALA 492 O      no hydrogen  2.883  N/A
    2hyy #1/B HOH 90 O       2hyy #1/B TYR 342 OH     no hydrogen  2.345  N/A
    2hyy #1/B HOH 90 O       2hyy #1/B ASN 374 O      no hydrogen  3.240  N/A
    2hyy #1/B HOH 98 O       2hyy #1/B SER 481 O      no hydrogen  3.424  N/A
    2hyy #1/B HOH 98 O       2hyy #1/B ARG 483 O      no hydrogen  3.002  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B HOH 49 O       no hydrogen  2.684  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B HOH 113 O      2hyy #1/B THR 392 OG1    no hydrogen  2.788  N/A
    2hyy #1/B HOH 116 O      2hyy #1/B HOH 44 O       no hydrogen  2.510  N/A
    2hyy #1/B HOH 120 O      2hyy #1/B GLU 431 OE1    no hydrogen  2.755  N/A
    2hyy #1/B HOH 120 O      2hyy #1/B MET 437 O      no hydrogen  2.749  N/A
    2hyy #1/B HOH 122 O      2hyy #1/B TYR 449 OH     no hydrogen  3.123  N/A
    2hyy #1/B HOH 125 O      2hyy #1/B ASP 444 OD2    no hydrogen  2.617  N/A
    2hyy #1/B HOH 125 O      2hyy #1/B SER 446 OG     no hydrogen  2.677  N/A
    2hyy #1/B HOH 125 O      2hyy #1/D GLU 459 OE1    no hydrogen  3.233  N/A
    2hyy #1/B HOH 135 O      2hyy #1/B HOH 10 O       no hydrogen  2.937  N/A
    2hyy #1/B HOH 135 O      2hyy #1/B THR 392 O      no hydrogen  2.988  N/A
    2hyy #1/B HOH 139 O      2hyy #1/B GLY 372 O      no hydrogen  2.727  N/A
    2hyy #1/B HOH 143 O      2hyy #1/B GLY 390 O      no hydrogen  2.644  N/A
    2hyy #1/B HOH 156 O      2hyy #1/B HIS 295 O      no hydrogen  2.816  N/A
    2hyy #1/B HOH 156 O      2hyy #1/B LEU 298 O      no hydrogen  2.840  N/A
    2hyy #1/B HOH 158 O      2hyy #1/B HOH 200 O      no hydrogen  2.840  N/A
    2hyy #1/B HOH 158 O      2hyy #1/B GLU 453 OE1    no hydrogen  2.411  N/A
    2hyy #1/B HOH 158 O      2hyy #1/B GLU 453 OE2    no hydrogen  2.907  N/A
    2hyy #1/B HOH 177 O      2hyy #1/B PRO 439 O      no hydrogen  2.620  N/A
    2hyy #1/B HOH 183 O      2hyy #1/B GLU 286 OE1    no hydrogen  2.614  N/A
    2hyy #1/B HOH 189 O      2hyy #1/B GLN 333 OE1    no hydrogen  3.585  N/A
    2hyy #1/B HOH 190 O      2hyy #1/B ASP 363 OD2    no hydrogen  2.442  N/A
    2hyy #1/B HOH 190 O      2hyy #1/B ASP 381 OD1    no hydrogen  2.869  N/A
    2hyy #1/B HOH 191 O      2hyy #1/B GLU 488 OE1    no hydrogen  2.132  N/A
    2hyy #1/B HOH 194 O      2hyy #1/B ARG 473 O      no hydrogen  2.449  N/A
    2hyy #1/B HOH 194 O      2hyy #1/B TRP 476 O      no hydrogen  3.517  N/A
    2hyy #1/B HOH 198 O      2hyy #1/B ASP 241 OD2    no hydrogen  2.613  N/A
    2hyy #1/B HOH 200 O      2hyy #1/B HOH 158 O      no hydrogen  2.840  N/A
    2hyy #1/B HOH 200 O      2hyy #1/B TYR 449 OH     no hydrogen  2.605  N/A
    2hyy #1/B HOH 200 O      2hyy #1/B GLU 453 OE1    no hydrogen  3.451  N/A
    2hyy #1/B HOH 200 O      2hyy #1/B GLU 453 OE2    no hydrogen  2.693  N/A
    2hyy #1/B TRP 235 N      2hyy #1/B ASP 233 OD1    no hydrogen  3.229  N/A
    2hyy #1/B GLU 236 N      2hyy #1/B ASP 233 O      no hydrogen  3.248  N/A
    2hyy #1/B MET 237 N      2hyy #1/B VAL 304 O      no hydrogen  2.850  N/A
    2hyy #1/B GLU 238 N      2hyy #1/B HOH 198 O      no hydrogen  2.429  N/A
    2hyy #1/B ARG 239 NH1    2hyy #1/B PRO 310 O      no hydrogen  2.566  N/A
    2hyy #1/B ARG 239 NH2    2hyy #1/B PRO 310 O      no hydrogen  2.781  N/A
    2hyy #1/B ASP 241 N      2hyy #1/B GLU 238 O      no hydrogen  2.463  N/A
    2hyy #1/B ILE 242 N      2hyy #1/B ARG 239 O      no hydrogen  3.366  N/A
    2hyy #1/B THR 243 N      2hyy #1/B VAL 260 O      no hydrogen  3.102  N/A
    2hyy #1/B LYS 245 N      2hyy #1/B GLU 258 O      no hydrogen  2.660  N/A
    2hyy #1/B HIS 246 ND1    2hyy #1/B LYS 247 O      no hydrogen  3.187  N/A
    2hyy #1/B LYS 247 NZ     2hyy #1/B GLU 255 OE2    no hydrogen  2.723  N/A
    2hyy #1/B LEU 248 N      2hyy #1/B VAL 256 O      no hydrogen  2.858  N/A
    2hyy #1/B GLY 251 N      2hyy #1/B LEU 248 O      no hydrogen  2.783  N/A
    2hyy #1/B GLN 252 N      2hyy #1/B GLY 249 O      no hydrogen  3.230  N/A
    2hyy #1/B GLN 252 NE2    2hyy #1/B ASN 322 OD1    no hydrogen  3.241  N/A
    2hyy #1/B GLN 252 NE2    2hyy #1/B ASP 325 OD2    no hydrogen  3.550  N/A
    2hyy #1/B GLY 254 N      2hyy #1/B GLY 251 O      no hydrogen  3.017  N/A
    2hyy #1/B VAL 256 N      2hyy #1/B GLY 254 O      no hydrogen  2.719  N/A
    2hyy #1/B TYR 257 N      2hyy #1/B VAL 270 O      no hydrogen  2.786  N/A
    2hyy #1/B TYR 257 OH     2hyy #1/B GLU 255 OE1    no hydrogen  2.605  N/A
    2hyy #1/B GLU 258 N      2hyy #1/B HIS 246 O      no hydrogen  3.020  N/A
    2hyy #1/B GLY 259 N      2hyy #1/B VAL 268 O      no hydrogen  2.898  N/A
    2hyy #1/B VAL 260 N      2hyy #1/B THR 243 O      no hydrogen  2.856  N/A
    2hyy #1/B TRP 261 N      2hyy #1/B LEU 266 O      no hydrogen  2.900  N/A
    2hyy #1/B LYS 262 N      2hyy #1/B ASP 241 O      no hydrogen  3.234  N/A
    2hyy #1/B LYS 262 NZ     2hyy #1/B THR 240 O      no hydrogen  3.325  N/A
    2hyy #1/B LYS 263 NZ     2hyy #1/B ASP 241 OD2    no hydrogen  3.360  N/A
    2hyy #1/B TYR 264 N      2hyy #1/B TRP 261 O      no hydrogen  3.100  N/A
    2hyy #1/B SER 265 N      2hyy #1/B LYS 262 O      no hydrogen  2.891  N/A
    2hyy #1/B LEU 266 N      2hyy #1/B TRP 261 O      no hydrogen  3.224  N/A
    2hyy #1/B VAL 268 N      2hyy #1/B GLY 259 O      no hydrogen  2.899  N/A
    2hyy #1/B ALA 269 N      2hyy #1/B THR 315 O      no hydrogen  2.856  N/A
    2hyy #1/B VAL 270 N      2hyy #1/B TYR 257 O      no hydrogen  2.813  N/A
    2hyy #1/B LYS 271 N      2hyy #1/B ILE 313 O      no hydrogen  2.926  N/A
    2hyy #1/B LYS 271 NZ     2hyy #1/B HOH 49 O       no hydrogen  2.845  N/A
    2hyy #1/B LYS 271 NZ     2hyy #1/B GLU 286 OE1    no hydrogen  2.974  N/A
    2hyy #1/B LYS 271 NZ     2hyy #1/B GLU 286 OE2    no hydrogen  3.537  N/A
    2hyy #1/B THR 272 N      2hyy #1/B GLU 255 O      no hydrogen  2.761  N/A
    2hyy #1/B THR 277 N      2hyy #1/B LYS 274 O      no hydrogen  3.243  N/A
    2hyy #1/B GLU 282 N      2hyy #1/B GLU 282 OE1    no hydrogen  2.635  N/A
    2hyy #1/B PHE 283 N      2hyy #1/B GLU 279 O      no hydrogen  3.068  N/A
    2hyy #1/B LEU 284 N      2hyy #1/B VAL 280 O      no hydrogen  3.039  N/A
    2hyy #1/B LYS 285 N      2hyy #1/B GLU 281 O      no hydrogen  2.953  N/A
    2hyy #1/B GLU 286 N      2hyy #1/B GLU 282 O      no hydrogen  2.968  N/A
    2hyy #1/B ALA 287 N      2hyy #1/B PHE 283 O      no hydrogen  3.172  N/A
    2hyy #1/B ALA 288 N      2hyy #1/B LEU 284 O      no hydrogen  3.162  N/A
    2hyy #1/B VAL 289 N      2hyy #1/B LYS 285 O      no hydrogen  2.977  N/A
    2hyy #1/B MET 290 N      2hyy #1/B GLU 286 O      no hydrogen  3.055  N/A
    2hyy #1/B LYS 291 N      2hyy #1/B ALA 287 O      no hydrogen  3.250  N/A
    2hyy #1/B LYS 291 N      2hyy #1/B ALA 288 O      no hydrogen  3.037  N/A
    2hyy #1/B LYS 291 NZ     2hyy #1/B ASP 233 OD2    no hydrogen  3.238  N/A
    2hyy #1/B GLU 292 N      2hyy #1/B VAL 289 O      no hydrogen  3.037  N/A
    2hyy #1/B ILE 293 N      2hyy #1/B MET 290 O      no hydrogen  3.484  N/A
    2hyy #1/B LYS 294 N      2hyy #1/B TYR 353 OH     no hydrogen  2.793  N/A
    2hyy #1/B HIS 295 N      2hyy #1/B HOH 156 O      no hydrogen  3.019  N/A
    2hyy #1/B HIS 295 NE2    2hyy #1/B SER 349 OG     no hydrogen  3.105  N/A
    2hyy #1/B ASN 297 ND2    2hyy #1/B VAL 377 O      no hydrogen  3.103  N/A
    2hyy #1/B LEU 298 N      2hyy #1/B HIS 295 O      no hydrogen  3.196  N/A
    2hyy #1/B VAL 299 N      2hyy #1/B VAL 379 O      no hydrogen  2.966  N/A
    2hyy #1/B GLN 300 N      2hyy #1/B GLU 316 OE1    no hydrogen  2.745  N/A
    2hyy #1/B LEU 302 N      2hyy #1/B ILE 314 O      no hydrogen  2.895  N/A
    2hyy #1/B GLY 303 N      2hyy #1/B ILE 314 O      no hydrogen  3.394  N/A
    2hyy #1/B VAL 304 N      2hyy #1/B TRP 235 O      no hydrogen  3.176  N/A
    2hyy #1/B CYS 305 N      2hyy #1/B TYR 312 O      no hydrogen  2.833  N/A
    2hyy #1/B CYS 305 SG     2hyy #1/B MET 237 O      no hydrogen  3.261  N/A
    2hyy #1/B THR 306 N      2hyy #1/B GLU 236 OE1    no hydrogen  3.208  N/A
    2hyy #1/B THR 306 N      2hyy #1/B GLU 236 OE2    no hydrogen  3.272  N/A
    2hyy #1/B THR 306 OG1    2hyy #1/B GLU 236 OE2    no hydrogen  2.668  N/A
    2hyy #1/B TYR 312 N      2hyy #1/B CYS 305 O      no hydrogen  2.804  N/A
    2hyy #1/B ILE 313 N      2hyy #1/B LYS 271 O      no hydrogen  3.119  N/A
    2hyy #1/B ILE 314 N      2hyy #1/B GLY 303 O      no hydrogen  2.793  N/A
    2hyy #1/B THR 315 N      2hyy #1/B ALA 269 O      no hydrogen  2.966  N/A
    2hyy #1/B THR 315 OG1    2hyy #1/B GLU 316 O      no hydrogen  2.697  N/A
    2hyy #1/B GLU 316 N      2hyy #1/B GLN 300 O      no hydrogen  3.104  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B THR 319 OG1    2hyy #1/B GLU 373 OE1    no hydrogen  3.542  N/A
    2hyy #1/B TYR 320 N      2hyy #1/B VAL 371 O      no hydrogen  2.847  N/A
    2hyy #1/B GLY 321 N      2hyy #1/B MET 318 O      no hydrogen  3.108  N/A
    2hyy #1/B LEU 323 N      2hyy #1/B CYS 369 O      no hydrogen  2.858  N/A
    2hyy #1/B LEU 324 N      2hyy #1/B ALA 366 O      no hydrogen  3.267  N/A
    2hyy #1/B TYR 326 N      2hyy #1/B ASN 322 O      no hydrogen  3.198  N/A
    2hyy #1/B LEU 327 N      2hyy #1/B LEU 323 O      no hydrogen  2.930  N/A
    2hyy #1/B ARG 328 N      2hyy #1/B LEU 324 O      no hydrogen  3.317  N/A
    2hyy #1/B ARG 328 NE     2hyy #1/B GLY 436 O      no hydrogen  2.756  N/A
    2hyy #1/B ARG 328 NH2    2hyy #1/B GLY 436 O      no hydrogen  2.672  N/A
    2hyy #1/B GLU 329 N      2hyy #1/B ASP 325 O      no hydrogen  3.026  N/A
    2hyy #1/B CYS 330 SG     2hyy #1/B LEU 327 O      no hydrogen  3.219  N/A
    2hyy #1/B ASN 331 N      2hyy #1/B HOH 56 O       no hydrogen  3.043  N/A
    2hyy #1/B ARG 332 NE     2hyy #1/B HOH 19 O       no hydrogen  2.463  N/A
    2hyy #1/B ARG 332 NH2    2hyy #1/B HOH 19 O       no hydrogen  2.996  N/A
    2hyy #1/B GLN 333 N      2hyy #1/B ASN 331 OD1    no hydrogen  2.697  N/A
    2hyy #1/B GLU 334 N      2hyy #1/B ASN 331 OD1    no hydrogen  3.105  N/A
    2hyy #1/B VAL 335 N      2hyy #1/B ASN 331 O      no hydrogen  2.713  N/A
    2hyy #1/B ASN 336 N      2hyy #1/B GLU 334 O      no hydrogen  3.039  N/A
    2hyy #1/B VAL 338 N      2hyy #1/B ASN 336 OD1    no hydrogen  3.270  N/A
    2hyy #1/B VAL 339 N      2hyy #1/B ASN 336 OD1    no hydrogen  3.237  N/A
    2hyy #1/B LEU 340 N      2hyy #1/B ASN 336 O      no hydrogen  2.945  N/A
    2hyy #1/B LEU 341 N      2hyy #1/B ALA 337 O      no hydrogen  3.245  N/A
    2hyy #1/B TYR 342 N      2hyy #1/B VAL 338 O      no hydrogen  2.771  N/A
    2hyy #1/B TYR 342 OH     2hyy #1/B HOH 90 O       no hydrogen  2.345  N/A
    2hyy #1/B MET 343 N      2hyy #1/B VAL 339 O      no hydrogen  2.706  N/A
    2hyy #1/B ALA 344 N      2hyy #1/B LEU 340 O      no hydrogen  3.055  N/A
    2hyy #1/B THR 345 N      2hyy #1/B LEU 341 O      no hydrogen  2.947  N/A
    2hyy #1/B THR 345 OG1    2hyy #1/B LEU 341 O      no hydrogen  2.681  N/A
    2hyy #1/B GLN 346 N      2hyy #1/B TYR 342 O      no hydrogen  2.889  N/A
    2hyy #1/B GLN 346 NE2    2hyy #1/B TYR 342 O      no hydrogen  3.258  N/A
    2hyy #1/B GLN 346 NE2    2hyy #1/B HIS 375 O      no hydrogen  2.839  N/A
    2hyy #1/B ILE 347 N      2hyy #1/B MET 343 O      no hydrogen  3.152  N/A
    2hyy #1/B SER 348 N      2hyy #1/B ALA 344 O      no hydrogen  2.874  N/A
    2hyy #1/B SER 348 OG     2hyy #1/B ALA 344 O      no hydrogen  3.417  N/A
    2hyy #1/B SER 348 OG     2hyy #1/B THR 345 O      no hydrogen  2.899  N/A
    2hyy #1/B SER 348 OG     2hyy #1/B HIS 490 ND1    no hydrogen  3.162  N/A
    2hyy #1/B SER 349 N      2hyy #1/B THR 345 O      no hydrogen  3.147  N/A
    2hyy #1/B SER 349 OG     2hyy #1/B HIS 295 NE2    no hydrogen  3.105  N/A
    2hyy #1/B ALA 350 N      2hyy #1/B GLN 346 O      no hydrogen  3.314  N/A
    2hyy #1/B MET 351 N      2hyy #1/B ILE 347 O      no hydrogen  2.921  N/A
    2hyy #1/B GLU 352 N      2hyy #1/B SER 348 O      no hydrogen  2.745  N/A
    2hyy #1/B TYR 353 N      2hyy #1/B SER 349 O      no hydrogen  3.057  N/A
    2hyy #1/B LEU 354 N      2hyy #1/B ALA 350 O      no hydrogen  3.116  N/A
    2hyy #1/B GLU 355 N      2hyy #1/B MET 351 O      no hydrogen  2.981  N/A
    2hyy #1/B LYS 356 N      2hyy #1/B GLU 352 O      no hydrogen  3.075  N/A
    2hyy #1/B LYS 357 N      2hyy #1/B TYR 353 O      no hydrogen  3.132  N/A
    2hyy #1/B LYS 357 NZ     2hyy #1/B GLU 292 O      no hydrogen  2.632  N/A
    2hyy #1/B ASN 358 N      2hyy #1/B GLU 355 O      no hydrogen  3.020  N/A
    2hyy #1/B PHE 359 N      2hyy #1/B LEU 354 O      no hydrogen  2.888  N/A
    2hyy #1/B HIS 361 N      2hyy #1/B ASP 421 OD2    no hydrogen  2.743  N/A
    2hyy #1/B HIS 361 NE2    2hyy #1/B ALA 380 O      no hydrogen  2.750  N/A
    2hyy #1/B ARG 362 N      2hyy #1/B ASP 421 OD1    no hydrogen  2.991  N/A
    2hyy #1/B ASP 363 N      2hyy #1/B HIS 361 ND1    no hydrogen  3.038  N/A
    2hyy #1/B LEU 364 N      2hyy #1/B HOH 24 O       no hydrogen  2.945  N/A
    2hyy #1/B ALA 366 N      2hyy #1/B GLU 431 OE2    no hydrogen  2.768  N/A
    2hyy #1/B ARG 367 N      2hyy #1/B HOH 36 O       no hydrogen  2.896  N/A
    2hyy #1/B ARG 367 NE     2hyy #1/B TYR 393 OH     no hydrogen  2.794  N/A
    2hyy #1/B ARG 367 NH1    2hyy #1/B HOH 44 O       no hydrogen  3.195  N/A
    2hyy #1/B ARG 367 NH2    2hyy #1/B ASP 363 OD1    no hydrogen  2.903  N/A
    2hyy #1/B ARG 367 NH2    2hyy #1/B TYR 393 OH     no hydrogen  3.245  N/A
    2hyy #1/B ASN 368 N      2hyy #1/B ALA 365 O      no hydrogen  2.925  N/A
    2hyy #1/B ASN 368 ND2    2hyy #1/B HOH 190 O      no hydrogen  3.204  N/A
    2hyy #1/B ASN 368 ND2    2hyy #1/B ASP 363 O      no hydrogen  2.650  N/A
    2hyy #1/B CYS 369 N      2hyy #1/B ALA 366 O      no hydrogen  3.241  N/A
    2hyy #1/B CYS 369 SG     2hyy #1/B ALA 365 O      no hydrogen  3.605  N/A
    2hyy #1/B LEU 370 N      2hyy #1/B LYS 378 O      no hydrogen  2.636  N/A
    2hyy #1/B VAL 371 N      2hyy #1/B GLY 321 O      no hydrogen  2.932  N/A
    2hyy #1/B GLY 372 N      2hyy #1/B LEU 376 O      no hydrogen  2.622  N/A
    2hyy #1/B HIS 375 N      2hyy #1/B HOH 139 O      no hydrogen  2.938  N/A
    2hyy #1/B HIS 375 NE2    2hyy #1/B GLU 334 OE2    no hydrogen  2.626  N/A
    2hyy #1/B LEU 376 N      2hyy #1/B GLU 373 O      no hydrogen  3.363  N/A
    2hyy #1/B VAL 377 N      2hyy #1/B GLN 346 OE1    no hydrogen  2.988  N/A
    2hyy #1/B LYS 378 N      2hyy #1/B LEU 370 O      no hydrogen  2.760  N/A
    2hyy #1/B LYS 378 NZ     2hyy #1/B HOH 69 O       no hydrogen  2.671  N/A
    2hyy #1/B LYS 378 NZ     2hyy #1/B GLU 316 OE1    no hydrogen  2.888  N/A
    2hyy #1/B LYS 378 NZ     2hyy #1/B GLU 316 OE2    no hydrogen  2.864  N/A
    2hyy #1/B VAL 379 N      2hyy #1/B ASN 297 O      no hydrogen  2.889  N/A
    2hyy #1/B ALA 380 N      2hyy #1/B ASN 368 O      no hydrogen  2.821  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B PHE 382 N      2hyy #1/B ASN 368 OD1    no hydrogen  2.877  N/A
    2hyy #1/B GLY 383 N      2hyy #1/B ASP 381 OD1    no hydrogen  3.177  N/A
    2hyy #1/B LEU 384 N      2hyy #1/B HOH 190 O      no hydrogen  3.129  N/A
    2hyy #1/B MET 388 N      2hyy #1/B LEU 384 O      no hydrogen  2.918  N/A
    2hyy #1/B THR 389 OG1    2hyy #1/C GLU 466 OE1    no hydrogen  2.339  N/A
    2hyy #1/B THR 392 OG1    2hyy #1/B HOH 113 O      no hydrogen  2.788  N/A
    2hyy #1/B TYR 393 N      2hyy #1/B HOH 143 O      no hydrogen  3.035  N/A
    2hyy #1/B TYR 393 OH     2hyy #1/B ASP 363 OD1    no hydrogen  3.078  N/A
    2hyy #1/B TYR 393 OH     2hyy #1/B ASP 363 OD2    no hydrogen  2.432  N/A
    2hyy #1/B THR 394 N      2hyy #1/B PHE 401 O      no hydrogen  2.771  N/A
    2hyy #1/B THR 394 OG1    2hyy #1/B HOH 10 O       no hydrogen  3.087  N/A
    2hyy #1/B HIS 396 N      2hyy #1/B ALA 399 O      no hydrogen  2.587  N/A
    2hyy #1/B ALA 397 N      2hyy #1/B HOH 118 O      no hydrogen  3.401  N/A
    2hyy #1/B ALA 399 N      2hyy #1/B HIS 396 O      no hydrogen  2.814  N/A
    2hyy #1/B LYS 400 NZ     2hyy #1/B TYR 393 O      no hydrogen  3.307  N/A
    2hyy #1/B PHE 401 N      2hyy #1/B THR 394 O      no hydrogen  2.717  N/A
    2hyy #1/B ILE 403 N      2hyy #1/B HOH 10 O       no hydrogen  3.146  N/A
    2hyy #1/B LYS 404 N      2hyy #1/B HOH 135 O      no hydrogen  2.874  N/A
    2hyy #1/B LYS 404 NZ     2hyy #1/B HOH 177 O      no hydrogen  2.618  N/A
    2hyy #1/B LYS 404 NZ     2hyy #1/B PRO 439 O      no hydrogen  3.410  N/A
    2hyy #1/B LYS 404 NZ     2hyy #1/B TYR 440 O      no hydrogen  2.460  N/A
    2hyy #1/B LYS 404 NZ     2hyy #1/B ILE 443 O      no hydrogen  3.038  N/A
    2hyy #1/B TRP 405 N      2hyy #1/B PRO 402 O      no hydrogen  2.970  N/A
    2hyy #1/B TRP 405 NE1    2hyy #1/B GLU 431 OE2    no hydrogen  2.976  N/A
    2hyy #1/B THR 406 N      2hyy #1/B ILE 403 O      no hydrogen  3.380  N/A
    2hyy #1/B THR 406 OG1    2hyy #1/B PRO 402 O      no hydrogen  2.606  N/A
    2hyy #1/B GLU 409 N      2hyy #1/B GLU 409 OE1    no hydrogen  2.841  N/A
    2hyy #1/B SER 410 OG     2hyy #1/B LYS 415 O      no hydrogen  2.929  N/A
    2hyy #1/B LEU 411 N      2hyy #1/B ALA 407 O      no hydrogen  3.011  N/A
    2hyy #1/B ALA 412 N      2hyy #1/B PRO 408 O      no hydrogen  2.615  N/A
    2hyy #1/B TYR 413 N      2hyy #1/B GLU 409 O      no hydrogen  2.882  N/A
    2hyy #1/B LYS 415 N      2hyy #1/B GLU 409 O      no hydrogen  3.359  N/A
    2hyy #1/B SER 417 N      2hyy #1/B SER 420 OG     no hydrogen  3.060  N/A
    2hyy #1/B ILE 418 N      2hyy #1/B HOH 154 O      no hydrogen  2.978  N/A
    2hyy #1/B LYS 419 NZ     2hyy #1/B ARG 483 O      no hydrogen  2.537  N/A
    2hyy #1/B LYS 419 NZ     2hyy #1/B PRO 484 O      no hydrogen  3.064  N/A
    2hyy #1/B SER 420 N      2hyy #1/B SER 417 O      no hydrogen  2.917  N/A
    2hyy #1/B SER 420 N      2hyy #1/B SER 417 OG     no hydrogen  3.126  N/A
    2hyy #1/B SER 420 OG     2hyy #1/B HOH 14 O       no hydrogen  2.430  N/A
    2hyy #1/B SER 420 OG     2hyy #1/B SER 417 O      no hydrogen  2.883  N/A
    2hyy #1/B ASP 421 N      2hyy #1/B SER 417 O      no hydrogen  3.231  N/A
    2hyy #1/B VAL 422 N      2hyy #1/B ILE 418 O      no hydrogen  3.000  N/A
    2hyy #1/B TRP 423 N      2hyy #1/B LYS 419 O      no hydrogen  3.251  N/A
    2hyy #1/B TRP 423 NE1    2hyy #1/B HOH 29 O       no hydrogen  2.848  N/A
    2hyy #1/B ALA 424 N      2hyy #1/B SER 420 O      no hydrogen  3.191  N/A
    2hyy #1/B PHE 425 N      2hyy #1/B ASP 421 O      no hydrogen  2.835  N/A
    2hyy #1/B GLY 426 N      2hyy #1/B VAL 422 O      no hydrogen  3.059  N/A
    2hyy #1/B VAL 427 N      2hyy #1/B TRP 423 O      no hydrogen  3.267  N/A
    2hyy #1/B LEU 428 N      2hyy #1/B ALA 424 O      no hydrogen  2.872  N/A
    2hyy #1/B LEU 429 N      2hyy #1/B PHE 425 O      no hydrogen  2.864  N/A
    2hyy #1/B TRP 430 N      2hyy #1/B GLY 426 O      no hydrogen  3.152  N/A
    2hyy #1/B TRP 430 NE1    2hyy #1/B GLU 459 O      no hydrogen  3.052  N/A
    2hyy #1/B GLU 431 N      2hyy #1/B VAL 427 O      no hydrogen  2.906  N/A
    2hyy #1/B ILE 432 N      2hyy #1/B LEU 428 O      no hydrogen  2.972  N/A
    2hyy #1/B ALA 433 N      2hyy #1/B LEU 429 O      no hydrogen  2.890  N/A
    2hyy #1/B THR 434 OG1    2hyy #1/B TRP 430 O      no hydrogen  3.092  N/A
    2hyy #1/B THR 434 OG1    2hyy #1/B GLU 431 O      no hydrogen  3.241  N/A
    2hyy #1/B TYR 435 N      2hyy #1/B ILE 432 O      no hydrogen  3.029  N/A
    2hyy #1/B TYR 435 OH     2hyy #1/B VAL 335 O      no hydrogen  2.465  N/A
    2hyy #1/B GLY 436 N      2hyy #1/B GLU 431 O      no hydrogen  2.672  N/A
    2hyy #1/B MET 437 N      2hyy #1/B THR 434 OG1    no hydrogen  3.071  N/A
    2hyy #1/B TYR 440 OH     2hyy #1/B HOH 29 O       no hydrogen  2.514  N/A
    2hyy #1/B ILE 443 N      2hyy #1/B TYR 440 O      no hydrogen  3.108  N/A
    2hyy #1/B SER 446 OG     2hyy #1/B HOH 125 O      no hydrogen  2.677  N/A
    2hyy #1/B SER 446 OG     2hyy #1/B ASP 444 OD2    no hydrogen  3.075  N/A
    2hyy #1/B GLN 447 N      2hyy #1/B ASP 444 O      no hydrogen  3.054  N/A
    2hyy #1/B GLN 447 NE2    2hyy #1/B ASP 444 OD2    no hydrogen  3.225  N/A
    2hyy #1/B GLN 447 NE2    2hyy #1/D ARG 457 O      no hydrogen  2.768  N/A
    2hyy #1/B TYR 449 OH     2hyy #1/B HOH 122 O      no hydrogen  3.123  N/A
    2hyy #1/B TYR 449 OH     2hyy #1/B HOH 200 O      no hydrogen  2.605  N/A
    2hyy #1/B LEU 451 N      2hyy #1/B GLN 447 O      no hydrogen  2.798  N/A
    2hyy #1/B LEU 452 N      2hyy #1/B VAL 448 O      no hydrogen  2.750  N/A
    2hyy #1/B GLU 453 N      2hyy #1/B TYR 449 O      no hydrogen  2.755  N/A
    2hyy #1/B LYS 454 N      2hyy #1/B GLU 450 O      no hydrogen  3.245  N/A
    2hyy #1/B LYS 454 NZ     2hyy #1/D ASP 455 OD2    no hydrogen  3.291  N/A
    2hyy #1/B ASP 455 N      2hyy #1/B LEU 452 O      no hydrogen  2.903  N/A
    2hyy #1/B TYR 456 N      2hyy #1/B LEU 451 O      no hydrogen  2.832  N/A
    2hyy #1/B TYR 456 OH     2hyy #1/B HOH 61 O       no hydrogen  2.375  N/A
    2hyy #1/B TYR 456 OH     2hyy #1/D GLN 447 OE1    no hydrogen  2.952  N/A
    2hyy #1/B ARG 457 N      2hyy #1/D HOH 174 O      no hydrogen  3.061  N/A
    2hyy #1/B ARG 457 NE     2hyy #1/B TRP 476 O      no hydrogen  2.968  N/A
    2hyy #1/B ARG 457 NH1    2hyy #1/B LEU 452 O      no hydrogen  2.804  N/A
    2hyy #1/B ARG 457 NH1    2hyy #1/B TYR 456 O      no hydrogen  2.853  N/A
    2hyy #1/B ARG 457 NH2    2hyy #1/B TRP 476 O      no hydrogen  3.041  N/A
    2hyy #1/B GLU 459 N      2hyy #1/B GLU 459 OE1    no hydrogen  2.532  N/A
    2hyy #1/B ARG 460 NH1    2hyy #1/B CYS 464 O      no hydrogen  3.075  N/A
    2hyy #1/B CYS 464 N      2hyy #1/B PRO 461 O      no hydrogen  2.964  N/A
    2hyy #1/B CYS 464 SG     2hyy #1/B PRO 465 O      no hydrogen  3.491  N/A
    2hyy #1/B TYR 469 N      2hyy #1/B PRO 465 O      no hydrogen  3.026  N/A
    2hyy #1/B TYR 469 OH     2hyy #1/B MET 458 O      no hydrogen  2.471  N/A
    2hyy #1/B GLU 470 N      2hyy #1/B GLU 466 O      no hydrogen  2.887  N/A
    2hyy #1/B LEU 471 N      2hyy #1/B LYS 467 O      no hydrogen  3.205  N/A
    2hyy #1/B MET 472 N      2hyy #1/B VAL 468 O      no hydrogen  2.933  N/A
    2hyy #1/B ARG 473 N      2hyy #1/B TYR 469 O      no hydrogen  2.691  N/A
    2hyy #1/B ARG 473 NE     2hyy #1/B TYR 469 OH     no hydrogen  2.922  N/A
    2hyy #1/B ARG 473 NH2    2hyy #1/B TYR 469 OH     no hydrogen  3.053  N/A
    2hyy #1/B ALA 474 N      2hyy #1/B GLU 470 O      no hydrogen  3.097  N/A
    2hyy #1/B ALA 474 N      2hyy #1/B LEU 471 O      no hydrogen  3.258  N/A
    2hyy #1/B CYS 475 N      2hyy #1/B LEU 471 O      no hydrogen  3.070  N/A
    2hyy #1/B CYS 475 SG     2hyy #1/B LEU 471 O      no hydrogen  3.255  N/A
    2hyy #1/B TRP 476 N      2hyy #1/B MET 472 O      no hydrogen  3.022  N/A
    2hyy #1/B GLN 477 N      2hyy #1/B ALA 474 O      no hydrogen  3.176  N/A
    2hyy #1/B SER 481 OG     2hyy #1/B ASN 479 OD1    no hydrogen  2.833  N/A
    2hyy #1/B ASP 482 N      2hyy #1/B ASN 479 O      no hydrogen  3.017  N/A
    2hyy #1/B ARG 483 N      2hyy #1/B PRO 480 O      no hydrogen  2.816  N/A
    2hyy #1/B ARG 483 NE     2hyy #1/B GLN 477 O      no hydrogen  2.676  N/A
    2hyy #1/B ARG 483 NH1    2hyy #1/B GLU 409 OE1    no hydrogen  3.415  N/A
    2hyy #1/B ARG 483 NH1    2hyy #1/B GLU 409 OE2    no hydrogen  2.742  N/A
    2hyy #1/B ARG 483 NH1    2hyy #1/B LYS 419 O      no hydrogen  2.975  N/A
    2hyy #1/B ARG 483 NH2    2hyy #1/B GLU 409 OE1    no hydrogen  2.802  N/A
    2hyy #1/B ARG 483 NH2    2hyy #1/B GLN 477 O      no hydrogen  2.911  N/A
    2hyy #1/B ARG 483 NH2    2hyy #1/B TRP 478 O      no hydrogen  2.855  N/A
    2hyy #1/B SER 485 N      2hyy #1/B GLU 488 OE2    no hydrogen  3.402  N/A
    2hyy #1/B SER 485 OG     2hyy #1/B GLU 488 OE2    no hydrogen  2.994  N/A
    2hyy #1/B PHE 486 N      2hyy #1/B GLU 355 OE2    no hydrogen  2.698  N/A
    2hyy #1/B ALA 487 N      2hyy #1/B GLU 355 OE1    no hydrogen  3.026  N/A
    2hyy #1/B GLU 488 N      2hyy #1/B SER 485 OG     no hydrogen  2.937  N/A
    2hyy #1/B ILE 489 N      2hyy #1/B SER 485 O      no hydrogen  2.981  N/A
    2hyy #1/B HIS 490 N      2hyy #1/B PHE 486 O      no hydrogen  2.654  N/A
    2hyy #1/B HIS 490 ND1    2hyy #1/B SER 348 OG     no hydrogen  3.162  N/A
    2hyy #1/B GLN 491 N      2hyy #1/B ALA 487 O      no hydrogen  2.918  N/A
    2hyy #1/B ALA 492 N      2hyy #1/B GLU 488 O      no hydrogen  2.757  N/A
    2hyy #1/B PHE 493 N      2hyy #1/B ILE 489 O      no hydrogen  2.923  N/A
    2hyy #1/B GLU 494 N      2hyy #1/B HIS 490 O      no hydrogen  2.772  N/A
    2hyy #1/B THR 495 N      2hyy #1/B GLN 491 O      no hydrogen  3.201  N/A
    2hyy #1/B THR 495 OG1    2hyy #1/B GLN 491 O      no hydrogen  3.304  N/A
    2hyy #1/B MET 496 N      2hyy #1/B ALA 492 O      no hydrogen  3.453  N/A
    2hyy #1/B PHE 497 N      2hyy #1/B PHE 493 O      no hydrogen  3.087  N/A
    2hyy #1/B PHE 497 N      2hyy #1/B GLU 494 O      no hydrogen  3.242  N/A
    2hyy #1/B GLN 498 N      2hyy #1/B GLU 494 O      no hydrogen  3.346  N/A
    2hyy #1/B GLN 498 N      2hyy #1/B THR 495 O      no hydrogen  2.876  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 9 O        2hyy #1/C HOH 136 O      no hydrogen  2.680  N/A
    2hyy #1/C HOH 9 O        2hyy #1/C ARG 328 O      no hydrogen  2.523  N/A
    2hyy #1/C HOH 9 O        2hyy #1/C CYS 330 O      no hydrogen  2.653  N/A
    2hyy #1/C HOH 9 O        2hyy #1/D CYS 330 O      no hydrogen  3.604  N/A
    2hyy #1/C HOH 11 O       2hyy #1/C ASP 421 OD1    no hydrogen  3.006  N/A
    2hyy #1/C HOH 12 O       2hyy #1/C HOH 128 O      no hydrogen  2.443  N/A
    2hyy #1/C HOH 12 O       2hyy #1/C GLU 431 OE1    no hydrogen  2.899  N/A
    2hyy #1/C HOH 12 O       2hyy #1/C MET 437 O      no hydrogen  2.806  N/A
    2hyy #1/C HOH 13 O       2hyy #1/C HIS 295 O      no hydrogen  2.947  N/A
    2hyy #1/C HOH 13 O       2hyy #1/C LEU 298 O      no hydrogen  2.937  N/A
    2hyy #1/C HOH 13 O       2hyy #1/C GLN 300 OE1    no hydrogen  2.958  N/A
    2hyy #1/C HOH 16 O       2hyy #1/C HOH 107 O      no hydrogen  2.306  N/A
    2hyy #1/C HOH 16 O       2hyy #1/C LEU 445 O      no hydrogen  2.632  N/A
    2hyy #1/C HOH 18 O       2hyy #1/C LEU 452 O      no hydrogen  2.644  N/A
    2hyy #1/C HOH 18 O       2hyy #1/C ASP 455 OD1    no hydrogen  2.878  N/A
    2hyy #1/C HOH 28 O       2hyy #1/C SER 417 O      no hydrogen  3.523  N/A
    2hyy #1/C HOH 28 O       2hyy #1/C SER 420 OG     no hydrogen  2.648  N/A
    2hyy #1/C HOH 28 O       2hyy #1/C ASP 421 OD1    no hydrogen  2.797  N/A
    2hyy #1/C HOH 30 O       2hyy #1/D HOH 152 O      no hydrogen  2.451  N/A
    2hyy #1/C HOH 30 O       2hyy #1/D ARG 328 O      no hydrogen  2.888  N/A
    2hyy #1/C HOH 31 O       2hyy #1/C HOH 163 O      no hydrogen  2.903  N/A
    2hyy #1/C HOH 31 O       2hyy #1/C THR 392 O      no hydrogen  2.812  N/A
    2hyy #1/C HOH 34 O       2hyy #1/C ASP 363 OD1    no hydrogen  2.717  N/A
    2hyy #1/C HOH 34 O       2hyy #1/C LEU 364 O      no hydrogen  2.766  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C HOH 126 O      no hydrogen  2.563  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C HOH 45 O       2hyy #1/C HOH 167 O      no hydrogen  2.284  N/A
    2hyy #1/C HOH 45 O       2hyy #1/C PHE 317 O      no hydrogen  3.297  N/A
    2hyy #1/C HOH 45 O       2hyy #1/C THR 319 OG1    no hydrogen  2.925  N/A
    2hyy #1/C HOH 47 O       2hyy #1/C HIS 396 O      no hydrogen  2.669  N/A
    2hyy #1/C HOH 57 O       2hyy #1/C TYR 440 OH     no hydrogen  2.719  N/A
    2hyy #1/C HOH 62 O       2hyy #1/C MET 388 O      no hydrogen  2.689  N/A
    2hyy #1/C HOH 64 O       2hyy #1/C LYS 404 O      no hydrogen  2.805  N/A
    2hyy #1/C HOH 64 O       2hyy #1/C TYR 440 OH     no hydrogen  2.478  N/A
    2hyy #1/C HOH 67 O       2hyy #1/C HIS 295 O      no hydrogen  2.905  N/A
    2hyy #1/C HOH 67 O       2hyy #1/C PRO 296 O      no hydrogen  3.468  N/A
    2hyy #1/C HOH 67 O       2hyy #1/C LEU 298 O      no hydrogen  2.913  N/A
    2hyy #1/C HOH 67 O       2hyy #1/C GLU 316 OE1    no hydrogen  3.216  N/A
    2hyy #1/C HOH 78 O       2hyy #1/C SER 446 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 92 O       2hyy #1/C ARG 367 O      no hydrogen  2.881  N/A
    2hyy #1/C HOH 99 O       2hyy #1/C GLN 346 OE1    no hydrogen  2.804  N/A
    2hyy #1/C HOH 101 O      2hyy #1/C MET 290 O      no hydrogen  2.936  N/A
    2hyy #1/C HOH 101 O      2hyy #1/C ILE 293 O      no hydrogen  3.277  N/A
    2hyy #1/C HOH 101 O      2hyy #1/C VAL 299 O      no hydrogen  3.375  N/A
    2hyy #1/C HOH 105 O      2hyy #1/C HOH 124 O      no hydrogen  3.311  N/A
    2hyy #1/C HOH 105 O      2hyy #1/C ARG 332 O      no hydrogen  2.614  N/A
    2hyy #1/C HOH 107 O      2hyy #1/C HOH 16 O       no hydrogen  2.306  N/A
    2hyy #1/C HOH 111 O      2hyy #1/C HOH 123 O      no hydrogen  2.647  N/A
    2hyy #1/C HOH 111 O      2hyy #1/C GLU 431 OE1    no hydrogen  2.666  N/A
    2hyy #1/C HOH 114 O      2hyy #1/C HIS 361 O      no hydrogen  2.770  N/A
    2hyy #1/C HOH 114 O      2hyy #1/C ASP 381 OD2    no hydrogen  2.734  N/A
    2hyy #1/C HOH 119 O      2hyy #1/C TYR 435 O      no hydrogen  2.809  N/A
    2hyy #1/C HOH 119 O      2hyy #1/D HOH 35 O       no hydrogen  2.553  N/A
    2hyy #1/C HOH 121 O      2hyy #1/C ASP 363 OD2    no hydrogen  2.460  N/A
    2hyy #1/C HOH 121 O      2hyy #1/C ASP 381 OD1    no hydrogen  3.054  N/A
    2hyy #1/C HOH 123 O      2hyy #1/C HOH 111 O      no hydrogen  2.647  N/A
    2hyy #1/C HOH 123 O      2hyy #1/C HOH 128 O      no hydrogen  2.716  N/A
    2hyy #1/C HOH 124 O      2hyy #1/C HOH 105 O      no hydrogen  3.311  N/A
    2hyy #1/C HOH 126 O      2hyy #1/C HOH 38 O       no hydrogen  2.563  N/A
    2hyy #1/C HOH 126 O      2hyy #1/C GLU 286 OE2    no hydrogen  2.928  N/A
    2hyy #1/C HOH 126 O      2hyy #1/C ASP 381 O      no hydrogen  2.498  N/A
    2hyy #1/C HOH 128 O      2hyy #1/C HOH 12 O       no hydrogen  2.443  N/A
    2hyy #1/C HOH 128 O      2hyy #1/C HOH 123 O      no hydrogen  2.716  N/A
    2hyy #1/C HOH 128 O      2hyy #1/C HOH 129 O      no hydrogen  2.997  N/A
    2hyy #1/C HOH 129 O      2hyy #1/C HOH 128 O      no hydrogen  2.997  N/A
    2hyy #1/C HOH 136 O      2hyy #1/C HOH 9 O        no hydrogen  2.680  N/A
    2hyy #1/C HOH 136 O      2hyy #1/C LEU 327 O      no hydrogen  2.970  N/A
    2hyy #1/C HOH 136 O      2hyy #1/C ARG 328 O      no hydrogen  3.304  N/A
    2hyy #1/C HOH 147 O      2hyy #1/C TYR 253 OH     no hydrogen  2.361  N/A
    2hyy #1/C HOH 153 O      2hyy #1/C ASP 233 OD1    no hydrogen  2.987  N/A
    2hyy #1/C HOH 153 O      2hyy #1/C ASP 233 OD2    no hydrogen  2.733  N/A
    2hyy #1/C HOH 163 O      2hyy #1/C HOH 31 O       no hydrogen  2.903  N/A
    2hyy #1/C HOH 163 O      2hyy #1/C THR 392 O      no hydrogen  2.702  N/A
    2hyy #1/C HOH 163 O      2hyy #1/C THR 394 OG1    no hydrogen  2.876  N/A
    2hyy #1/C HOH 163 O      2hyy #1/C PHE 401 O      no hydrogen  3.451  N/A
    2hyy #1/C HOH 164 O      2hyy #1/A ARG 457 O      no hydrogen  3.127  N/A
    2hyy #1/C HOH 164 O      2hyy #1/C GLU 450 OE2    no hydrogen  2.425  N/A
    2hyy #1/C HOH 164 O      2hyy #2.1/A ARG 457 O    no hydrogen  3.127  N/A
    2hyy #1/C HOH 166 O      2hyy #1/C GLU 286 OE1    no hydrogen  2.865  N/A
    2hyy #1/C HOH 167 O      2hyy #1/C HOH 45 O       no hydrogen  2.284  N/A
    2hyy #1/C HOH 178 O      2hyy #1/C ILE 360 O      no hydrogen  3.535  N/A
    2hyy #1/C HOH 182 O      2hyy #1/A HOH 110 O      no hydrogen  2.632  N/A
    2hyy #1/C HOH 182 O      2hyy #1/C TYR 456 OH     no hydrogen  2.599  N/A
    2hyy #1/C HOH 182 O      2hyy #2.1/A HOH 110 O    no hydrogen  2.632  N/A
    2hyy #1/C HOH 184 O      2hyy #1/C GLU 355 OE2    no hydrogen  2.897  N/A
    2hyy #1/C HOH 185 O      2hyy #1/C ASP 241 OD2    no hydrogen  2.686  N/A
    2hyy #1/C HOH 186 O      2hyy #1/C ASP 455 OD1    no hydrogen  3.027  N/A
    2hyy #1/C HOH 192 O      2hyy #1/C GLU 329 OE2    no hydrogen  2.785  N/A
    2hyy #1/C HOH 195 O      2hyy #1/C TRP 405 O      no hydrogen  2.663  N/A
    2hyy #1/C HOH 195 O      2hyy #1/C SER 420 O      no hydrogen  2.581  N/A
    2hyy #1/C HOH 196 O      2hyy #1/C ASN 358 O      no hydrogen  3.362  N/A
    2hyy #1/C HOH 199 O      2hyy #1/C GLU 470 O      no hydrogen  2.786  N/A
    2hyy #1/C TRP 235 N      2hyy #1/C ASP 233 OD1    no hydrogen  3.214  N/A
    2hyy #1/C GLU 236 N      2hyy #1/C ASP 233 O      no hydrogen  3.401  N/A
    2hyy #1/C MET 237 N      2hyy #1/C VAL 304 O      no hydrogen  2.965  N/A
    2hyy #1/C ARG 239 NE     2hyy #1/C PRO 310 O      no hydrogen  3.114  N/A
    2hyy #1/C ARG 239 NH2    2hyy #1/C PRO 310 O      no hydrogen  3.138  N/A
    2hyy #1/C THR 240 OG1    2hyy #1/C GLU 238 OE2    no hydrogen  2.842  N/A
    2hyy #1/C ASP 241 N      2hyy #1/C GLU 238 O      no hydrogen  2.671  N/A
    2hyy #1/C ILE 242 N      2hyy #1/C ARG 239 O      no hydrogen  3.234  N/A
    2hyy #1/C THR 243 N      2hyy #1/C VAL 260 O      no hydrogen  2.906  N/A
    2hyy #1/C THR 243 OG1    2hyy #1/C VAL 260 O      no hydrogen  3.567  N/A
    2hyy #1/C LYS 245 N      2hyy #1/C GLU 258 O      no hydrogen  2.672  N/A
    2hyy #1/C LYS 247 NZ     2hyy #1/C GLU 255 OE1    no hydrogen  2.880  N/A
    2hyy #1/C LEU 248 N      2hyy #1/C VAL 256 O      no hydrogen  2.656  N/A
    2hyy #1/C GLY 251 N      2hyy #1/C LEU 248 O      no hydrogen  3.262  N/A
    2hyy #1/C GLN 252 N      2hyy #1/C GLY 249 O      no hydrogen  2.495  N/A
    2hyy #1/C GLN 252 NE2    2hyy #1/C HOH 92 O       no hydrogen  2.889  N/A
    2hyy #1/C GLN 252 NE2    2hyy #1/C ASN 322 OD1    no hydrogen  2.689  N/A
    2hyy #1/C TYR 253 OH     2hyy #1/C HOH 147 O      no hydrogen  2.361  N/A
    2hyy #1/C TYR 253 OH     2hyy #1/C ASN 322 OD1    no hydrogen  3.147  N/A
    2hyy #1/C GLY 254 N      2hyy #1/C GLY 251 O      no hydrogen  2.936  N/A
    2hyy #1/C VAL 256 N      2hyy #1/C GLY 254 O      no hydrogen  2.873  N/A
    2hyy #1/C TYR 257 N      2hyy #1/C VAL 270 O      no hydrogen  2.841  N/A
    2hyy #1/C TYR 257 OH     2hyy #1/C GLU 255 OE2    no hydrogen  2.779  N/A
    2hyy #1/C GLU 258 N      2hyy #1/C HIS 246 O      no hydrogen  2.951  N/A
    2hyy #1/C GLY 259 N      2hyy #1/C VAL 268 O      no hydrogen  2.902  N/A
    2hyy #1/C VAL 260 N      2hyy #1/C THR 243 O      no hydrogen  3.030  N/A
    2hyy #1/C TRP 261 N      2hyy #1/C LEU 266 O      no hydrogen  2.819  N/A
    2hyy #1/C LYS 262 N      2hyy #1/C ASP 241 O      no hydrogen  2.890  N/A
    2hyy #1/C LYS 262 NZ     2hyy #1/C THR 240 O      no hydrogen  2.804  N/A
    2hyy #1/C LYS 263 NZ     2hyy #1/C ASP 241 OD2    no hydrogen  3.157  N/A
    2hyy #1/C TYR 264 N      2hyy #1/C TRP 261 O      no hydrogen  3.119  N/A
    2hyy #1/C LEU 266 N      2hyy #1/C TRP 261 O      no hydrogen  3.384  N/A
    2hyy #1/C VAL 268 N      2hyy #1/C GLY 259 O      no hydrogen  2.917  N/A
    2hyy #1/C ALA 269 N      2hyy #1/C THR 315 O      no hydrogen  2.990  N/A
    2hyy #1/C VAL 270 N      2hyy #1/C TYR 257 O      no hydrogen  2.717  N/A
    2hyy #1/C LYS 271 N      2hyy #1/C ILE 313 O      no hydrogen  2.606  N/A
    2hyy #1/C LYS 271 NZ     2hyy #1/C GLU 286 OE1    no hydrogen  3.410  N/A
    2hyy #1/C THR 272 N      2hyy #1/C GLU 255 O      no hydrogen  3.026  N/A
    2hyy #1/C LEU 273 N      2hyy #1/C PHE 311 O      no hydrogen  2.922  N/A
    2hyy #1/C THR 277 N      2hyy #1/C GLU 275 O      no hydrogen  2.840  N/A
    2hyy #1/C PHE 283 N      2hyy #1/C GLU 279 O      no hydrogen  2.889  N/A
    2hyy #1/C LEU 284 N      2hyy #1/C VAL 280 O      no hydrogen  3.261  N/A
    2hyy #1/C LYS 285 N      2hyy #1/C GLU 281 O      no hydrogen  3.137  N/A
    2hyy #1/C GLU 286 N      2hyy #1/C GLU 282 O      no hydrogen  3.193  N/A
    2hyy #1/C ALA 287 N      2hyy #1/C PHE 283 O      no hydrogen  3.052  N/A
    2hyy #1/C ALA 288 N      2hyy #1/C LEU 284 O      no hydrogen  3.017  N/A
    2hyy #1/C VAL 289 N      2hyy #1/C LYS 285 O      no hydrogen  2.971  N/A
    2hyy #1/C MET 290 N      2hyy #1/C GLU 286 O      no hydrogen  2.975  N/A
    2hyy #1/C LYS 291 N      2hyy #1/C ALA 287 O      no hydrogen  3.157  N/A
    2hyy #1/C LYS 291 NZ     2hyy #1/C ASP 233 OD2    no hydrogen  3.170  N/A
    2hyy #1/C GLU 292 N      2hyy #1/C VAL 289 O      no hydrogen  2.938  N/A
    2hyy #1/C ILE 293 N      2hyy #1/C MET 290 O      no hydrogen  3.314  N/A
    2hyy #1/C LYS 294 N      2hyy #1/C TYR 353 OH     no hydrogen  2.977  N/A
    2hyy #1/C HIS 295 N      2hyy #1/C HOH 13 O       no hydrogen  2.921  N/A
    2hyy #1/C HIS 295 NE2    2hyy #1/C SER 349 OG     no hydrogen  2.873  N/A
    2hyy #1/C ASN 297 ND2    2hyy #1/C HOH 99 O       no hydrogen  2.885  N/A
    2hyy #1/C ASN 297 ND2    2hyy #1/C VAL 377 O      no hydrogen  3.238  N/A
    2hyy #1/C LEU 298 N      2hyy #1/C HIS 295 O      no hydrogen  3.241  N/A
    2hyy #1/C VAL 299 N      2hyy #1/C VAL 379 O      no hydrogen  3.086  N/A
    2hyy #1/C GLN 300 N      2hyy #1/C GLU 316 OE1    no hydrogen  2.611  N/A
    2hyy #1/C GLN 300 NE2    2hyy #1/C LEU 301 O      no hydrogen  2.880  N/A
    2hyy #1/C LEU 301 N      2hyy #1/C HOH 101 O      no hydrogen  3.172  N/A
    2hyy #1/C LEU 302 N      2hyy #1/C ILE 314 O      no hydrogen  2.776  N/A
    2hyy #1/C VAL 304 N      2hyy #1/C TRP 235 O      no hydrogen  2.953  N/A
    2hyy #1/C CYS 305 N      2hyy #1/C TYR 312 O      no hydrogen  2.989  N/A
    2hyy #1/C CYS 305 SG     2hyy #1/C MET 237 O      no hydrogen  3.477  N/A
    2hyy #1/C THR 306 N      2hyy #1/C GLU 236 OE2    no hydrogen  2.960  N/A
    2hyy #1/C THR 306 OG1    2hyy #1/C GLU 236 OE2    no hydrogen  2.733  N/A
    2hyy #1/C PHE 311 N      2hyy #1/C LEU 273 O      no hydrogen  3.168  N/A
    2hyy #1/C TYR 312 N      2hyy #1/C CYS 305 O      no hydrogen  2.939  N/A
    2hyy #1/C ILE 313 N      2hyy #1/C LYS 271 O      no hydrogen  2.772  N/A
    2hyy #1/C ILE 314 N      2hyy #1/C GLY 303 O      no hydrogen  2.805  N/A
    2hyy #1/C THR 315 N      2hyy #1/C ALA 269 O      no hydrogen  2.856  N/A
    2hyy #1/C THR 315 OG1    2hyy #1/C GLU 316 O      no hydrogen  3.094  N/A
    2hyy #1/C GLU 316 N      2hyy #1/C GLN 300 O      no hydrogen  2.860  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C THR 319 N      2hyy #1/C HOH 45 O       no hydrogen  2.890  N/A
    2hyy #1/C THR 319 OG1    2hyy #1/C HOH 45 O       no hydrogen  2.925  N/A
    2hyy #1/C THR 319 OG1    2hyy #1/C GLU 373 OE1    no hydrogen  3.353  N/A
    2hyy #1/C THR 319 OG1    2hyy #1/C GLU 373 OE2    no hydrogen  3.441  N/A
    2hyy #1/C TYR 320 N      2hyy #1/C VAL 371 O      no hydrogen  2.809  N/A
    2hyy #1/C GLY 321 N      2hyy #1/C MET 318 O      no hydrogen  3.457  N/A
    2hyy #1/C LEU 323 N      2hyy #1/C CYS 369 O      no hydrogen  2.807  N/A
    2hyy #1/C TYR 326 N      2hyy #1/C ASN 322 O      no hydrogen  2.938  N/A
    2hyy #1/C LEU 327 N      2hyy #1/C LEU 323 O      no hydrogen  2.945  N/A
    2hyy #1/C ARG 328 N      2hyy #1/C LEU 324 O      no hydrogen  3.145  N/A
    2hyy #1/C ARG 328 NE     2hyy #1/C GLY 436 O      no hydrogen  2.720  N/A
    2hyy #1/C ARG 328 NH2    2hyy #1/C HOH 129 O      no hydrogen  3.395  N/A
    2hyy #1/C ARG 328 NH2    2hyy #1/C GLY 436 O      no hydrogen  2.784  N/A
    2hyy #1/C GLU 329 N      2hyy #1/C ASP 325 O      no hydrogen  2.954  N/A
    2hyy #1/C CYS 330 SG     2hyy #1/C LEU 327 O      no hydrogen  3.446  N/A
    2hyy #1/C ARG 332 N      2hyy #1/D HOH 7 O        no hydrogen  3.069  N/A
    2hyy #1/C ARG 332 NE     2hyy #1/C HOH 136 O      no hydrogen  2.814  N/A
    2hyy #1/C ARG 332 NH2    2hyy #1/C HOH 136 O      no hydrogen  2.938  N/A
    2hyy #1/C GLN 333 N      2hyy #1/C ASN 331 OD1    no hydrogen  2.885  N/A
    2hyy #1/C GLN 333 NE2    2hyy #1/C HOH 30 O       no hydrogen  2.796  N/A
    2hyy #1/C GLU 334 N      2hyy #1/C ASN 331 O      no hydrogen  3.129  N/A
    2hyy #1/C VAL 335 N      2hyy #1/C ASN 331 O      no hydrogen  2.916  N/A
    2hyy #1/C VAL 339 N      2hyy #1/C ASN 336 OD1    no hydrogen  3.280  N/A
    2hyy #1/C LEU 340 N      2hyy #1/C ASN 336 O      no hydrogen  2.876  N/A
    2hyy #1/C LEU 341 N      2hyy #1/C ALA 337 O      no hydrogen  3.186  N/A
    2hyy #1/C TYR 342 N      2hyy #1/C VAL 338 O      no hydrogen  2.975  N/A
    2hyy #1/C MET 343 N      2hyy #1/C VAL 339 O      no hydrogen  2.724  N/A
    2hyy #1/C ALA 344 N      2hyy #1/C LEU 340 O      no hydrogen  3.107  N/A
    2hyy #1/C THR 345 N      2hyy #1/C LEU 341 O      no hydrogen  2.926  N/A
    2hyy #1/C THR 345 OG1    2hyy #1/C LEU 341 O      no hydrogen  2.798  N/A
    2hyy #1/C GLN 346 N      2hyy #1/C TYR 342 O      no hydrogen  3.039  N/A
    2hyy #1/C GLN 346 NE2    2hyy #1/C TYR 342 O      no hydrogen  3.404  N/A
    2hyy #1/C GLN 346 NE2    2hyy #1/C HIS 375 O      no hydrogen  2.786  N/A
    2hyy #1/C ILE 347 N      2hyy #1/C MET 343 O      no hydrogen  3.207  N/A
    2hyy #1/C SER 348 N      2hyy #1/C ALA 344 O      no hydrogen  2.874  N/A
    2hyy #1/C SER 348 OG     2hyy #1/C ALA 344 O      no hydrogen  3.131  N/A
    2hyy #1/C SER 348 OG     2hyy #1/C THR 345 O      no hydrogen  2.642  N/A
    2hyy #1/C SER 348 OG     2hyy #1/C HIS 490 ND1    no hydrogen  3.261  N/A
    2hyy #1/C SER 349 N      2hyy #1/C THR 345 O      no hydrogen  2.916  N/A
    2hyy #1/C SER 349 OG     2hyy #1/C HIS 295 NE2    no hydrogen  2.873  N/A
    2hyy #1/C ALA 350 N      2hyy #1/C GLN 346 O      no hydrogen  2.949  N/A
    2hyy #1/C MET 351 N      2hyy #1/C ILE 347 O      no hydrogen  3.129  N/A
    2hyy #1/C GLU 352 N      2hyy #1/C SER 348 O      no hydrogen  2.824  N/A
    2hyy #1/C TYR 353 N      2hyy #1/C SER 349 O      no hydrogen  3.088  N/A
    2hyy #1/C LEU 354 N      2hyy #1/C ALA 350 O      no hydrogen  3.117  N/A
    2hyy #1/C GLU 355 N      2hyy #1/C MET 351 O      no hydrogen  2.818  N/A
    2hyy #1/C LYS 356 N      2hyy #1/C GLU 352 O      no hydrogen  2.896  N/A
    2hyy #1/C LYS 357 N      2hyy #1/C TYR 353 O      no hydrogen  3.090  N/A
    2hyy #1/C LYS 357 NZ     2hyy #1/C GLU 292 O      no hydrogen  2.672  N/A
    2hyy #1/C ASN 358 N      2hyy #1/C GLU 355 O      no hydrogen  3.202  N/A
    2hyy #1/C PHE 359 N      2hyy #1/C LEU 354 O      no hydrogen  2.982  N/A
    2hyy #1/C ILE 360 N      2hyy #1/C HOH 178 O      no hydrogen  3.051  N/A
    2hyy #1/C HIS 361 N      2hyy #1/C ASP 421 OD2    no hydrogen  2.604  N/A
    2hyy #1/C HIS 361 NE2    2hyy #1/C ALA 380 O      no hydrogen  2.706  N/A
    2hyy #1/C ARG 362 N      2hyy #1/C ASP 421 OD1    no hydrogen  2.855  N/A
    2hyy #1/C ASP 363 N      2hyy #1/C HIS 361 ND1    no hydrogen  3.102  N/A
    2hyy #1/C LEU 364 N      2hyy #1/C HOH 11 O       no hydrogen  2.680  N/A
    2hyy #1/C ALA 366 N      2hyy #1/C GLU 431 OE2    no hydrogen  2.824  N/A
    2hyy #1/C ARG 367 N      2hyy #1/C HOH 111 O      no hydrogen  2.976  N/A
    2hyy #1/C ARG 367 NE     2hyy #1/C TYR 393 OH     no hydrogen  2.717  N/A
    2hyy #1/C ARG 367 NH1    2hyy #1/C HOH 123 O      no hydrogen  3.060  N/A
    2hyy #1/C ARG 367 NH2    2hyy #1/C ASP 363 OD1    no hydrogen  2.930  N/A
    2hyy #1/C ARG 367 NH2    2hyy #1/C TYR 393 OH     no hydrogen  3.259  N/A
    2hyy #1/C ASN 368 N      2hyy #1/C ALA 365 O      no hydrogen  3.017  N/A
    2hyy #1/C ASN 368 ND2    2hyy #1/C HOH 121 O      no hydrogen  3.105  N/A
    2hyy #1/C ASN 368 ND2    2hyy #1/C ASP 363 O      no hydrogen  2.761  N/A
    2hyy #1/C CYS 369 N      2hyy #1/C ALA 366 O      no hydrogen  3.259  N/A
    2hyy #1/C CYS 369 SG     2hyy #1/C ALA 365 O      no hydrogen  3.708  N/A
    2hyy #1/C LEU 370 N      2hyy #1/C LYS 378 O      no hydrogen  2.652  N/A
    2hyy #1/C VAL 371 N      2hyy #1/C GLY 321 O      no hydrogen  2.927  N/A
    2hyy #1/C GLY 372 N      2hyy #1/C LEU 376 O      no hydrogen  2.907  N/A
    2hyy #1/C GLU 373 N      2hyy #1/C HOH 167 O      no hydrogen  3.235  N/A
    2hyy #1/C HIS 375 NE2    2hyy #1/C GLU 334 OE2    no hydrogen  3.080  N/A
    2hyy #1/C LEU 376 N      2hyy #1/C GLU 373 O      no hydrogen  3.240  N/A
    2hyy #1/C VAL 377 N      2hyy #1/C GLN 346 OE1    no hydrogen  3.028  N/A
    2hyy #1/C LYS 378 N      2hyy #1/C LEU 370 O      no hydrogen  2.897  N/A
    2hyy #1/C LYS 378 NZ     2hyy #1/C HOH 67 O       no hydrogen  2.683  N/A
    2hyy #1/C LYS 378 NZ     2hyy #1/C PRO 296 O      no hydrogen  3.078  N/A
    2hyy #1/C LYS 378 NZ     2hyy #1/C GLU 316 OE1    no hydrogen  2.873  N/A
    2hyy #1/C LYS 378 NZ     2hyy #1/C GLU 316 OE2    no hydrogen  2.915  N/A
    2hyy #1/C VAL 379 N      2hyy #1/C ASN 297 O      no hydrogen  3.028  N/A
    2hyy #1/C ALA 380 N      2hyy #1/C ASN 368 O      no hydrogen  2.731  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C PHE 382 N      2hyy #1/C ASN 368 OD1    no hydrogen  2.886  N/A
    2hyy #1/C GLY 383 N      2hyy #1/C ASP 381 OD1    no hydrogen  3.171  N/A
    2hyy #1/C LEU 384 N      2hyy #1/C HOH 121 O      no hydrogen  3.108  N/A
    2hyy #1/C MET 388 N      2hyy #1/C LEU 384 O      no hydrogen  3.112  N/A
    2hyy #1/C THR 392 N      2hyy #1/C HOH 140 O      no hydrogen  3.246  N/A
    2hyy #1/C TYR 393 OH     2hyy #1/C ASP 363 OD1    no hydrogen  3.256  N/A
    2hyy #1/C TYR 393 OH     2hyy #1/C ASP 363 OD2    no hydrogen  2.478  N/A
    2hyy #1/C THR 394 N      2hyy #1/C PHE 401 O      no hydrogen  2.725  N/A
    2hyy #1/C THR 394 OG1    2hyy #1/C HOH 163 O      no hydrogen  2.876  N/A
    2hyy #1/C HIS 396 N      2hyy #1/C ALA 399 O      no hydrogen  2.576  N/A
    2hyy #1/C GLY 398 N      2hyy #1/C HOH 170 O      no hydrogen  2.840  N/A
    2hyy #1/C ALA 399 N      2hyy #1/C HIS 396 O      no hydrogen  3.149  N/A
    2hyy #1/C PHE 401 N      2hyy #1/C THR 394 O      no hydrogen  2.866  N/A
    2hyy #1/C ILE 403 N      2hyy #1/C HOH 163 O      no hydrogen  3.043  N/A
    2hyy #1/C LYS 404 N      2hyy #1/C HOH 31 O       no hydrogen  2.967  N/A
    2hyy #1/C LYS 404 NZ     2hyy #1/C PRO 439 O      no hydrogen  3.359  N/A
    2hyy #1/C LYS 404 NZ     2hyy #1/C TYR 440 O      no hydrogen  2.575  N/A
    2hyy #1/C LYS 404 NZ     2hyy #1/C ILE 443 O      no hydrogen  2.979  N/A
    2hyy #1/C TRP 405 N      2hyy #1/C PRO 402 O      no hydrogen  2.986  N/A
    2hyy #1/C TRP 405 NE1    2hyy #1/C GLU 431 OE2    no hydrogen  2.908  N/A
    2hyy #1/C THR 406 N      2hyy #1/C ILE 403 O      no hydrogen  3.135  N/A
    2hyy #1/C THR 406 OG1    2hyy #1/C PRO 402 O      no hydrogen  2.510  N/A
    2hyy #1/C GLU 409 N      2hyy #1/C GLU 409 OE1    no hydrogen  2.942  N/A
    2hyy #1/C SER 410 N      2hyy #1/C ALA 407 O      no hydrogen  2.848  N/A
    2hyy #1/C SER 410 OG     2hyy #1/C LYS 415 O      no hydrogen  2.934  N/A
    2hyy #1/C LEU 411 N      2hyy #1/C ALA 407 O      no hydrogen  3.029  N/A
    2hyy #1/C ALA 412 N      2hyy #1/C PRO 408 O      no hydrogen  2.885  N/A
    2hyy #1/C TYR 413 N      2hyy #1/C GLU 409 O      no hydrogen  3.073  N/A
    2hyy #1/C ASN 414 ND2    2hyy #1/C ASN 414 O      no hydrogen  2.369  N/A
    2hyy #1/C LYS 415 N      2hyy #1/C GLU 409 O      no hydrogen  3.287  N/A
    2hyy #1/C SER 417 N      2hyy #1/C SER 420 OG     no hydrogen  2.857  N/A
    2hyy #1/C ILE 418 N      2hyy #1/C HOH 72 O       no hydrogen  2.953  N/A
    2hyy #1/C LYS 419 N      2hyy #1/C SER 417 OG     no hydrogen  3.058  N/A
    2hyy #1/C LYS 419 NZ     2hyy #1/C HOH 184 O      no hydrogen  2.500  N/A
    2hyy #1/C LYS 419 NZ     2hyy #1/C ARG 483 O      no hydrogen  2.883  N/A
    2hyy #1/C LYS 419 NZ     2hyy #1/C PRO 484 O      no hydrogen  3.071  N/A
    2hyy #1/C SER 420 N      2hyy #1/C SER 417 O      no hydrogen  2.907  N/A
    2hyy #1/C SER 420 OG     2hyy #1/C HOH 28 O       no hydrogen  2.648  N/A
    2hyy #1/C SER 420 OG     2hyy #1/C SER 417 O      no hydrogen  2.748  N/A
    2hyy #1/C ASP 421 N      2hyy #1/C SER 417 O      no hydrogen  3.091  N/A
    2hyy #1/C VAL 422 N      2hyy #1/C ILE 418 O      no hydrogen  2.981  N/A
    2hyy #1/C TRP 423 N      2hyy #1/C LYS 419 O      no hydrogen  3.294  N/A
    2hyy #1/C TRP 423 NE1    2hyy #1/C HOH 64 O       no hydrogen  2.981  N/A
    2hyy #1/C ALA 424 N      2hyy #1/C SER 420 O      no hydrogen  2.925  N/A
    2hyy #1/C PHE 425 N      2hyy #1/C ASP 421 O      no hydrogen  2.875  N/A
    2hyy #1/C GLY 426 N      2hyy #1/C VAL 422 O      no hydrogen  3.108  N/A
    2hyy #1/C VAL 427 N      2hyy #1/C ALA 424 O      no hydrogen  2.873  N/A
    2hyy #1/C LEU 428 N      2hyy #1/C ALA 424 O      no hydrogen  2.899  N/A
    2hyy #1/C LEU 429 N      2hyy #1/C PHE 425 O      no hydrogen  2.700  N/A
    2hyy #1/C TRP 430 N      2hyy #1/C GLY 426 O      no hydrogen  3.312  N/A
    2hyy #1/C GLU 431 N      2hyy #1/C VAL 427 O      no hydrogen  2.769  N/A
    2hyy #1/C ILE 432 N      2hyy #1/C LEU 428 O      no hydrogen  2.929  N/A
    2hyy #1/C ALA 433 N      2hyy #1/C LEU 429 O      no hydrogen  2.933  N/A
    2hyy #1/C THR 434 N      2hyy #1/C TRP 430 O      no hydrogen  3.096  N/A
    2hyy #1/C THR 434 OG1    2hyy #1/C TRP 430 O      no hydrogen  2.757  N/A
    2hyy #1/C THR 434 OG1    2hyy #1/C GLU 431 O      no hydrogen  3.131  N/A
    2hyy #1/C TYR 435 N      2hyy #1/C ILE 432 O      no hydrogen  2.875  N/A
    2hyy #1/C TYR 435 OH     2hyy #1/C VAL 335 O      no hydrogen  2.502  N/A
    2hyy #1/C GLY 436 N      2hyy #1/C GLU 431 O      no hydrogen  2.629  N/A
    2hyy #1/C MET 437 N      2hyy #1/C THR 434 OG1    no hydrogen  3.299  N/A
    2hyy #1/C SER 438 N      2hyy #1/C HOH 76 O       no hydrogen  3.076  N/A
    2hyy #1/C TYR 440 OH     2hyy #1/C HOH 57 O       no hydrogen  2.719  N/A
    2hyy #1/C TYR 440 OH     2hyy #1/C HOH 64 O       no hydrogen  2.478  N/A
    2hyy #1/C ILE 443 N      2hyy #1/C TYR 440 O      no hydrogen  3.167  N/A
    2hyy #1/C SER 446 N      2hyy #1/C ASP 444 OD2    no hydrogen  3.221  N/A
    2hyy #1/C SER 446 OG     2hyy #1/C ASP 444 OD1    no hydrogen  2.071  N/A
    2hyy #1/C GLN 447 N      2hyy #1/C ASP 444 O      no hydrogen  2.868  N/A
    2hyy #1/C GLN 447 NE2    2hyy #1/C SER 446 OG     no hydrogen  3.296  N/A
    2hyy #1/C VAL 448 N      2hyy #1/C LEU 445 O      no hydrogen  3.336  N/A
    2hyy #1/C TYR 449 N      2hyy #1/C HOH 16 O       no hydrogen  2.994  N/A
    2hyy #1/C TYR 449 OH     2hyy #1/C GLU 453 OE2    no hydrogen  3.360  N/A
    2hyy #1/C GLU 450 N      2hyy #1/C HOH 78 O       no hydrogen  2.796  N/A
    2hyy #1/C LEU 451 N      2hyy #1/C GLN 447 O      no hydrogen  3.045  N/A
    2hyy #1/C LEU 452 N      2hyy #1/C VAL 448 O      no hydrogen  3.102  N/A
    2hyy #1/C GLU 453 N      2hyy #1/C TYR 449 O      no hydrogen  2.853  N/A
    2hyy #1/C LYS 454 N      2hyy #1/C GLU 450 O      no hydrogen  3.180  N/A
    2hyy #1/C LYS 454 N      2hyy #1/C LEU 451 O      no hydrogen  3.173  N/A
    2hyy #1/C LYS 454 NZ     2hyy #1/C GLU 450 OE2    no hydrogen  2.758  N/A
    2hyy #1/C ASP 455 N      2hyy #1/C LEU 452 O      no hydrogen  2.813  N/A
    2hyy #1/C TYR 456 N      2hyy #1/C LEU 451 O      no hydrogen  2.807  N/A
    2hyy #1/C TYR 456 OH     2hyy #1/A ASP 444 OD1    no hydrogen  3.129  N/A
    2hyy #1/C TYR 456 OH     2hyy #1/C HOH 182 O      no hydrogen  2.599  N/A
    2hyy #1/C TYR 456 OH     2hyy #2.1/A ASP 444 OD1  no hydrogen  3.129  N/A
    2hyy #1/C ARG 457 N      2hyy #1/A GLN 447 OE1    no hydrogen  3.270  N/A
    2hyy #1/C ARG 457 N      2hyy #2.1/A GLN 447 OE1  no hydrogen  3.270  N/A
    2hyy #1/C ARG 457 NE     2hyy #1/C TRP 476 O      no hydrogen  2.845  N/A
    2hyy #1/C ARG 457 NH1    2hyy #1/C LEU 452 O      no hydrogen  2.985  N/A
    2hyy #1/C ARG 457 NH1    2hyy #1/C TYR 456 O      no hydrogen  2.752  N/A
    2hyy #1/C ARG 457 NH2    2hyy #1/C HOH 18 O       no hydrogen  2.997  N/A
    2hyy #1/C ARG 457 NH2    2hyy #1/C TRP 476 O      no hydrogen  2.802  N/A
    2hyy #1/C MET 458 N      2hyy #1/C HOH 57 O       no hydrogen  3.363  N/A
    2hyy #1/C ARG 460 NH1    2hyy #1/C CYS 464 O      no hydrogen  2.411  N/A
    2hyy #1/C CYS 464 N      2hyy #1/C PRO 461 O      no hydrogen  3.114  N/A
    2hyy #1/C CYS 464 SG     2hyy #1/C PRO 465 O      no hydrogen  3.330  N/A
    2hyy #1/C TYR 469 N      2hyy #1/C PRO 465 O      no hydrogen  3.113  N/A
    2hyy #1/C TYR 469 OH     2hyy #1/C MET 458 O      no hydrogen  2.621  N/A
    2hyy #1/C GLU 470 N      2hyy #1/C GLU 466 O      no hydrogen  2.893  N/A
    2hyy #1/C LEU 471 N      2hyy #1/C LYS 467 O      no hydrogen  3.193  N/A
    2hyy #1/C MET 472 N      2hyy #1/C VAL 468 O      no hydrogen  2.989  N/A
    2hyy #1/C ARG 473 N      2hyy #1/C TYR 469 O      no hydrogen  2.951  N/A
    2hyy #1/C ARG 473 NE     2hyy #1/C TYR 469 OH     no hydrogen  2.772  N/A
    2hyy #1/C ARG 473 NH2    2hyy #1/C TYR 469 OH     no hydrogen  3.350  N/A
    2hyy #1/C ALA 474 N      2hyy #1/C GLU 470 O      no hydrogen  3.062  N/A
    2hyy #1/C CYS 475 N      2hyy #1/C LEU 471 O      no hydrogen  3.003  N/A
    2hyy #1/C CYS 475 SG     2hyy #1/C LEU 471 O      no hydrogen  3.272  N/A
    2hyy #1/C TRP 476 N      2hyy #1/C MET 472 O      no hydrogen  3.121  N/A
    2hyy #1/C TRP 476 N      2hyy #1/C ARG 473 O      no hydrogen  3.020  N/A
    2hyy #1/C GLN 477 N      2hyy #1/C ALA 474 O      no hydrogen  3.281  N/A
    2hyy #1/C GLN 477 NE2    2hyy #1/C ARG 473 O      no hydrogen  3.348  N/A
    2hyy #1/C SER 481 OG     2hyy #1/C ASN 479 OD1    no hydrogen  3.554  N/A
    2hyy #1/C ASP 482 N      2hyy #1/C ASN 479 O      no hydrogen  2.989  N/A
    2hyy #1/C ARG 483 N      2hyy #1/C PRO 480 O      no hydrogen  3.065  N/A
    2hyy #1/C ARG 483 NE     2hyy #1/C GLN 477 O      no hydrogen  2.875  N/A
    2hyy #1/C ARG 483 NH1    2hyy #1/C GLU 409 OE1    no hydrogen  3.165  N/A
    2hyy #1/C ARG 483 NH1    2hyy #1/C GLU 409 OE2    no hydrogen  2.859  N/A
    2hyy #1/C ARG 483 NH1    2hyy #1/C LYS 419 O      no hydrogen  2.932  N/A
    2hyy #1/C ARG 483 NH2    2hyy #1/C GLU 409 OE1    no hydrogen  2.743  N/A
    2hyy #1/C ARG 483 NH2    2hyy #1/C GLN 477 O      no hydrogen  3.229  N/A
    2hyy #1/C PHE 486 N      2hyy #1/C GLU 355 OE2    no hydrogen  2.612  N/A
    2hyy #1/C ALA 487 N      2hyy #1/C GLU 355 OE1    no hydrogen  2.851  N/A
    2hyy #1/C GLU 488 N      2hyy #1/C SER 485 OG     no hydrogen  2.972  N/A
    2hyy #1/C ILE 489 N      2hyy #1/C SER 485 O      no hydrogen  2.939  N/A
    2hyy #1/C HIS 490 N      2hyy #1/C PHE 486 O      no hydrogen  2.715  N/A
    2hyy #1/C HIS 490 ND1    2hyy #1/C SER 348 OG     no hydrogen  3.261  N/A
    2hyy #1/C GLN 491 N      2hyy #1/C ALA 487 O      no hydrogen  3.011  N/A
    2hyy #1/C ALA 492 N      2hyy #1/C GLU 488 O      no hydrogen  2.714  N/A
    2hyy #1/C PHE 493 N      2hyy #1/C ILE 489 O      no hydrogen  2.860  N/A
    2hyy #1/C GLU 494 N      2hyy #1/C HIS 490 O      no hydrogen  2.761  N/A
    2hyy #1/C THR 495 N      2hyy #1/C GLN 491 O      no hydrogen  2.899  N/A
    2hyy #1/C THR 495 OG1    2hyy #1/C GLN 491 O      no hydrogen  3.327  N/A
    2hyy #1/C MET 496 N      2hyy #1/C ALA 492 O      no hydrogen  3.038  N/A
    2hyy #1/C PHE 497 N      2hyy #1/C PHE 493 O      no hydrogen  2.726  N/A
    2hyy #1/C GLN 498 N      2hyy #1/C GLU 494 O      no hydrogen  3.298  N/A
    2hyy #1/C GLN 498 N      2hyy #1/C THR 495 O      no hydrogen  3.382  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 3 O        2hyy #1/D TYR 440 OH     no hydrogen  2.626  N/A
    2hyy #1/D HOH 5 O        2hyy #1/D ASP 363 OD1    no hydrogen  2.500  N/A
    2hyy #1/D HOH 5 O        2hyy #1/D LEU 364 O      no hydrogen  2.698  N/A
    2hyy #1/D HOH 7 O        2hyy #1/D HOH 102 O      no hydrogen  2.597  N/A
    2hyy #1/D HOH 7 O        2hyy #1/D ARG 328 O      no hydrogen  2.534  N/A
    2hyy #1/D HOH 7 O        2hyy #1/D CYS 330 O      no hydrogen  2.627  N/A
    2hyy #1/D HOH 8 O        2hyy #1/D ASP 421 OD1    no hydrogen  2.960  N/A
    2hyy #1/D HOH 22 O       2hyy #1/D HOH 142 O      no hydrogen  2.579  N/A
    2hyy #1/D HOH 22 O       2hyy #1/D GLU 431 OE1    no hydrogen  2.777  N/A
    2hyy #1/D HOH 22 O       2hyy #1/D MET 437 O      no hydrogen  2.530  N/A
    2hyy #1/D HOH 32 O       2hyy #1/D HOH 193 O      no hydrogen  3.077  N/A
    2hyy #1/D HOH 32 O       2hyy #1/D THR 392 O      no hydrogen  2.975  N/A
    2hyy #1/D HOH 35 O       2hyy #1/C HOH 119 O      no hydrogen  2.553  N/A
    2hyy #1/D HOH 35 O       2hyy #1/C ARG 328 O      no hydrogen  3.019  N/A
    2hyy #1/D HOH 40 O       2hyy #1/D SER 481 O      no hydrogen  3.053  N/A
    2hyy #1/D HOH 41 O       2hyy #1/D THR 319 OG1    no hydrogen  3.146  N/A
    2hyy #1/D HOH 43 O       2hyy #1/D ASP 482 OD1    no hydrogen  2.438  N/A
    2hyy #1/D HOH 48 O       2hyy #1/B GLY 442 O      no hydrogen  2.788  N/A
    2hyy #1/D HOH 48 O       2hyy #1/D HOH 162 O      no hydrogen  2.706  N/A
    2hyy #1/D HOH 48 O       2hyy #1/D PRO 441 O      no hydrogen  2.694  N/A
    2hyy #1/D HOH 51 O       2hyy #1/D HOH 131 O      no hydrogen  3.339  N/A
    2hyy #1/D HOH 51 O       2hyy #1/D GLU 352 O      no hydrogen  2.606  N/A
    2hyy #1/D HOH 51 O       2hyy #1/D GLU 355 OE1    no hydrogen  2.792  N/A
    2hyy #1/D HOH 53 O       2hyy #1/D GLU 316 OE2    no hydrogen  2.587  N/A
    2hyy #1/D HOH 53 O       2hyy #1/D PHE 317 O      no hydrogen  3.608  N/A
    2hyy #1/D HOH 58 O       2hyy #1/D TYR 320 O      no hydrogen  2.714  N/A
    2hyy #1/D HOH 58 O       2hyy #1/D ASN 322 O      no hydrogen  3.219  N/A
    2hyy #1/D HOH 59 O       2hyy #1/D HOH 83 O       no hydrogen  2.746  N/A
    2hyy #1/D HOH 59 O       2hyy #1/D ILE 403 O      no hydrogen  2.429  N/A
    2hyy #1/D HOH 59 O       2hyy #1/D THR 406 O      no hydrogen  2.786  N/A
    2hyy #1/D HOH 63 O       2hyy #1/D GLU 352 OE1    no hydrogen  3.473  N/A
    2hyy #1/D HOH 63 O       2hyy #1/D ALA 487 O      no hydrogen  3.488  N/A
    2hyy #1/D HOH 70 O       2hyy #1/D ASP 325 OD1    no hydrogen  2.959  N/A
    2hyy #1/D HOH 70 O       2hyy #1/D GLU 329 OE2    no hydrogen  2.908  N/A
    2hyy #1/D HOH 83 O       2hyy #1/D HOH 59 O       no hydrogen  2.746  N/A
    2hyy #1/D HOH 83 O       2hyy #1/D LYS 404 O      no hydrogen  2.683  N/A
    2hyy #1/D HOH 83 O       2hyy #1/D TYR 440 OH     no hydrogen  2.906  N/A
    2hyy #1/D HOH 85 O       2hyy #1/D GLU 431 OE1    no hydrogen  2.481  N/A
    2hyy #1/D HOH 85 O       2hyy #1/D GLU 431 OE2    no hydrogen  3.304  N/A
    2hyy #1/D HOH 91 O       2hyy #1/D HIS 361 O      no hydrogen  2.501  N/A
    2hyy #1/D HOH 91 O       2hyy #1/D ASP 381 OD2    no hydrogen  2.624  N/A
    2hyy #1/D HOH 100 O      2hyy #1/D HOH 142 O      no hydrogen  3.300  N/A
    2hyy #1/D HOH 102 O      2hyy #1/D HOH 7 O        no hydrogen  2.597  N/A
    2hyy #1/D HOH 102 O      2hyy #1/D LEU 327 O      no hydrogen  2.655  N/A
    2hyy #1/D HOH 102 O      2hyy #1/D ARG 328 O      no hydrogen  3.017  N/A
    2hyy #1/D HOH 103 O      2hyy #1/D GLN 477 OE1    no hydrogen  3.498  N/A
    2hyy #1/D HOH 115 O      2hyy #1/D LEU 452 O      no hydrogen  2.747  N/A
    2hyy #1/D HOH 115 O      2hyy #1/D ASP 455 OD1    no hydrogen  2.493  N/A
    2hyy #1/D HOH 117 O      2hyy #1/D GLU 355 OE2    no hydrogen  2.817  N/A
    2hyy #1/D HOH 131 O      2hyy #1/D HOH 51 O       no hydrogen  3.339  N/A
    2hyy #1/D HOH 131 O      2hyy #1/D GLU 352 OE2    no hydrogen  2.929  N/A
    2hyy #1/D HOH 142 O      2hyy #1/D HOH 22 O       no hydrogen  2.579  N/A
    2hyy #1/D HOH 142 O      2hyy #1/D HOH 100 O      no hydrogen  3.300  N/A
    2hyy #1/D HOH 148 O      2hyy #1/D SER 481 O      no hydrogen  2.817  N/A
    2hyy #1/D HOH 148 O      2hyy #1/D ARG 483 O      no hydrogen  3.280  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D HOH 152 O      2hyy #1/C HOH 30 O       no hydrogen  2.451  N/A
    2hyy #1/D HOH 152 O      2hyy #1/D TYR 435 O      no hydrogen  2.775  N/A
    2hyy #1/D HOH 155 O      2hyy #1/D HOH 173 O      no hydrogen  3.316  N/A
    2hyy #1/D HOH 161 O      2hyy #1/D TYR 253 OH     no hydrogen  2.079  N/A
    2hyy #1/D HOH 161 O      2hyy #1/D ASN 322 OD1    no hydrogen  3.550  N/A
    2hyy #1/D HOH 162 O      2hyy #1/D HOH 48 O       no hydrogen  2.706  N/A
    2hyy #1/D HOH 162 O      2hyy #1/D TYR 456 OH     no hydrogen  2.542  N/A
    2hyy #1/D HOH 165 O      2hyy #1/D LYS 274 O      no hydrogen  3.093  N/A
    2hyy #1/D HOH 168 O      2hyy #1/D SER 446 O      no hydrogen  2.760  N/A
    2hyy #1/D HOH 171 O      2hyy #1/D THR 240 O      no hydrogen  3.108  N/A
    2hyy #1/D HOH 172 O      2hyy #1/D LYS 274 O      no hydrogen  3.630  N/A
    2hyy #1/D HOH 173 O      2hyy #1/D HOH 155 O      no hydrogen  3.316  N/A
    2hyy #1/D HOH 174 O      2hyy #1/B HOH 74 O       no hydrogen  3.083  N/A
    2hyy #1/D HOH 174 O      2hyy #1/B ARG 457 O      no hydrogen  3.124  N/A
    2hyy #1/D HOH 174 O      2hyy #1/D GLU 450 OE2    no hydrogen  2.449  N/A
    2hyy #1/D HOH 179 O      2hyy #1/D ASP 233 OD2    no hydrogen  3.246  N/A
    2hyy #1/D HOH 179 O      2hyy #1/D GLU 236 OE1    no hydrogen  2.449  N/A
    2hyy #1/D HOH 179 O      2hyy #1/D THR 306 OG1    no hydrogen  3.418  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D HOH 32 O       no hydrogen  3.077  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D ASP 391 O      no hydrogen  3.384  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D THR 392 O      no hydrogen  2.919  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D THR 394 OG1    no hydrogen  2.789  N/A
    2hyy #1/D HOH 193 O      2hyy #1/D PHE 401 O      no hydrogen  3.220  N/A
    2hyy #1/D TRP 235 N      2hyy #1/D ASP 233 OD1    no hydrogen  3.297  N/A
    2hyy #1/D MET 237 N      2hyy #1/D VAL 304 O      no hydrogen  3.041  N/A
    2hyy #1/D ASP 241 N      2hyy #1/D GLU 238 O      no hydrogen  2.493  N/A
    2hyy #1/D ILE 242 N      2hyy #1/D ARG 239 O      no hydrogen  3.039  N/A
    2hyy #1/D THR 243 N      2hyy #1/D VAL 260 O      no hydrogen  2.924  N/A
    2hyy #1/D LYS 245 N      2hyy #1/D GLU 258 O      no hydrogen  2.872  N/A
    2hyy #1/D LYS 245 NZ     2hyy #1/D GLU 258 OE2    no hydrogen  3.478  N/A
    2hyy #1/D HIS 246 ND1    2hyy #1/D LYS 247 O      no hydrogen  2.713  N/A
    2hyy #1/D LYS 247 NZ     2hyy #1/D GLU 255 OE2    no hydrogen  2.852  N/A
    2hyy #1/D LEU 248 N      2hyy #1/D VAL 256 O      no hydrogen  2.582  N/A
    2hyy #1/D GLY 251 N      2hyy #1/D LEU 248 O      no hydrogen  3.299  N/A
    2hyy #1/D GLN 252 N      2hyy #1/D GLY 249 O      no hydrogen  3.073  N/A
    2hyy #1/D GLN 252 NE2    2hyy #1/D ASN 322 OD1    no hydrogen  2.935  N/A
    2hyy #1/D TYR 253 OH     2hyy #1/D HOH 161 O      no hydrogen  2.079  N/A
    2hyy #1/D GLY 254 N      2hyy #1/D GLY 251 O      no hydrogen  3.153  N/A
    2hyy #1/D VAL 256 N      2hyy #1/D GLY 254 O      no hydrogen  2.955  N/A
    2hyy #1/D TYR 257 N      2hyy #1/D VAL 270 O      no hydrogen  3.090  N/A
    2hyy #1/D TYR 257 OH     2hyy #1/D GLU 255 OE1    no hydrogen  2.616  N/A
    2hyy #1/D GLU 258 N      2hyy #1/D HIS 246 O      no hydrogen  2.907  N/A
    2hyy #1/D GLY 259 N      2hyy #1/D VAL 268 O      no hydrogen  3.144  N/A
    2hyy #1/D VAL 260 N      2hyy #1/D THR 243 O      no hydrogen  2.786  N/A
    2hyy #1/D TRP 261 N      2hyy #1/D LEU 266 O      no hydrogen  2.755  N/A
    2hyy #1/D LYS 262 N      2hyy #1/D ASP 241 O      no hydrogen  2.666  N/A
    2hyy #1/D LYS 262 NZ     2hyy #1/D THR 240 O      no hydrogen  2.974  N/A
    2hyy #1/D LYS 263 N      2hyy #1/D ASP 241 OD1    no hydrogen  2.827  N/A
    2hyy #1/D SER 265 N      2hyy #1/D LYS 262 O      no hydrogen  3.133  N/A
    2hyy #1/D LEU 266 N      2hyy #1/D TRP 261 O      no hydrogen  2.926  N/A
    2hyy #1/D VAL 268 N      2hyy #1/D GLY 259 O      no hydrogen  3.270  N/A
    2hyy #1/D ALA 269 N      2hyy #1/D THR 315 O      no hydrogen  2.651  N/A
    2hyy #1/D VAL 270 N      2hyy #1/D TYR 257 O      no hydrogen  2.954  N/A
    2hyy #1/D LYS 271 N      2hyy #1/D ILE 313 O      no hydrogen  2.710  N/A
    2hyy #1/D LYS 271 NZ     2hyy #1/D GLU 286 OE1    no hydrogen  2.758  N/A
    2hyy #1/D LYS 271 NZ     2hyy #1/D GLU 286 OE2    no hydrogen  3.490  N/A
    2hyy #1/D THR 272 N      2hyy #1/D GLU 255 O      no hydrogen  3.031  N/A
    2hyy #1/D MET 278 N      2hyy #1/D HOH 165 O      no hydrogen  2.900  N/A
    2hyy #1/D PHE 283 N      2hyy #1/D GLU 279 O      no hydrogen  2.960  N/A
    2hyy #1/D LEU 284 N      2hyy #1/D VAL 280 O      no hydrogen  2.916  N/A
    2hyy #1/D LYS 285 N      2hyy #1/D GLU 281 O      no hydrogen  3.383  N/A
    2hyy #1/D GLU 286 N      2hyy #1/D GLU 282 O      no hydrogen  3.167  N/A
    2hyy #1/D ALA 287 N      2hyy #1/D PHE 283 O      no hydrogen  3.175  N/A
    2hyy #1/D ALA 288 N      2hyy #1/D LEU 284 O      no hydrogen  2.940  N/A
    2hyy #1/D VAL 289 N      2hyy #1/D LYS 285 O      no hydrogen  2.892  N/A
    2hyy #1/D MET 290 N      2hyy #1/D GLU 286 O      no hydrogen  3.134  N/A
    2hyy #1/D LYS 291 N      2hyy #1/D ALA 287 O      no hydrogen  2.936  N/A
    2hyy #1/D ILE 293 N      2hyy #1/D VAL 289 O      no hydrogen  3.120  N/A
    2hyy #1/D LYS 294 N      2hyy #1/D TYR 353 OH     no hydrogen  2.807  N/A
    2hyy #1/D HIS 295 NE2    2hyy #1/D ASN 297 OD1    no hydrogen  3.236  N/A
    2hyy #1/D ASN 297 ND2    2hyy #1/D VAL 377 O      no hydrogen  3.081  N/A
    2hyy #1/D LEU 298 N      2hyy #1/D HIS 295 O      no hydrogen  3.096  N/A
    2hyy #1/D VAL 299 N      2hyy #1/D VAL 379 O      no hydrogen  3.061  N/A
    2hyy #1/D GLN 300 N      2hyy #1/D GLU 316 OE1    no hydrogen  2.579  N/A
    2hyy #1/D LEU 302 N      2hyy #1/D ILE 314 O      no hydrogen  2.728  N/A
    2hyy #1/D GLY 303 N      2hyy #1/D ILE 314 O      no hydrogen  3.217  N/A
    2hyy #1/D VAL 304 N      2hyy #1/D TRP 235 O      no hydrogen  3.150  N/A
    2hyy #1/D CYS 305 N      2hyy #1/D TYR 312 O      no hydrogen  2.980  N/A
    2hyy #1/D CYS 305 SG     2hyy #1/D MET 237 O      no hydrogen  3.723  N/A
    2hyy #1/D THR 306 N      2hyy #1/D GLU 236 OE1    no hydrogen  3.205  N/A
    2hyy #1/D THR 306 N      2hyy #1/D GLU 236 OE2    no hydrogen  2.977  N/A
    2hyy #1/D THR 306 OG1    2hyy #1/D GLU 236 OE1    no hydrogen  2.831  N/A
    2hyy #1/D TYR 312 N      2hyy #1/D CYS 305 O      no hydrogen  3.114  N/A
    2hyy #1/D ILE 313 N      2hyy #1/D LYS 271 O      no hydrogen  2.743  N/A
    2hyy #1/D ILE 314 N      2hyy #1/D GLY 303 O      no hydrogen  2.789  N/A
    2hyy #1/D THR 315 N      2hyy #1/D ALA 269 O      no hydrogen  2.780  N/A
    2hyy #1/D THR 315 OG1    2hyy #1/D GLU 316 O      no hydrogen  2.907  N/A
    2hyy #1/D GLU 316 N      2hyy #1/D GLN 300 O      no hydrogen  3.228  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D THR 319 N      2hyy #1/D HOH 41 O       no hydrogen  3.259  N/A
    2hyy #1/D THR 319 OG1    2hyy #1/D HOH 41 O       no hydrogen  3.146  N/A
    2hyy #1/D TYR 320 N      2hyy #1/D VAL 371 O      no hydrogen  2.734  N/A
    2hyy #1/D TYR 320 OH     2hyy #1/D GLU 373 OE2    no hydrogen  3.096  N/A
    2hyy #1/D GLY 321 N      2hyy #1/D MET 318 O      no hydrogen  3.135  N/A
    2hyy #1/D ASN 322 N      2hyy #1/D HOH 161 O      no hydrogen  2.993  N/A
    2hyy #1/D LEU 323 N      2hyy #1/D CYS 369 O      no hydrogen  2.656  N/A
    2hyy #1/D TYR 326 N      2hyy #1/D ASN 322 O      no hydrogen  3.158  N/A
    2hyy #1/D LEU 327 N      2hyy #1/D LEU 323 O      no hydrogen  2.919  N/A
    2hyy #1/D ARG 328 N      2hyy #1/D LEU 324 O      no hydrogen  3.265  N/A
    2hyy #1/D ARG 328 NE     2hyy #1/D GLY 436 O      no hydrogen  2.808  N/A
    2hyy #1/D ARG 328 NH1    2hyy #1/D HOH 100 O      no hydrogen  3.369  N/A
    2hyy #1/D ARG 328 NH2    2hyy #1/D HOH 100 O      no hydrogen  3.284  N/A
    2hyy #1/D ARG 328 NH2    2hyy #1/D GLY 436 O      no hydrogen  2.910  N/A
    2hyy #1/D GLU 329 N      2hyy #1/D ASP 325 O      no hydrogen  2.964  N/A
    2hyy #1/D CYS 330 SG     2hyy #1/D LEU 327 O      no hydrogen  3.398  N/A
    2hyy #1/D ARG 332 N      2hyy #1/C HOH 9 O        no hydrogen  3.034  N/A
    2hyy #1/D ARG 332 NE     2hyy #1/D HOH 102 O      no hydrogen  2.910  N/A
    2hyy #1/D ARG 332 NH1    2hyy #1/D HOH 145 O      no hydrogen  2.948  N/A
    2hyy #1/D ARG 332 NH2    2hyy #1/D HOH 102 O      no hydrogen  3.338  N/A
    2hyy #1/D GLN 333 N      2hyy #1/D ASN 331 OD1    no hydrogen  2.903  N/A
    2hyy #1/D GLN 333 NE2    2hyy #1/D HOH 35 O       no hydrogen  2.446  N/A
    2hyy #1/D GLU 334 N      2hyy #1/D ASN 331 O      no hydrogen  3.053  N/A
    2hyy #1/D VAL 335 N      2hyy #1/D ASN 331 O      no hydrogen  2.752  N/A
    2hyy #1/D VAL 339 N      2hyy #1/D ASN 336 OD1    no hydrogen  3.303  N/A
    2hyy #1/D LEU 340 N      2hyy #1/D ASN 336 O      no hydrogen  2.952  N/A
    2hyy #1/D LEU 341 N      2hyy #1/D ALA 337 O      no hydrogen  3.248  N/A
    2hyy #1/D TYR 342 N      2hyy #1/D VAL 338 O      no hydrogen  2.956  N/A
    2hyy #1/D MET 343 N      2hyy #1/D VAL 339 O      no hydrogen  2.764  N/A
    2hyy #1/D ALA 344 N      2hyy #1/D LEU 340 O      no hydrogen  3.015  N/A
    2hyy #1/D THR 345 N      2hyy #1/D LEU 341 O      no hydrogen  2.870  N/A
    2hyy #1/D THR 345 OG1    2hyy #1/D LEU 341 O      no hydrogen  2.624  N/A
    2hyy #1/D GLN 346 N      2hyy #1/D TYR 342 O      no hydrogen  2.998  N/A
    2hyy #1/D GLN 346 NE2    2hyy #1/D TYR 342 O      no hydrogen  3.370  N/A
    2hyy #1/D GLN 346 NE2    2hyy #1/D HIS 375 O      no hydrogen  2.746  N/A
    2hyy #1/D ILE 347 N      2hyy #1/D MET 343 O      no hydrogen  3.151  N/A
    2hyy #1/D SER 348 N      2hyy #1/D ALA 344 O      no hydrogen  2.859  N/A
    2hyy #1/D SER 348 OG     2hyy #1/D ALA 344 O      no hydrogen  3.200  N/A
    2hyy #1/D SER 348 OG     2hyy #1/D THR 345 O      no hydrogen  3.024  N/A
    2hyy #1/D SER 349 N      2hyy #1/D THR 345 O      no hydrogen  3.101  N/A
    2hyy #1/D SER 349 OG     2hyy #1/D HIS 295 NE2    no hydrogen  2.945  N/A
    2hyy #1/D ALA 350 N      2hyy #1/D GLN 346 O      no hydrogen  3.188  N/A
    2hyy #1/D MET 351 N      2hyy #1/D ILE 347 O      no hydrogen  3.086  N/A
    2hyy #1/D GLU 352 N      2hyy #1/D SER 348 O      no hydrogen  2.790  N/A
    2hyy #1/D TYR 353 N      2hyy #1/D SER 349 O      no hydrogen  3.146  N/A
    2hyy #1/D LEU 354 N      2hyy #1/D ALA 350 O      no hydrogen  3.151  N/A
    2hyy #1/D GLU 355 N      2hyy #1/D MET 351 O      no hydrogen  3.019  N/A
    2hyy #1/D LYS 356 N      2hyy #1/D HOH 51 O       no hydrogen  3.135  N/A
    2hyy #1/D LYS 356 N      2hyy #1/D GLU 352 O      no hydrogen  2.866  N/A
    2hyy #1/D LYS 356 NZ     2hyy #1/D HOH 131 O      no hydrogen  2.785  N/A
    2hyy #1/D LYS 356 NZ     2hyy #1/D GLU 352 OE2    no hydrogen  3.011  N/A
    2hyy #1/D LYS 357 N      2hyy #1/D TYR 353 O      no hydrogen  2.882  N/A
    2hyy #1/D LYS 357 NZ     2hyy #1/D GLU 292 O      no hydrogen  3.552  N/A
    2hyy #1/D ASN 358 N      2hyy #1/D GLU 355 O      no hydrogen  2.868  N/A
    2hyy #1/D PHE 359 N      2hyy #1/D LEU 354 O      no hydrogen  2.749  N/A
    2hyy #1/D ILE 360 N      2hyy #1/D HOH 173 O      no hydrogen  3.193  N/A
    2hyy #1/D HIS 361 N      2hyy #1/D ASP 421 OD2    no hydrogen  2.780  N/A
    2hyy #1/D HIS 361 NE2    2hyy #1/D ALA 380 O      no hydrogen  2.660  N/A
    2hyy #1/D ARG 362 N      2hyy #1/D ASP 421 OD1    no hydrogen  2.794  N/A
    2hyy #1/D ASP 363 N      2hyy #1/D HIS 361 ND1    no hydrogen  3.255  N/A
    2hyy #1/D LEU 364 N      2hyy #1/D HOH 8 O        no hydrogen  2.801  N/A
    2hyy #1/D ALA 366 N      2hyy #1/D GLU 431 OE2    no hydrogen  2.877  N/A
    2hyy #1/D ARG 367 N      2hyy #1/D HOH 85 O       no hydrogen  3.092  N/A
    2hyy #1/D ARG 367 NE     2hyy #1/D TYR 393 OH     no hydrogen  2.850  N/A
    2hyy #1/D ARG 367 NH2    2hyy #1/D ASP 363 OD1    no hydrogen  2.862  N/A
    2hyy #1/D ARG 367 NH2    2hyy #1/D TYR 393 OH     no hydrogen  3.289  N/A
    2hyy #1/D ASN 368 N      2hyy #1/D ALA 365 O      no hydrogen  3.223  N/A
    2hyy #1/D ASN 368 ND2    2hyy #1/D ASP 363 O      no hydrogen  2.858  N/A
    2hyy #1/D CYS 369 N      2hyy #1/D ALA 366 O      no hydrogen  3.078  N/A
    2hyy #1/D CYS 369 SG     2hyy #1/D ALA 365 O      no hydrogen  3.705  N/A
    2hyy #1/D LEU 370 N      2hyy #1/D LYS 378 O      no hydrogen  2.861  N/A
    2hyy #1/D VAL 371 N      2hyy #1/D GLY 321 O      no hydrogen  2.888  N/A
    2hyy #1/D GLY 372 N      2hyy #1/D LEU 376 O      no hydrogen  2.893  N/A
    2hyy #1/D HIS 375 NE2    2hyy #1/D GLU 334 OE2    no hydrogen  2.793  N/A
    2hyy #1/D LEU 376 N      2hyy #1/D GLU 373 O      no hydrogen  3.366  N/A
    2hyy #1/D VAL 377 N      2hyy #1/D GLN 346 OE1    no hydrogen  2.712  N/A
    2hyy #1/D LYS 378 N      2hyy #1/D LEU 370 O      no hydrogen  2.887  N/A
    2hyy #1/D LYS 378 NZ     2hyy #1/D PRO 296 O      no hydrogen  3.526  N/A
    2hyy #1/D LYS 378 NZ     2hyy #1/D GLU 316 OE1    no hydrogen  2.983  N/A
    2hyy #1/D LYS 378 NZ     2hyy #1/D GLU 316 OE2    no hydrogen  3.097  N/A
    2hyy #1/D VAL 379 N      2hyy #1/D ASN 297 O      no hydrogen  2.897  N/A
    2hyy #1/D ALA 380 N      2hyy #1/D ASN 368 O      no hydrogen  2.870  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D PHE 382 N      2hyy #1/D ASN 368 OD1    no hydrogen  2.919  N/A
    2hyy #1/D GLY 383 N      2hyy #1/D ASP 381 OD1    no hydrogen  3.255  N/A
    2hyy #1/D MET 388 N      2hyy #1/D LEU 384 O      no hydrogen  2.970  N/A
    2hyy #1/D TYR 393 OH     2hyy #1/D ASP 363 OD1    no hydrogen  3.217  N/A
    2hyy #1/D TYR 393 OH     2hyy #1/D ASP 363 OD2    no hydrogen  2.393  N/A
    2hyy #1/D THR 394 N      2hyy #1/D PHE 401 O      no hydrogen  2.662  N/A
    2hyy #1/D THR 394 OG1    2hyy #1/D HOH 193 O      no hydrogen  2.789  N/A
    2hyy #1/D THR 394 OG1    2hyy #1/D ASP 391 O      no hydrogen  3.483  N/A
    2hyy #1/D HIS 396 N      2hyy #1/D ALA 399 O      no hydrogen  2.659  N/A
    2hyy #1/D ALA 399 N      2hyy #1/D HIS 396 O      no hydrogen  3.198  N/A
    2hyy #1/D LYS 400 NZ     2hyy #1/D TYR 393 O      no hydrogen  2.897  N/A
    2hyy #1/D PHE 401 N      2hyy #1/D THR 394 O      no hydrogen  2.795  N/A
    2hyy #1/D ILE 403 N      2hyy #1/D HOH 193 O      no hydrogen  2.790  N/A
    2hyy #1/D LYS 404 N      2hyy #1/D HOH 32 O       no hydrogen  2.803  N/A
    2hyy #1/D LYS 404 NZ     2hyy #1/D TYR 440 O      no hydrogen  2.822  N/A
    2hyy #1/D LYS 404 NZ     2hyy #1/D ILE 443 O      no hydrogen  2.616  N/A
    2hyy #1/D TRP 405 N      2hyy #1/D PRO 402 O      no hydrogen  2.998  N/A
    2hyy #1/D TRP 405 NE1    2hyy #1/D GLU 431 OE2    no hydrogen  2.849  N/A
    2hyy #1/D THR 406 N      2hyy #1/D ILE 403 O      no hydrogen  3.450  N/A
    2hyy #1/D THR 406 OG1    2hyy #1/D PRO 402 O      no hydrogen  2.480  N/A
    2hyy #1/D GLU 409 N      2hyy #1/D GLU 409 OE1    no hydrogen  2.804  N/A
    2hyy #1/D SER 410 N      2hyy #1/D ALA 407 O      no hydrogen  2.801  N/A
    2hyy #1/D SER 410 OG     2hyy #1/D LYS 415 O      no hydrogen  3.004  N/A
    2hyy #1/D LEU 411 N      2hyy #1/D ALA 407 O      no hydrogen  2.927  N/A
    2hyy #1/D ALA 412 N      2hyy #1/D PRO 408 O      no hydrogen  2.815  N/A
    2hyy #1/D TYR 413 N      2hyy #1/D GLU 409 O      no hydrogen  3.037  N/A
    2hyy #1/D LYS 415 N      2hyy #1/D GLU 409 O      no hydrogen  3.310  N/A
    2hyy #1/D SER 417 N      2hyy #1/D SER 420 OG     no hydrogen  2.993  N/A
    2hyy #1/D ILE 418 N      2hyy #1/D HOH 132 O      no hydrogen  2.919  N/A
    2hyy #1/D LYS 419 NZ     2hyy #1/D HOH 117 O      no hydrogen  2.997  N/A
    2hyy #1/D LYS 419 NZ     2hyy #1/D HOH 138 O      no hydrogen  3.322  N/A
    2hyy #1/D LYS 419 NZ     2hyy #1/D ARG 483 O      no hydrogen  2.645  N/A
    2hyy #1/D SER 420 OG     2hyy #1/D SER 417 O      no hydrogen  2.644  N/A
    2hyy #1/D ASP 421 N      2hyy #1/D SER 417 O      no hydrogen  3.147  N/A
    2hyy #1/D VAL 422 N      2hyy #1/D ILE 418 O      no hydrogen  2.997  N/A
    2hyy #1/D TRP 423 N      2hyy #1/D LYS 419 O      no hydrogen  3.091  N/A
    2hyy #1/D TRP 423 NE1    2hyy #1/D HOH 83 O       no hydrogen  2.854  N/A
    2hyy #1/D ALA 424 N      2hyy #1/D SER 420 O      no hydrogen  3.137  N/A
    2hyy #1/D PHE 425 N      2hyy #1/D ASP 421 O      no hydrogen  2.759  N/A
    2hyy #1/D GLY 426 N      2hyy #1/D VAL 422 O      no hydrogen  2.959  N/A
    2hyy #1/D VAL 427 N      2hyy #1/D ALA 424 O      no hydrogen  2.998  N/A
    2hyy #1/D LEU 428 N      2hyy #1/D ALA 424 O      no hydrogen  2.844  N/A
    2hyy #1/D LEU 429 N      2hyy #1/D PHE 425 O      no hydrogen  2.750  N/A
    2hyy #1/D TRP 430 N      2hyy #1/D GLY 426 O      no hydrogen  3.106  N/A
    2hyy #1/D GLU 431 N      2hyy #1/D VAL 427 O      no hydrogen  2.774  N/A
    2hyy #1/D ILE 432 N      2hyy #1/D LEU 428 O      no hydrogen  3.003  N/A
    2hyy #1/D ALA 433 N      2hyy #1/D LEU 429 O      no hydrogen  2.942  N/A
    2hyy #1/D THR 434 OG1    2hyy #1/D TRP 430 O      no hydrogen  2.742  N/A
    2hyy #1/D THR 434 OG1    2hyy #1/D GLU 431 O      no hydrogen  3.278  N/A
    2hyy #1/D TYR 435 N      2hyy #1/D ILE 432 O      no hydrogen  2.959  N/A
    2hyy #1/D TYR 435 OH     2hyy #1/D VAL 335 O      no hydrogen  2.660  N/A
    2hyy #1/D GLY 436 N      2hyy #1/D GLU 431 O      no hydrogen  2.726  N/A
    2hyy #1/D MET 437 N      2hyy #1/D THR 434 OG1    no hydrogen  3.348  N/A
    2hyy #1/D TYR 440 OH     2hyy #1/D HOH 3 O        no hydrogen  2.626  N/A
    2hyy #1/D TYR 440 OH     2hyy #1/D HOH 83 O       no hydrogen  2.906  N/A
    2hyy #1/D ILE 443 N      2hyy #1/D TYR 440 O      no hydrogen  3.071  N/A
    2hyy #1/D SER 446 N      2hyy #1/D ASP 444 OD1    no hydrogen  3.001  N/A
    2hyy #1/D SER 446 OG     2hyy #1/D ASP 444 OD1    no hydrogen  2.895  N/A
    2hyy #1/D GLN 447 N      2hyy #1/D ASP 444 O      no hydrogen  2.813  N/A
    2hyy #1/D GLN 447 NE2    2hyy #1/D SER 446 OG     no hydrogen  3.044  N/A
    2hyy #1/D VAL 448 N      2hyy #1/D LEU 445 O      no hydrogen  3.247  N/A
    2hyy #1/D GLU 450 N      2hyy #1/D HOH 168 O      no hydrogen  3.040  N/A
    2hyy #1/D LEU 451 N      2hyy #1/D GLN 447 O      no hydrogen  2.906  N/A
    2hyy #1/D LEU 452 N      2hyy #1/D VAL 448 O      no hydrogen  3.027  N/A
    2hyy #1/D GLU 453 N      2hyy #1/D TYR 449 O      no hydrogen  2.731  N/A
    2hyy #1/D LYS 454 N      2hyy #1/D GLU 450 O      no hydrogen  3.108  N/A
    2hyy #1/D LYS 454 NZ     2hyy #1/D HOH 77 O       no hydrogen  2.960  N/A
    2hyy #1/D LYS 454 NZ     2hyy #1/D GLU 450 OE1    no hydrogen  3.077  N/A
    2hyy #1/D LYS 454 NZ     2hyy #1/D GLU 450 OE2    no hydrogen  2.672  N/A
    2hyy #1/D ASP 455 N      2hyy #1/D LEU 452 O      no hydrogen  2.890  N/A
    2hyy #1/D TYR 456 N      2hyy #1/D LEU 451 O      no hydrogen  2.842  N/A
    2hyy #1/D TYR 456 OH     2hyy #1/B ASP 444 OD1    no hydrogen  3.389  N/A
    2hyy #1/D TYR 456 OH     2hyy #1/D HOH 162 O      no hydrogen  2.542  N/A
    2hyy #1/D ARG 457 N      2hyy #1/B GLN 447 OE1    no hydrogen  3.208  N/A
    2hyy #1/D ARG 457 NE     2hyy #1/D TRP 476 O      no hydrogen  2.884  N/A
    2hyy #1/D ARG 457 NH1    2hyy #1/D HOH 115 O      no hydrogen  3.259  N/A
    2hyy #1/D ARG 457 NH1    2hyy #1/D LEU 452 O      no hydrogen  2.830  N/A
    2hyy #1/D ARG 457 NH1    2hyy #1/D TYR 456 O      no hydrogen  2.830  N/A
    2hyy #1/D ARG 457 NH2    2hyy #1/D HOH 115 O      no hydrogen  2.862  N/A
    2hyy #1/D ARG 457 NH2    2hyy #1/D TRP 476 O      no hydrogen  2.968  N/A
    2hyy #1/D MET 458 N      2hyy #1/D HOH 3 O        no hydrogen  3.082  N/A
    2hyy #1/D ARG 460 NH1    2hyy #1/D CYS 464 O      no hydrogen  2.554  N/A
    2hyy #1/D CYS 464 N      2hyy #1/D PRO 461 O      no hydrogen  3.043  N/A
    2hyy #1/D CYS 464 SG     2hyy #1/D PRO 465 O      no hydrogen  3.449  N/A
    2hyy #1/D TYR 469 N      2hyy #1/D PRO 465 O      no hydrogen  3.125  N/A
    2hyy #1/D TYR 469 OH     2hyy #1/D MET 458 O      no hydrogen  2.669  N/A
    2hyy #1/D GLU 470 N      2hyy #1/D GLU 466 O      no hydrogen  2.862  N/A
    2hyy #1/D LEU 471 N      2hyy #1/D LYS 467 O      no hydrogen  3.066  N/A
    2hyy #1/D MET 472 N      2hyy #1/D VAL 468 O      no hydrogen  3.049  N/A
    2hyy #1/D ARG 473 N      2hyy #1/D TYR 469 O      no hydrogen  2.904  N/A
    2hyy #1/D ARG 473 NE     2hyy #1/D TYR 469 OH     no hydrogen  2.755  N/A
    2hyy #1/D ARG 473 NH2    2hyy #1/D TYR 469 OH     no hydrogen  3.013  N/A
    2hyy #1/D ALA 474 N      2hyy #1/D GLU 470 O      no hydrogen  2.946  N/A
    2hyy #1/D CYS 475 N      2hyy #1/D LEU 471 O      no hydrogen  2.985  N/A
    2hyy #1/D CYS 475 SG     2hyy #1/D LEU 471 O      no hydrogen  3.184  N/A
    2hyy #1/D TRP 476 N      2hyy #1/D MET 472 O      no hydrogen  3.113  N/A
    2hyy #1/D TRP 476 N      2hyy #1/D ARG 473 O      no hydrogen  2.844  N/A
    2hyy #1/D GLN 477 N      2hyy #1/D ALA 474 O      no hydrogen  3.287  N/A
    2hyy #1/D TRP 478 N      2hyy #1/D HOH 103 O      no hydrogen  2.806  N/A
    2hyy #1/D SER 481 OG     2hyy #1/D ASN 479 OD1    no hydrogen  3.131  N/A
    2hyy #1/D ASP 482 N      2hyy #1/D ASN 479 O      no hydrogen  3.131  N/A
    2hyy #1/D ARG 483 N      2hyy #1/D PRO 480 O      no hydrogen  3.345  N/A
    2hyy #1/D ARG 483 NE     2hyy #1/D GLN 477 O      no hydrogen  2.857  N/A
    2hyy #1/D ARG 483 NH1    2hyy #1/D GLU 409 OE2    no hydrogen  3.207  N/A
    2hyy #1/D ARG 483 NH1    2hyy #1/D LYS 419 O      no hydrogen  3.081  N/A
    2hyy #1/D ARG 483 NH2    2hyy #1/D GLU 409 OE1    no hydrogen  3.110  N/A
    2hyy #1/D ARG 483 NH2    2hyy #1/D GLN 477 O      no hydrogen  3.236  N/A
    2hyy #1/D SER 485 N      2hyy #1/D GLU 488 OE1    no hydrogen  3.194  N/A
    2hyy #1/D PHE 486 N      2hyy #1/D GLU 355 OE2    no hydrogen  2.779  N/A
    2hyy #1/D ALA 487 N      2hyy #1/D GLU 355 OE1    no hydrogen  2.893  N/A
    2hyy #1/D GLU 488 N      2hyy #1/D SER 485 OG     no hydrogen  3.425  N/A
    2hyy #1/D ILE 489 N      2hyy #1/D SER 485 O      no hydrogen  2.932  N/A
    2hyy #1/D HIS 490 N      2hyy #1/D PHE 486 O      no hydrogen  2.577  N/A
    2hyy #1/D GLN 491 N      2hyy #1/D ALA 487 O      no hydrogen  2.861  N/A
    2hyy #1/D ALA 492 N      2hyy #1/D GLU 488 O      no hydrogen  2.799  N/A
    2hyy #1/D PHE 493 N      2hyy #1/D ILE 489 O      no hydrogen  2.961  N/A
    2hyy #1/D GLU 494 N      2hyy #1/D HIS 490 O      no hydrogen  2.783  N/A
    2hyy #1/D THR 495 N      2hyy #1/D GLN 491 O      no hydrogen  2.640  N/A
    2hyy #1/D THR 495 OG1    2hyy #1/D GLN 491 O      no hydrogen  3.023  N/A
    2hyy #1/D PHE 497 N      2hyy #1/D PHE 493 O      no hydrogen  2.640  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A HOH 1 O      2hyy #1/A HOH 1 O        no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 1 O      2hyy #1/A HOH 169 O      no hydrogen  3.017  N/A
    2hyy #2.1/A HOH 1 O      2hyy #1/A ASP 421 OD1    no hydrogen  2.912  N/A
    2hyy #2.1/A HOH 1 O      2hyy #2.1/A HOH 169 O    no hydrogen  3.017  N/A
    2hyy #2.1/A HOH 1 O      2hyy #2.1/A ASP 421 OD1  no hydrogen  2.912  N/A
    2hyy #2.1/A HOH 2 O      2hyy #1/A HOH 2 O        no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 2 O      2hyy #1/A HOH 106 O      no hydrogen  2.560  N/A
    2hyy #2.1/A HOH 2 O      2hyy #1/A ARG 328 O      no hydrogen  2.609  N/A
    2hyy #2.1/A HOH 2 O      2hyy #1/A CYS 330 O      no hydrogen  2.711  N/A
    2hyy #2.1/A HOH 2 O      2hyy #2.1/A HOH 106 O    no hydrogen  2.560  N/A
    2hyy #2.1/A HOH 2 O      2hyy #2.1/A ARG 328 O    no hydrogen  2.609  N/A
    2hyy #2.1/A HOH 2 O      2hyy #2.1/A CYS 330 O    no hydrogen  2.711  N/A
    2hyy #2.1/A HOH 15 O     2hyy #1/A HOH 15 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 17 O     2hyy #1/A HOH 17 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 17 O     2hyy #1/A HOH 108 O      no hydrogen  2.600  N/A
    2hyy #2.1/A HOH 17 O     2hyy #1/A ARG 473 O      no hydrogen  2.667  N/A
    2hyy #2.1/A HOH 17 O     2hyy #1/A TRP 476 O      no hydrogen  3.453  N/A
    2hyy #2.1/A HOH 17 O     2hyy #2.1/A HOH 108 O    no hydrogen  2.600  N/A
    2hyy #2.1/A HOH 17 O     2hyy #2.1/A ARG 473 O    no hydrogen  2.667  N/A
    2hyy #2.1/A HOH 17 O     2hyy #2.1/A TRP 476 O    no hydrogen  3.453  N/A
    2hyy #2.1/A HOH 20 O     2hyy #1/A HOH 20 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 20 O     2hyy #1/A TYR 435 O      no hydrogen  2.552  N/A
    2hyy #2.1/A HOH 20 O     2hyy #2.1/A TYR 435 O    no hydrogen  2.552  N/A
    2hyy #2.1/A HOH 21 O     2hyy #1/A HOH 21 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 21 O     2hyy #1/A HOH 176 O      no hydrogen  3.360  N/A
    2hyy #2.1/A HOH 21 O     2hyy #1/A SER 446 O      no hydrogen  2.774  N/A
    2hyy #2.1/A HOH 21 O     2hyy #2.1/A HOH 176 O    no hydrogen  3.360  N/A
    2hyy #2.1/A HOH 21 O     2hyy #2.1/A SER 446 O    no hydrogen  2.774  N/A
    2hyy #2.1/A HOH 23 O     2hyy #1/A HOH 23 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 23 O     2hyy #1/A GLU 355 OE2    no hydrogen  2.633  N/A
    2hyy #2.1/A HOH 23 O     2hyy #2.1/A GLU 355 OE2  no hydrogen  2.633  N/A
    2hyy #2.1/A HOH 37 O     2hyy #1/A HOH 37 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 37 O     2hyy #1/A ASP 381 OD2    no hydrogen  2.924  N/A
    2hyy #2.1/A HOH 37 O     2hyy #2.1/A ASP 381 OD2  no hydrogen  2.924  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A HOH 39 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A HOH 169 O      no hydrogen  3.069  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A SER 417 O      no hydrogen  3.494  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A SER 420 OG     no hydrogen  2.418  N/A
    2hyy #2.1/A HOH 39 O     2hyy #1/A ASP 421 OD1    no hydrogen  2.959  N/A
    2hyy #2.1/A HOH 39 O     2hyy #2.1/A HOH 169 O    no hydrogen  3.069  N/A
    2hyy #2.1/A HOH 39 O     2hyy #2.1/A SER 417 O    no hydrogen  3.494  N/A
    2hyy #2.1/A HOH 39 O     2hyy #2.1/A SER 420 OG   no hydrogen  2.418  N/A
    2hyy #2.1/A HOH 39 O     2hyy #2.1/A ASP 421 OD1  no hydrogen  2.959  N/A
    2hyy #2.1/A HOH 46 O     2hyy #1/A HOH 46 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 46 O     2hyy #1/A HOH 187 O      no hydrogen  2.588  N/A
    2hyy #2.1/A HOH 46 O     2hyy #2.1/A HOH 187 O    no hydrogen  2.588  N/A
    2hyy #2.1/A HOH 50 O     2hyy #1/A HOH 50 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 50 O     2hyy #1/A HOH 130 O      no hydrogen  3.179  N/A
    2hyy #2.1/A HOH 50 O     2hyy #2.1/A HOH 130 O    no hydrogen  3.179  N/A
    2hyy #2.1/A HOH 52 O     2hyy #1/A HOH 52 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 52 O     2hyy #1/A HOH 141 O      no hydrogen  2.517  N/A
    2hyy #2.1/A HOH 52 O     2hyy #1/A TYR 320 O      no hydrogen  2.597  N/A
    2hyy #2.1/A HOH 52 O     2hyy #1/A ASN 322 O      no hydrogen  2.497  N/A
    2hyy #2.1/A HOH 52 O     2hyy #2.1/A HOH 141 O    no hydrogen  2.517  N/A
    2hyy #2.1/A HOH 52 O     2hyy #2.1/A TYR 320 O    no hydrogen  2.597  N/A
    2hyy #2.1/A HOH 52 O     2hyy #2.1/A ASN 322 O    no hydrogen  2.497  N/A
    2hyy #2.1/A HOH 54 O     2hyy #1/A HOH 54 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 54 O     2hyy #1/A HOH 109 O      no hydrogen  2.508  N/A
    2hyy #2.1/A HOH 54 O     2hyy #1/A ILE 403 O      no hydrogen  2.664  N/A
    2hyy #2.1/A HOH 54 O     2hyy #1/A THR 406 O      no hydrogen  2.784  N/A
    2hyy #2.1/A HOH 54 O     2hyy #2.1/A HOH 109 O    no hydrogen  2.508  N/A
    2hyy #2.1/A HOH 54 O     2hyy #2.1/A ILE 403 O    no hydrogen  2.664  N/A
    2hyy #2.1/A HOH 54 O     2hyy #2.1/A THR 406 O    no hydrogen  2.784  N/A
    2hyy #2.1/A HOH 55 O     2hyy #1/A HOH 55 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 65 O     2hyy #1/A HOH 65 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 65 O     2hyy #1/A GLU 431 OE1    no hydrogen  2.718  N/A
    2hyy #2.1/A HOH 65 O     2hyy #1/A MET 437 O      no hydrogen  2.948  N/A
    2hyy #2.1/A HOH 65 O     2hyy #2.1/A GLU 431 OE1  no hydrogen  2.718  N/A
    2hyy #2.1/A HOH 65 O     2hyy #2.1/A MET 437 O    no hydrogen  2.948  N/A
    2hyy #2.1/A HOH 66 O     2hyy #1/A HOH 66 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 66 O     2hyy #1/A HOH 157 O      no hydrogen  2.710  N/A
    2hyy #2.1/A HOH 66 O     2hyy #2.1/A HOH 157 O    no hydrogen  2.710  N/A
    2hyy #2.1/A HOH 68 O     2hyy #1/A HOH 68 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 68 O     2hyy #1/A THR 389 O      no hydrogen  2.583  N/A
    2hyy #2.1/A HOH 68 O     2hyy #2.1/A THR 389 O    no hydrogen  2.583  N/A
    2hyy #2.1/A HOH 71 O     2hyy #1/A HOH 71 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 73 O     2hyy #1/A HOH 73 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 73 O     2hyy #1/A THR 392 OG1    no hydrogen  2.829  N/A
    2hyy #2.1/A HOH 73 O     2hyy #2.1/A THR 392 OG1  no hydrogen  2.829  N/A
    2hyy #2.1/A HOH 75 O     2hyy #1/A HOH 75 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 75 O     2hyy #1/A LEU 452 O      no hydrogen  3.078  N/A
    2hyy #2.1/A HOH 75 O     2hyy #1/A ASP 455 OD1    no hydrogen  3.511  N/A
    2hyy #2.1/A HOH 75 O     2hyy #2.1/A LEU 452 O    no hydrogen  3.078  N/A
    2hyy #2.1/A HOH 75 O     2hyy #2.1/A ASP 455 OD1  no hydrogen  3.511  N/A
    2hyy #2.1/A HOH 81 O     2hyy #1/A HOH 81 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 81 O     2hyy #1/A MET 290 O      no hydrogen  3.024  N/A
    2hyy #2.1/A HOH 81 O     2hyy #1/A ILE 293 O      no hydrogen  3.093  N/A
    2hyy #2.1/A HOH 81 O     2hyy #1/A VAL 299 O      no hydrogen  3.402  N/A
    2hyy #2.1/A HOH 81 O     2hyy #2.1/A MET 290 O    no hydrogen  3.024  N/A
    2hyy #2.1/A HOH 81 O     2hyy #2.1/A ILE 293 O    no hydrogen  3.093  N/A
    2hyy #2.1/A HOH 81 O     2hyy #2.1/A VAL 299 O    no hydrogen  3.402  N/A
    2hyy #2.1/A HOH 82 O     2hyy #1/A HOH 82 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 82 O     2hyy #1/A GLN 477 OE1    no hydrogen  2.888  N/A
    2hyy #2.1/A HOH 82 O     2hyy #1/A ASP 482 OD2    no hydrogen  2.957  N/A
    2hyy #2.1/A HOH 82 O     2hyy #2.1/A GLN 477 OE1  no hydrogen  2.888  N/A
    2hyy #2.1/A HOH 82 O     2hyy #2.1/A ASP 482 OD2  no hydrogen  2.957  N/A
    2hyy #2.1/A HOH 84 O     2hyy #1/A HOH 84 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 84 O     2hyy #1/A ASP 391 O      no hydrogen  3.189  N/A
    2hyy #2.1/A HOH 84 O     2hyy #1/A THR 392 O      no hydrogen  3.170  N/A
    2hyy #2.1/A HOH 84 O     2hyy #1/A THR 394 OG1    no hydrogen  2.760  N/A
    2hyy #2.1/A HOH 84 O     2hyy #2.1/A ASP 391 O    no hydrogen  3.189  N/A
    2hyy #2.1/A HOH 84 O     2hyy #2.1/A THR 392 O    no hydrogen  3.170  N/A
    2hyy #2.1/A HOH 84 O     2hyy #2.1/A THR 394 OG1  no hydrogen  2.760  N/A
    2hyy #2.1/A HOH 87 O     2hyy #1/A HOH 87 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 87 O     2hyy #1/A HIS 361 O      no hydrogen  2.921  N/A
    2hyy #2.1/A HOH 87 O     2hyy #1/A ASP 381 OD1    no hydrogen  3.131  N/A
    2hyy #2.1/A HOH 87 O     2hyy #1/A ASP 381 OD2    no hydrogen  2.478  N/A
    2hyy #2.1/A HOH 87 O     2hyy #2.1/A HIS 361 O    no hydrogen  2.921  N/A
    2hyy #2.1/A HOH 87 O     2hyy #2.1/A ASP 381 OD1  no hydrogen  3.131  N/A
    2hyy #2.1/A HOH 87 O     2hyy #2.1/A ASP 381 OD2  no hydrogen  2.478  N/A
    2hyy #2.1/A HOH 88 O     2hyy #1/A HOH 88 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 88 O     2hyy #1/A GLU 462 OE1    no hydrogen  2.446  N/A
    2hyy #2.1/A HOH 88 O     2hyy #2.1/A GLU 462 OE1  no hydrogen  2.446  N/A
    2hyy #2.1/A HOH 89 O     2hyy #1/A HOH 89 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 89 O     2hyy #1/A TYR 440 OH     no hydrogen  2.703  N/A
    2hyy #2.1/A HOH 89 O     2hyy #2.1/A TYR 440 OH   no hydrogen  2.703  N/A
    2hyy #2.1/A HOH 93 O     2hyy #1/A HOH 93 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 93 O     2hyy #1/A HIS 396 ND1    no hydrogen  3.195  N/A
    2hyy #2.1/A HOH 93 O     2hyy #2.1/A HIS 396 ND1  no hydrogen  3.195  N/A
    2hyy #2.1/A HOH 94 O     2hyy #1/A HOH 94 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 94 O     2hyy #1/A ASP 363 OD2    no hydrogen  2.633  N/A
    2hyy #2.1/A HOH 94 O     2hyy #1/A ASP 381 OD1    no hydrogen  2.666  N/A
    2hyy #2.1/A HOH 94 O     2hyy #2.1/A ASP 363 OD2  no hydrogen  2.633  N/A
    2hyy #2.1/A HOH 94 O     2hyy #2.1/A ASP 381 OD1  no hydrogen  2.666  N/A
    2hyy #2.1/A HOH 96 O     2hyy #1/A HOH 96 O       no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 96 O     2hyy #1/A HOH 127 O      no hydrogen  2.706  N/A
    2hyy #2.1/A HOH 96 O     2hyy #1/A PRO 441 O      no hydrogen  2.745  N/A
    2hyy #2.1/A HOH 96 O     2hyy #2.1/A HOH 127 O    no hydrogen  2.706  N/A
    2hyy #2.1/A HOH 96 O     2hyy #2.1/A PRO 441 O    no hydrogen  2.745  N/A
    2hyy #2.1/A HOH 104 O    2hyy #1/A HOH 104 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 104 O    2hyy #1/A HOH 181 O      no hydrogen  2.623  N/A
    2hyy #2.1/A HOH 104 O    2hyy #2.1/A HOH 181 O    no hydrogen  2.623  N/A
    2hyy #2.1/A HOH 106 O    2hyy #1/A HOH 2 O        no hydrogen  2.560  N/A
    2hyy #2.1/A HOH 106 O    2hyy #1/A HOH 106 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 106 O    2hyy #1/A LEU 327 O      no hydrogen  2.793  N/A
    2hyy #2.1/A HOH 106 O    2hyy #1/A ARG 328 O      no hydrogen  3.092  N/A
    2hyy #2.1/A HOH 106 O    2hyy #2.1/A HOH 2 O      no hydrogen  2.560  N/A
    2hyy #2.1/A HOH 106 O    2hyy #2.1/A LEU 327 O    no hydrogen  2.793  N/A
    2hyy #2.1/A HOH 106 O    2hyy #2.1/A ARG 328 O    no hydrogen  3.092  N/A
    2hyy #2.1/A HOH 108 O    2hyy #1/A HOH 17 O       no hydrogen  2.600  N/A
    2hyy #2.1/A HOH 108 O    2hyy #1/A HOH 108 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 108 O    2hyy #1/A ASP 455 OD1    no hydrogen  3.381  N/A
    2hyy #2.1/A HOH 108 O    2hyy #2.1/A HOH 17 O     no hydrogen  2.600  N/A
    2hyy #2.1/A HOH 108 O    2hyy #2.1/A ASP 455 OD1  no hydrogen  3.381  N/A
    2hyy #2.1/A HOH 109 O    2hyy #1/A HOH 54 O       no hydrogen  2.508  N/A
    2hyy #2.1/A HOH 109 O    2hyy #1/A HOH 109 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 109 O    2hyy #1/A LYS 404 O      no hydrogen  2.721  N/A
    2hyy #2.1/A HOH 109 O    2hyy #1/A TYR 440 OH     no hydrogen  2.767  N/A
    2hyy #2.1/A HOH 109 O    2hyy #2.1/A HOH 54 O     no hydrogen  2.508  N/A
    2hyy #2.1/A HOH 109 O    2hyy #2.1/A LYS 404 O    no hydrogen  2.721  N/A
    2hyy #2.1/A HOH 109 O    2hyy #2.1/A TYR 440 OH   no hydrogen  2.767  N/A
    2hyy #2.1/A HOH 110 O    2hyy #1/A HOH 110 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 110 O    2hyy #1/A GLY 442 O      no hydrogen  2.470  N/A
    2hyy #2.1/A HOH 110 O    2hyy #1/C HOH 182 O      no hydrogen  2.632  N/A
    2hyy #2.1/A HOH 110 O    2hyy #1/C PRO 441 O      no hydrogen  2.630  N/A
    2hyy #2.1/A HOH 110 O    2hyy #2.1/A GLY 442 O    no hydrogen  2.470  N/A
    2hyy #2.1/A HOH 127 O    2hyy #1/A HOH 96 O       no hydrogen  2.706  N/A
    2hyy #2.1/A HOH 127 O    2hyy #1/A HOH 127 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 127 O    2hyy #1/A TYR 456 OH     no hydrogen  2.818  N/A
    2hyy #2.1/A HOH 127 O    2hyy #2.1/A HOH 96 O     no hydrogen  2.706  N/A
    2hyy #2.1/A HOH 127 O    2hyy #2.1/A TYR 456 OH   no hydrogen  2.818  N/A
    2hyy #2.1/A HOH 130 O    2hyy #1/A HOH 50 O       no hydrogen  3.179  N/A
    2hyy #2.1/A HOH 130 O    2hyy #1/A HOH 130 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 130 O    2hyy #1/A PRO 439 O      no hydrogen  2.532  N/A
    2hyy #2.1/A HOH 130 O    2hyy #2.1/A HOH 50 O     no hydrogen  3.179  N/A
    2hyy #2.1/A HOH 130 O    2hyy #2.1/A PRO 439 O    no hydrogen  2.532  N/A
    2hyy #2.1/A HOH 133 O    2hyy #1/A HOH 133 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 133 O    2hyy #1/A GLU 334 OE1    no hydrogen  2.855  N/A
    2hyy #2.1/A HOH 133 O    2hyy #2.1/A GLU 334 OE1  no hydrogen  2.855  N/A
    2hyy #2.1/A HOH 141 O    2hyy #1/A HOH 52 O       no hydrogen  2.517  N/A
    2hyy #2.1/A HOH 141 O    2hyy #1/A HOH 141 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 141 O    2hyy #1/A ASP 325 OD2    no hydrogen  3.453  N/A
    2hyy #2.1/A HOH 141 O    2hyy #2.1/A HOH 52 O     no hydrogen  2.517  N/A
    2hyy #2.1/A HOH 141 O    2hyy #2.1/A ASP 325 OD2  no hydrogen  3.453  N/A
    2hyy #2.1/A HOH 144 O    2hyy #1/A HOH 144 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 144 O    2hyy #1/A SER 385 O      no hydrogen  2.580  N/A
    2hyy #2.1/A HOH 144 O    2hyy #1/A MET 388 O      no hydrogen  2.639  N/A
    2hyy #2.1/A HOH 144 O    2hyy #2.1/A SER 385 O    no hydrogen  2.580  N/A
    2hyy #2.1/A HOH 144 O    2hyy #2.1/A MET 388 O    no hydrogen  2.639  N/A
    2hyy #2.1/A HOH 146 O    2hyy #1/A HOH 146 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 146 O    2hyy #1/A GLU 286 OE2    no hydrogen  2.707  N/A
    2hyy #2.1/A HOH 146 O    2hyy #1/A ASP 381 O      no hydrogen  2.670  N/A
    2hyy #2.1/A HOH 146 O    2hyy #2.1/A GLU 286 OE2  no hydrogen  2.707  N/A
    2hyy #2.1/A HOH 146 O    2hyy #2.1/A ASP 381 O    no hydrogen  2.670  N/A
    2hyy #2.1/A HOH 149 O    2hyy #1/A HOH 149 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 150 O    2hyy #1/A HOH 150 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 150 O    2hyy #1/B TYR 413 O      no hydrogen  3.481  N/A
    2hyy #2.1/A HOH 157 O    2hyy #1/A HOH 66 O       no hydrogen  2.710  N/A
    2hyy #2.1/A HOH 157 O    2hyy #1/A HOH 157 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 157 O    2hyy #1/A GLU 431 OE1    no hydrogen  2.696  N/A
    2hyy #2.1/A HOH 157 O    2hyy #2.1/A HOH 66 O     no hydrogen  2.710  N/A
    2hyy #2.1/A HOH 157 O    2hyy #2.1/A GLU 431 OE1  no hydrogen  2.696  N/A
    2hyy #2.1/A HOH 169 O    2hyy #1/A HOH 1 O        no hydrogen  3.017  N/A
    2hyy #2.1/A HOH 169 O    2hyy #1/A HOH 39 O       no hydrogen  3.069  N/A
    2hyy #2.1/A HOH 169 O    2hyy #1/A HOH 169 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 169 O    2hyy #1/A ARG 362 O      no hydrogen  3.192  N/A
    2hyy #2.1/A HOH 169 O    2hyy #2.1/A HOH 1 O      no hydrogen  3.017  N/A
    2hyy #2.1/A HOH 169 O    2hyy #2.1/A HOH 39 O     no hydrogen  3.069  N/A
    2hyy #2.1/A HOH 169 O    2hyy #2.1/A ARG 362 O    no hydrogen  3.192  N/A
    2hyy #2.1/A HOH 175 O    2hyy #1/A HOH 175 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 176 O    2hyy #1/A HOH 21 O       no hydrogen  3.360  N/A
    2hyy #2.1/A HOH 176 O    2hyy #1/A HOH 176 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 176 O    2hyy #1/A GLU 450 OE2    no hydrogen  2.686  N/A
    2hyy #2.1/A HOH 176 O    2hyy #1/B ALA 399 O      no hydrogen  3.560  N/A
    2hyy #2.1/A HOH 176 O    2hyy #2.1/A HOH 21 O     no hydrogen  3.360  N/A
    2hyy #2.1/A HOH 176 O    2hyy #2.1/A GLU 450 OE2  no hydrogen  2.686  N/A
    2hyy #2.1/A HOH 180 O    2hyy #1/A HOH 180 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 181 O    2hyy #1/A HOH 104 O      no hydrogen  2.623  N/A
    2hyy #2.1/A HOH 181 O    2hyy #1/A HOH 181 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 181 O    2hyy #1/A THR 389 O      no hydrogen  3.465  N/A
    2hyy #2.1/A HOH 181 O    2hyy #1/A THR 392 OG1    no hydrogen  2.640  N/A
    2hyy #2.1/A HOH 181 O    2hyy #2.1/A HOH 104 O    no hydrogen  2.623  N/A
    2hyy #2.1/A HOH 181 O    2hyy #2.1/A THR 389 O    no hydrogen  3.465  N/A
    2hyy #2.1/A HOH 181 O    2hyy #2.1/A THR 392 OG1  no hydrogen  2.640  N/A
    2hyy #2.1/A HOH 187 O    2hyy #1/A HOH 46 O       no hydrogen  2.588  N/A
    2hyy #2.1/A HOH 187 O    2hyy #1/A HOH 187 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 187 O    2hyy #2.1/A HOH 46 O     no hydrogen  2.588  N/A
    2hyy #2.1/A HOH 188 O    2hyy #1/A HOH 188 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 188 O    2hyy #1/A ASP 363 OD1    no hydrogen  2.552  N/A
    2hyy #2.1/A HOH 188 O    2hyy #1/A LEU 364 O      no hydrogen  2.989  N/A
    2hyy #2.1/A HOH 188 O    2hyy #2.1/A ASP 363 OD1  no hydrogen  2.552  N/A
    2hyy #2.1/A HOH 188 O    2hyy #2.1/A LEU 364 O    no hydrogen  2.989  N/A
    2hyy #2.1/A HOH 197 O    2hyy #1/A HOH 197 O      no hydrogen  0.000  N/A
    2hyy #2.1/A HOH 197 O    2hyy #1/A SER 349 O      no hydrogen  3.208  N/A
    2hyy #2.1/A HOH 197 O    2hyy #1/A SER 349 OG     no hydrogen  3.298  N/A
    2hyy #2.1/A HOH 197 O    2hyy #2.1/A SER 349 O    no hydrogen  3.208  N/A
    2hyy #2.1/A HOH 197 O    2hyy #2.1/A SER 349 OG   no hydrogen  3.298  N/A
    2hyy #2.1/A ASP 241 N    2hyy #1/A GLU 238 O      no hydrogen  2.572  N/A
    2hyy #2.1/A ASP 241 N    2hyy #2.1/A GLU 238 O    no hydrogen  2.572  N/A
    2hyy #2.1/A THR 243 N    2hyy #1/A VAL 260 O      no hydrogen  3.422  N/A
    2hyy #2.1/A THR 243 N    2hyy #2.1/A VAL 260 O    no hydrogen  3.422  N/A
    2hyy #2.1/A LYS 245 N    2hyy #1/A GLU 258 O      no hydrogen  2.948  N/A
    2hyy #2.1/A LYS 245 N    2hyy #2.1/A GLU 258 O    no hydrogen  2.948  N/A
    2hyy #2.1/A LYS 247 NZ   2hyy #1/A GLU 255 OE2    no hydrogen  3.132  N/A
    2hyy #2.1/A LYS 247 NZ   2hyy #2.1/A GLU 255 OE2  no hydrogen  3.132  N/A
    2hyy #2.1/A LEU 248 N    2hyy #1/A VAL 256 O      no hydrogen  3.124  N/A
    2hyy #2.1/A LEU 248 N    2hyy #2.1/A VAL 256 O    no hydrogen  3.124  N/A
    2hyy #2.1/A GLY 251 N    2hyy #1/A LEU 248 O      no hydrogen  3.050  N/A
    2hyy #2.1/A GLY 251 N    2hyy #2.1/A LEU 248 O    no hydrogen  3.050  N/A
    2hyy #2.1/A GLN 252 N    2hyy #1/A GLY 249 O      no hydrogen  3.327  N/A
    2hyy #2.1/A GLN 252 N    2hyy #2.1/A GLY 249 O    no hydrogen  3.327  N/A
    2hyy #2.1/A GLN 252 NE2  2hyy #1/A ASN 322 OD1    no hydrogen  3.260  N/A
    2hyy #2.1/A GLN 252 NE2  2hyy #2.1/A ASN 322 OD1  no hydrogen  3.260  N/A
    2hyy #2.1/A GLY 254 N    2hyy #1/A GLY 251 O      no hydrogen  3.375  N/A
    2hyy #2.1/A GLY 254 N    2hyy #2.1/A GLY 251 O    no hydrogen  3.375  N/A
    2hyy #2.1/A VAL 256 N    2hyy #1/A GLY 254 O      no hydrogen  2.736  N/A
    2hyy #2.1/A VAL 256 N    2hyy #2.1/A GLY 254 O    no hydrogen  2.736  N/A
    2hyy #2.1/A TYR 257 N    2hyy #1/A VAL 270 O      no hydrogen  2.833  N/A
    2hyy #2.1/A TYR 257 N    2hyy #2.1/A VAL 270 O    no hydrogen  2.833  N/A
    2hyy #2.1/A TYR 257 OH   2hyy #1/A GLU 255 OE1    no hydrogen  2.573  N/A
    2hyy #2.1/A TYR 257 OH   2hyy #2.1/A GLU 255 OE1  no hydrogen  2.573  N/A
    2hyy #2.1/A GLU 258 N    2hyy #1/A HIS 246 O      no hydrogen  2.662  N/A
    2hyy #2.1/A GLU 258 N    2hyy #2.1/A HIS 246 O    no hydrogen  2.662  N/A
    2hyy #2.1/A GLY 259 N    2hyy #1/A VAL 268 O      no hydrogen  2.973  N/A
    2hyy #2.1/A GLY 259 N    2hyy #2.1/A VAL 268 O    no hydrogen  2.973  N/A
    2hyy #2.1/A VAL 260 N    2hyy #1/A THR 243 O      no hydrogen  3.337  N/A
    2hyy #2.1/A VAL 260 N    2hyy #2.1/A THR 243 O    no hydrogen  3.337  N/A
    2hyy #2.1/A TRP 261 N    2hyy #1/A LEU 266 O      no hydrogen  2.370  N/A
    2hyy #2.1/A TRP 261 N    2hyy #2.1/A LEU 266 O    no hydrogen  2.370  N/A
    2hyy #2.1/A LYS 262 N    2hyy #1/A ASP 241 O      no hydrogen  2.990  N/A
    2hyy #2.1/A LYS 262 N    2hyy #2.1/A ASP 241 O    no hydrogen  2.990  N/A
    2hyy #2.1/A LYS 262 NZ   2hyy #1/A THR 240 O      no hydrogen  2.759  N/A
    2hyy #2.1/A LYS 262 NZ   2hyy #2.1/A THR 240 O    no hydrogen  2.759  N/A
    2hyy #2.1/A TYR 264 N    2hyy #1/A TRP 261 O      no hydrogen  2.775  N/A
    2hyy #2.1/A TYR 264 N    2hyy #2.1/A TRP 261 O    no hydrogen  2.775  N/A
    2hyy #2.1/A SER 265 N    2hyy #1/A LYS 262 O      no hydrogen  2.941  N/A
    2hyy #2.1/A SER 265 N    2hyy #2.1/A LYS 262 O    no hydrogen  2.941  N/A
    2hyy #2.1/A LEU 266 N    2hyy #1/A TRP 261 O      no hydrogen  3.266  N/A
    2hyy #2.1/A LEU 266 N    2hyy #2.1/A TRP 261 O    no hydrogen  3.266  N/A
    2hyy #2.1/A VAL 268 N    2hyy #1/A GLY 259 O      no hydrogen  2.716  N/A
    2hyy #2.1/A VAL 268 N    2hyy #2.1/A GLY 259 O    no hydrogen  2.716  N/A
    2hyy #2.1/A ALA 269 N    2hyy #1/A THR 315 O      no hydrogen  3.073  N/A
    2hyy #2.1/A ALA 269 N    2hyy #2.1/A THR 315 O    no hydrogen  3.073  N/A
    2hyy #2.1/A VAL 270 N    2hyy #1/A TYR 257 O      no hydrogen  2.858  N/A
    2hyy #2.1/A VAL 270 N    2hyy #2.1/A TYR 257 O    no hydrogen  2.858  N/A
    2hyy #2.1/A LYS 271 N    2hyy #1/A ILE 313 O      no hydrogen  2.748  N/A
    2hyy #2.1/A LYS 271 N    2hyy #2.1/A ILE 313 O    no hydrogen  2.748  N/A
    2hyy #2.1/A LYS 271 NZ   2hyy #1/A GLU 286 OE1    no hydrogen  3.004  N/A
    2hyy #2.1/A LYS 271 NZ   2hyy #2.1/A GLU 286 OE1  no hydrogen  3.004  N/A
    2hyy #2.1/A THR 272 N    2hyy #1/A GLU 255 O      no hydrogen  2.777  N/A
    2hyy #2.1/A THR 272 N    2hyy #2.1/A GLU 255 O    no hydrogen  2.777  N/A
    2hyy #2.1/A LEU 273 N    2hyy #1/A PHE 311 O      no hydrogen  3.072  N/A
    2hyy #2.1/A LEU 273 N    2hyy #2.1/A PHE 311 O    no hydrogen  3.072  N/A
    2hyy #2.1/A PHE 283 N    2hyy #1/A GLU 279 O      no hydrogen  3.250  N/A
    2hyy #2.1/A PHE 283 N    2hyy #2.1/A GLU 279 O    no hydrogen  3.250  N/A
    2hyy #2.1/A LEU 284 N    2hyy #1/A VAL 280 O      no hydrogen  3.246  N/A
    2hyy #2.1/A LEU 284 N    2hyy #1/A GLU 281 O      no hydrogen  3.324  N/A
    2hyy #2.1/A LEU 284 N    2hyy #2.1/A VAL 280 O    no hydrogen  3.246  N/A
    2hyy #2.1/A LEU 284 N    2hyy #2.1/A GLU 281 O    no hydrogen  3.324  N/A
    2hyy #2.1/A LYS 285 N    2hyy #1/A GLU 281 O      no hydrogen  3.233  N/A
    2hyy #2.1/A LYS 285 N    2hyy #2.1/A GLU 281 O    no hydrogen  3.233  N/A
    2hyy #2.1/A GLU 286 N    2hyy #1/A GLU 282 O      no hydrogen  3.129  N/A
    2hyy #2.1/A GLU 286 N    2hyy #2.1/A GLU 282 O    no hydrogen  3.129  N/A
    2hyy #2.1/A ALA 287 N    2hyy #1/A PHE 283 O      no hydrogen  3.377  N/A
    2hyy #2.1/A ALA 287 N    2hyy #2.1/A PHE 283 O    no hydrogen  3.377  N/A
    2hyy #2.1/A ALA 288 N    2hyy #1/A LEU 284 O      no hydrogen  3.187  N/A
    2hyy #2.1/A ALA 288 N    2hyy #2.1/A LEU 284 O    no hydrogen  3.187  N/A
    2hyy #2.1/A VAL 289 N    2hyy #1/A LYS 285 O      no hydrogen  2.820  N/A
    2hyy #2.1/A VAL 289 N    2hyy #2.1/A LYS 285 O    no hydrogen  2.820  N/A
    2hyy #2.1/A MET 290 N    2hyy #1/A GLU 286 O      no hydrogen  2.954  N/A
    2hyy #2.1/A MET 290 N    2hyy #2.1/A GLU 286 O    no hydrogen  2.954  N/A
    2hyy #2.1/A LYS 291 N    2hyy #1/A ALA 287 O      no hydrogen  3.008  N/A
    2hyy #2.1/A LYS 291 N    2hyy #2.1/A ALA 287 O    no hydrogen  3.008  N/A
    2hyy #2.1/A GLU 292 N    2hyy #1/A VAL 289 O      no hydrogen  2.908  N/A
    2hyy #2.1/A GLU 292 N    2hyy #2.1/A VAL 289 O    no hydrogen  2.908  N/A
    2hyy #2.1/A ILE 293 N    2hyy #1/A MET 290 O      no hydrogen  3.227  N/A
    2hyy #2.1/A ILE 293 N    2hyy #2.1/A MET 290 O    no hydrogen  3.227  N/A
    2hyy #2.1/A LYS 294 N    2hyy #1/A TYR 353 OH     no hydrogen  2.902  N/A
    2hyy #2.1/A LYS 294 N    2hyy #2.1/A TYR 353 OH   no hydrogen  2.902  N/A
    2hyy #2.1/A HIS 295 NE2  2hyy #1/A SER 349 OG     no hydrogen  3.076  N/A
    2hyy #2.1/A HIS 295 NE2  2hyy #2.1/A SER 349 OG   no hydrogen  3.076  N/A
    2hyy #2.1/A ASN 297 ND2  2hyy #1/A VAL 377 O      no hydrogen  3.054  N/A
    2hyy #2.1/A ASN 297 ND2  2hyy #2.1/A VAL 377 O    no hydrogen  3.054  N/A
    2hyy #2.1/A LEU 298 N    2hyy #1/A HIS 295 O      no hydrogen  3.228  N/A
    2hyy #2.1/A LEU 298 N    2hyy #2.1/A HIS 295 O    no hydrogen  3.228  N/A
    2hyy #2.1/A VAL 299 N    2hyy #1/A VAL 379 O      no hydrogen  2.923  N/A
    2hyy #2.1/A VAL 299 N    2hyy #2.1/A VAL 379 O    no hydrogen  2.923  N/A
    2hyy #2.1/A GLN 300 N    2hyy #1/A GLU 316 OE1    no hydrogen  2.790  N/A
    2hyy #2.1/A GLN 300 N    2hyy #2.1/A GLU 316 OE1  no hydrogen  2.790  N/A
    2hyy #2.1/A LEU 301 N    2hyy #1/A HOH 81 O       no hydrogen  3.257  N/A
    2hyy #2.1/A LEU 301 N    2hyy #2.1/A HOH 81 O     no hydrogen  3.257  N/A
    2hyy #2.1/A LEU 302 N    2hyy #1/A ILE 314 O      no hydrogen  2.750  N/A
    2hyy #2.1/A LEU 302 N    2hyy #2.1/A ILE 314 O    no hydrogen  2.750  N/A
    2hyy #2.1/A GLY 303 N    2hyy #1/A ILE 314 O      no hydrogen  3.182  N/A
    2hyy #2.1/A GLY 303 N    2hyy #2.1/A ILE 314 O    no hydrogen  3.182  N/A
    2hyy #2.1/A VAL 304 N    2hyy #1/A TRP 235 O      no hydrogen  3.024  N/A
    2hyy #2.1/A VAL 304 N    2hyy #2.1/A TRP 235 O    no hydrogen  3.024  N/A
    2hyy #2.1/A CYS 305 N    2hyy #1/A TYR 312 O      no hydrogen  3.104  N/A
    2hyy #2.1/A CYS 305 N    2hyy #2.1/A TYR 312 O    no hydrogen  3.104  N/A
    2hyy #2.1/A CYS 305 SG   2hyy #1/A MET 237 O      no hydrogen  3.333  N/A
    2hyy #2.1/A CYS 305 SG   2hyy #2.1/A MET 237 O    no hydrogen  3.333  N/A
    2hyy #2.1/A THR 306 N    2hyy #1/A GLU 236 OE2    no hydrogen  3.069  N/A
    2hyy #2.1/A THR 306 N    2hyy #2.1/A GLU 236 OE2  no hydrogen  3.069  N/A
    2hyy #2.1/A THR 306 OG1  2hyy #1/A GLU 236 OE2    no hydrogen  2.958  N/A
    2hyy #2.1/A THR 306 OG1  2hyy #2.1/A GLU 236 OE2  no hydrogen  2.958  N/A
    2hyy #2.1/A TYR 312 N    2hyy #1/A CYS 305 O      no hydrogen  3.198  N/A
    2hyy #2.1/A TYR 312 N    2hyy #2.1/A CYS 305 O    no hydrogen  3.198  N/A
    2hyy #2.1/A ILE 313 N    2hyy #1/A LYS 271 O      no hydrogen  2.914  N/A
    2hyy #2.1/A ILE 313 N    2hyy #2.1/A LYS 271 O    no hydrogen  2.914  N/A
    2hyy #2.1/A ILE 314 N    2hyy #1/A GLY 303 O      no hydrogen  2.728  N/A
    2hyy #2.1/A ILE 314 N    2hyy #2.1/A GLY 303 O    no hydrogen  2.728  N/A
    2hyy #2.1/A THR 315 N    2hyy #1/A ALA 269 O      no hydrogen  3.025  N/A
    2hyy #2.1/A THR 315 N    2hyy #2.1/A ALA 269 O    no hydrogen  3.025  N/A
    2hyy #2.1/A THR 315 OG1  2hyy #1/A GLU 316 O      no hydrogen  3.003  N/A
    2hyy #2.1/A THR 315 OG1  2hyy #2.1/A GLU 316 O    no hydrogen  3.003  N/A
    2hyy #2.1/A GLU 316 N    2hyy #1/A GLN 300 O      no hydrogen  3.058  N/A
    2hyy #2.1/A GLU 316 N    2hyy #2.1/A GLN 300 O    no hydrogen  3.058  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A THR 319 OG1  2hyy #1/A GLU 373 OE1    no hydrogen  3.130  N/A
    2hyy #2.1/A THR 319 OG1  2hyy #2.1/A GLU 373 OE1  no hydrogen  3.130  N/A
    2hyy #2.1/A TYR 320 N    2hyy #1/A VAL 371 O      no hydrogen  2.919  N/A
    2hyy #2.1/A TYR 320 N    2hyy #2.1/A VAL 371 O    no hydrogen  2.919  N/A
    2hyy #2.1/A TYR 320 OH   2hyy #1/A GLU 373 OE2    no hydrogen  3.217  N/A
    2hyy #2.1/A TYR 320 OH   2hyy #2.1/A GLU 373 OE2  no hydrogen  3.217  N/A
    2hyy #2.1/A GLY 321 N    2hyy #1/A MET 318 O      no hydrogen  3.098  N/A
    2hyy #2.1/A GLY 321 N    2hyy #2.1/A MET 318 O    no hydrogen  3.098  N/A
    2hyy #2.1/A LEU 323 N    2hyy #1/A CYS 369 O      no hydrogen  2.739  N/A
    2hyy #2.1/A LEU 323 N    2hyy #2.1/A CYS 369 O    no hydrogen  2.739  N/A
    2hyy #2.1/A TYR 326 N    2hyy #1/A ASN 322 O      no hydrogen  2.999  N/A
    2hyy #2.1/A TYR 326 N    2hyy #2.1/A ASN 322 O    no hydrogen  2.999  N/A
    2hyy #2.1/A LEU 327 N    2hyy #1/A LEU 323 O      no hydrogen  2.862  N/A
    2hyy #2.1/A LEU 327 N    2hyy #2.1/A LEU 323 O    no hydrogen  2.862  N/A
    2hyy #2.1/A ARG 328 N    2hyy #1/A LEU 324 O      no hydrogen  3.213  N/A
    2hyy #2.1/A ARG 328 N    2hyy #1/A ASP 325 O      no hydrogen  2.957  N/A
    2hyy #2.1/A ARG 328 N    2hyy #2.1/A LEU 324 O    no hydrogen  3.213  N/A
    2hyy #2.1/A ARG 328 N    2hyy #2.1/A ASP 325 O    no hydrogen  2.957  N/A
    2hyy #2.1/A ARG 328 NE   2hyy #1/A GLY 436 O      no hydrogen  2.658  N/A
    2hyy #2.1/A ARG 328 NE   2hyy #2.1/A GLY 436 O    no hydrogen  2.658  N/A
    2hyy #2.1/A ARG 328 NH2  2hyy #1/A GLY 436 O      no hydrogen  2.848  N/A
    2hyy #2.1/A ARG 328 NH2  2hyy #2.1/A GLY 436 O    no hydrogen  2.848  N/A
    2hyy #2.1/A GLU 329 N    2hyy #1/A ASP 325 O      no hydrogen  2.842  N/A
    2hyy #2.1/A GLU 329 N    2hyy #1/A TYR 326 O      no hydrogen  3.276  N/A
    2hyy #2.1/A GLU 329 N    2hyy #2.1/A ASP 325 O    no hydrogen  2.842  N/A
    2hyy #2.1/A GLU 329 N    2hyy #2.1/A TYR 326 O    no hydrogen  3.276  N/A
    2hyy #2.1/A CYS 330 SG   2hyy #1/A LEU 327 O      no hydrogen  3.416  N/A
    2hyy #2.1/A CYS 330 SG   2hyy #2.1/A LEU 327 O    no hydrogen  3.416  N/A
    2hyy #2.1/A ASN 331 N    2hyy #1/A HOH 133 O      no hydrogen  3.208  N/A
    2hyy #2.1/A ASN 331 N    2hyy #2.1/A HOH 133 O    no hydrogen  3.208  N/A
    2hyy #2.1/A ASN 331 ND2  2hyy #1/A HOH 180 O      no hydrogen  3.017  N/A
    2hyy #2.1/A ASN 331 ND2  2hyy #2.1/A HOH 180 O    no hydrogen  3.017  N/A
    2hyy #2.1/A ARG 332 NE   2hyy #1/A HOH 106 O      no hydrogen  2.854  N/A
    2hyy #2.1/A ARG 332 NE   2hyy #2.1/A HOH 106 O    no hydrogen  2.854  N/A
    2hyy #2.1/A ARG 332 NH2  2hyy #1/A HOH 106 O      no hydrogen  3.232  N/A
    2hyy #2.1/A ARG 332 NH2  2hyy #2.1/A HOH 106 O    no hydrogen  3.232  N/A
    2hyy #2.1/A GLN 333 N    2hyy #1/A ASN 331 OD1    no hydrogen  2.766  N/A
    2hyy #2.1/A GLN 333 N    2hyy #2.1/A ASN 331 OD1  no hydrogen  2.766  N/A
    2hyy #2.1/A GLU 334 N    2hyy #1/A ASN 331 OD1    no hydrogen  3.193  N/A
    2hyy #2.1/A GLU 334 N    2hyy #2.1/A ASN 331 OD1  no hydrogen  3.193  N/A
    2hyy #2.1/A VAL 335 N    2hyy #1/A ASN 331 O      no hydrogen  2.760  N/A
    2hyy #2.1/A VAL 335 N    2hyy #2.1/A ASN 331 O    no hydrogen  2.760  N/A
    2hyy #2.1/A ASN 336 N    2hyy #1/A GLU 334 O      no hydrogen  2.917  N/A
    2hyy #2.1/A ASN 336 N    2hyy #2.1/A GLU 334 O    no hydrogen  2.917  N/A
    2hyy #2.1/A VAL 339 N    2hyy #1/A ASN 336 OD1    no hydrogen  3.332  N/A
    2hyy #2.1/A VAL 339 N    2hyy #2.1/A ASN 336 OD1  no hydrogen  3.332  N/A
    2hyy #2.1/A LEU 340 N    2hyy #1/A ASN 336 O      no hydrogen  2.904  N/A
    2hyy #2.1/A LEU 340 N    2hyy #2.1/A ASN 336 O    no hydrogen  2.904  N/A
    2hyy #2.1/A LEU 341 N    2hyy #1/A ALA 337 O      no hydrogen  3.129  N/A
    2hyy #2.1/A LEU 341 N    2hyy #2.1/A ALA 337 O    no hydrogen  3.129  N/A
    2hyy #2.1/A TYR 342 N    2hyy #1/A VAL 338 O      no hydrogen  2.908  N/A
    2hyy #2.1/A TYR 342 N    2hyy #2.1/A VAL 338 O    no hydrogen  2.908  N/A
    2hyy #2.1/A MET 343 N    2hyy #1/A VAL 339 O      no hydrogen  2.765  N/A
    2hyy #2.1/A MET 343 N    2hyy #2.1/A VAL 339 O    no hydrogen  2.765  N/A
    2hyy #2.1/A ALA 344 N    2hyy #1/A LEU 340 O      no hydrogen  3.017  N/A
    2hyy #2.1/A ALA 344 N    2hyy #2.1/A LEU 340 O    no hydrogen  3.017  N/A
    2hyy #2.1/A THR 345 N    2hyy #1/A LEU 341 O      no hydrogen  2.903  N/A
    2hyy #2.1/A THR 345 N    2hyy #2.1/A LEU 341 O    no hydrogen  2.903  N/A
    2hyy #2.1/A THR 345 OG1  2hyy #1/A LEU 341 O      no hydrogen  2.816  N/A
    2hyy #2.1/A THR 345 OG1  2hyy #2.1/A LEU 341 O    no hydrogen  2.816  N/A
    2hyy #2.1/A GLN 346 N    2hyy #1/A TYR 342 O      no hydrogen  3.196  N/A
    2hyy #2.1/A GLN 346 N    2hyy #2.1/A TYR 342 O    no hydrogen  3.196  N/A
    2hyy #2.1/A GLN 346 NE2  2hyy #1/A TYR 342 O      no hydrogen  3.023  N/A
    2hyy #2.1/A GLN 346 NE2  2hyy #1/A HIS 375 O      no hydrogen  2.903  N/A
    2hyy #2.1/A GLN 346 NE2  2hyy #2.1/A TYR 342 O    no hydrogen  3.023  N/A
    2hyy #2.1/A GLN 346 NE2  2hyy #2.1/A HIS 375 O    no hydrogen  2.903  N/A
    2hyy #2.1/A ILE 347 N    2hyy #1/A MET 343 O      no hydrogen  3.299  N/A
    2hyy #2.1/A ILE 347 N    2hyy #2.1/A MET 343 O    no hydrogen  3.299  N/A
    2hyy #2.1/A SER 348 N    2hyy #1/A ALA 344 O      no hydrogen  3.068  N/A
    2hyy #2.1/A SER 348 N    2hyy #2.1/A ALA 344 O    no hydrogen  3.068  N/A
    2hyy #2.1/A SER 348 OG   2hyy #1/A ALA 344 O      no hydrogen  3.221  N/A
    2hyy #2.1/A SER 348 OG   2hyy #1/A THR 345 O      no hydrogen  2.559  N/A
    2hyy #2.1/A SER 348 OG   2hyy #1/A HIS 490 ND1    no hydrogen  3.369  N/A
    2hyy #2.1/A SER 348 OG   2hyy #2.1/A ALA 344 O    no hydrogen  3.221  N/A
    2hyy #2.1/A SER 348 OG   2hyy #2.1/A THR 345 O    no hydrogen  2.559  N/A
    2hyy #2.1/A SER 348 OG   2hyy #2.1/A HIS 490 ND1  no hydrogen  3.369  N/A
    2hyy #2.1/A SER 349 N    2hyy #1/A THR 345 O      no hydrogen  2.902  N/A
    2hyy #2.1/A SER 349 N    2hyy #2.1/A THR 345 O    no hydrogen  2.902  N/A
    2hyy #2.1/A SER 349 OG   2hyy #1/A HOH 197 O      no hydrogen  3.298  N/A
    2hyy #2.1/A SER 349 OG   2hyy #1/A HIS 295 NE2    no hydrogen  3.076  N/A
    2hyy #2.1/A SER 349 OG   2hyy #2.1/A HOH 197 O    no hydrogen  3.298  N/A
    2hyy #2.1/A SER 349 OG   2hyy #2.1/A HIS 295 NE2  no hydrogen  3.076  N/A
    2hyy #2.1/A ALA 350 N    2hyy #1/A GLN 346 O      no hydrogen  2.994  N/A
    2hyy #2.1/A ALA 350 N    2hyy #2.1/A GLN 346 O    no hydrogen  2.994  N/A
    2hyy #2.1/A MET 351 N    2hyy #1/A ILE 347 O      no hydrogen  2.884  N/A
    2hyy #2.1/A MET 351 N    2hyy #2.1/A ILE 347 O    no hydrogen  2.884  N/A
    2hyy #2.1/A GLU 352 N    2hyy #1/A SER 348 O      no hydrogen  2.762  N/A
    2hyy #2.1/A GLU 352 N    2hyy #2.1/A SER 348 O    no hydrogen  2.762  N/A
    2hyy #2.1/A TYR 353 N    2hyy #1/A SER 349 O      no hydrogen  3.088  N/A
    2hyy #2.1/A TYR 353 N    2hyy #2.1/A SER 349 O    no hydrogen  3.088  N/A
    2hyy #2.1/A LEU 354 N    2hyy #1/A ALA 350 O      no hydrogen  3.238  N/A
    2hyy #2.1/A LEU 354 N    2hyy #2.1/A ALA 350 O    no hydrogen  3.238  N/A
    2hyy #2.1/A GLU 355 N    2hyy #1/A MET 351 O      no hydrogen  2.883  N/A
    2hyy #2.1/A GLU 355 N    2hyy #2.1/A MET 351 O    no hydrogen  2.883  N/A
    2hyy #2.1/A LYS 356 N    2hyy #1/A GLU 352 O      no hydrogen  3.091  N/A
    2hyy #2.1/A LYS 356 N    2hyy #2.1/A GLU 352 O    no hydrogen  3.091  N/A
    2hyy #2.1/A LYS 357 N    2hyy #1/A TYR 353 O      no hydrogen  2.980  N/A
    2hyy #2.1/A LYS 357 N    2hyy #2.1/A TYR 353 O    no hydrogen  2.980  N/A
    2hyy #2.1/A ASN 358 N    2hyy #1/A GLU 355 O      no hydrogen  2.823  N/A
    2hyy #2.1/A ASN 358 N    2hyy #2.1/A GLU 355 O    no hydrogen  2.823  N/A
    2hyy #2.1/A PHE 359 N    2hyy #1/A LEU 354 O      no hydrogen  2.721  N/A
    2hyy #2.1/A PHE 359 N    2hyy #2.1/A LEU 354 O    no hydrogen  2.721  N/A
    2hyy #2.1/A HIS 361 N    2hyy #1/A ASP 421 OD2    no hydrogen  2.749  N/A
    2hyy #2.1/A HIS 361 N    2hyy #2.1/A ASP 421 OD2  no hydrogen  2.749  N/A
    2hyy #2.1/A HIS 361 NE2  2hyy #1/A ALA 380 O      no hydrogen  2.574  N/A
    2hyy #2.1/A HIS 361 NE2  2hyy #2.1/A ALA 380 O    no hydrogen  2.574  N/A
    2hyy #2.1/A ARG 362 N    2hyy #1/A ASP 421 OD1    no hydrogen  2.872  N/A
    2hyy #2.1/A ARG 362 N    2hyy #2.1/A ASP 421 OD1  no hydrogen  2.872  N/A
    2hyy #2.1/A ASP 363 N    2hyy #1/A HIS 361 ND1    no hydrogen  3.003  N/A
    2hyy #2.1/A ASP 363 N    2hyy #2.1/A HIS 361 ND1  no hydrogen  3.003  N/A
    2hyy #2.1/A LEU 364 N    2hyy #1/A HOH 1 O        no hydrogen  2.777  N/A
    2hyy #2.1/A LEU 364 N    2hyy #2.1/A HOH 1 O      no hydrogen  2.777  N/A
    2hyy #2.1/A ALA 366 N    2hyy #1/A GLU 431 OE2    no hydrogen  2.901  N/A
    2hyy #2.1/A ALA 366 N    2hyy #2.1/A GLU 431 OE2  no hydrogen  2.901  N/A
    2hyy #2.1/A ARG 367 N    2hyy #1/A HOH 157 O      no hydrogen  2.780  N/A
    2hyy #2.1/A ARG 367 N    2hyy #2.1/A HOH 157 O    no hydrogen  2.780  N/A
    2hyy #2.1/A ARG 367 NE   2hyy #1/A TYR 393 OH     no hydrogen  2.949  N/A
    2hyy #2.1/A ARG 367 NE   2hyy #2.1/A TYR 393 OH   no hydrogen  2.949  N/A
    2hyy #2.1/A ARG 367 NH1  2hyy #1/A HOH 66 O       no hydrogen  2.793  N/A
    2hyy #2.1/A ARG 367 NH1  2hyy #2.1/A HOH 66 O     no hydrogen  2.793  N/A
    2hyy #2.1/A ARG 367 NH2  2hyy #1/A ASP 363 OD1    no hydrogen  2.855  N/A
    2hyy #2.1/A ARG 367 NH2  2hyy #1/A TYR 393 OH     no hydrogen  3.526  N/A
    2hyy #2.1/A ARG 367 NH2  2hyy #2.1/A ASP 363 OD1  no hydrogen  2.855  N/A
    2hyy #2.1/A ARG 367 NH2  2hyy #2.1/A TYR 393 OH   no hydrogen  3.526  N/A
    2hyy #2.1/A ASN 368 N    2hyy #1/A ALA 365 O      no hydrogen  2.985  N/A
    2hyy #2.1/A ASN 368 N    2hyy #2.1/A ALA 365 O    no hydrogen  2.985  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #1/A HOH 94 O       no hydrogen  3.064  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #1/A ASP 363 O      no hydrogen  2.798  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #1/A ASP 363 OD2    no hydrogen  3.143  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #2.1/A HOH 94 O     no hydrogen  3.064  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #2.1/A ASP 363 O    no hydrogen  2.798  N/A
    2hyy #2.1/A ASN 368 ND2  2hyy #2.1/A ASP 363 OD2  no hydrogen  3.143  N/A
    2hyy #2.1/A CYS 369 N    2hyy #1/A ALA 366 O      no hydrogen  3.030  N/A
    2hyy #2.1/A CYS 369 N    2hyy #2.1/A ALA 366 O    no hydrogen  3.030  N/A
    2hyy #2.1/A CYS 369 SG   2hyy #1/A ALA 365 O      no hydrogen  3.679  N/A
    2hyy #2.1/A CYS 369 SG   2hyy #2.1/A ALA 365 O    no hydrogen  3.679  N/A
    2hyy #2.1/A LEU 370 N    2hyy #1/A LYS 378 O      no hydrogen  2.797  N/A
    2hyy #2.1/A LEU 370 N    2hyy #2.1/A LYS 378 O    no hydrogen  2.797  N/A
    2hyy #2.1/A VAL 371 N    2hyy #1/A GLY 321 O      no hydrogen  2.830  N/A
    2hyy #2.1/A VAL 371 N    2hyy #2.1/A GLY 321 O    no hydrogen  2.830  N/A
    2hyy #2.1/A GLY 372 N    2hyy #1/A LEU 376 O      no hydrogen  2.670  N/A
    2hyy #2.1/A GLY 372 N    2hyy #2.1/A LEU 376 O    no hydrogen  2.670  N/A
    2hyy #2.1/A HIS 375 NE2  2hyy #1/A GLU 334 OE2    no hydrogen  3.055  N/A
    2hyy #2.1/A HIS 375 NE2  2hyy #2.1/A GLU 334 OE2  no hydrogen  3.055  N/A
    2hyy #2.1/A VAL 377 N    2hyy #1/A GLN 346 OE1    no hydrogen  2.687  N/A
    2hyy #2.1/A VAL 377 N    2hyy #2.1/A GLN 346 OE1  no hydrogen  2.687  N/A
    2hyy #2.1/A LYS 378 N    2hyy #1/A LEU 370 O      no hydrogen  2.887  N/A
    2hyy #2.1/A LYS 378 N    2hyy #2.1/A LEU 370 O    no hydrogen  2.887  N/A
    2hyy #2.1/A LYS 378 NZ   2hyy #1/A GLU 316 OE1    no hydrogen  2.328  N/A
    2hyy #2.1/A LYS 378 NZ   2hyy #1/A GLU 316 OE2    no hydrogen  2.592  N/A
    2hyy #2.1/A LYS 378 NZ   2hyy #2.1/A GLU 316 OE1  no hydrogen  2.328  N/A
    2hyy #2.1/A LYS 378 NZ   2hyy #2.1/A GLU 316 OE2  no hydrogen  2.592  N/A
    2hyy #2.1/A VAL 379 N    2hyy #1/A ASN 297 O      no hydrogen  2.940  N/A
    2hyy #2.1/A VAL 379 N    2hyy #2.1/A ASN 297 O    no hydrogen  2.940  N/A
    2hyy #2.1/A ALA 380 N    2hyy #1/A ASN 368 O      no hydrogen  2.778  N/A
    2hyy #2.1/A ALA 380 N    2hyy #2.1/A ASN 368 O    no hydrogen  2.778  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A PHE 382 N    2hyy #1/A ASN 368 OD1    no hydrogen  3.082  N/A
    2hyy #2.1/A PHE 382 N    2hyy #2.1/A ASN 368 OD1  no hydrogen  3.082  N/A
    2hyy #2.1/A GLY 383 N    2hyy #1/A ASP 381 OD1    no hydrogen  3.347  N/A
    2hyy #2.1/A GLY 383 N    2hyy #2.1/A ASP 381 OD1  no hydrogen  3.347  N/A
    2hyy #2.1/A MET 388 N    2hyy #1/A LEU 384 O      no hydrogen  2.927  N/A
    2hyy #2.1/A MET 388 N    2hyy #2.1/A LEU 384 O    no hydrogen  2.927  N/A
    2hyy #2.1/A THR 389 OG1  2hyy #1/D GLU 470 OE2    no hydrogen  2.992  N/A
    2hyy #2.1/A ASP 391 N    2hyy #1/A HOH 104 O      no hydrogen  2.891  N/A
    2hyy #2.1/A ASP 391 N    2hyy #2.1/A HOH 104 O    no hydrogen  2.891  N/A
    2hyy #2.1/A THR 392 N    2hyy #1/A HOH 181 O      no hydrogen  3.010  N/A
    2hyy #2.1/A THR 392 N    2hyy #2.1/A HOH 181 O    no hydrogen  3.010  N/A
    2hyy #2.1/A THR 392 OG1  2hyy #1/A HOH 73 O       no hydrogen  2.829  N/A
    2hyy #2.1/A THR 392 OG1  2hyy #1/A HOH 181 O      no hydrogen  2.640  N/A
    2hyy #2.1/A THR 392 OG1  2hyy #2.1/A HOH 73 O     no hydrogen  2.829  N/A
    2hyy #2.1/A THR 392 OG1  2hyy #2.1/A HOH 181 O    no hydrogen  2.640  N/A
    2hyy #2.1/A TYR 393 OH   2hyy #1/A ASP 363 OD1    no hydrogen  3.222  N/A
    2hyy #2.1/A TYR 393 OH   2hyy #1/A ASP 363 OD2    no hydrogen  2.475  N/A
    2hyy #2.1/A TYR 393 OH   2hyy #2.1/A ASP 363 OD1  no hydrogen  3.222  N/A
    2hyy #2.1/A TYR 393 OH   2hyy #2.1/A ASP 363 OD2  no hydrogen  2.475  N/A
    2hyy #2.1/A THR 394 N    2hyy #1/A PHE 401 O      no hydrogen  2.898  N/A
    2hyy #2.1/A THR 394 N    2hyy #2.1/A PHE 401 O    no hydrogen  2.898  N/A
    2hyy #2.1/A THR 394 OG1  2hyy #1/A HOH 84 O       no hydrogen  2.760  N/A
    2hyy #2.1/A THR 394 OG1  2hyy #2.1/A HOH 84 O     no hydrogen  2.760  N/A
    2hyy #2.1/A HIS 396 N    2hyy #1/A ALA 399 O      no hydrogen  2.568  N/A
    2hyy #2.1/A HIS 396 N    2hyy #2.1/A ALA 399 O    no hydrogen  2.568  N/A
    2hyy #2.1/A ALA 399 N    2hyy #1/A HIS 396 O      no hydrogen  2.976  N/A
    2hyy #2.1/A ALA 399 N    2hyy #2.1/A HIS 396 O    no hydrogen  2.976  N/A
    2hyy #2.1/A LYS 400 NZ   2hyy #1/A HOH 144 O      no hydrogen  3.054  N/A
    2hyy #2.1/A LYS 400 NZ   2hyy #2.1/A HOH 144 O    no hydrogen  3.054  N/A
    2hyy #2.1/A PHE 401 N    2hyy #1/A THR 394 O      no hydrogen  2.865  N/A
    2hyy #2.1/A PHE 401 N    2hyy #2.1/A THR 394 O    no hydrogen  2.865  N/A
    2hyy #2.1/A ILE 403 N    2hyy #1/A HOH 84 O       no hydrogen  3.238  N/A
    2hyy #2.1/A ILE 403 N    2hyy #2.1/A HOH 84 O     no hydrogen  3.238  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #1/A HOH 130 O      no hydrogen  2.500  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #1/A PRO 439 O      no hydrogen  3.358  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #1/A TYR 440 O      no hydrogen  2.669  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #1/A ILE 443 O      no hydrogen  3.057  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #2.1/A HOH 130 O    no hydrogen  2.500  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #2.1/A PRO 439 O    no hydrogen  3.358  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #2.1/A TYR 440 O    no hydrogen  2.669  N/A
    2hyy #2.1/A LYS 404 NZ   2hyy #2.1/A ILE 443 O    no hydrogen  3.057  N/A
    2hyy #2.1/A TRP 405 N    2hyy #1/A PRO 402 O      no hydrogen  2.996  N/A
    2hyy #2.1/A TRP 405 N    2hyy #2.1/A PRO 402 O    no hydrogen  2.996  N/A
    2hyy #2.1/A TRP 405 NE1  2hyy #1/A GLU 431 OE2    no hydrogen  3.015  N/A
    2hyy #2.1/A TRP 405 NE1  2hyy #2.1/A GLU 431 OE2  no hydrogen  3.015  N/A
    2hyy #2.1/A THR 406 N    2hyy #1/A ILE 403 O      no hydrogen  3.214  N/A
    2hyy #2.1/A THR 406 N    2hyy #2.1/A ILE 403 O    no hydrogen  3.214  N/A
    2hyy #2.1/A THR 406 OG1  2hyy #1/A PRO 402 O      no hydrogen  2.575  N/A
    2hyy #2.1/A THR 406 OG1  2hyy #2.1/A PRO 402 O    no hydrogen  2.575  N/A
    2hyy #2.1/A GLU 409 N    2hyy #1/A GLU 409 OE1    no hydrogen  2.962  N/A
    2hyy #2.1/A GLU 409 N    2hyy #2.1/A GLU 409 OE1  no hydrogen  2.962  N/A
    2hyy #2.1/A SER 410 N    2hyy #1/A ALA 407 O      no hydrogen  3.044  N/A
    2hyy #2.1/A SER 410 N    2hyy #2.1/A ALA 407 O    no hydrogen  3.044  N/A
    2hyy #2.1/A SER 410 OG   2hyy #1/A LYS 415 O      no hydrogen  2.731  N/A
    2hyy #2.1/A SER 410 OG   2hyy #2.1/A LYS 415 O    no hydrogen  2.731  N/A
    2hyy #2.1/A LEU 411 N    2hyy #1/A ALA 407 O      no hydrogen  3.031  N/A
    2hyy #2.1/A LEU 411 N    2hyy #2.1/A ALA 407 O    no hydrogen  3.031  N/A
    2hyy #2.1/A ALA 412 N    2hyy #1/A PRO 408 O      no hydrogen  2.591  N/A
    2hyy #2.1/A ALA 412 N    2hyy #2.1/A PRO 408 O    no hydrogen  2.591  N/A
    2hyy #2.1/A TYR 413 N    2hyy #1/A GLU 409 O      no hydrogen  2.819  N/A
    2hyy #2.1/A TYR 413 N    2hyy #2.1/A GLU 409 O    no hydrogen  2.819  N/A
    2hyy #2.1/A ASN 414 N    2hyy #1/A SER 410 O      no hydrogen  3.148  N/A
    2hyy #2.1/A ASN 414 N    2hyy #2.1/A SER 410 O    no hydrogen  3.148  N/A
    2hyy #2.1/A ASN 414 ND2  2hyy #1/A HOH 150 O      no hydrogen  3.141  N/A
    2hyy #2.1/A ASN 414 ND2  2hyy #2.1/A HOH 150 O    no hydrogen  3.141  N/A
    2hyy #2.1/A LYS 415 N    2hyy #1/A GLU 409 O      no hydrogen  3.403  N/A
    2hyy #2.1/A LYS 415 N    2hyy #2.1/A GLU 409 O    no hydrogen  3.403  N/A
    2hyy #2.1/A SER 417 N    2hyy #1/A SER 420 OG     no hydrogen  3.047  N/A
    2hyy #2.1/A SER 417 N    2hyy #2.1/A SER 420 OG   no hydrogen  3.047  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #1/A HOH 23 O       no hydrogen  2.778  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #1/A ARG 483 O      no hydrogen  2.713  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #1/A PRO 484 O      no hydrogen  3.187  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #2.1/A HOH 23 O     no hydrogen  2.778  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #2.1/A ARG 483 O    no hydrogen  2.713  N/A
    2hyy #2.1/A LYS 419 NZ   2hyy #2.1/A PRO 484 O    no hydrogen  3.187  N/A
    2hyy #2.1/A SER 420 N    2hyy #1/A SER 417 O      no hydrogen  2.856  N/A
    2hyy #2.1/A SER 420 N    2hyy #2.1/A SER 417 O    no hydrogen  2.856  N/A
    2hyy #2.1/A SER 420 OG   2hyy #1/A HOH 39 O       no hydrogen  2.418  N/A
    2hyy #2.1/A SER 420 OG   2hyy #1/A SER 417 O      no hydrogen  2.807  N/A
    2hyy #2.1/A SER 420 OG   2hyy #2.1/A HOH 39 O     no hydrogen  2.418  N/A
    2hyy #2.1/A SER 420 OG   2hyy #2.1/A SER 417 O    no hydrogen  2.807  N/A
    2hyy #2.1/A ASP 421 N    2hyy #1/A SER 417 O      no hydrogen  3.273  N/A
    2hyy #2.1/A ASP 421 N    2hyy #2.1/A SER 417 O    no hydrogen  3.273  N/A
    2hyy #2.1/A VAL 422 N    2hyy #1/A ILE 418 O      no hydrogen  2.965  N/A
    2hyy #2.1/A VAL 422 N    2hyy #2.1/A ILE 418 O    no hydrogen  2.965  N/A
    2hyy #2.1/A TRP 423 N    2hyy #1/A LYS 419 O      no hydrogen  3.155  N/A
    2hyy #2.1/A TRP 423 N    2hyy #2.1/A LYS 419 O    no hydrogen  3.155  N/A
    2hyy #2.1/A TRP 423 NE1  2hyy #1/A HOH 109 O      no hydrogen  2.893  N/A
    2hyy #2.1/A TRP 423 NE1  2hyy #2.1/A HOH 109 O    no hydrogen  2.893  N/A
    2hyy #2.1/A ALA 424 N    2hyy #1/A SER 420 O      no hydrogen  2.924  N/A
    2hyy #2.1/A ALA 424 N    2hyy #2.1/A SER 420 O    no hydrogen  2.924  N/A
    2hyy #2.1/A PHE 425 N    2hyy #1/A ASP 421 O      no hydrogen  2.866  N/A
    2hyy #2.1/A PHE 425 N    2hyy #2.1/A ASP 421 O    no hydrogen  2.866  N/A
    2hyy #2.1/A GLY 426 N    2hyy #1/A VAL 422 O      no hydrogen  3.149  N/A
    2hyy #2.1/A GLY 426 N    2hyy #2.1/A VAL 422 O    no hydrogen  3.149  N/A
    2hyy #2.1/A VAL 427 N    2hyy #1/A TRP 423 O      no hydrogen  3.367  N/A
    2hyy #2.1/A VAL 427 N    2hyy #1/A ALA 424 O      no hydrogen  3.089  N/A
    2hyy #2.1/A VAL 427 N    2hyy #2.1/A TRP 423 O    no hydrogen  3.367  N/A
    2hyy #2.1/A VAL 427 N    2hyy #2.1/A ALA 424 O    no hydrogen  3.089  N/A
    2hyy #2.1/A LEU 428 N    2hyy #1/A ALA 424 O      no hydrogen  2.873  N/A
    2hyy #2.1/A LEU 428 N    2hyy #2.1/A ALA 424 O    no hydrogen  2.873  N/A
    2hyy #2.1/A LEU 429 N    2hyy #1/A PHE 425 O      no hydrogen  2.731  N/A
    2hyy #2.1/A LEU 429 N    2hyy #2.1/A PHE 425 O    no hydrogen  2.731  N/A
    2hyy #2.1/A TRP 430 N    2hyy #1/A GLY 426 O      no hydrogen  3.383  N/A
    2hyy #2.1/A TRP 430 N    2hyy #2.1/A GLY 426 O    no hydrogen  3.383  N/A
    2hyy #2.1/A TRP 430 NE1  2hyy #1/A GLU 459 O      no hydrogen  3.035  N/A
    2hyy #2.1/A TRP 430 NE1  2hyy #2.1/A GLU 459 O    no hydrogen  3.035  N/A
    2hyy #2.1/A GLU 431 N    2hyy #1/A VAL 427 O      no hydrogen  2.981  N/A
    2hyy #2.1/A GLU 431 N    2hyy #2.1/A VAL 427 O    no hydrogen  2.981  N/A
    2hyy #2.1/A ILE 432 N    2hyy #1/A LEU 428 O      no hydrogen  3.021  N/A
    2hyy #2.1/A ILE 432 N    2hyy #2.1/A LEU 428 O    no hydrogen  3.021  N/A
    2hyy #2.1/A ALA 433 N    2hyy #1/A LEU 429 O      no hydrogen  3.079  N/A
    2hyy #2.1/A ALA 433 N    2hyy #2.1/A LEU 429 O    no hydrogen  3.079  N/A
    2hyy #2.1/A THR 434 N    2hyy #1/A TRP 430 O      no hydrogen  3.142  N/A
    2hyy #2.1/A THR 434 N    2hyy #2.1/A TRP 430 O    no hydrogen  3.142  N/A
    2hyy #2.1/A THR 434 OG1  2hyy #1/A TRP 430 O      no hydrogen  2.820  N/A
    2hyy #2.1/A THR 434 OG1  2hyy #1/A GLU 431 O      no hydrogen  3.382  N/A
    2hyy #2.1/A THR 434 OG1  2hyy #2.1/A TRP 430 O    no hydrogen  2.820  N/A
    2hyy #2.1/A THR 434 OG1  2hyy #2.1/A GLU 431 O    no hydrogen  3.382  N/A
    2hyy #2.1/A TYR 435 N    2hyy #1/A ILE 432 O      no hydrogen  3.040  N/A
    2hyy #2.1/A TYR 435 N    2hyy #2.1/A ILE 432 O    no hydrogen  3.040  N/A
    2hyy #2.1/A TYR 435 OH   2hyy #1/A VAL 335 O      no hydrogen  2.596  N/A
    2hyy #2.1/A TYR 435 OH   2hyy #2.1/A VAL 335 O    no hydrogen  2.596  N/A
    2hyy #2.1/A GLY 436 N    2hyy #1/A GLU 431 O      no hydrogen  2.616  N/A
    2hyy #2.1/A GLY 436 N    2hyy #2.1/A GLU 431 O    no hydrogen  2.616  N/A
    2hyy #2.1/A MET 437 N    2hyy #1/A THR 434 OG1    no hydrogen  3.036  N/A
    2hyy #2.1/A MET 437 N    2hyy #2.1/A THR 434 OG1  no hydrogen  3.036  N/A
    2hyy #2.1/A SER 438 N    2hyy #1/A HOH 71 O       no hydrogen  3.171  N/A
    2hyy #2.1/A SER 438 N    2hyy #2.1/A HOH 71 O     no hydrogen  3.171  N/A
    2hyy #2.1/A TYR 440 OH   2hyy #1/A HOH 89 O       no hydrogen  2.703  N/A
    2hyy #2.1/A TYR 440 OH   2hyy #1/A HOH 109 O      no hydrogen  2.767  N/A
    2hyy #2.1/A TYR 440 OH   2hyy #2.1/A HOH 89 O     no hydrogen  2.703  N/A
    2hyy #2.1/A TYR 440 OH   2hyy #2.1/A HOH 109 O    no hydrogen  2.767  N/A
    2hyy #2.1/A GLY 442 N    2hyy #1/A HOH 50 O       no hydrogen  2.975  N/A
    2hyy #2.1/A GLY 442 N    2hyy #2.1/A HOH 50 O     no hydrogen  2.975  N/A
    2hyy #2.1/A ILE 443 N    2hyy #1/A TYR 440 O      no hydrogen  3.090  N/A
    2hyy #2.1/A ILE 443 N    2hyy #2.1/A TYR 440 O    no hydrogen  3.090  N/A
    2hyy #2.1/A SER 446 OG   2hyy #1/A ASP 444 OD2    no hydrogen  2.991  N/A
    2hyy #2.1/A SER 446 OG   2hyy #2.1/A ASP 444 OD2  no hydrogen  2.991  N/A
    2hyy #2.1/A GLN 447 N    2hyy #1/A ASP 444 O      no hydrogen  2.948  N/A
    2hyy #2.1/A GLN 447 N    2hyy #2.1/A ASP 444 O    no hydrogen  2.948  N/A
    2hyy #2.1/A GLN 447 NE2  2hyy #1/A ASP 444 OD2    no hydrogen  3.137  N/A
    2hyy #2.1/A GLN 447 NE2  2hyy #1/C ARG 457 O      no hydrogen  2.699  N/A
    2hyy #2.1/A GLN 447 NE2  2hyy #2.1/A ASP 444 OD2  no hydrogen  3.137  N/A
    2hyy #2.1/A VAL 448 N    2hyy #1/A LEU 445 O      no hydrogen  3.433  N/A
    2hyy #2.1/A VAL 448 N    2hyy #2.1/A LEU 445 O    no hydrogen  3.433  N/A
    2hyy #2.1/A GLU 450 N    2hyy #1/A HOH 21 O       no hydrogen  2.862  N/A
    2hyy #2.1/A GLU 450 N    2hyy #2.1/A HOH 21 O     no hydrogen  2.862  N/A
    2hyy #2.1/A LEU 451 N    2hyy #1/A GLN 447 O      no hydrogen  3.056  N/A
    2hyy #2.1/A LEU 451 N    2hyy #2.1/A GLN 447 O    no hydrogen  3.056  N/A
    2hyy #2.1/A LEU 452 N    2hyy #1/A VAL 448 O      no hydrogen  2.948  N/A
    2hyy #2.1/A LEU 452 N    2hyy #2.1/A VAL 448 O    no hydrogen  2.948  N/A
    2hyy #2.1/A GLU 453 N    2hyy #1/A TYR 449 O      no hydrogen  2.851  N/A
    2hyy #2.1/A GLU 453 N    2hyy #2.1/A TYR 449 O    no hydrogen  2.851  N/A
    2hyy #2.1/A LYS 454 N    2hyy #1/A GLU 450 O      no hydrogen  3.074  N/A
    2hyy #2.1/A LYS 454 N    2hyy #2.1/A GLU 450 O    no hydrogen  3.074  N/A
    2hyy #2.1/A LYS 454 NZ   2hyy #1/C ASP 455 OD2    no hydrogen  2.626  N/A
    2hyy #2.1/A ASP 455 N    2hyy #1/A LEU 452 O      no hydrogen  2.977  N/A
    2hyy #2.1/A ASP 455 N    2hyy #2.1/A LEU 452 O    no hydrogen  2.977  N/A
    2hyy #2.1/A TYR 456 N    2hyy #1/A LEU 451 O      no hydrogen  2.752  N/A
    2hyy #2.1/A TYR 456 N    2hyy #2.1/A LEU 451 O    no hydrogen  2.752  N/A
    2hyy #2.1/A TYR 456 OH   2hyy #1/A HOH 127 O      no hydrogen  2.818  N/A
    2hyy #2.1/A TYR 456 OH   2hyy #1/C GLN 447 OE1    no hydrogen  2.603  N/A
    2hyy #2.1/A TYR 456 OH   2hyy #2.1/A HOH 127 O    no hydrogen  2.818  N/A
    2hyy #2.1/A ARG 457 N    2hyy #1/C HOH 164 O      no hydrogen  3.224  N/A
    2hyy #2.1/A ARG 457 NE   2hyy #1/A TRP 476 O      no hydrogen  3.053  N/A
    2hyy #2.1/A ARG 457 NE   2hyy #2.1/A TRP 476 O    no hydrogen  3.053  N/A
    2hyy #2.1/A ARG 457 NH1  2hyy #1/A LEU 452 O      no hydrogen  2.745  N/A
    2hyy #2.1/A ARG 457 NH1  2hyy #1/A TYR 456 O      no hydrogen  3.006  N/A
    2hyy #2.1/A ARG 457 NH1  2hyy #2.1/A LEU 452 O    no hydrogen  2.745  N/A
    2hyy #2.1/A ARG 457 NH1  2hyy #2.1/A TYR 456 O    no hydrogen  3.006  N/A
    2hyy #2.1/A ARG 457 NH2  2hyy #1/A HOH 75 O       no hydrogen  2.579  N/A
    2hyy #2.1/A ARG 457 NH2  2hyy #1/A TRP 476 O      no hydrogen  2.938  N/A
    2hyy #2.1/A ARG 457 NH2  2hyy #2.1/A HOH 75 O     no hydrogen  2.579  N/A
    2hyy #2.1/A ARG 457 NH2  2hyy #2.1/A TRP 476 O    no hydrogen  2.938  N/A
    2hyy #2.1/A MET 458 N    2hyy #1/A HOH 89 O       no hydrogen  2.981  N/A
    2hyy #2.1/A MET 458 N    2hyy #2.1/A HOH 89 O     no hydrogen  2.981  N/A
    2hyy #2.1/A GLU 459 N    2hyy #1/A GLU 459 OE1    no hydrogen  2.434  N/A
    2hyy #2.1/A GLU 459 N    2hyy #2.1/A GLU 459 OE1  no hydrogen  2.434  N/A
    2hyy #2.1/A ARG 460 NH1  2hyy #1/A CYS 464 O      no hydrogen  2.733  N/A
    2hyy #2.1/A ARG 460 NH1  2hyy #2.1/A CYS 464 O    no hydrogen  2.733  N/A
    2hyy #2.1/A CYS 464 N    2hyy #1/A PRO 461 O      no hydrogen  3.453  N/A
    2hyy #2.1/A CYS 464 N    2hyy #2.1/A PRO 461 O    no hydrogen  3.453  N/A
    2hyy #2.1/A CYS 464 SG   2hyy #1/A PRO 465 O      no hydrogen  3.464  N/A
    2hyy #2.1/A CYS 464 SG   2hyy #2.1/A PRO 465 O    no hydrogen  3.464  N/A
    2hyy #2.1/A TYR 469 N    2hyy #1/A PRO 465 O      no hydrogen  3.069  N/A
    2hyy #2.1/A TYR 469 N    2hyy #2.1/A PRO 465 O    no hydrogen  3.069  N/A
    2hyy #2.1/A TYR 469 OH   2hyy #1/A MET 458 O      no hydrogen  2.771  N/A
    2hyy #2.1/A TYR 469 OH   2hyy #2.1/A MET 458 O    no hydrogen  2.771  N/A
    2hyy #2.1/A GLU 470 N    2hyy #1/A GLU 466 O      no hydrogen  2.851  N/A
    2hyy #2.1/A GLU 470 N    2hyy #2.1/A GLU 466 O    no hydrogen  2.851  N/A
    2hyy #2.1/A LEU 471 N    2hyy #1/A LYS 467 O      no hydrogen  3.058  N/A
    2hyy #2.1/A LEU 471 N    2hyy #2.1/A LYS 467 O    no hydrogen  3.058  N/A
    2hyy #2.1/A MET 472 N    2hyy #1/A VAL 468 O      no hydrogen  2.885  N/A
    2hyy #2.1/A MET 472 N    2hyy #2.1/A VAL 468 O    no hydrogen  2.885  N/A
    2hyy #2.1/A ARG 473 N    2hyy #1/A TYR 469 O      no hydrogen  2.783  N/A
    2hyy #2.1/A ARG 473 N    2hyy #2.1/A TYR 469 O    no hydrogen  2.783  N/A
    2hyy #2.1/A ARG 473 NE   2hyy #1/A TYR 469 OH     no hydrogen  3.081  N/A
    2hyy #2.1/A ARG 473 NE   2hyy #2.1/A TYR 469 OH   no hydrogen  3.081  N/A
    2hyy #2.1/A ARG 473 NH2  2hyy #1/A TYR 469 OH     no hydrogen  3.362  N/A
    2hyy #2.1/A ARG 473 NH2  2hyy #2.1/A TYR 469 OH   no hydrogen  3.362  N/A
    2hyy #2.1/A ALA 474 N    2hyy #1/A GLU 470 O      no hydrogen  2.967  N/A
    2hyy #2.1/A ALA 474 N    2hyy #2.1/A GLU 470 O    no hydrogen  2.967  N/A
    2hyy #2.1/A CYS 475 N    2hyy #1/A LEU 471 O      no hydrogen  3.000  N/A
    2hyy #2.1/A CYS 475 N    2hyy #2.1/A LEU 471 O    no hydrogen  3.000  N/A
    2hyy #2.1/A CYS 475 SG   2hyy #1/A LEU 471 O      no hydrogen  3.274  N/A
    2hyy #2.1/A CYS 475 SG   2hyy #2.1/A LEU 471 O    no hydrogen  3.274  N/A
    2hyy #2.1/A TRP 476 N    2hyy #1/A MET 472 O      no hydrogen  3.156  N/A
    2hyy #2.1/A TRP 476 N    2hyy #2.1/A MET 472 O    no hydrogen  3.156  N/A
    2hyy #2.1/A GLN 477 N    2hyy #1/A ALA 474 O      no hydrogen  3.138  N/A
    2hyy #2.1/A GLN 477 N    2hyy #2.1/A ALA 474 O    no hydrogen  3.138  N/A
    2hyy #2.1/A ASN 479 N    2hyy #1/A HOH 82 O       no hydrogen  3.060  N/A
    2hyy #2.1/A ASN 479 N    2hyy #2.1/A HOH 82 O     no hydrogen  3.060  N/A
    2hyy #2.1/A SER 481 OG   2hyy #1/A ASN 479 OD1    no hydrogen  3.169  N/A
    2hyy #2.1/A SER 481 OG   2hyy #2.1/A ASN 479 OD1  no hydrogen  3.169  N/A
    2hyy #2.1/A ASP 482 N    2hyy #1/A ASN 479 O      no hydrogen  2.907  N/A
    2hyy #2.1/A ASP 482 N    2hyy #2.1/A ASN 479 O    no hydrogen  2.907  N/A
    2hyy #2.1/A ARG 483 N    2hyy #1/A PRO 480 O      no hydrogen  2.948  N/A
    2hyy #2.1/A ARG 483 N    2hyy #2.1/A PRO 480 O    no hydrogen  2.948  N/A
    2hyy #2.1/A ARG 483 NE   2hyy #1/A GLN 477 O      no hydrogen  2.736  N/A
    2hyy #2.1/A ARG 483 NE   2hyy #2.1/A GLN 477 O    no hydrogen  2.736  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #1/A GLU 409 OE1    no hydrogen  3.132  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #1/A GLU 409 OE2    no hydrogen  2.604  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #1/A LYS 419 O      no hydrogen  2.990  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #2.1/A GLU 409 OE1  no hydrogen  3.132  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #2.1/A GLU 409 OE2  no hydrogen  2.604  N/A
    2hyy #2.1/A ARG 483 NH1  2hyy #2.1/A LYS 419 O    no hydrogen  2.990  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #1/A GLU 409 OE1    no hydrogen  2.549  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #1/A GLN 477 O      no hydrogen  3.234  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #1/A TRP 478 O      no hydrogen  3.019  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #2.1/A GLU 409 OE1  no hydrogen  2.549  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #2.1/A GLN 477 O    no hydrogen  3.234  N/A
    2hyy #2.1/A ARG 483 NH2  2hyy #2.1/A TRP 478 O    no hydrogen  3.019  N/A
    2hyy #2.1/A PHE 486 N    2hyy #1/A GLU 355 OE2    no hydrogen  3.091  N/A
    2hyy #2.1/A PHE 486 N    2hyy #2.1/A GLU 355 OE2  no hydrogen  3.091  N/A
    2hyy #2.1/A ALA 487 N    2hyy #1/A GLU 355 OE1    no hydrogen  3.032  N/A
    2hyy #2.1/A ALA 487 N    2hyy #2.1/A GLU 355 OE1  no hydrogen  3.032  N/A
    2hyy #2.1/A GLU 488 N    2hyy #1/A SER 485 OG     no hydrogen  2.904  N/A
    2hyy #2.1/A GLU 488 N    2hyy #2.1/A SER 485 OG   no hydrogen  2.904  N/A
    2hyy #2.1/A ILE 489 N    2hyy #1/A SER 485 O      no hydrogen  2.952  N/A
    2hyy #2.1/A ILE 489 N    2hyy #2.1/A SER 485 O    no hydrogen  2.952  N/A
    2hyy #2.1/A HIS 490 N    2hyy #1/A PHE 486 O      no hydrogen  2.719  N/A
    2hyy #2.1/A HIS 490 N    2hyy #2.1/A PHE 486 O    no hydrogen  2.719  N/A
    2hyy #2.1/A GLN 491 N    2hyy #1/A ALA 487 O      no hydrogen  2.969  N/A
    2hyy #2.1/A GLN 491 N    2hyy #2.1/A ALA 487 O    no hydrogen  2.969  N/A
    2hyy #2.1/A ALA 492 N    2hyy #1/A GLU 488 O      no hydrogen  2.886  N/A
    2hyy #2.1/A ALA 492 N    2hyy #2.1/A GLU 488 O    no hydrogen  2.886  N/A
    2hyy #2.1/A PHE 493 N    2hyy #1/A ILE 489 O      no hydrogen  2.801  N/A
    2hyy #2.1/A PHE 493 N    2hyy #2.1/A ILE 489 O    no hydrogen  2.801  N/A
    2hyy #2.1/A GLU 494 N    2hyy #1/A HIS 490 O      no hydrogen  2.651  N/A
    2hyy #2.1/A GLU 494 N    2hyy #2.1/A HIS 490 O    no hydrogen  2.651  N/A
    2hyy #2.1/A THR 495 N    2hyy #1/A GLN 491 O      no hydrogen  2.923  N/A
    2hyy #2.1/A THR 495 N    2hyy #2.1/A GLN 491 O    no hydrogen  2.923  N/A
    2hyy #2.1/A THR 495 OG1  2hyy #1/A GLN 491 O      no hydrogen  3.109  N/A
    2hyy #2.1/A THR 495 OG1  2hyy #2.1/A GLN 491 O    no hydrogen  3.109  N/A
    2hyy #2.1/A MET 496 N    2hyy #1/A ALA 492 O      no hydrogen  3.239  N/A
    2hyy #2.1/A MET 496 N    2hyy #2.1/A ALA 492 O    no hydrogen  3.239  N/A
    2hyy #2.1/A PHE 497 N    2hyy #1/A PHE 493 O      no hydrogen  3.123  N/A
    2hyy #2.1/A PHE 497 N    2hyy #2.1/A PHE 493 O    no hydrogen  3.123  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
2655 hydrogen bonds found  

> ~hbonds

> hide sel cartoons

> show sel atoms

> hide sel atoms

> show sel atoms

> hide sel cartoons

> show sel cartoons

> select clear

> select all

10863 atoms, 10904 bonds, 6 pseudobonds, 1573 residues, 5 models selected  

> hide sel & #!2.1 cartoons

> style sel & #!2.1 stick

Changed 2161 atom styles  

> style sel & #!2.1 stick

Changed 2161 atom styles  

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> nucleotides sel & #!2.1 atoms

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Changed 0 atom styles  

> style sel & #!2.1 ball

Changed 2161 atom styles  

> style sel & #!2.1 sphere

Changed 2161 atom styles  

> style sel & #!2.1 stick

Changed 2161 atom styles  

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> clear log

Unknown command: clear log  

> select subtract #2

8702 atoms, 8736 bonds, 5 pseudobonds, 1258 residues, 2 models selected  

> select add #2

10863 atoms, 10904 bonds, 6 pseudobonds, 1573 residues, 5 models selected  

> hide #!2 models

> show #!2 models

> select :sti

185 atoms, 205 bonds, 5 residues, 2 models selected  

> show sel & #!2.1 cartoons

> show sel & #!2.1 atoms

> ui tool show H-Bonds

> hbonds sel makePseudobonds false reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Constraints relaxed by 0.4 angstroms and 20 degrees
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    38 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A MET 318 N      2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #1/A MET 318 N      2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N      2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #1/A ASP 381 N      2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #1/A STI 600 N21    2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N21    2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    2hyy #1/B HOH 112 O      2hyy #1/B STI 600 N10    no hydrogen  2.927  N/A
    2hyy #1/B MET 318 N      2hyy #1/B STI 600 N3     no hydrogen  2.824  N/A
    2hyy #1/B ASP 381 N      2hyy #1/B STI 600 O29    no hydrogen  2.775  N/A
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 OG1    no hydrogen  3.215  N/A
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2    no hydrogen  3.038  N/A
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O      no hydrogen  2.751  N/A
    2hyy #1/C HOH 38 O       2hyy #1/C STI 600 N10    no hydrogen  2.788  N/A
    2hyy #1/C MET 318 N      2hyy #1/C STI 600 N3     no hydrogen  3.011  N/A
    2hyy #1/C ASP 381 N      2hyy #1/C STI 600 O29    no hydrogen  3.040  N/A
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1    no hydrogen  3.071  N/A
    2hyy #1/C STI 600 N21    2hyy #1/C GLU 286 OE2    no hydrogen  3.088  N/A
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O      no hydrogen  2.783  N/A
    2hyy #1/D HOH 151 O      2hyy #1/D STI 600 N10    no hydrogen  2.748  N/A
    2hyy #1/D MET 318 N      2hyy #1/D STI 600 N3     no hydrogen  2.524  N/A
    2hyy #1/D ASP 381 N      2hyy #1/D STI 600 O29    no hydrogen  3.177  N/A
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1    no hydrogen  3.004  N/A
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2    no hydrogen  2.853  N/A
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O      no hydrogen  2.606  N/A
    2hyy #2.1/A MET 318 N    2hyy #1/A STI 600 N3     no hydrogen  2.937  N/A
    2hyy #2.1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N    2hyy #1/A STI 600 O29    no hydrogen  2.981  N/A
    2hyy #2.1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1    no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1  no hydrogen  3.014  N/A
    2hyy #2.1/A STI 600 N21  2hyy #1/A GLU 286 OE2    no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A GLU 286 OE2  no hydrogen  3.089  N/A
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O      no hydrogen  2.723  N/A
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O    no hydrogen  2.723  N/A
    

  
38 hydrogen bonds found  

> contacts :sti makePseudobonds false reveal true log true
    
    
    Allowed overlap: -0.4
    H-bond overlap reduction: 0.4
    Ignore contacts between atoms separated by 4 bonds or less
    Detect intra-residue contacts: False
    Detect intra-molecule contacts: True
    
    955 contacts
             atom1                    atom2           overlap  distance
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 C54     3.760    0.000
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C53     3.760    0.000
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C52     3.760    0.000
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C50     3.760    0.000
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C49     3.760    0.000
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C46     3.760    0.000
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C20     3.760    0.000
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C6      3.520    0.000
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C4      3.520    0.000
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C29     3.520    0.000
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C28     3.520    0.000
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C26     3.520    0.000
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C25     3.520    0.000
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 C2      3.520    0.000
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C18     3.520    0.000
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C17     3.520    0.000
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C15     3.520    0.000
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C12     3.520    0.000
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 C11     3.520    0.000
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C1    3.520    0.000
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 N8      3.280    0.000
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 N51     3.280    0.000
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 N48     3.280    0.000
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 N3      3.280    0.000
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 N21     3.280    0.000
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 N13     3.280    0.000
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 N10     3.280    0.000
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C9      3.220    0.000
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C7      3.220    0.000
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C5      3.220    0.000
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C27     3.220    0.000
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C23     3.220    0.000
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C22     3.220    0.000
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C19     3.220    0.000
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C16     3.220    0.000
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C14     3.220    0.000
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 O29     2.840    0.000
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C49     2.211    1.549
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C50     2.211    1.549
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C52     2.184    1.576
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C53     2.184    1.576
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 C2      2.129    1.391
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C2    2.129    1.391
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 C6      2.123    1.397
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C6    2.123    1.397
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C11     2.113    1.407
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 C12     2.113    1.407
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C17     2.091    1.429
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C18     2.091    1.429
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C28     2.088    1.432
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C29     2.088    1.432
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C25     2.083    1.437
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C26     2.083    1.437
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C54     2.079    1.441
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 N51     2.079    1.441
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C11     2.069    1.331
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 N10     2.069    1.331
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C46     2.069    1.451
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 N48     2.069    1.451
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C50     2.067    1.453
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 N51     2.067    1.453
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 C2      2.065    1.335
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 N3      2.065    1.335
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C53     2.048    1.472
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 N48     2.048    1.472
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 C4      2.044    1.356
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 N3      2.044    1.356
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C12     2.032    1.338
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C7      2.032    1.338
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C49     2.031    1.489
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 N48     2.031    1.489
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C52     2.014    1.506
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 N51     2.014    1.506
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C27     2.006    1.484
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C46     2.006    1.484
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C16     1.997    1.373
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C17     1.997    1.373
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C18     1.984    1.386
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C19     1.984    1.386
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C19     1.979    1.511
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C20     1.979    1.511
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C4      1.972    1.398
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C5      1.972    1.398
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C15     1.967    1.403
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C16     1.967    1.403
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C26     1.962    1.408
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C27     1.962    1.408
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C14     1.962    1.408
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C15     1.962    1.408
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C5      1.948    1.422
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C6      1.948    1.422
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C23     1.947    1.423
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C25     1.947    1.423
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C27     1.946    1.424
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C28     1.946    1.424
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C23     1.936    1.434
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C29     1.936    1.434
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C9      1.928    1.322
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 N10     1.928    1.322
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C9      1.906    1.344
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 N8      1.906    1.344
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C22     1.898    1.352
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 N21     1.898    1.352
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C14     1.880    1.370
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 N13     1.880    1.370
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C7      1.876    1.374
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 N8      1.876    1.374
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C9      1.860    1.390
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 N13     1.860    1.390
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C16     1.822    1.428
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 N21     1.822    1.428
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C14     1.809    1.411
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C19     1.809    1.411
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 C22     1.798    1.232
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 O29     1.798    1.232
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C22     1.733    1.487
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C23     1.733    1.487
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C5      1.690    1.530
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C7      1.690    1.530
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 C52     1.394    2.366
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C54     1.394    2.366
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 C50     1.374    2.386
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C54     1.374    2.386
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C46     1.343    2.417
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C53     1.343    2.417
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C46     1.324    2.436
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C49     1.324    2.436
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C49     1.255    2.505
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C53     1.255    2.505
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C50     1.240    2.520
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C52     1.240    2.520
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C2      1.202    2.318
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 C4      1.202    2.318
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C2      1.162    2.358
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 C6      1.162    2.358
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C26     1.159    2.481
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C46     1.159    2.481
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C18     1.146    2.494
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C20     1.146    2.494
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C15     1.143    2.377
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C17     1.143    2.377
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C4      1.117    2.403
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C6      1.117    2.403
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C28     1.095    2.545
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C46     1.095    2.545
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C49     1.095    2.425
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 N51     1.095    2.425
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C26     1.070    2.450
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C28     1.070    2.450
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C11     1.062    2.308
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 C9      1.062    2.308
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C25     1.060    2.460
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C29     1.060    2.460
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C17     1.043    2.357
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 N21     1.043    2.357
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C12     1.039    2.361
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 N8      1.039    2.361
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C50     1.037    2.483
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 N48     1.037    2.483
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C11     1.024    2.346
    2hyy #1/A STI 600 C7     2hyy #2.1/A STI 600 C11   1.024    2.346
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C12     1.024    2.376
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 N10     1.024    2.376
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C15     1.019    2.381
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 N13     1.019    2.381
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C53     1.019    2.501
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 N51     1.019    2.501
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C52     1.014    2.506
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 N48     1.014    2.506
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C14     0.987    2.383
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C18     0.987    2.383
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 N3      0.982    2.418
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 N3    0.982    2.418
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 N10     0.960    2.320
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 N8      0.960    2.320
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C16     0.932    2.438
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C18     0.932    2.438
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C25     0.928    2.442
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C27     0.928    2.442
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C15     0.918    2.452
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C19     0.918    2.452
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C28     0.912    2.458
    2hyy #1/A STI 600 C23    2hyy #2.1/A STI 600 C28   0.912    2.458
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C17     0.909    2.461
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C19     0.909    2.461
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 C5      0.909    2.461
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C5    0.909    2.461
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C14     0.907    2.583
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C20     0.907    2.583
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C9      0.875    2.345
    2hyy #1/A STI 600 C7     2hyy #2.1/A STI 600 C9    0.875    2.345
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C27     0.867    2.503
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C29     0.867    2.503
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C22     0.862    2.508
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C25     0.862    2.508
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C26     0.862    2.508
    2hyy #1/A STI 600 C23    2hyy #2.1/A STI 600 C26   0.862    2.508
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C15     0.859    2.541
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 N21     0.859    2.541
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C12     0.850    2.520
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C5      0.850    2.520
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C14     0.849    2.371
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C9      0.849    2.371
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 C5      0.840    2.410
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 N3      0.840    2.410
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C4      0.833    2.537
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C7      0.833    2.537
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C19     0.829    2.421
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 N13     0.829    2.421
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C23     0.817    2.433
    2hyy #1/A STI 600 N21    2hyy #2.1/A STI 600 C23   0.817    2.433
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C22     0.815    2.555
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C29     0.815    2.555
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C49     0.807    2.953
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C52     0.807    2.953
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C27     0.806    2.444
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 N48     0.806    2.444
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C16     0.800    2.420
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C22     0.800    2.420
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C50     0.797    2.963
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C53     0.797    2.963
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C5      0.785    2.465
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 N8      0.785    2.465
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C7      0.773    2.597
    2hyy #1/A STI 600 C6     2hyy #2.1/A STI 600 C7    0.773    2.597
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C16     0.766    2.454
    2hyy #1/A STI 600 C14    2hyy #2.1/A STI 600 C16   0.766    2.454
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C15     0.759    2.761
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C18     0.759    2.761
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 C4      0.732    2.788
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C4    0.732    2.788
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C25     0.725    2.795
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C28     0.725    2.795
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C11     0.704    2.696
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 N8      0.704    2.696
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 C23     0.701    2.329
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 O29     0.701    2.329
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C12     0.647    2.723
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C9      0.647    2.723
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 C6      0.637    2.763
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 N3      0.637    2.763
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C26     0.630    2.890
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C29     0.630    2.890
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C2      0.627    2.743
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 C5      0.627    2.743
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C27     0.592    2.898
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C53     0.592    2.898
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C17     0.590    2.780
    2hyy #1/A STI 600 C14    2hyy #2.1/A STI 600 C17   0.590    2.780
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 N13     0.583    2.297
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 N8      0.583    2.297
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C4      0.558    2.842
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 N8      0.558    2.842
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 N10     0.554    2.696
    2hyy #1/A STI 600 C7     2hyy #2.1/A STI 600 N10   0.554    2.696
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C20     0.550    2.970
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 N13     0.550    2.970
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C29     0.483    2.917
    2hyy #1/A STI 600 N21    2hyy #2.1/A STI 600 C29   0.483    2.917
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 N10     0.477    2.403
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 N13     0.477    2.403
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C12     0.476    3.044
    2hyy #1/A STI 600 C6     2hyy #2.1/A STI 600 C12   0.476    3.044
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 N51     0.466    2.814
    2hyy #1/A STI 600 N48    2hyy #2.1/A STI 600 N51   0.466    2.814
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C28     0.453    2.947
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 N48     0.453    2.947
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C14     0.443    2.807
    2hyy #1/A STI 600 N10    2hyy #2.1/A STI 600 C14   0.443    2.807
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 C15     0.429    2.751
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 O29     0.429    2.751
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 C25     0.394    2.786
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 O29     0.394    2.786
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C15     0.386    2.984
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C22     0.386    2.984
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 N21     0.372    2.288
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 O29     0.372    2.288
    2hyy #1/D STI 600 N3     2hyy #1/D MET 318 N       0.356    2.524
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C16     0.352    2.868
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C19     0.352    2.868
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C27     0.349    2.871
    2hyy #1/A STI 600 C23    2hyy #2.1/A STI 600 C27   0.349    2.871
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C28     0.335    3.305
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C53     0.335    3.305
    2hyy #2.1/A STI 600 C52  2hyy #2.1/A ASP 381 OD2   0.332    2.968
    2hyy #2.1/A STI 600 C52  2hyy #1/A ASP 381 OD2     0.332    2.968
    2hyy #1/A STI 600 C52    2hyy #2.1/A ASP 381 OD2   0.332    2.968
    2hyy #1/A STI 600 C52    2hyy #1/A ASP 381 OD2     0.332    2.968
    2hyy #2.1/A STI 600 C52  2hyy #2.1/A HIS 361 O     0.321    2.979
    2hyy #2.1/A STI 600 C52  2hyy #1/A HIS 361 O       0.321    2.979
    2hyy #1/A STI 600 C52    2hyy #2.1/A HIS 361 O     0.321    2.979
    2hyy #1/A STI 600 C52    2hyy #1/A HIS 361 O       0.321    2.979
    2hyy #1/C STI 600 O29    2hyy #1/C VAL 299 CG1     0.306    2.994
    2hyy #1/D STI 600 C18    2hyy #1/D LYS 271 CB      0.294    3.346
    2hyy #2.1/A STI 600 C53  2hyy #2.1/A ASP 381 OD2   0.265    3.035
    2hyy #2.1/A STI 600 C53  2hyy #1/A ASP 381 OD2     0.265    3.035
    2hyy #1/A STI 600 C53    2hyy #2.1/A ASP 381 OD2   0.265    3.035
    2hyy #1/A STI 600 C53    2hyy #1/A ASP 381 OD2     0.265    3.035
    2hyy #1/C STI 600 C2     2hyy #1/C MET 318 O       0.261    2.919
    2hyy #1/D STI 600 C2     2hyy #1/D MET 318 O       0.253    2.927
    2hyy #1/B STI 600 C11    2hyy #1/B PHE 382 CD2     0.238    3.282
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 O29     0.227    2.803
    2hyy #1/A STI 600 C16    2hyy #2.1/A STI 600 O29   0.227    2.803
    2hyy #2.1/A STI 600 C11  2hyy #2.1/A PHE 382 CD2   0.225    3.295
    2hyy #2.1/A STI 600 C11  2hyy #1/A PHE 382 CD2     0.225    3.295
    2hyy #1/A STI 600 C11    2hyy #2.1/A PHE 382 CD2   0.225    3.295
    2hyy #1/A STI 600 C11    2hyy #1/A PHE 382 CD2     0.225    3.295
    2hyy #1/D STI 600 C54    2hyy #1/D ILE 360 O       0.223    3.077
    2hyy #1/B STI 600 C17    2hyy #1/B GLU 286 OE2     0.207    2.973
    2hyy #2.1/A STI 600 N10  2hyy #2.1/A PHE 382 CD2   0.206    3.194
    2hyy #2.1/A STI 600 N10  2hyy #1/A PHE 382 CD2     0.206    3.194
    2hyy #1/A STI 600 N10    2hyy #2.1/A PHE 382 CD2   0.206    3.194
    2hyy #1/A STI 600 N10    2hyy #1/A PHE 382 CD2     0.206    3.194
    2hyy #1/C STI 600 C52    2hyy #1/C ASP 381 OD2     0.194    3.106
    2hyy #1/D STI 600 C20    2hyy #1/D LYS 271 N       0.192    3.328
    2hyy #1/D STI 600 C2     2hyy #1/D MET 318 N       0.165    3.235
    2hyy #1/D STI 600 C50    2hyy #1/D ILE 360 O       0.163    3.137
    2hyy #1/D STI 600 C46    2hyy #1/D ILE 293 CD1     0.161    3.599
    2hyy #1/B STI 600 N10    2hyy #1/B PHE 382 CD2     0.149    3.251
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C20     0.148    3.342
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C9      0.148    3.342
    2hyy #1/C STI 600 C46    2hyy #1/C ILE 293 CD1     0.141    3.619
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A ALA 269 CB    0.140    3.620
    2hyy #2.1/A STI 600 C20  2hyy #1/A ALA 269 CB      0.140    3.620
    2hyy #1/A STI 600 C20    2hyy #2.1/A ALA 269 CB    0.140    3.620
    2hyy #1/A STI 600 C20    2hyy #1/A ALA 269 CB      0.140    3.620
    2hyy #1/D STI 600 N3     2hyy #1/D PHE 317 CA      0.135    3.385
    2hyy #1/B STI 600 C54    2hyy #1/B ILE 360 O       0.134    3.166
    2hyy #1/B STI 600 C11    2hyy #1/B PHE 382 CE2     0.130    3.390
    2hyy #1/B STI 600 C2     2hyy #1/B MET 318 O       0.129    3.051
    2hyy #2.1/A STI 600 C50  2hyy #2.1/A ILE 360 O     0.121    3.179
    2hyy #2.1/A STI 600 C50  2hyy #1/A ILE 360 O       0.121    3.179
    2hyy #1/A STI 600 C50    2hyy #2.1/A ILE 360 O     0.121    3.179
    2hyy #1/A STI 600 C50    2hyy #1/A ILE 360 O       0.121    3.179
    2hyy #1/B STI 600 C52    2hyy #1/B ASP 381 OD2     0.118    3.182
    2hyy #1/C STI 600 C20    2hyy #1/C LYS 271 N       0.116    3.404
    2hyy #1/B STI 600 O29    2hyy #1/B VAL 299 CG1     0.109    3.191
    2hyy #2.1/A STI 600 C54  2hyy #2.1/A ILE 360 O     0.104    3.196
    2hyy #2.1/A STI 600 C54  2hyy #1/A ILE 360 O       0.104    3.196
    2hyy #1/A STI 600 C54    2hyy #2.1/A ILE 360 O     0.104    3.196
    2hyy #1/A STI 600 C54    2hyy #1/A ILE 360 O       0.104    3.196
    2hyy #1/D STI 600 C20    2hyy #1/D LYS 271 CB      0.099    3.661
    2hyy #1/B STI 600 C20    2hyy #1/B LYS 271 CB      0.083    3.677
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C19     0.080    3.140
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C9      0.080    3.140
    2hyy #1/B STI 600 N10    2hyy #1/B PHE 382 CE2     0.078    3.322
    2hyy #1/C STI 600 C52    2hyy #1/C HIS 361 O       0.075    3.225
    2hyy #1/B STI 600 C52    2hyy #1/B HIS 361 O       0.071    3.229
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A PHE 317 CD1   0.070    3.330
    2hyy #2.1/A STI 600 N3   2hyy #1/A PHE 317 CD1     0.070    3.330
    2hyy #1/A STI 600 N3     2hyy #2.1/A PHE 317 CD1   0.070    3.330
    2hyy #1/A STI 600 N3     2hyy #1/A PHE 317 CD1     0.070    3.330
    2hyy #2.1/A STI 600 C18  2hyy #2.1/A LYS 271 CB    0.057    3.583
    2hyy #2.1/A STI 600 C18  2hyy #1/A LYS 271 CB      0.057    3.583
    2hyy #1/A STI 600 C18    2hyy #2.1/A LYS 271 CB    0.057    3.583
    2hyy #1/A STI 600 C18    2hyy #1/A LYS 271 CB      0.057    3.583
    2hyy #1/B STI 600 N3     2hyy #1/B MET 318 N       0.056    2.824
    2hyy #1/D STI 600 C17    2hyy #1/D MET 290 CE      0.055    3.585
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O       0.054    2.606
    2hyy #2.1/A STI 600 C11  2hyy #2.1/A VAL 256 CG1   0.052    3.588
    2hyy #2.1/A STI 600 C11  2hyy #1/A VAL 256 CG1     0.052    3.588
    2hyy #1/A STI 600 C11    2hyy #2.1/A VAL 256 CG1   0.052    3.588
    2hyy #1/A STI 600 C11    2hyy #1/A VAL 256 CG1     0.052    3.588
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C15     0.039    3.331
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C9      0.039    3.331
    2hyy #2.1/A STI 600 C2   2hyy #2.1/A MET 318 O     0.038    3.142
    2hyy #2.1/A STI 600 C2   2hyy #1/A MET 318 O       0.038    3.142
    2hyy #1/A STI 600 C2     2hyy #2.1/A MET 318 O     0.038    3.142
    2hyy #1/A STI 600 C2     2hyy #1/A MET 318 O       0.038    3.142
    2hyy #1/D STI 600 C2     2hyy #1/D PHE 317 CE1     0.038    3.482
    2hyy #1/B STI 600 C18    2hyy #1/B ILE 313 CG2     0.038    3.602
    2hyy #1/D STI 600 C53    2hyy #1/D ASP 381 OD2     0.035    3.265
    2hyy #1/B STI 600 C17    2hyy #1/B MET 290 CE      0.035    3.605
    2hyy #2.1/A STI 600 C2   2hyy #2.1/A PHE 317 CE1   0.034    3.486
    2hyy #2.1/A STI 600 C2   2hyy #1/A PHE 317 CE1     0.034    3.486
    2hyy #1/A STI 600 C2     2hyy #2.1/A PHE 317 CE1   0.034    3.486
    2hyy #1/A STI 600 C2     2hyy #1/A PHE 317 CE1     0.034    3.486
    2hyy #1/C STI 600 C53    2hyy #1/C ASP 381 OD2     0.030    3.270
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 C49     0.030    3.730
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C54     0.030    3.730
    2hyy #1/D STI 600 O29    2hyy #1/D VAL 299 CG1     0.029    3.271
    2hyy #1/D STI 600 C2     2hyy #1/D PHE 317 CD1     0.027    3.493
    2hyy #2.1/A STI 600 O29  2hyy #2.1/A VAL 299 CG1   0.022    3.278
    2hyy #2.1/A STI 600 O29  2hyy #1/A VAL 299 CG1     0.022    3.278
    2hyy #1/A STI 600 O29    2hyy #2.1/A VAL 299 CG1   0.022    3.278
    2hyy #1/A STI 600 O29    2hyy #1/A VAL 299 CG1     0.022    3.278
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A MET 290 CE    0.021    3.499
    2hyy #2.1/A STI 600 N21  2hyy #1/A MET 290 CE      0.021    3.499
    2hyy #1/A STI 600 N21    2hyy #2.1/A MET 290 CE    0.021    3.499
    2hyy #1/A STI 600 N21    2hyy #1/A MET 290 CE      0.021    3.499
    2hyy #1/D STI 600 N21    2hyy #1/D MET 290 CE      0.019    3.501
    2hyy #1/C STI 600 C29    2hyy #1/C MET 290 CG      0.019    3.621
    2hyy #1/C STI 600 C18    2hyy #1/C ILE 313 CG2     0.018    3.622
    2hyy #1/D STI 600 N10    2hyy #1/D PHE 382 CD2     0.018    3.382
    2hyy #2.1/A STI 600 N10  2hyy #2.1/A PHE 382 CE2   0.017    3.383
    2hyy #2.1/A STI 600 N10  2hyy #1/A PHE 382 CE2     0.017    3.383
    2hyy #1/A STI 600 N10    2hyy #2.1/A PHE 382 CE2   0.017    3.383
    2hyy #1/A STI 600 N10    2hyy #1/A PHE 382 CE2     0.017    3.383
    2hyy #1/C STI 600 C20    2hyy #1/C ALA 269 O       0.016    3.284
    2hyy #1/D STI 600 C11    2hyy #1/D PHE 382 CD2     0.016    3.504
    2hyy #1/B STI 600 C20    2hyy #1/B LYS 271 N       0.015    3.505
    2hyy #1/D STI 600 N3     2hyy #1/D MET 318 CA      0.015    3.505
    2hyy #1/D STI 600 C54    2hyy #1/D HOH 155 O       0.008    3.332
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C54     0.002    3.758
    2hyy #1/A STI 600 C53    2hyy #2.1/A STI 600 C54   0.002    3.758
    2hyy #1/C STI 600 C50    2hyy #1/C ILE 360 O       -0.009    3.309
    2hyy #1/B STI 600 N3     2hyy #1/B PHE 317 CA      -0.010    3.530
    2hyy #1/B STI 600 C49    2hyy #1/B VAL 289 CG1     -0.010    3.770
    2hyy #2.1/A STI 600 C46  2hyy #2.1/A VAL 289 CG1   -0.013    3.773
    2hyy #2.1/A STI 600 C46  2hyy #1/A VAL 289 CG1     -0.013    3.773
    2hyy #1/A STI 600 C46    2hyy #2.1/A VAL 289 CG1   -0.013    3.773
    2hyy #1/A STI 600 C46    2hyy #1/A VAL 289 CG1     -0.013    3.773
    2hyy #1/C STI 600 C16    2hyy #1/C HOH 126 O       -0.015    3.085
    2hyy #1/B STI 600 C50    2hyy #1/B ILE 360 O       -0.017    3.317
    2hyy #1/B STI 600 C19    2hyy #1/B THR 315 CG2     -0.019    3.509
    2hyy #2.1/A STI 600 C54  2hyy #2.1/A HIS 361 O     -0.021    3.321
    2hyy #2.1/A STI 600 C54  2hyy #1/A HIS 361 O       -0.021    3.321
    2hyy #1/A STI 600 C54    2hyy #2.1/A HIS 361 O     -0.021    3.321
    2hyy #1/A STI 600 C54    2hyy #1/A HIS 361 O       -0.021    3.321
    2hyy #1/B STI 600 C53    2hyy #1/B ASP 381 OD2     -0.022    3.322
    2hyy #2.1/A STI 600 C11  2hyy #2.1/A PHE 382 CE2   -0.027    3.547
    2hyy #2.1/A STI 600 C11  2hyy #1/A PHE 382 CE2     -0.027    3.547
    2hyy #1/A STI 600 C11    2hyy #2.1/A PHE 382 CE2   -0.027    3.547
    2hyy #1/A STI 600 C11    2hyy #1/A PHE 382 CE2     -0.027    3.547
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C50     -0.028    3.788
    2hyy #1/A STI 600 C46    2hyy #2.1/A STI 600 C50   -0.028    3.788
    2hyy #1/B STI 600 C14    2hyy #1/B THR 315 CG2     -0.029    3.519
    2hyy #1/C STI 600 C11    2hyy #1/C PHE 382 CD2     -0.033    3.553
    2hyy #1/D STI 600 C18    2hyy #1/D ILE 313 CG2     -0.034    3.674
    2hyy #1/C STI 600 C18    2hyy #1/C LYS 271 CB      -0.036    3.676
    2hyy #2.1/A STI 600 C2   2hyy #2.1/A PHE 317 CD1   -0.038    3.558
    2hyy #2.1/A STI 600 C2   2hyy #1/A PHE 317 CD1     -0.038    3.558
    2hyy #1/A STI 600 C2     2hyy #2.1/A PHE 317 CD1   -0.038    3.558
    2hyy #1/A STI 600 C2     2hyy #1/A PHE 317 CD1     -0.038    3.558
    2hyy #1/B STI 600 C11    2hyy #1/B VAL 256 CG1     -0.039    3.679
    2hyy #1/C STI 600 C6     2hyy #1/C LEU 370 CD2     -0.040    3.680
    2hyy #2.1/A STI 600 C46  2hyy #2.1/A ILE 293 CD1   -0.041    3.801
    2hyy #2.1/A STI 600 C46  2hyy #1/A ILE 293 CD1     -0.041    3.801
    2hyy #1/A STI 600 C46    2hyy #2.1/A ILE 293 CD1   -0.041    3.801
    2hyy #1/A STI 600 C46    2hyy #1/A ILE 293 CD1     -0.041    3.801
    2hyy #1/C STI 600 C20    2hyy #1/C ALA 269 CB      -0.045    3.805
    2hyy #1/D STI 600 C52    2hyy #1/D HIS 361 O       -0.047    3.347
    2hyy #1/D STI 600 N10    2hyy #1/D HOH 151 O       -0.048    2.748
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C52     -0.051    3.811
    2hyy #1/A STI 600 C46    2hyy #2.1/A STI 600 C52   -0.051    3.811
    2hyy #1/B STI 600 C46    2hyy #1/B ILE 293 CD1     -0.053    3.813
    2hyy #1/D STI 600 C52    2hyy #1/D ASP 381 OD2     -0.054    3.354
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A MET 318 N     -0.057    2.937
    2hyy #2.1/A STI 600 N3   2hyy #1/A MET 318 N       -0.057    2.937
    2hyy #1/A STI 600 N3     2hyy #2.1/A MET 318 N     -0.057    2.937
    2hyy #1/A STI 600 N3     2hyy #1/A MET 318 N       -0.057    2.937
    2hyy #1/C STI 600 O29    2hyy #1/C ALA 380 CB      -0.057    3.357
    2hyy #1/B STI 600 C25    2hyy #1/B ASP 381 N       -0.058    3.458
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C20     -0.058    3.578
    2hyy #1/A STI 600 N10    2hyy #2.1/A STI 600 C20   -0.058    3.578
    2hyy #1/D STI 600 C20    2hyy #1/D ALA 269 O       -0.059    3.359
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O     -0.063    2.723
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O       -0.063    2.723
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O     -0.063    2.723
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O       -0.063    2.723
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A HOH 146 O     -0.064    3.284
    2hyy #2.1/A STI 600 C17  2hyy #1/A HOH 146 O       -0.064    3.284
    2hyy #1/A STI 600 C17    2hyy #2.1/A HOH 146 O     -0.064    3.284
    2hyy #1/A STI 600 C17    2hyy #1/A HOH 146 O       -0.064    3.284
    2hyy #1/B STI 600 C18    2hyy #1/B LYS 271 CB      -0.067    3.707
    2hyy #1/C STI 600 C15    2hyy #1/C HOH 38 O        -0.071    3.291
    2hyy #1/D STI 600 C11    2hyy #1/D VAL 256 CG1     -0.072    3.712
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C19     -0.072    3.322
    2hyy #1/A STI 600 N10    2hyy #2.1/A STI 600 C19   -0.072    3.322
    2hyy #2.1/A STI 600 C6   2hyy #2.1/A LEU 370 CD2   -0.073    3.713
    2hyy #2.1/A STI 600 C6   2hyy #1/A LEU 370 CD2     -0.073    3.713
    2hyy #1/A STI 600 C6     2hyy #2.1/A LEU 370 CD2   -0.073    3.713
    2hyy #1/A STI 600 C6     2hyy #1/A LEU 370 CD2     -0.073    3.713
    2hyy #2.1/A STI 600 C49  2hyy #2.1/A VAL 289 CG1   -0.074    3.834
    2hyy #2.1/A STI 600 C49  2hyy #1/A VAL 289 CG1     -0.074    3.834
    2hyy #1/A STI 600 C49    2hyy #2.1/A VAL 289 CG1   -0.074    3.834
    2hyy #1/A STI 600 C49    2hyy #1/A VAL 289 CG1     -0.074    3.834
    2hyy #1/C STI 600 C19    2hyy #1/C THR 315 CG2     -0.076    3.566
    2hyy #1/B STI 600 C46    2hyy #1/B VAL 289 CG1     -0.077    3.837
    2hyy #1/B STI 600 O29    2hyy #1/B ALA 380 CB      -0.078    3.378
    2hyy #1/D STI 600 C29    2hyy #1/D MET 290 CG      -0.087    3.727
    2hyy #1/C STI 600 C54    2hyy #1/C ILE 360 O       -0.087    3.387
    2hyy #1/C STI 600 N10    2hyy #1/C HOH 38 O        -0.088    2.788
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A LYS 271 N     -0.089    3.609
    2hyy #2.1/A STI 600 C20  2hyy #1/A LYS 271 N       -0.089    3.609
    2hyy #1/A STI 600 C20    2hyy #2.1/A LYS 271 N     -0.089    3.609
    2hyy #1/A STI 600 C20    2hyy #1/A LYS 271 N       -0.089    3.609
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O       -0.091    2.751
    2hyy #1/B STI 600 C2     2hyy #1/B MET 318 N       -0.093    3.493
    2hyy #1/D STI 600 N3     2hyy #1/D PHE 317 CD1     -0.099    3.499
    2hyy #1/C STI 600 C25    2hyy #1/C ASP 381 CB      -0.099    3.739
    2hyy #1/D STI 600 C18    2hyy #1/D LYS 271 CD      -0.104    3.744
    2hyy #1/B STI 600 O29    2hyy #1/B ALA 380 CA      -0.106    3.406
    2hyy #1/C STI 600 C11    2hyy #1/C TYR 253 CB      -0.107    3.747
    2hyy #1/C STI 600 O29    2hyy #1/C ALA 380 CA      -0.109    3.409
    2hyy #1/C STI 600 C11    2hyy #1/C VAL 256 CG1     -0.111    3.751
    2hyy #1/C STI 600 C17    2hyy #1/C HOH 126 O       -0.112    3.332
    2hyy #2.1/A STI 600 C25  2hyy #2.1/A ASP 381 CB    -0.112    3.752
    2hyy #2.1/A STI 600 C25  2hyy #1/A ASP 381 CB      -0.112    3.752
    2hyy #1/A STI 600 C25    2hyy #2.1/A ASP 381 CB    -0.112    3.752
    2hyy #1/A STI 600 C25    2hyy #1/A ASP 381 CB      -0.112    3.752
    2hyy #1/D STI 600 N3     2hyy #1/D PHE 317 C       -0.114    3.364
    2hyy #1/B STI 600 O29    2hyy #1/B ASP 381 N       -0.115    2.775
    2hyy #1/B STI 600 C6     2hyy #1/B LEU 248 CD1     -0.117    3.757
    2hyy #1/B STI 600 C17    2hyy #1/B MET 290 SD      -0.119    3.649
    2hyy #1/D STI 600 C29    2hyy #1/D GLU 286 OE2     -0.120    3.300
    2hyy #1/D STI 600 C14    2hyy #1/D THR 315 CG2     -0.122    3.612
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O       -0.123    2.783
    2hyy #1/D STI 600 C6     2hyy #1/D LEU 370 CD2     -0.124    3.764
    2hyy #1/D STI 600 C20    2hyy #1/D ALA 269 CB      -0.126    3.886
    2hyy #1/C STI 600 C5     2hyy #1/C LEU 370 CD2     -0.127    3.617
    2hyy #1/C STI 600 C17    2hyy #1/C GLU 286 OE2     -0.127    3.307
    2hyy #1/D STI 600 C20    2hyy #1/D ALA 269 C       -0.128    3.618
    2hyy #1/C STI 600 C20    2hyy #1/C ALA 269 C       -0.130    3.620
    2hyy #1/C STI 600 N3     2hyy #1/C MET 318 N       -0.131    3.011
    2hyy #1/B STI 600 C12    2hyy #1/B PHE 382 CE2     -0.131    3.651
    2hyy #1/B STI 600 C4     2hyy #1/B LEU 370 CD1     -0.131    3.771
    2hyy #1/D STI 600 N10    2hyy #1/D PHE 382 CE2     -0.132    3.532
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A ALA 269 C     -0.136    3.626
    2hyy #2.1/A STI 600 C20  2hyy #1/A ALA 269 C       -0.136    3.626
    2hyy #1/A STI 600 C20    2hyy #2.1/A ALA 269 C     -0.136    3.626
    2hyy #1/A STI 600 C20    2hyy #1/A ALA 269 C       -0.136    3.626
    2hyy #1/C STI 600 N10    2hyy #1/C PHE 382 CD2     -0.136    3.536
    2hyy #1/D STI 600 C4     2hyy #1/D LEU 370 CD1     -0.137    3.777
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A ALA 269 O     -0.137    3.437
    2hyy #2.1/A STI 600 C20  2hyy #1/A ALA 269 O       -0.137    3.437
    2hyy #1/A STI 600 C20    2hyy #2.1/A ALA 269 O     -0.137    3.437
    2hyy #1/A STI 600 C20    2hyy #1/A ALA 269 O       -0.137    3.437
    2hyy #1/C STI 600 C12    2hyy #1/C TYR 253 CD2     -0.137    3.657
    2hyy #1/B STI 600 C20    2hyy #1/B THR 315 CG2     -0.140    3.900
    2hyy #2.1/A STI 600 C16  2hyy #2.1/A HOH 146 O     -0.141    3.211
    2hyy #2.1/A STI 600 C16  2hyy #1/A HOH 146 O       -0.141    3.211
    2hyy #1/A STI 600 C16    2hyy #2.1/A HOH 146 O     -0.141    3.211
    2hyy #1/A STI 600 C16    2hyy #1/A HOH 146 O       -0.141    3.211
    2hyy #2.1/A STI 600 C5   2hyy #2.1/A LEU 248 CD1   -0.142    3.632
    2hyy #2.1/A STI 600 C5   2hyy #1/A LEU 248 CD1     -0.142    3.632
    2hyy #1/A STI 600 C5     2hyy #2.1/A LEU 248 CD1   -0.142    3.632
    2hyy #1/A STI 600 C5     2hyy #1/A LEU 248 CD1     -0.142    3.632
    2hyy #2.1/A STI 600 C9   2hyy #2.1/A PHE 382 CE2   -0.143    3.513
    2hyy #2.1/A STI 600 C9   2hyy #1/A PHE 382 CE2     -0.143    3.513
    2hyy #1/A STI 600 C9     2hyy #2.1/A PHE 382 CE2   -0.143    3.513
    2hyy #1/A STI 600 C9     2hyy #1/A PHE 382 CE2     -0.143    3.513
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A MET 290 SD    -0.146    3.676
    2hyy #2.1/A STI 600 C17  2hyy #1/A MET 290 SD      -0.146    3.676
    2hyy #1/A STI 600 C17    2hyy #2.1/A MET 290 SD    -0.146    3.676
    2hyy #1/A STI 600 C17    2hyy #1/A MET 290 SD      -0.146    3.676
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A MET 290 CE    -0.146    3.786
    2hyy #2.1/A STI 600 C17  2hyy #1/A MET 290 CE      -0.146    3.786
    2hyy #1/A STI 600 C17    2hyy #2.1/A MET 290 CE    -0.146    3.786
    2hyy #1/A STI 600 C17    2hyy #1/A MET 290 CE      -0.146    3.786
    2hyy #1/C STI 600 C12    2hyy #1/C TYR 253 CG      -0.149    3.519
    2hyy #2.1/A STI 600 C6   2hyy #2.1/A LEU 248 CD1   -0.150    3.790
    2hyy #2.1/A STI 600 C6   2hyy #1/A LEU 248 CD1     -0.150    3.790
    2hyy #1/A STI 600 C6     2hyy #2.1/A LEU 248 CD1   -0.150    3.790
    2hyy #1/A STI 600 C6     2hyy #1/A LEU 248 CD1     -0.150    3.790
    2hyy #1/C STI 600 C18    2hyy #1/C THR 315 CG2     -0.154    3.794
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C46     -0.155    3.795
    2hyy #1/A STI 600 C25    2hyy #2.1/A STI 600 C46   -0.155    3.795
    2hyy #1/D STI 600 C11    2hyy #1/D PHE 382 CE2     -0.156    3.676
    2hyy #1/D STI 600 C20    2hyy #1/D VAL 256 CG1     -0.156    3.916
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C53     -0.157    3.797
    2hyy #1/A STI 600 C26    2hyy #2.1/A STI 600 C53   -0.157    3.797
    2hyy #1/C STI 600 C12    2hyy #1/C TYR 253 CD1     -0.158    3.678
    2hyy #1/B STI 600 C9     2hyy #1/B PHE 382 CE2     -0.164    3.534
    2hyy #2.1/A STI 600 C54  2hyy #2.1/A ARG 362 CD    -0.168    3.928
    2hyy #2.1/A STI 600 C54  2hyy #1/A ARG 362 CD      -0.168    3.928
    2hyy #1/A STI 600 C54    2hyy #2.1/A ARG 362 CD    -0.168    3.928
    2hyy #1/A STI 600 C54    2hyy #1/A ARG 362 CD      -0.168    3.928
    2hyy #1/C STI 600 C14    2hyy #1/C THR 315 CG2     -0.169    3.659
    2hyy #1/C STI 600 C11    2hyy #1/C PHE 382 CE2     -0.172    3.692
    2hyy #1/D STI 600 C17    2hyy #1/D ILE 313 CG2     -0.173    3.813
    2hyy #2.1/A STI 600 C29  2hyy #2.1/A MET 290 CE    -0.174    3.814
    2hyy #2.1/A STI 600 C29  2hyy #1/A MET 290 CE      -0.174    3.814
    2hyy #1/A STI 600 C29    2hyy #2.1/A MET 290 CE    -0.174    3.814
    2hyy #1/A STI 600 C29    2hyy #1/A MET 290 CE      -0.174    3.814
    2hyy #1/B STI 600 C22    2hyy #1/B ASP 381 O       -0.175    3.205
    2hyy #2.1/A STI 600 C6   2hyy #2.1/A TYR 253 CE1   -0.176    3.696
    2hyy #2.1/A STI 600 C6   2hyy #1/A TYR 253 CE1     -0.176    3.696
    2hyy #1/A STI 600 C6     2hyy #2.1/A TYR 253 CE1   -0.176    3.696
    2hyy #1/A STI 600 C6     2hyy #1/A TYR 253 CE1     -0.176    3.696
    2hyy #1/D STI 600 C17    2hyy #1/D GLU 286 OE2     -0.177    3.357
    2hyy #1/B STI 600 C22    2hyy #1/B ASP 381 N       -0.178    3.428
    2hyy #1/C STI 600 N8     2hyy #1/C ALA 269 CB      -0.180    3.700
    2hyy #1/B STI 600 C2     2hyy #1/B PHE 317 CE1     -0.181    3.701
    2hyy #1/D STI 600 N8     2hyy #1/D ALA 269 CB      -0.182    3.702
    2hyy #1/D STI 600 O29    2hyy #1/D ALA 380 CB      -0.184    3.484
    2hyy #2.1/A STI 600 C54  2hyy #2.1/A ARG 362 CG    -0.186    3.946
    2hyy #2.1/A STI 600 C54  2hyy #1/A ARG 362 CG      -0.186    3.946
    2hyy #1/A STI 600 C54    2hyy #2.1/A ARG 362 CG    -0.186    3.946
    2hyy #1/A STI 600 C54    2hyy #1/A ARG 362 CG      -0.186    3.946
    2hyy #1/B STI 600 C4     2hyy #1/B ALA 269 CB      -0.186    3.826
    2hyy #2.1/A STI 600 C23  2hyy #2.1/A ASP 381 CB    -0.187    3.677
    2hyy #2.1/A STI 600 C23  2hyy #1/A ASP 381 CB      -0.187    3.677
    2hyy #1/A STI 600 C23    2hyy #2.1/A ASP 381 CB    -0.187    3.677
    2hyy #1/A STI 600 C23    2hyy #1/A ASP 381 CB      -0.187    3.677
    2hyy #2.1/A STI 600 C53  2hyy #2.1/A ASP 381 CG    -0.190    3.950
    2hyy #2.1/A STI 600 C53  2hyy #1/A ASP 381 CG      -0.190    3.950
    2hyy #1/A STI 600 C53    2hyy #2.1/A ASP 381 CG    -0.190    3.950
    2hyy #1/A STI 600 C53    2hyy #1/A ASP 381 CG      -0.190    3.950
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C17     -0.190    3.830
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C20     -0.190    3.830
    2hyy #2.1/A STI 600 C22  2hyy #2.1/A ASP 381 O     -0.190    3.220
    2hyy #2.1/A STI 600 C22  2hyy #1/A ASP 381 O       -0.190    3.220
    2hyy #1/A STI 600 C22    2hyy #2.1/A ASP 381 O     -0.190    3.220
    2hyy #1/A STI 600 C22    2hyy #1/A ASP 381 O       -0.190    3.220
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C15     -0.191    3.591
    2hyy #1/A STI 600 N10    2hyy #2.1/A STI 600 C15   -0.191    3.591
    2hyy #1/D STI 600 C4     2hyy #1/D MET 318 N       -0.192    3.592
    2hyy #2.1/A STI 600 C18  2hyy #2.1/A ILE 313 CG2   -0.192    3.832
    2hyy #2.1/A STI 600 C18  2hyy #1/A ILE 313 CG2     -0.192    3.832
    2hyy #1/A STI 600 C18    2hyy #2.1/A ILE 313 CG2   -0.192    3.832
    2hyy #1/A STI 600 C18    2hyy #1/A ILE 313 CG2     -0.192    3.832
    2hyy #1/B STI 600 C17    2hyy #1/B HOH 49 O        -0.192    3.412
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2     -0.193    2.853
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A LYS 271 CB    -0.193    3.953
    2hyy #2.1/A STI 600 C20  2hyy #1/A LYS 271 CB      -0.193    3.953
    2hyy #1/A STI 600 C20    2hyy #2.1/A LYS 271 CB    -0.193    3.953
    2hyy #1/A STI 600 C20    2hyy #1/A LYS 271 CB      -0.193    3.953
    2hyy #1/B STI 600 C6     2hyy #1/B LEU 370 CD2     -0.194    3.834
    2hyy #1/C STI 600 N3     2hyy #1/C MET 318 O       -0.194    3.254
    2hyy #1/D STI 600 C11    2hyy #1/D HOH 151 O       -0.195    3.415
    2hyy #1/D STI 600 C12    2hyy #1/D TYR 253 CD2     -0.195    3.715
    2hyy #1/D STI 600 C17    2hyy #1/D LYS 271 CD      -0.197    3.837
    2hyy #1/C STI 600 C20    2hyy #1/C LYS 271 CB      -0.201    3.961
    2hyy #1/B STI 600 C25    2hyy #1/B ASP 381 CB      -0.201    3.841
    2hyy #2.1/A STI 600 N8   2hyy #2.1/A ALA 269 CB    -0.206    3.726
    2hyy #2.1/A STI 600 N8   2hyy #1/A ALA 269 CB      -0.206    3.726
    2hyy #1/A STI 600 N8     2hyy #2.1/A ALA 269 CB    -0.206    3.726
    2hyy #1/A STI 600 N8     2hyy #1/A ALA 269 CB      -0.206    3.726
    2hyy #1/D STI 600 C52    2hyy #1/D HOH 91 O        -0.208    3.548
    2hyy #1/D STI 600 C19    2hyy #1/D THR 315 CG2     -0.209    3.699
    2hyy #1/B STI 600 N8     2hyy #1/B ALA 269 CB      -0.211    3.731
    2hyy #1/C STI 600 C14    2hyy #1/C HOH 38 O        -0.211    3.281
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C11     -0.212    3.612
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 N13     -0.212    3.612
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A PHE 317 CA    -0.215    3.735
    2hyy #2.1/A STI 600 N3   2hyy #1/A PHE 317 CA      -0.215    3.735
    2hyy #1/A STI 600 N3     2hyy #2.1/A PHE 317 CA    -0.215    3.735
    2hyy #1/A STI 600 N3     2hyy #1/A PHE 317 CA      -0.215    3.735
    2hyy #1/C STI 600 C49    2hyy #1/C VAL 289 CG1     -0.215    3.975
    2hyy #2.1/A STI 600 C29  2hyy #2.1/A ASP 381 CB    -0.216    3.856
    2hyy #2.1/A STI 600 C29  2hyy #1/A ASP 381 CB      -0.216    3.856
    2hyy #1/A STI 600 C29    2hyy #2.1/A ASP 381 CB    -0.216    3.856
    2hyy #1/A STI 600 C29    2hyy #1/A ASP 381 CB      -0.216    3.856
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 CG2     -0.216    3.736
    2hyy #1/C STI 600 N10    2hyy #1/C PHE 382 CE2     -0.217    3.617
    2hyy #1/D STI 600 C11    2hyy #1/D TYR 253 CD2     -0.217    3.737
    2hyy #2.1/A STI 600 C25  2hyy #2.1/A ASP 381 N     -0.217    3.617
    2hyy #2.1/A STI 600 C25  2hyy #1/A ASP 381 N       -0.217    3.617
    2hyy #1/A STI 600 C25    2hyy #2.1/A ASP 381 N     -0.217    3.617
    2hyy #1/A STI 600 C25    2hyy #1/A ASP 381 N       -0.217    3.617
    2hyy #1/D STI 600 C6     2hyy #1/D LEU 248 CD1     -0.222    3.862
    2hyy #1/C STI 600 C29    2hyy #1/C MET 290 SD      -0.222    3.752
    2hyy #1/D STI 600 C2     2hyy #1/D MET 318 CA      -0.223    3.863
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 N48     -0.223    3.623
    2hyy #1/A STI 600 C26    2hyy #2.1/A STI 600 N48   -0.223    3.623
    2hyy #1/D STI 600 N3     2hyy #1/D MET 318 CB      -0.223    3.743
    2hyy #1/C STI 600 C20    2hyy #1/C VAL 256 CG1     -0.225    3.985
    2hyy #1/D STI 600 C49    2hyy #1/D ILE 360 O       -0.225    3.525
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C15     -0.225    3.865
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C20     -0.225    3.865
    2hyy #1/C STI 600 C17    2hyy #1/C ILE 313 CG2     -0.226    3.866
    2hyy #2.1/A STI 600 O29  2hyy #2.1/A ALA 380 CB    -0.227    3.527
    2hyy #2.1/A STI 600 O29  2hyy #1/A ALA 380 CB      -0.227    3.527
    2hyy #1/A STI 600 O29    2hyy #2.1/A ALA 380 CB    -0.227    3.527
    2hyy #1/A STI 600 O29    2hyy #1/A ALA 380 CB      -0.227    3.527
    2hyy #1/B STI 600 N10    2hyy #1/B HOH 112 O       -0.227    2.927
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C29     -0.228    3.868
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C46     -0.228    3.868
    2hyy #1/B STI 600 N3     2hyy #1/B MET 318 CA      -0.228    3.748
    2hyy #1/D STI 600 C20    2hyy #1/D LYS 271 CA      -0.231    3.991
    2hyy #1/B STI 600 N21    2hyy #1/B MET 290 CE      -0.232    3.752
    2hyy #1/C STI 600 C18    2hyy #1/C HOH 38 O        -0.232    3.452
    2hyy #1/B STI 600 C18    2hyy #1/B LYS 271 CD      -0.235    3.875
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C12     -0.237    3.757
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C4      -0.237    3.757
    2hyy #1/D STI 600 C15    2hyy #1/D THR 315 CG2     -0.238    3.878
    2hyy #2.1/A STI 600 C5   2hyy #2.1/A LEU 370 CD2   -0.239    3.729
    2hyy #2.1/A STI 600 C5   2hyy #1/A LEU 370 CD2     -0.239    3.729
    2hyy #1/A STI 600 C5     2hyy #2.1/A LEU 370 CD2   -0.239    3.729
    2hyy #1/A STI 600 C5     2hyy #1/A LEU 370 CD2     -0.239    3.729
    2hyy #1/D STI 600 C11    2hyy #1/D TYR 253 CB      -0.240    3.880
    2hyy #1/B STI 600 C29    2hyy #1/B ASP 381 CB      -0.241    3.881
    2hyy #1/C STI 600 C6     2hyy #1/C TYR 253 CE1     -0.242    3.762
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C22     -0.243    3.613
    2hyy #1/A STI 600 C17    2hyy #2.1/A STI 600 C22   -0.243    3.613
    2hyy #1/B STI 600 C52    2hyy #1/B HOH 26 O        -0.244    3.584
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A MET 290 SD    -0.245    3.255
    2hyy #2.1/A STI 600 N21  2hyy #1/A MET 290 SD      -0.245    3.255
    2hyy #1/A STI 600 N21    2hyy #2.1/A MET 290 SD    -0.245    3.255
    2hyy #1/A STI 600 N21    2hyy #1/A MET 290 SD      -0.245    3.255
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A GLU 286 OE2   -0.246    3.426
    2hyy #2.1/A STI 600 C17  2hyy #1/A GLU 286 OE2     -0.246    3.426
    2hyy #1/A STI 600 C17    2hyy #2.1/A GLU 286 OE2   -0.246    3.426
    2hyy #1/A STI 600 C17    2hyy #1/A GLU 286 OE2     -0.246    3.426
    2hyy #1/B STI 600 C23    2hyy #1/B ASP 381 CB      -0.247    3.737
    2hyy #1/B STI 600 C29    2hyy #1/B MET 290 CG      -0.248    3.888
    2hyy #1/B STI 600 N3     2hyy #1/B PHE 317 CD1     -0.249    3.649
    2hyy #1/C STI 600 C17    2hyy #1/C MET 290 SD      -0.251    3.781
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C18     -0.252    3.652
    2hyy #1/A STI 600 N13    2hyy #2.1/A STI 600 C18   -0.252    3.652
    2hyy #1/C STI 600 C17    2hyy #1/C HOH 38 O        -0.254    3.474
    2hyy #1/D STI 600 C49    2hyy #1/D VAL 289 CG1     -0.255    4.015
    2hyy #1/B STI 600 C20    2hyy #1/B VAL 256 CG1     -0.257    4.017
    2hyy #1/C STI 600 C28    2hyy #1/C MET 290 CG      -0.264    3.904
    2hyy #1/D STI 600 C25    2hyy #1/D ASP 381 N       -0.269    3.669
    2hyy #1/D STI 600 C29    2hyy #1/D GLU 286 CG      -0.270    3.910
    2hyy #1/D STI 600 C29    2hyy #1/D MET 290 CE      -0.271    3.911
    2hyy #1/D STI 600 C5     2hyy #1/D LEU 370 CD2     -0.271    3.761
    2hyy #1/C STI 600 N3     2hyy #1/C MET 318 CA      -0.271    3.791
    2hyy #1/C STI 600 C11    2hyy #1/C HOH 38 O        -0.271    3.491
    2hyy #1/C STI 600 C11    2hyy #1/C TYR 253 CD2     -0.272    3.792
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C49     -0.273    3.763
    2hyy #1/A STI 600 C27    2hyy #2.1/A STI 600 C49   -0.273    3.763
    2hyy #1/D STI 600 C29    2hyy #1/D MET 290 SD      -0.274    3.804
    2hyy #2.1/A STI 600 C49  2hyy #2.1/A ILE 360 O     -0.277    3.577
    2hyy #2.1/A STI 600 C49  2hyy #1/A ILE 360 O       -0.277    3.577
    2hyy #1/A STI 600 C49    2hyy #2.1/A ILE 360 O     -0.277    3.577
    2hyy #1/A STI 600 C49    2hyy #1/A ILE 360 O       -0.277    3.577
    2hyy #2.1/A STI 600 C52  2hyy #2.1/A HOH 87 O      -0.277    3.617
    2hyy #2.1/A STI 600 C52  2hyy #1/A HOH 87 O        -0.277    3.617
    2hyy #1/A STI 600 C52    2hyy #2.1/A HOH 87 O      -0.277    3.617
    2hyy #1/A STI 600 C52    2hyy #1/A HOH 87 O        -0.277    3.617
    2hyy #1/B STI 600 C17    2hyy #1/B ILE 313 CG2     -0.279    3.919
    2hyy #1/B STI 600 C53    2hyy #1/B ASP 381 CB      -0.282    4.042
    2hyy #1/D STI 600 O29    2hyy #1/D ALA 380 CA      -0.282    3.582
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A VAL 256 CG1   -0.285    3.925
    2hyy #2.1/A STI 600 C12  2hyy #1/A VAL 256 CG1     -0.285    3.925
    2hyy #1/A STI 600 C12    2hyy #2.1/A VAL 256 CG1   -0.285    3.925
    2hyy #1/A STI 600 C12    2hyy #1/A VAL 256 CG1     -0.285    3.925
    2hyy #1/B STI 600 C5     2hyy #1/B LEU 248 CD1     -0.285    3.775
    2hyy #1/C STI 600 N21    2hyy #1/C HOH 126 O       -0.286    2.986
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A TYR 253 CG    -0.288    3.658
    2hyy #2.1/A STI 600 C12  2hyy #1/A TYR 253 CG      -0.288    3.658
    2hyy #1/A STI 600 C12    2hyy #2.1/A TYR 253 CG    -0.288    3.658
    2hyy #1/A STI 600 C12    2hyy #1/A TYR 253 CG      -0.288    3.658
    2hyy #1/C STI 600 C49    2hyy #1/C ILE 360 O       -0.289    3.589
    2hyy #2.1/A STI 600 C53  2hyy #2.1/A ASP 381 CB    -0.289    4.049
    2hyy #2.1/A STI 600 C53  2hyy #1/A ASP 381 CB      -0.289    4.049
    2hyy #1/A STI 600 C53    2hyy #2.1/A ASP 381 CB    -0.289    4.049
    2hyy #1/A STI 600 C53    2hyy #1/A ASP 381 CB      -0.289    4.049
    2hyy #1/D STI 600 C12    2hyy #1/D TYR 253 CG      -0.291    3.661
    2hyy #1/C STI 600 C25    2hyy #1/C ASP 381 N       -0.291    3.691
    2hyy #1/D STI 600 C28    2hyy #1/D MET 290 CG      -0.294    3.934
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C25     -0.294    3.694
    2hyy #1/A STI 600 N21    2hyy #2.1/A STI 600 C25   -0.294    3.694
    2hyy #1/C STI 600 C23    2hyy #1/C ASP 381 CB      -0.295    3.785
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 N21     -0.297    3.697
    2hyy #1/A STI 600 C18    2hyy #2.1/A STI 600 N21   -0.297    3.697
    2hyy #2.1/A STI 600 C14  2hyy #2.1/A THR 315 CG2   -0.297    3.787
    2hyy #2.1/A STI 600 C14  2hyy #1/A THR 315 CG2     -0.297    3.787
    2hyy #1/A STI 600 C14    2hyy #2.1/A THR 315 CG2   -0.297    3.787
    2hyy #1/A STI 600 C14    2hyy #1/A THR 315 CG2     -0.297    3.787
    2hyy #1/C STI 600 C11    2hyy #1/C TYR 253 CG      -0.299    3.669
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C14     -0.299    3.549
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 N8      -0.299    3.549
    2hyy #2.1/A STI 600 C16  2hyy #2.1/A MET 290 SD    -0.301    3.681
    2hyy #2.1/A STI 600 C16  2hyy #1/A MET 290 SD      -0.301    3.681
    2hyy #1/A STI 600 C16    2hyy #2.1/A MET 290 SD    -0.301    3.681
    2hyy #1/A STI 600 C16    2hyy #1/A MET 290 SD      -0.301    3.681
    2hyy #1/C STI 600 C20    2hyy #1/C VAL 270 CA      -0.301    4.061
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A TYR 253 CD2   -0.302    3.822
    2hyy #2.1/A STI 600 C12  2hyy #1/A TYR 253 CD2     -0.302    3.822
    2hyy #1/A STI 600 C12    2hyy #2.1/A TYR 253 CD2   -0.302    3.822
    2hyy #1/A STI 600 C12    2hyy #1/A TYR 253 CD2     -0.302    3.822
    2hyy #1/C STI 600 C11    2hyy #1/C VAL 256 CG2     -0.303    3.943
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1     -0.304    3.004
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A MET 318 CA    -0.307    3.827
    2hyy #2.1/A STI 600 N3   2hyy #1/A MET 318 CA      -0.307    3.827
    2hyy #1/A STI 600 N3     2hyy #2.1/A MET 318 CA    -0.307    3.827
    2hyy #1/A STI 600 N3     2hyy #1/A MET 318 CA      -0.307    3.827
    2hyy #1/B STI 600 C2     2hyy #1/B PHE 317 CD1     -0.307    3.827
    2hyy #1/C STI 600 N3     2hyy #1/C PHE 317 CD1     -0.308    3.708
    2hyy #1/D STI 600 C20    2hyy #1/D THR 315 OG1     -0.309    3.649
    2hyy #1/D STI 600 N21    2hyy #1/D MET 290 SD      -0.310    3.320
    2hyy #1/D STI 600 C20    2hyy #1/D VAL 270 CA      -0.311    4.071
    2hyy #1/C STI 600 C19    2hyy #1/C HOH 38 O        -0.312    3.382
    2hyy #1/D STI 600 C12    2hyy #1/D TYR 253 CD1     -0.314    3.834
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1   -0.314    3.014
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1     -0.314    3.014
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1   -0.314    3.014
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1     -0.314    3.014
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A LEU 248 CD1   -0.314    3.954
    2hyy #2.1/A STI 600 C12  2hyy #1/A LEU 248 CD1     -0.314    3.954
    2hyy #1/A STI 600 C12    2hyy #2.1/A LEU 248 CD1   -0.314    3.954
    2hyy #1/A STI 600 C12    2hyy #1/A LEU 248 CD1     -0.314    3.954
    2hyy #1/C STI 600 C2     2hyy #1/C PHE 317 CE1     -0.315    3.835
    2hyy #2.1/A STI 600 C11  2hyy #2.1/A TYR 253 CB    -0.315    3.955
    2hyy #2.1/A STI 600 C11  2hyy #1/A TYR 253 CB      -0.315    3.955
    2hyy #1/A STI 600 C11    2hyy #2.1/A TYR 253 CB    -0.315    3.955
    2hyy #1/A STI 600 C11    2hyy #1/A TYR 253 CB      -0.315    3.955
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A TYR 253 CD1   -0.316    3.836
    2hyy #2.1/A STI 600 C12  2hyy #1/A TYR 253 CD1     -0.316    3.836
    2hyy #1/A STI 600 C12    2hyy #2.1/A TYR 253 CD1   -0.316    3.836
    2hyy #1/A STI 600 C12    2hyy #1/A TYR 253 CD1     -0.316    3.836
    2hyy #1/C STI 600 C22    2hyy #1/C VAL 299 CG1     -0.317    3.807
    2hyy #1/B STI 600 C16    2hyy #1/B HOH 49 O        -0.317    3.387
    2hyy #1/B STI 600 C12    2hyy #1/B TYR 253 CD2     -0.320    3.840
    2hyy #1/C STI 600 C50    2hyy #1/C HOH 178 O       -0.320    3.660
    2hyy #2.1/A STI 600 O29  2hyy #2.1/A ASP 381 N     -0.321    2.981
    2hyy #2.1/A STI 600 O29  2hyy #1/A ASP 381 N       -0.321    2.981
    2hyy #1/A STI 600 O29    2hyy #2.1/A ASP 381 N     -0.321    2.981
    2hyy #1/A STI 600 O29    2hyy #1/A ASP 381 N       -0.321    2.981
    2hyy #1/B STI 600 N10    2hyy #1/B VAL 256 CG1     -0.321    3.841
    2hyy #2.1/A STI 600 C15  2hyy #2.1/A VAL 299 CG1   -0.321    3.961
    2hyy #2.1/A STI 600 C15  2hyy #1/A VAL 299 CG1     -0.321    3.961
    2hyy #1/A STI 600 C15    2hyy #2.1/A VAL 299 CG1   -0.321    3.961
    2hyy #1/A STI 600 C15    2hyy #1/A VAL 299 CG1     -0.321    3.961
    2hyy #1/C STI 600 C20    2hyy #1/C THR 315 CG2     -0.322    4.082
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 N13     -0.323    3.573
    2hyy #1/A STI 600 C7     2hyy #2.1/A STI 600 N13   -0.323    3.573
    2hyy #1/C STI 600 C4     2hyy #1/C LEU 370 CD2     -0.324    3.964
    2hyy #1/C STI 600 N3     2hyy #1/C MET 318 CB      -0.326    3.846
    2hyy #1/D STI 600 C15    2hyy #1/D HOH 151 O       -0.326    3.546
    2hyy #1/B STI 600 C25    2hyy #1/B ALA 380 CA      -0.326    3.966
    2hyy #1/C STI 600 C4     2hyy #1/C ALA 269 CB      -0.326    3.966
    2hyy #1/C STI 600 C1     2hyy #1/C GLY 321 CA      -0.326    3.966
    2hyy #2.1/A STI 600 O29  2hyy #2.1/A ALA 380 CA    -0.328    3.628
    2hyy #2.1/A STI 600 O29  2hyy #1/A ALA 380 CA      -0.328    3.628
    2hyy #1/A STI 600 O29    2hyy #2.1/A ALA 380 CA    -0.328    3.628
    2hyy #1/A STI 600 O29    2hyy #1/A ALA 380 CA      -0.328    3.628
    2hyy #2.1/A STI 600 C4   2hyy #2.1/A LEU 370 CD1   -0.329    3.969
    2hyy #2.1/A STI 600 C4   2hyy #1/A LEU 370 CD1     -0.329    3.969
    2hyy #1/A STI 600 C4     2hyy #2.1/A LEU 370 CD1   -0.329    3.969
    2hyy #1/A STI 600 C4     2hyy #1/A LEU 370 CD1     -0.329    3.969
    2hyy #2.1/A STI 600 C2   2hyy #2.1/A MET 318 N     -0.333    3.733
    2hyy #2.1/A STI 600 C2   2hyy #1/A MET 318 N       -0.333    3.733
    2hyy #1/A STI 600 C2     2hyy #2.1/A MET 318 N     -0.333    3.733
    2hyy #1/A STI 600 C2     2hyy #1/A MET 318 N       -0.333    3.733
    2hyy #1/B STI 600 C11    2hyy #1/B HOH 112 O       -0.335    3.555
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A PHE 382 CE2   -0.335    3.855
    2hyy #2.1/A STI 600 C12  2hyy #1/A PHE 382 CE2     -0.335    3.855
    2hyy #1/A STI 600 C12    2hyy #2.1/A PHE 382 CE2   -0.335    3.855
    2hyy #1/A STI 600 C12    2hyy #1/A PHE 382 CE2     -0.335    3.855
    2hyy #1/B STI 600 C1     2hyy #1/B GLY 321 CA      -0.338    3.978
    2hyy #1/B STI 600 N3     2hyy #1/B MET 318 CB      -0.341    3.861
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A VAL 256 CG1   -0.343    4.103
    2hyy #2.1/A STI 600 C20  2hyy #1/A VAL 256 CG1     -0.343    4.103
    2hyy #1/A STI 600 C20    2hyy #2.1/A VAL 256 CG1   -0.343    4.103
    2hyy #1/A STI 600 C20    2hyy #1/A VAL 256 CG1     -0.343    4.103
    2hyy #1/C STI 600 C54    2hyy #1/C HIS 361 O       -0.343    3.643
    2hyy #1/D STI 600 N10    2hyy #1/D VAL 256 CG1     -0.343    3.863
    2hyy #1/D STI 600 C4     2hyy #1/D PHE 317 CA      -0.344    3.984
    2hyy #2.1/A STI 600 C4   2hyy #2.1/A LEU 370 CD2   -0.348    3.988
    2hyy #2.1/A STI 600 C4   2hyy #1/A LEU 370 CD2     -0.348    3.988
    2hyy #1/A STI 600 C4     2hyy #2.1/A LEU 370 CD2   -0.348    3.988
    2hyy #1/A STI 600 C4     2hyy #1/A LEU 370 CD2     -0.348    3.988
    2hyy #1/C STI 600 C16    2hyy #1/C HOH 38 O        -0.349    3.419
    2hyy #1/C STI 600 C15    2hyy #1/C THR 315 CG2     -0.349    3.989
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A ILE 313 CG2   -0.349    3.989
    2hyy #2.1/A STI 600 C17  2hyy #1/A ILE 313 CG2     -0.349    3.989
    2hyy #1/A STI 600 C17    2hyy #2.1/A ILE 313 CG2   -0.349    3.989
    2hyy #1/A STI 600 C17    2hyy #1/A ILE 313 CG2     -0.349    3.989
    2hyy #1/C STI 600 C22    2hyy #1/C ASP 381 N       -0.350    3.600
    2hyy #1/B STI 600 C20    2hyy #1/B ILE 313 O       -0.351    3.651
    2hyy #1/B STI 600 C20    2hyy #1/B ALA 269 O       -0.352    3.652
    2hyy #1/D STI 600 C20    2hyy #1/D VAL 270 N       -0.355    3.875
    2hyy #1/C STI 600 C53    2hyy #1/C ASP 381 CG      -0.355    4.115
    2hyy #1/B STI 600 C15    2hyy #1/B THR 315 CG2     -0.355    3.995
    2hyy #2.1/A STI 600 C1   2hyy #2.1/A GLY 321 CA    -0.356    3.996
    2hyy #2.1/A STI 600 C1   2hyy #1/A GLY 321 CA      -0.356    3.996
    2hyy #1/A STI 600 C1     2hyy #2.1/A GLY 321 CA    -0.356    3.996
    2hyy #1/A STI 600 C1     2hyy #1/A GLY 321 CA      -0.356    3.996
    2hyy #1/D STI 600 C53    2hyy #1/D ASP 381 CG      -0.357    4.117
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A THR 315 OG1   -0.357    3.697
    2hyy #2.1/A STI 600 C20  2hyy #1/A THR 315 OG1     -0.357    3.697
    2hyy #1/A STI 600 C20    2hyy #2.1/A THR 315 OG1   -0.357    3.697
    2hyy #1/A STI 600 C20    2hyy #1/A THR 315 OG1     -0.357    3.697
    2hyy #1/D STI 600 C18    2hyy #1/D ILE 313 CB      -0.358    3.998
    2hyy #1/B STI 600 C23    2hyy #1/B ASP 381 N       -0.358    3.608
    2hyy #1/C STI 600 C12    2hyy #1/C VAL 256 CG1     -0.358    3.998
    2hyy #2.1/A STI 600 C22  2hyy #2.1/A ASP 381 N     -0.359    3.609
    2hyy #2.1/A STI 600 C22  2hyy #1/A ASP 381 N       -0.359    3.609
    2hyy #1/A STI 600 C22    2hyy #2.1/A ASP 381 N     -0.359    3.609
    2hyy #1/A STI 600 C22    2hyy #1/A ASP 381 N       -0.359    3.609
    2hyy #1/B STI 600 C18    2hyy #1/B THR 315 CG2     -0.359    3.999
    2hyy #1/D STI 600 C25    2hyy #1/D ASP 381 CB      -0.359    3.999
    2hyy #1/D STI 600 C20    2hyy #1/D VAL 270 C       -0.360    3.850
    2hyy #1/B STI 600 C11    2hyy #1/B VAL 256 CG2     -0.361    4.001
    2hyy #2.1/A STI 600 C7   2hyy #2.1/A LEU 248 CD1   -0.361    3.851
    2hyy #2.1/A STI 600 C7   2hyy #1/A LEU 248 CD1     -0.361    3.851
    2hyy #1/A STI 600 C7     2hyy #2.1/A LEU 248 CD1   -0.361    3.851
    2hyy #1/A STI 600 C7     2hyy #1/A LEU 248 CD1     -0.361    3.851
    2hyy #1/D STI 600 C17    2hyy #1/D MET 290 SD      -0.362    3.892
    2hyy #1/D STI 600 C2     2hyy #1/D MET 318 C       -0.362    3.732
    2hyy #1/D STI 600 C11    2hyy #1/D TYR 253 CG      -0.362    3.732
    2hyy #1/B STI 600 C53    2hyy #1/B ASP 381 CG      -0.363    4.123
    2hyy #1/D STI 600 C4     2hyy #1/D ALA 269 CB      -0.364    4.004
    2hyy #1/C STI 600 C14    2hyy #1/C THR 315 OG1     -0.365    3.435
    2hyy #1/D STI 600 C9     2hyy #1/D PHE 382 CE2     -0.366    3.736
    2hyy #1/D STI 600 C53    2hyy #1/D ASP 381 CB      -0.368    4.128
    2hyy #1/B STI 600 C29    2hyy #1/B GLU 286 CG      -0.369    4.009
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1     -0.371    3.071
    2hyy #1/C STI 600 C20    2hyy #1/C THR 315 OG1     -0.371    3.711
    2hyy #1/C STI 600 N8     2hyy #1/C LEU 370 CD1     -0.371    3.891
    2hyy #2.1/A STI 600 C1   2hyy #2.1/A LEU 370 CD2   -0.372    4.012
    2hyy #2.1/A STI 600 C1   2hyy #1/A LEU 370 CD2     -0.372    4.012
    2hyy #1/A STI 600 C1     2hyy #2.1/A LEU 370 CD2   -0.372    4.012
    2hyy #1/A STI 600 C1     2hyy #1/A LEU 370 CD2     -0.372    4.012
    2hyy #1/C STI 600 C52    2hyy #1/C HOH 114 O       -0.372    3.712
    2hyy #1/D STI 600 C25    2hyy #1/D ALA 380 CA      -0.373    4.013
    2hyy #1/B STI 600 C11    2hyy #1/B TYR 253 CB      -0.373    4.013
    2hyy #1/C STI 600 C25    2hyy #1/C ALA 380 CA      -0.374    4.014
    2hyy #1/B STI 600 C11    2hyy #1/B TYR 253 CD2     -0.376    3.896
    2hyy #1/D STI 600 C4     2hyy #1/D LEU 370 CD2     -0.376    4.016
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A PHE 317 CE1   -0.377    3.777
    2hyy #2.1/A STI 600 N3   2hyy #1/A PHE 317 CE1     -0.377    3.777
    2hyy #1/A STI 600 N3     2hyy #2.1/A PHE 317 CE1   -0.377    3.777
    2hyy #1/A STI 600 N3     2hyy #1/A PHE 317 CE1     -0.377    3.777
    2hyy #1/B STI 600 C29    2hyy #1/B MET 290 CE      -0.377    4.017
    2hyy #1/C STI 600 C46    2hyy #1/C VAL 289 CG1     -0.378    4.138
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2     -0.378    3.038
    2hyy #1/C STI 600 C17    2hyy #1/C MET 290 CE      -0.380    4.020
    2hyy #1/C STI 600 O29    2hyy #1/C ASP 381 N       -0.380    3.040
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 N8      -0.382    3.782
    2hyy #1/A STI 600 C6     2hyy #2.1/A STI 600 N8    -0.382    3.782
    2hyy #2.1/A STI 600 C26  2hyy #2.1/A ASP 381 CB    -0.382    4.022
    2hyy #2.1/A STI 600 C26  2hyy #1/A ASP 381 CB      -0.382    4.022
    2hyy #1/A STI 600 C26    2hyy #2.1/A ASP 381 CB    -0.382    4.022
    2hyy #1/A STI 600 C26    2hyy #1/A ASP 381 CB      -0.382    4.022
    2hyy #2.1/A STI 600 C15  2hyy #2.1/A THR 315 CG2   -0.382    4.022
    2hyy #2.1/A STI 600 C15  2hyy #1/A THR 315 CG2     -0.382    4.022
    2hyy #1/A STI 600 C15    2hyy #2.1/A THR 315 CG2   -0.382    4.022
    2hyy #1/A STI 600 C15    2hyy #1/A THR 315 CG2     -0.382    4.022
    2hyy #1/C STI 600 C20    2hyy #1/C VAL 270 C       -0.384    3.874
    2hyy #1/B STI 600 C15    2hyy #1/B HOH 112 O       -0.384    3.604
    2hyy #1/B STI 600 C1     2hyy #1/B LEU 370 CD2     -0.385    4.025
    2hyy #2.1/A STI 600 C14  2hyy #2.1/A THR 315 OG1   -0.386    3.456
    2hyy #2.1/A STI 600 C14  2hyy #1/A THR 315 OG1     -0.386    3.456
    2hyy #1/A STI 600 C14    2hyy #2.1/A THR 315 OG1   -0.386    3.456
    2hyy #1/A STI 600 C14    2hyy #1/A THR 315 OG1     -0.386    3.456
    2hyy #2.1/A STI 600 C53  2hyy #2.1/A HIS 361 O     -0.387    3.687
    2hyy #2.1/A STI 600 C53  2hyy #1/A HIS 361 O       -0.387    3.687
    2hyy #1/A STI 600 C53    2hyy #2.1/A HIS 361 O     -0.387    3.687
    2hyy #1/A STI 600 C53    2hyy #1/A HIS 361 O       -0.387    3.687
    2hyy #1/B STI 600 N3     2hyy #1/B PHE 317 C       -0.387    3.637
    2hyy #1/B STI 600 C49    2hyy #1/B ILE 360 O       -0.388    3.688
    2hyy #1/D STI 600 C1     2hyy #1/D LEU 370 CD2     -0.388    4.028
    2hyy #2.1/A STI 600 C19  2hyy #2.1/A THR 315 CG2   -0.388    3.878
    2hyy #2.1/A STI 600 C19  2hyy #1/A THR 315 CG2     -0.388    3.878
    2hyy #1/A STI 600 C19    2hyy #2.1/A THR 315 CG2   -0.388    3.878
    2hyy #1/A STI 600 C19    2hyy #1/A THR 315 CG2     -0.388    3.878
    2hyy #1/D STI 600 C5     2hyy #1/D LEU 248 CD1     -0.389    3.879
    2hyy #1/B STI 600 N48    2hyy #1/B VAL 289 CG1     -0.390    3.910
    2hyy #2.1/A STI 600 C52  2hyy #2.1/A ASP 381 CG    -0.393    4.153
    2hyy #2.1/A STI 600 C52  2hyy #1/A ASP 381 CG      -0.393    4.153
    2hyy #1/A STI 600 C52    2hyy #2.1/A ASP 381 CG    -0.393    4.153
    2hyy #1/A STI 600 C52    2hyy #1/A ASP 381 CG      -0.393    4.153
    2hyy #1/C STI 600 C1     2hyy #1/C LEU 370 CD2     -0.393    4.033
    2hyy #1/D STI 600 C19    2hyy #1/D LYS 271 CB      -0.394    3.884
    2hyy #1/D STI 600 C1     2hyy #1/D GLY 321 CA      -0.394    4.034
    2hyy #1/C STI 600 C18    2hyy #1/C LYS 271 CD      -0.396    4.036
    2hyy #1/C STI 600 C26    2hyy #1/C ASP 381 CB      -0.396    4.036
    2hyy #1/B STI 600 C20    2hyy #1/B LYS 271 CA      -0.397    4.157
    2hyy #1/C STI 600 C29    2hyy #1/C ASP 381 CB      -0.398    4.038
    

  
955 contacts  

> select add #1

8739 atoms, 8777 bonds, 5 pseudobonds, 1259 residues, 3 models selected  

> select subtract #1

37 atoms, 41 bonds, 1 residue, 1 model selected  

> contacts :sti makePseudobonds false reveal true log true
    
    
    Allowed overlap: -0.4
    H-bond overlap reduction: 0.4
    Ignore contacts between atoms separated by 4 bonds or less
    Detect intra-residue contacts: False
    Detect intra-molecule contacts: True
    
    955 contacts
             atom1                    atom2           overlap  distance
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 C54     3.760    0.000
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C53     3.760    0.000
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C52     3.760    0.000
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C50     3.760    0.000
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C49     3.760    0.000
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C46     3.760    0.000
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C20     3.760    0.000
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C6      3.520    0.000
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C4      3.520    0.000
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C29     3.520    0.000
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C28     3.520    0.000
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C26     3.520    0.000
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C25     3.520    0.000
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 C2      3.520    0.000
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C18     3.520    0.000
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C17     3.520    0.000
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C15     3.520    0.000
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C12     3.520    0.000
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 C11     3.520    0.000
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C1    3.520    0.000
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 N8      3.280    0.000
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 N51     3.280    0.000
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 N48     3.280    0.000
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 N3      3.280    0.000
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 N21     3.280    0.000
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 N13     3.280    0.000
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 N10     3.280    0.000
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C9      3.220    0.000
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C7      3.220    0.000
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C5      3.220    0.000
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C27     3.220    0.000
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C23     3.220    0.000
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C22     3.220    0.000
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C19     3.220    0.000
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C16     3.220    0.000
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C14     3.220    0.000
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 O29     2.840    0.000
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C49     2.211    1.549
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C50     2.211    1.549
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C52     2.184    1.576
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C53     2.184    1.576
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 C2      2.129    1.391
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C2    2.129    1.391
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 C6      2.123    1.397
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C6    2.123    1.397
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C11     2.113    1.407
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 C12     2.113    1.407
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C17     2.091    1.429
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C18     2.091    1.429
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C28     2.088    1.432
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C29     2.088    1.432
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C25     2.083    1.437
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C26     2.083    1.437
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C54     2.079    1.441
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 N51     2.079    1.441
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C11     2.069    1.331
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 N10     2.069    1.331
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C46     2.069    1.451
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 N48     2.069    1.451
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C50     2.067    1.453
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 N51     2.067    1.453
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 C2      2.065    1.335
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 N3      2.065    1.335
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C53     2.048    1.472
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 N48     2.048    1.472
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 C4      2.044    1.356
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 N3      2.044    1.356
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C12     2.032    1.338
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C7      2.032    1.338
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C49     2.031    1.489
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 N48     2.031    1.489
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C52     2.014    1.506
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 N51     2.014    1.506
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C27     2.006    1.484
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C46     2.006    1.484
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C16     1.997    1.373
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C17     1.997    1.373
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C18     1.984    1.386
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C19     1.984    1.386
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C19     1.979    1.511
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C20     1.979    1.511
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C4      1.972    1.398
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C5      1.972    1.398
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C15     1.967    1.403
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C16     1.967    1.403
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C26     1.962    1.408
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C27     1.962    1.408
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C14     1.962    1.408
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C15     1.962    1.408
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C5      1.948    1.422
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C6      1.948    1.422
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C23     1.947    1.423
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C25     1.947    1.423
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C27     1.946    1.424
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C28     1.946    1.424
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C23     1.936    1.434
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C29     1.936    1.434
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C9      1.928    1.322
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 N10     1.928    1.322
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C9      1.906    1.344
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 N8      1.906    1.344
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C22     1.898    1.352
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 N21     1.898    1.352
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C14     1.880    1.370
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 N13     1.880    1.370
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C7      1.876    1.374
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 N8      1.876    1.374
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C9      1.860    1.390
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 N13     1.860    1.390
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C16     1.822    1.428
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 N21     1.822    1.428
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C14     1.809    1.411
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C19     1.809    1.411
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 C22     1.798    1.232
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 O29     1.798    1.232
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C22     1.733    1.487
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C23     1.733    1.487
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C5      1.690    1.530
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C7      1.690    1.530
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 C52     1.394    2.366
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C54     1.394    2.366
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 C50     1.374    2.386
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C54     1.374    2.386
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C46     1.343    2.417
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C53     1.343    2.417
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C46     1.324    2.436
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C49     1.324    2.436
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C49     1.255    2.505
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C53     1.255    2.505
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C50     1.240    2.520
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C52     1.240    2.520
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C2      1.202    2.318
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 C4      1.202    2.318
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C2      1.162    2.358
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 C6      1.162    2.358
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C26     1.159    2.481
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C46     1.159    2.481
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C18     1.146    2.494
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C20     1.146    2.494
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C15     1.143    2.377
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C17     1.143    2.377
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C4      1.117    2.403
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C6      1.117    2.403
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C28     1.095    2.545
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C46     1.095    2.545
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C49     1.095    2.425
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 N51     1.095    2.425
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C26     1.070    2.450
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C28     1.070    2.450
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C11     1.062    2.308
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 C9      1.062    2.308
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C25     1.060    2.460
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C29     1.060    2.460
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C17     1.043    2.357
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 N21     1.043    2.357
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C12     1.039    2.361
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 N8      1.039    2.361
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C50     1.037    2.483
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 N48     1.037    2.483
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C11     1.024    2.346
    2hyy #1/A STI 600 C7     2hyy #2.1/A STI 600 C11   1.024    2.346
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C12     1.024    2.376
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 N10     1.024    2.376
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C15     1.019    2.381
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 N13     1.019    2.381
    2hyy #2.1/A STI 600 N51  2hyy #1/A STI 600 C53     1.019    2.501
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 N51     1.019    2.501
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C52     1.014    2.506
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 N48     1.014    2.506
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C14     0.987    2.383
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C18     0.987    2.383
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 N3      0.982    2.418
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 N3    0.982    2.418
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 N10     0.960    2.320
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 N8      0.960    2.320
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C16     0.932    2.438
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C18     0.932    2.438
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C25     0.928    2.442
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C27     0.928    2.442
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C15     0.918    2.452
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C19     0.918    2.452
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C28     0.912    2.458
    2hyy #1/A STI 600 C23    2hyy #2.1/A STI 600 C28   0.912    2.458
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C17     0.909    2.461
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C19     0.909    2.461
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 C5      0.909    2.461
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C5    0.909    2.461
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C14     0.907    2.583
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C20     0.907    2.583
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C9      0.875    2.345
    2hyy #1/A STI 600 C7     2hyy #2.1/A STI 600 C9    0.875    2.345
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C27     0.867    2.503
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C29     0.867    2.503
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C22     0.862    2.508
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C25     0.862    2.508
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C26     0.862    2.508
    2hyy #1/A STI 600 C23    2hyy #2.1/A STI 600 C26   0.862    2.508
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C15     0.859    2.541
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 N21     0.859    2.541
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C12     0.850    2.520
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C5      0.850    2.520
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C14     0.849    2.371
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C9      0.849    2.371
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 C5      0.840    2.410
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 N3      0.840    2.410
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 C4      0.833    2.537
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C7      0.833    2.537
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C19     0.829    2.421
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 N13     0.829    2.421
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C23     0.817    2.433
    2hyy #1/A STI 600 N21    2hyy #2.1/A STI 600 C23   0.817    2.433
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C22     0.815    2.555
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C29     0.815    2.555
    2hyy #2.1/A STI 600 C52  2hyy #1/A STI 600 C49     0.807    2.953
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C52     0.807    2.953
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C27     0.806    2.444
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 N48     0.806    2.444
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C16     0.800    2.420
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C22     0.800    2.420
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C50     0.797    2.963
    2hyy #2.1/A STI 600 C50  2hyy #1/A STI 600 C53     0.797    2.963
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C5      0.785    2.465
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 N8      0.785    2.465
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C7      0.773    2.597
    2hyy #1/A STI 600 C6     2hyy #2.1/A STI 600 C7    0.773    2.597
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C16     0.766    2.454
    2hyy #1/A STI 600 C14    2hyy #2.1/A STI 600 C16   0.766    2.454
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 C15     0.759    2.761
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C18     0.759    2.761
    2hyy #2.1/A STI 600 C1   2hyy #1/A STI 600 C4      0.732    2.788
    2hyy #1/A STI 600 C1     2hyy #2.1/A STI 600 C4    0.732    2.788
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C25     0.725    2.795
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C28     0.725    2.795
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C11     0.704    2.696
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 N8      0.704    2.696
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 C23     0.701    2.329
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 O29     0.701    2.329
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C12     0.647    2.723
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C9      0.647    2.723
    2hyy #2.1/A STI 600 N3   2hyy #1/A STI 600 C6      0.637    2.763
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 N3      0.637    2.763
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C26     0.630    2.890
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C29     0.630    2.890
    2hyy #2.1/A STI 600 C5   2hyy #1/A STI 600 C2      0.627    2.743
    2hyy #2.1/A STI 600 C2   2hyy #1/A STI 600 C5      0.627    2.743
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C27     0.592    2.898
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C53     0.592    2.898
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 C17     0.590    2.780
    2hyy #1/A STI 600 C14    2hyy #2.1/A STI 600 C17   0.590    2.780
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 N13     0.583    2.297
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 N8      0.583    2.297
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C4      0.558    2.842
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 N8      0.558    2.842
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 N10     0.554    2.696
    2hyy #1/A STI 600 C7     2hyy #2.1/A STI 600 N10   0.554    2.696
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C20     0.550    2.970
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 N13     0.550    2.970
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C29     0.483    2.917
    2hyy #1/A STI 600 N21    2hyy #2.1/A STI 600 C29   0.483    2.917
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 N10     0.477    2.403
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 N13     0.477    2.403
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 C12     0.476    3.044
    2hyy #1/A STI 600 C6     2hyy #2.1/A STI 600 C12   0.476    3.044
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 N51     0.466    2.814
    2hyy #1/A STI 600 N48    2hyy #2.1/A STI 600 N51   0.466    2.814
    2hyy #2.1/A STI 600 N48  2hyy #1/A STI 600 C28     0.453    2.947
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 N48     0.453    2.947
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C14     0.443    2.807
    2hyy #1/A STI 600 N10    2hyy #2.1/A STI 600 C14   0.443    2.807
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 C15     0.429    2.751
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 O29     0.429    2.751
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 C25     0.394    2.786
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 O29     0.394    2.786
    2hyy #2.1/A STI 600 C22  2hyy #1/A STI 600 C15     0.386    2.984
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C22     0.386    2.984
    2hyy #2.1/A STI 600 O29  2hyy #1/A STI 600 N21     0.372    2.288
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 O29     0.372    2.288
    2hyy #1/D STI 600 N3     2hyy #1/D MET 318 N       0.356    2.524
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C16     0.352    2.868
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 C19     0.352    2.868
    2hyy #2.1/A STI 600 C23  2hyy #1/A STI 600 C27     0.349    2.871
    2hyy #1/A STI 600 C23    2hyy #2.1/A STI 600 C27   0.349    2.871
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C28     0.335    3.305
    2hyy #2.1/A STI 600 C28  2hyy #1/A STI 600 C53     0.335    3.305
    2hyy #2.1/A STI 600 C52  2hyy #2.1/A ASP 381 OD2   0.332    2.968
    2hyy #2.1/A STI 600 C52  2hyy #1/A ASP 381 OD2     0.332    2.968
    2hyy #1/A STI 600 C52    2hyy #2.1/A ASP 381 OD2   0.332    2.968
    2hyy #1/A STI 600 C52    2hyy #1/A ASP 381 OD2     0.332    2.968
    2hyy #2.1/A STI 600 C52  2hyy #2.1/A HIS 361 O     0.321    2.979
    2hyy #2.1/A STI 600 C52  2hyy #1/A HIS 361 O       0.321    2.979
    2hyy #1/A STI 600 C52    2hyy #2.1/A HIS 361 O     0.321    2.979
    2hyy #1/A STI 600 C52    2hyy #1/A HIS 361 O       0.321    2.979
    2hyy #1/C STI 600 O29    2hyy #1/C VAL 299 CG1     0.306    2.994
    2hyy #1/D STI 600 C18    2hyy #1/D LYS 271 CB      0.294    3.346
    2hyy #2.1/A STI 600 C53  2hyy #2.1/A ASP 381 OD2   0.265    3.035
    2hyy #2.1/A STI 600 C53  2hyy #1/A ASP 381 OD2     0.265    3.035
    2hyy #1/A STI 600 C53    2hyy #2.1/A ASP 381 OD2   0.265    3.035
    2hyy #1/A STI 600 C53    2hyy #1/A ASP 381 OD2     0.265    3.035
    2hyy #1/C STI 600 C2     2hyy #1/C MET 318 O       0.261    2.919
    2hyy #1/D STI 600 C2     2hyy #1/D MET 318 O       0.253    2.927
    2hyy #1/B STI 600 C11    2hyy #1/B PHE 382 CD2     0.238    3.282
    2hyy #2.1/A STI 600 C16  2hyy #1/A STI 600 O29     0.227    2.803
    2hyy #1/A STI 600 C16    2hyy #2.1/A STI 600 O29   0.227    2.803
    2hyy #2.1/A STI 600 C11  2hyy #2.1/A PHE 382 CD2   0.225    3.295
    2hyy #2.1/A STI 600 C11  2hyy #1/A PHE 382 CD2     0.225    3.295
    2hyy #1/A STI 600 C11    2hyy #2.1/A PHE 382 CD2   0.225    3.295
    2hyy #1/A STI 600 C11    2hyy #1/A PHE 382 CD2     0.225    3.295
    2hyy #1/D STI 600 C54    2hyy #1/D ILE 360 O       0.223    3.077
    2hyy #1/B STI 600 C17    2hyy #1/B GLU 286 OE2     0.207    2.973
    2hyy #2.1/A STI 600 N10  2hyy #2.1/A PHE 382 CD2   0.206    3.194
    2hyy #2.1/A STI 600 N10  2hyy #1/A PHE 382 CD2     0.206    3.194
    2hyy #1/A STI 600 N10    2hyy #2.1/A PHE 382 CD2   0.206    3.194
    2hyy #1/A STI 600 N10    2hyy #1/A PHE 382 CD2     0.206    3.194
    2hyy #1/C STI 600 C52    2hyy #1/C ASP 381 OD2     0.194    3.106
    2hyy #1/D STI 600 C20    2hyy #1/D LYS 271 N       0.192    3.328
    2hyy #1/D STI 600 C2     2hyy #1/D MET 318 N       0.165    3.235
    2hyy #1/D STI 600 C50    2hyy #1/D ILE 360 O       0.163    3.137
    2hyy #1/D STI 600 C46    2hyy #1/D ILE 293 CD1     0.161    3.599
    2hyy #1/B STI 600 N10    2hyy #1/B PHE 382 CD2     0.149    3.251
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C20     0.148    3.342
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C9      0.148    3.342
    2hyy #1/C STI 600 C46    2hyy #1/C ILE 293 CD1     0.141    3.619
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A ALA 269 CB    0.140    3.620
    2hyy #2.1/A STI 600 C20  2hyy #1/A ALA 269 CB      0.140    3.620
    2hyy #1/A STI 600 C20    2hyy #2.1/A ALA 269 CB    0.140    3.620
    2hyy #1/A STI 600 C20    2hyy #1/A ALA 269 CB      0.140    3.620
    2hyy #1/D STI 600 N3     2hyy #1/D PHE 317 CA      0.135    3.385
    2hyy #1/B STI 600 C54    2hyy #1/B ILE 360 O       0.134    3.166
    2hyy #1/B STI 600 C11    2hyy #1/B PHE 382 CE2     0.130    3.390
    2hyy #1/B STI 600 C2     2hyy #1/B MET 318 O       0.129    3.051
    2hyy #2.1/A STI 600 C50  2hyy #2.1/A ILE 360 O     0.121    3.179
    2hyy #2.1/A STI 600 C50  2hyy #1/A ILE 360 O       0.121    3.179
    2hyy #1/A STI 600 C50    2hyy #2.1/A ILE 360 O     0.121    3.179
    2hyy #1/A STI 600 C50    2hyy #1/A ILE 360 O       0.121    3.179
    2hyy #1/B STI 600 C52    2hyy #1/B ASP 381 OD2     0.118    3.182
    2hyy #1/C STI 600 C20    2hyy #1/C LYS 271 N       0.116    3.404
    2hyy #1/B STI 600 O29    2hyy #1/B VAL 299 CG1     0.109    3.191
    2hyy #2.1/A STI 600 C54  2hyy #2.1/A ILE 360 O     0.104    3.196
    2hyy #2.1/A STI 600 C54  2hyy #1/A ILE 360 O       0.104    3.196
    2hyy #1/A STI 600 C54    2hyy #2.1/A ILE 360 O     0.104    3.196
    2hyy #1/A STI 600 C54    2hyy #1/A ILE 360 O       0.104    3.196
    2hyy #1/D STI 600 C20    2hyy #1/D LYS 271 CB      0.099    3.661
    2hyy #1/B STI 600 C20    2hyy #1/B LYS 271 CB      0.083    3.677
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C19     0.080    3.140
    2hyy #2.1/A STI 600 C19  2hyy #1/A STI 600 C9      0.080    3.140
    2hyy #1/B STI 600 N10    2hyy #1/B PHE 382 CE2     0.078    3.322
    2hyy #1/C STI 600 C52    2hyy #1/C HIS 361 O       0.075    3.225
    2hyy #1/B STI 600 C52    2hyy #1/B HIS 361 O       0.071    3.229
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A PHE 317 CD1   0.070    3.330
    2hyy #2.1/A STI 600 N3   2hyy #1/A PHE 317 CD1     0.070    3.330
    2hyy #1/A STI 600 N3     2hyy #2.1/A PHE 317 CD1   0.070    3.330
    2hyy #1/A STI 600 N3     2hyy #1/A PHE 317 CD1     0.070    3.330
    2hyy #2.1/A STI 600 C18  2hyy #2.1/A LYS 271 CB    0.057    3.583
    2hyy #2.1/A STI 600 C18  2hyy #1/A LYS 271 CB      0.057    3.583
    2hyy #1/A STI 600 C18    2hyy #2.1/A LYS 271 CB    0.057    3.583
    2hyy #1/A STI 600 C18    2hyy #1/A LYS 271 CB      0.057    3.583
    2hyy #1/B STI 600 N3     2hyy #1/B MET 318 N       0.056    2.824
    2hyy #1/D STI 600 C17    2hyy #1/D MET 290 CE      0.055    3.585
    2hyy #1/D STI 600 N51    2hyy #1/D ILE 360 O       0.054    2.606
    2hyy #2.1/A STI 600 C11  2hyy #2.1/A VAL 256 CG1   0.052    3.588
    2hyy #2.1/A STI 600 C11  2hyy #1/A VAL 256 CG1     0.052    3.588
    2hyy #1/A STI 600 C11    2hyy #2.1/A VAL 256 CG1   0.052    3.588
    2hyy #1/A STI 600 C11    2hyy #1/A VAL 256 CG1     0.052    3.588
    2hyy #2.1/A STI 600 C9   2hyy #1/A STI 600 C15     0.039    3.331
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C9      0.039    3.331
    2hyy #2.1/A STI 600 C2   2hyy #2.1/A MET 318 O     0.038    3.142
    2hyy #2.1/A STI 600 C2   2hyy #1/A MET 318 O       0.038    3.142
    2hyy #1/A STI 600 C2     2hyy #2.1/A MET 318 O     0.038    3.142
    2hyy #1/A STI 600 C2     2hyy #1/A MET 318 O       0.038    3.142
    2hyy #1/D STI 600 C2     2hyy #1/D PHE 317 CE1     0.038    3.482
    2hyy #1/B STI 600 C18    2hyy #1/B ILE 313 CG2     0.038    3.602
    2hyy #1/D STI 600 C53    2hyy #1/D ASP 381 OD2     0.035    3.265
    2hyy #1/B STI 600 C17    2hyy #1/B MET 290 CE      0.035    3.605
    2hyy #2.1/A STI 600 C2   2hyy #2.1/A PHE 317 CE1   0.034    3.486
    2hyy #2.1/A STI 600 C2   2hyy #1/A PHE 317 CE1     0.034    3.486
    2hyy #1/A STI 600 C2     2hyy #2.1/A PHE 317 CE1   0.034    3.486
    2hyy #1/A STI 600 C2     2hyy #1/A PHE 317 CE1     0.034    3.486
    2hyy #1/C STI 600 C53    2hyy #1/C ASP 381 OD2     0.030    3.270
    2hyy #2.1/A STI 600 C54  2hyy #1/A STI 600 C49     0.030    3.730
    2hyy #2.1/A STI 600 C49  2hyy #1/A STI 600 C54     0.030    3.730
    2hyy #1/D STI 600 O29    2hyy #1/D VAL 299 CG1     0.029    3.271
    2hyy #1/D STI 600 C2     2hyy #1/D PHE 317 CD1     0.027    3.493
    2hyy #2.1/A STI 600 O29  2hyy #2.1/A VAL 299 CG1   0.022    3.278
    2hyy #2.1/A STI 600 O29  2hyy #1/A VAL 299 CG1     0.022    3.278
    2hyy #1/A STI 600 O29    2hyy #2.1/A VAL 299 CG1   0.022    3.278
    2hyy #1/A STI 600 O29    2hyy #1/A VAL 299 CG1     0.022    3.278
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A MET 290 CE    0.021    3.499
    2hyy #2.1/A STI 600 N21  2hyy #1/A MET 290 CE      0.021    3.499
    2hyy #1/A STI 600 N21    2hyy #2.1/A MET 290 CE    0.021    3.499
    2hyy #1/A STI 600 N21    2hyy #1/A MET 290 CE      0.021    3.499
    2hyy #1/D STI 600 N21    2hyy #1/D MET 290 CE      0.019    3.501
    2hyy #1/C STI 600 C29    2hyy #1/C MET 290 CG      0.019    3.621
    2hyy #1/C STI 600 C18    2hyy #1/C ILE 313 CG2     0.018    3.622
    2hyy #1/D STI 600 N10    2hyy #1/D PHE 382 CD2     0.018    3.382
    2hyy #2.1/A STI 600 N10  2hyy #2.1/A PHE 382 CE2   0.017    3.383
    2hyy #2.1/A STI 600 N10  2hyy #1/A PHE 382 CE2     0.017    3.383
    2hyy #1/A STI 600 N10    2hyy #2.1/A PHE 382 CE2   0.017    3.383
    2hyy #1/A STI 600 N10    2hyy #1/A PHE 382 CE2     0.017    3.383
    2hyy #1/C STI 600 C20    2hyy #1/C ALA 269 O       0.016    3.284
    2hyy #1/D STI 600 C11    2hyy #1/D PHE 382 CD2     0.016    3.504
    2hyy #1/B STI 600 C20    2hyy #1/B LYS 271 N       0.015    3.505
    2hyy #1/D STI 600 N3     2hyy #1/D MET 318 CA      0.015    3.505
    2hyy #1/D STI 600 C54    2hyy #1/D HOH 155 O       0.008    3.332
    2hyy #2.1/A STI 600 C53  2hyy #1/A STI 600 C54     0.002    3.758
    2hyy #1/A STI 600 C53    2hyy #2.1/A STI 600 C54   0.002    3.758
    2hyy #1/C STI 600 C50    2hyy #1/C ILE 360 O       -0.009    3.309
    2hyy #1/B STI 600 N3     2hyy #1/B PHE 317 CA      -0.010    3.530
    2hyy #1/B STI 600 C49    2hyy #1/B VAL 289 CG1     -0.010    3.770
    2hyy #2.1/A STI 600 C46  2hyy #2.1/A VAL 289 CG1   -0.013    3.773
    2hyy #2.1/A STI 600 C46  2hyy #1/A VAL 289 CG1     -0.013    3.773
    2hyy #1/A STI 600 C46    2hyy #2.1/A VAL 289 CG1   -0.013    3.773
    2hyy #1/A STI 600 C46    2hyy #1/A VAL 289 CG1     -0.013    3.773
    2hyy #1/C STI 600 C16    2hyy #1/C HOH 126 O       -0.015    3.085
    2hyy #1/B STI 600 C50    2hyy #1/B ILE 360 O       -0.017    3.317
    2hyy #1/B STI 600 C19    2hyy #1/B THR 315 CG2     -0.019    3.509
    2hyy #2.1/A STI 600 C54  2hyy #2.1/A HIS 361 O     -0.021    3.321
    2hyy #2.1/A STI 600 C54  2hyy #1/A HIS 361 O       -0.021    3.321
    2hyy #1/A STI 600 C54    2hyy #2.1/A HIS 361 O     -0.021    3.321
    2hyy #1/A STI 600 C54    2hyy #1/A HIS 361 O       -0.021    3.321
    2hyy #1/B STI 600 C53    2hyy #1/B ASP 381 OD2     -0.022    3.322
    2hyy #2.1/A STI 600 C11  2hyy #2.1/A PHE 382 CE2   -0.027    3.547
    2hyy #2.1/A STI 600 C11  2hyy #1/A PHE 382 CE2     -0.027    3.547
    2hyy #1/A STI 600 C11    2hyy #2.1/A PHE 382 CE2   -0.027    3.547
    2hyy #1/A STI 600 C11    2hyy #1/A PHE 382 CE2     -0.027    3.547
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C50     -0.028    3.788
    2hyy #1/A STI 600 C46    2hyy #2.1/A STI 600 C50   -0.028    3.788
    2hyy #1/B STI 600 C14    2hyy #1/B THR 315 CG2     -0.029    3.519
    2hyy #1/C STI 600 C11    2hyy #1/C PHE 382 CD2     -0.033    3.553
    2hyy #1/D STI 600 C18    2hyy #1/D ILE 313 CG2     -0.034    3.674
    2hyy #1/C STI 600 C18    2hyy #1/C LYS 271 CB      -0.036    3.676
    2hyy #2.1/A STI 600 C2   2hyy #2.1/A PHE 317 CD1   -0.038    3.558
    2hyy #2.1/A STI 600 C2   2hyy #1/A PHE 317 CD1     -0.038    3.558
    2hyy #1/A STI 600 C2     2hyy #2.1/A PHE 317 CD1   -0.038    3.558
    2hyy #1/A STI 600 C2     2hyy #1/A PHE 317 CD1     -0.038    3.558
    2hyy #1/B STI 600 C11    2hyy #1/B VAL 256 CG1     -0.039    3.679
    2hyy #1/C STI 600 C6     2hyy #1/C LEU 370 CD2     -0.040    3.680
    2hyy #2.1/A STI 600 C46  2hyy #2.1/A ILE 293 CD1   -0.041    3.801
    2hyy #2.1/A STI 600 C46  2hyy #1/A ILE 293 CD1     -0.041    3.801
    2hyy #1/A STI 600 C46    2hyy #2.1/A ILE 293 CD1   -0.041    3.801
    2hyy #1/A STI 600 C46    2hyy #1/A ILE 293 CD1     -0.041    3.801
    2hyy #1/C STI 600 C20    2hyy #1/C ALA 269 CB      -0.045    3.805
    2hyy #1/D STI 600 C52    2hyy #1/D HIS 361 O       -0.047    3.347
    2hyy #1/D STI 600 N10    2hyy #1/D HOH 151 O       -0.048    2.748
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C52     -0.051    3.811
    2hyy #1/A STI 600 C46    2hyy #2.1/A STI 600 C52   -0.051    3.811
    2hyy #1/B STI 600 C46    2hyy #1/B ILE 293 CD1     -0.053    3.813
    2hyy #1/D STI 600 C52    2hyy #1/D ASP 381 OD2     -0.054    3.354
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A MET 318 N     -0.057    2.937
    2hyy #2.1/A STI 600 N3   2hyy #1/A MET 318 N       -0.057    2.937
    2hyy #1/A STI 600 N3     2hyy #2.1/A MET 318 N     -0.057    2.937
    2hyy #1/A STI 600 N3     2hyy #1/A MET 318 N       -0.057    2.937
    2hyy #1/C STI 600 O29    2hyy #1/C ALA 380 CB      -0.057    3.357
    2hyy #1/B STI 600 C25    2hyy #1/B ASP 381 N       -0.058    3.458
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C20     -0.058    3.578
    2hyy #1/A STI 600 N10    2hyy #2.1/A STI 600 C20   -0.058    3.578
    2hyy #1/D STI 600 C20    2hyy #1/D ALA 269 O       -0.059    3.359
    2hyy #2.1/A STI 600 N51  2hyy #2.1/A ILE 360 O     -0.063    2.723
    2hyy #2.1/A STI 600 N51  2hyy #1/A ILE 360 O       -0.063    2.723
    2hyy #1/A STI 600 N51    2hyy #2.1/A ILE 360 O     -0.063    2.723
    2hyy #1/A STI 600 N51    2hyy #1/A ILE 360 O       -0.063    2.723
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A HOH 146 O     -0.064    3.284
    2hyy #2.1/A STI 600 C17  2hyy #1/A HOH 146 O       -0.064    3.284
    2hyy #1/A STI 600 C17    2hyy #2.1/A HOH 146 O     -0.064    3.284
    2hyy #1/A STI 600 C17    2hyy #1/A HOH 146 O       -0.064    3.284
    2hyy #1/B STI 600 C18    2hyy #1/B LYS 271 CB      -0.067    3.707
    2hyy #1/C STI 600 C15    2hyy #1/C HOH 38 O        -0.071    3.291
    2hyy #1/D STI 600 C11    2hyy #1/D VAL 256 CG1     -0.072    3.712
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C19     -0.072    3.322
    2hyy #1/A STI 600 N10    2hyy #2.1/A STI 600 C19   -0.072    3.322
    2hyy #2.1/A STI 600 C6   2hyy #2.1/A LEU 370 CD2   -0.073    3.713
    2hyy #2.1/A STI 600 C6   2hyy #1/A LEU 370 CD2     -0.073    3.713
    2hyy #1/A STI 600 C6     2hyy #2.1/A LEU 370 CD2   -0.073    3.713
    2hyy #1/A STI 600 C6     2hyy #1/A LEU 370 CD2     -0.073    3.713
    2hyy #2.1/A STI 600 C49  2hyy #2.1/A VAL 289 CG1   -0.074    3.834
    2hyy #2.1/A STI 600 C49  2hyy #1/A VAL 289 CG1     -0.074    3.834
    2hyy #1/A STI 600 C49    2hyy #2.1/A VAL 289 CG1   -0.074    3.834
    2hyy #1/A STI 600 C49    2hyy #1/A VAL 289 CG1     -0.074    3.834
    2hyy #1/C STI 600 C19    2hyy #1/C THR 315 CG2     -0.076    3.566
    2hyy #1/B STI 600 C46    2hyy #1/B VAL 289 CG1     -0.077    3.837
    2hyy #1/B STI 600 O29    2hyy #1/B ALA 380 CB      -0.078    3.378
    2hyy #1/D STI 600 C29    2hyy #1/D MET 290 CG      -0.087    3.727
    2hyy #1/C STI 600 C54    2hyy #1/C ILE 360 O       -0.087    3.387
    2hyy #1/C STI 600 N10    2hyy #1/C HOH 38 O        -0.088    2.788
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A LYS 271 N     -0.089    3.609
    2hyy #2.1/A STI 600 C20  2hyy #1/A LYS 271 N       -0.089    3.609
    2hyy #1/A STI 600 C20    2hyy #2.1/A LYS 271 N     -0.089    3.609
    2hyy #1/A STI 600 C20    2hyy #1/A LYS 271 N       -0.089    3.609
    2hyy #1/B STI 600 N51    2hyy #1/B ILE 360 O       -0.091    2.751
    2hyy #1/B STI 600 C2     2hyy #1/B MET 318 N       -0.093    3.493
    2hyy #1/D STI 600 N3     2hyy #1/D PHE 317 CD1     -0.099    3.499
    2hyy #1/C STI 600 C25    2hyy #1/C ASP 381 CB      -0.099    3.739
    2hyy #1/D STI 600 C18    2hyy #1/D LYS 271 CD      -0.104    3.744
    2hyy #1/B STI 600 O29    2hyy #1/B ALA 380 CA      -0.106    3.406
    2hyy #1/C STI 600 C11    2hyy #1/C TYR 253 CB      -0.107    3.747
    2hyy #1/C STI 600 O29    2hyy #1/C ALA 380 CA      -0.109    3.409
    2hyy #1/C STI 600 C11    2hyy #1/C VAL 256 CG1     -0.111    3.751
    2hyy #1/C STI 600 C17    2hyy #1/C HOH 126 O       -0.112    3.332
    2hyy #2.1/A STI 600 C25  2hyy #2.1/A ASP 381 CB    -0.112    3.752
    2hyy #2.1/A STI 600 C25  2hyy #1/A ASP 381 CB      -0.112    3.752
    2hyy #1/A STI 600 C25    2hyy #2.1/A ASP 381 CB    -0.112    3.752
    2hyy #1/A STI 600 C25    2hyy #1/A ASP 381 CB      -0.112    3.752
    2hyy #1/D STI 600 N3     2hyy #1/D PHE 317 C       -0.114    3.364
    2hyy #1/B STI 600 O29    2hyy #1/B ASP 381 N       -0.115    2.775
    2hyy #1/B STI 600 C6     2hyy #1/B LEU 248 CD1     -0.117    3.757
    2hyy #1/B STI 600 C17    2hyy #1/B MET 290 SD      -0.119    3.649
    2hyy #1/D STI 600 C29    2hyy #1/D GLU 286 OE2     -0.120    3.300
    2hyy #1/D STI 600 C14    2hyy #1/D THR 315 CG2     -0.122    3.612
    2hyy #1/C STI 600 N51    2hyy #1/C ILE 360 O       -0.123    2.783
    2hyy #1/D STI 600 C6     2hyy #1/D LEU 370 CD2     -0.124    3.764
    2hyy #1/D STI 600 C20    2hyy #1/D ALA 269 CB      -0.126    3.886
    2hyy #1/C STI 600 C5     2hyy #1/C LEU 370 CD2     -0.127    3.617
    2hyy #1/C STI 600 C17    2hyy #1/C GLU 286 OE2     -0.127    3.307
    2hyy #1/D STI 600 C20    2hyy #1/D ALA 269 C       -0.128    3.618
    2hyy #1/C STI 600 C20    2hyy #1/C ALA 269 C       -0.130    3.620
    2hyy #1/C STI 600 N3     2hyy #1/C MET 318 N       -0.131    3.011
    2hyy #1/B STI 600 C12    2hyy #1/B PHE 382 CE2     -0.131    3.651
    2hyy #1/B STI 600 C4     2hyy #1/B LEU 370 CD1     -0.131    3.771
    2hyy #1/D STI 600 N10    2hyy #1/D PHE 382 CE2     -0.132    3.532
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A ALA 269 C     -0.136    3.626
    2hyy #2.1/A STI 600 C20  2hyy #1/A ALA 269 C       -0.136    3.626
    2hyy #1/A STI 600 C20    2hyy #2.1/A ALA 269 C     -0.136    3.626
    2hyy #1/A STI 600 C20    2hyy #1/A ALA 269 C       -0.136    3.626
    2hyy #1/C STI 600 N10    2hyy #1/C PHE 382 CD2     -0.136    3.536
    2hyy #1/D STI 600 C4     2hyy #1/D LEU 370 CD1     -0.137    3.777
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A ALA 269 O     -0.137    3.437
    2hyy #2.1/A STI 600 C20  2hyy #1/A ALA 269 O       -0.137    3.437
    2hyy #1/A STI 600 C20    2hyy #2.1/A ALA 269 O     -0.137    3.437
    2hyy #1/A STI 600 C20    2hyy #1/A ALA 269 O       -0.137    3.437
    2hyy #1/C STI 600 C12    2hyy #1/C TYR 253 CD2     -0.137    3.657
    2hyy #1/B STI 600 C20    2hyy #1/B THR 315 CG2     -0.140    3.900
    2hyy #2.1/A STI 600 C16  2hyy #2.1/A HOH 146 O     -0.141    3.211
    2hyy #2.1/A STI 600 C16  2hyy #1/A HOH 146 O       -0.141    3.211
    2hyy #1/A STI 600 C16    2hyy #2.1/A HOH 146 O     -0.141    3.211
    2hyy #1/A STI 600 C16    2hyy #1/A HOH 146 O       -0.141    3.211
    2hyy #2.1/A STI 600 C5   2hyy #2.1/A LEU 248 CD1   -0.142    3.632
    2hyy #2.1/A STI 600 C5   2hyy #1/A LEU 248 CD1     -0.142    3.632
    2hyy #1/A STI 600 C5     2hyy #2.1/A LEU 248 CD1   -0.142    3.632
    2hyy #1/A STI 600 C5     2hyy #1/A LEU 248 CD1     -0.142    3.632
    2hyy #2.1/A STI 600 C9   2hyy #2.1/A PHE 382 CE2   -0.143    3.513
    2hyy #2.1/A STI 600 C9   2hyy #1/A PHE 382 CE2     -0.143    3.513
    2hyy #1/A STI 600 C9     2hyy #2.1/A PHE 382 CE2   -0.143    3.513
    2hyy #1/A STI 600 C9     2hyy #1/A PHE 382 CE2     -0.143    3.513
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A MET 290 SD    -0.146    3.676
    2hyy #2.1/A STI 600 C17  2hyy #1/A MET 290 SD      -0.146    3.676
    2hyy #1/A STI 600 C17    2hyy #2.1/A MET 290 SD    -0.146    3.676
    2hyy #1/A STI 600 C17    2hyy #1/A MET 290 SD      -0.146    3.676
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A MET 290 CE    -0.146    3.786
    2hyy #2.1/A STI 600 C17  2hyy #1/A MET 290 CE      -0.146    3.786
    2hyy #1/A STI 600 C17    2hyy #2.1/A MET 290 CE    -0.146    3.786
    2hyy #1/A STI 600 C17    2hyy #1/A MET 290 CE      -0.146    3.786
    2hyy #1/C STI 600 C12    2hyy #1/C TYR 253 CG      -0.149    3.519
    2hyy #2.1/A STI 600 C6   2hyy #2.1/A LEU 248 CD1   -0.150    3.790
    2hyy #2.1/A STI 600 C6   2hyy #1/A LEU 248 CD1     -0.150    3.790
    2hyy #1/A STI 600 C6     2hyy #2.1/A LEU 248 CD1   -0.150    3.790
    2hyy #1/A STI 600 C6     2hyy #1/A LEU 248 CD1     -0.150    3.790
    2hyy #1/C STI 600 C18    2hyy #1/C THR 315 CG2     -0.154    3.794
    2hyy #2.1/A STI 600 C25  2hyy #1/A STI 600 C46     -0.155    3.795
    2hyy #1/A STI 600 C25    2hyy #2.1/A STI 600 C46   -0.155    3.795
    2hyy #1/D STI 600 C11    2hyy #1/D PHE 382 CE2     -0.156    3.676
    2hyy #1/D STI 600 C20    2hyy #1/D VAL 256 CG1     -0.156    3.916
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 C53     -0.157    3.797
    2hyy #1/A STI 600 C26    2hyy #2.1/A STI 600 C53   -0.157    3.797
    2hyy #1/C STI 600 C12    2hyy #1/C TYR 253 CD1     -0.158    3.678
    2hyy #1/B STI 600 C9     2hyy #1/B PHE 382 CE2     -0.164    3.534
    2hyy #2.1/A STI 600 C54  2hyy #2.1/A ARG 362 CD    -0.168    3.928
    2hyy #2.1/A STI 600 C54  2hyy #1/A ARG 362 CD      -0.168    3.928
    2hyy #1/A STI 600 C54    2hyy #2.1/A ARG 362 CD    -0.168    3.928
    2hyy #1/A STI 600 C54    2hyy #1/A ARG 362 CD      -0.168    3.928
    2hyy #1/C STI 600 C14    2hyy #1/C THR 315 CG2     -0.169    3.659
    2hyy #1/C STI 600 C11    2hyy #1/C PHE 382 CE2     -0.172    3.692
    2hyy #1/D STI 600 C17    2hyy #1/D ILE 313 CG2     -0.173    3.813
    2hyy #2.1/A STI 600 C29  2hyy #2.1/A MET 290 CE    -0.174    3.814
    2hyy #2.1/A STI 600 C29  2hyy #1/A MET 290 CE      -0.174    3.814
    2hyy #1/A STI 600 C29    2hyy #2.1/A MET 290 CE    -0.174    3.814
    2hyy #1/A STI 600 C29    2hyy #1/A MET 290 CE      -0.174    3.814
    2hyy #1/B STI 600 C22    2hyy #1/B ASP 381 O       -0.175    3.205
    2hyy #2.1/A STI 600 C6   2hyy #2.1/A TYR 253 CE1   -0.176    3.696
    2hyy #2.1/A STI 600 C6   2hyy #1/A TYR 253 CE1     -0.176    3.696
    2hyy #1/A STI 600 C6     2hyy #2.1/A TYR 253 CE1   -0.176    3.696
    2hyy #1/A STI 600 C6     2hyy #1/A TYR 253 CE1     -0.176    3.696
    2hyy #1/D STI 600 C17    2hyy #1/D GLU 286 OE2     -0.177    3.357
    2hyy #1/B STI 600 C22    2hyy #1/B ASP 381 N       -0.178    3.428
    2hyy #1/C STI 600 N8     2hyy #1/C ALA 269 CB      -0.180    3.700
    2hyy #1/B STI 600 C2     2hyy #1/B PHE 317 CE1     -0.181    3.701
    2hyy #1/D STI 600 N8     2hyy #1/D ALA 269 CB      -0.182    3.702
    2hyy #1/D STI 600 O29    2hyy #1/D ALA 380 CB      -0.184    3.484
    2hyy #2.1/A STI 600 C54  2hyy #2.1/A ARG 362 CG    -0.186    3.946
    2hyy #2.1/A STI 600 C54  2hyy #1/A ARG 362 CG      -0.186    3.946
    2hyy #1/A STI 600 C54    2hyy #2.1/A ARG 362 CG    -0.186    3.946
    2hyy #1/A STI 600 C54    2hyy #1/A ARG 362 CG      -0.186    3.946
    2hyy #1/B STI 600 C4     2hyy #1/B ALA 269 CB      -0.186    3.826
    2hyy #2.1/A STI 600 C23  2hyy #2.1/A ASP 381 CB    -0.187    3.677
    2hyy #2.1/A STI 600 C23  2hyy #1/A ASP 381 CB      -0.187    3.677
    2hyy #1/A STI 600 C23    2hyy #2.1/A ASP 381 CB    -0.187    3.677
    2hyy #1/A STI 600 C23    2hyy #1/A ASP 381 CB      -0.187    3.677
    2hyy #2.1/A STI 600 C53  2hyy #2.1/A ASP 381 CG    -0.190    3.950
    2hyy #2.1/A STI 600 C53  2hyy #1/A ASP 381 CG      -0.190    3.950
    2hyy #1/A STI 600 C53    2hyy #2.1/A ASP 381 CG    -0.190    3.950
    2hyy #1/A STI 600 C53    2hyy #1/A ASP 381 CG      -0.190    3.950
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C17     -0.190    3.830
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C20     -0.190    3.830
    2hyy #2.1/A STI 600 C22  2hyy #2.1/A ASP 381 O     -0.190    3.220
    2hyy #2.1/A STI 600 C22  2hyy #1/A ASP 381 O       -0.190    3.220
    2hyy #1/A STI 600 C22    2hyy #2.1/A ASP 381 O     -0.190    3.220
    2hyy #1/A STI 600 C22    2hyy #1/A ASP 381 O       -0.190    3.220
    2hyy #2.1/A STI 600 N10  2hyy #1/A STI 600 C15     -0.191    3.591
    2hyy #1/A STI 600 N10    2hyy #2.1/A STI 600 C15   -0.191    3.591
    2hyy #1/D STI 600 C4     2hyy #1/D MET 318 N       -0.192    3.592
    2hyy #2.1/A STI 600 C18  2hyy #2.1/A ILE 313 CG2   -0.192    3.832
    2hyy #2.1/A STI 600 C18  2hyy #1/A ILE 313 CG2     -0.192    3.832
    2hyy #1/A STI 600 C18    2hyy #2.1/A ILE 313 CG2   -0.192    3.832
    2hyy #1/A STI 600 C18    2hyy #1/A ILE 313 CG2     -0.192    3.832
    2hyy #1/B STI 600 C17    2hyy #1/B HOH 49 O        -0.192    3.412
    2hyy #1/D STI 600 N21    2hyy #1/D GLU 286 OE2     -0.193    2.853
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A LYS 271 CB    -0.193    3.953
    2hyy #2.1/A STI 600 C20  2hyy #1/A LYS 271 CB      -0.193    3.953
    2hyy #1/A STI 600 C20    2hyy #2.1/A LYS 271 CB    -0.193    3.953
    2hyy #1/A STI 600 C20    2hyy #1/A LYS 271 CB      -0.193    3.953
    2hyy #1/B STI 600 C6     2hyy #1/B LEU 370 CD2     -0.194    3.834
    2hyy #1/C STI 600 N3     2hyy #1/C MET 318 O       -0.194    3.254
    2hyy #1/D STI 600 C11    2hyy #1/D HOH 151 O       -0.195    3.415
    2hyy #1/D STI 600 C12    2hyy #1/D TYR 253 CD2     -0.195    3.715
    2hyy #1/D STI 600 C17    2hyy #1/D LYS 271 CD      -0.197    3.837
    2hyy #1/C STI 600 C20    2hyy #1/C LYS 271 CB      -0.201    3.961
    2hyy #1/B STI 600 C25    2hyy #1/B ASP 381 CB      -0.201    3.841
    2hyy #2.1/A STI 600 N8   2hyy #2.1/A ALA 269 CB    -0.206    3.726
    2hyy #2.1/A STI 600 N8   2hyy #1/A ALA 269 CB      -0.206    3.726
    2hyy #1/A STI 600 N8     2hyy #2.1/A ALA 269 CB    -0.206    3.726
    2hyy #1/A STI 600 N8     2hyy #1/A ALA 269 CB      -0.206    3.726
    2hyy #1/D STI 600 C52    2hyy #1/D HOH 91 O        -0.208    3.548
    2hyy #1/D STI 600 C19    2hyy #1/D THR 315 CG2     -0.209    3.699
    2hyy #1/B STI 600 N8     2hyy #1/B ALA 269 CB      -0.211    3.731
    2hyy #1/C STI 600 C14    2hyy #1/C HOH 38 O        -0.211    3.281
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C11     -0.212    3.612
    2hyy #2.1/A STI 600 C11  2hyy #1/A STI 600 N13     -0.212    3.612
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A PHE 317 CA    -0.215    3.735
    2hyy #2.1/A STI 600 N3   2hyy #1/A PHE 317 CA      -0.215    3.735
    2hyy #1/A STI 600 N3     2hyy #2.1/A PHE 317 CA    -0.215    3.735
    2hyy #1/A STI 600 N3     2hyy #1/A PHE 317 CA      -0.215    3.735
    2hyy #1/C STI 600 C49    2hyy #1/C VAL 289 CG1     -0.215    3.975
    2hyy #2.1/A STI 600 C29  2hyy #2.1/A ASP 381 CB    -0.216    3.856
    2hyy #2.1/A STI 600 C29  2hyy #1/A ASP 381 CB      -0.216    3.856
    2hyy #1/A STI 600 C29    2hyy #2.1/A ASP 381 CB    -0.216    3.856
    2hyy #1/A STI 600 C29    2hyy #1/A ASP 381 CB      -0.216    3.856
    2hyy #1/B STI 600 N13    2hyy #1/B THR 315 CG2     -0.216    3.736
    2hyy #1/C STI 600 N10    2hyy #1/C PHE 382 CE2     -0.217    3.617
    2hyy #1/D STI 600 C11    2hyy #1/D TYR 253 CD2     -0.217    3.737
    2hyy #2.1/A STI 600 C25  2hyy #2.1/A ASP 381 N     -0.217    3.617
    2hyy #2.1/A STI 600 C25  2hyy #1/A ASP 381 N       -0.217    3.617
    2hyy #1/A STI 600 C25    2hyy #2.1/A ASP 381 N     -0.217    3.617
    2hyy #1/A STI 600 C25    2hyy #1/A ASP 381 N       -0.217    3.617
    2hyy #1/D STI 600 C6     2hyy #1/D LEU 248 CD1     -0.222    3.862
    2hyy #1/C STI 600 C29    2hyy #1/C MET 290 SD      -0.222    3.752
    2hyy #1/D STI 600 C2     2hyy #1/D MET 318 CA      -0.223    3.863
    2hyy #2.1/A STI 600 C26  2hyy #1/A STI 600 N48     -0.223    3.623
    2hyy #1/A STI 600 C26    2hyy #2.1/A STI 600 N48   -0.223    3.623
    2hyy #1/D STI 600 N3     2hyy #1/D MET 318 CB      -0.223    3.743
    2hyy #1/C STI 600 C20    2hyy #1/C VAL 256 CG1     -0.225    3.985
    2hyy #1/D STI 600 C49    2hyy #1/D ILE 360 O       -0.225    3.525
    2hyy #2.1/A STI 600 C20  2hyy #1/A STI 600 C15     -0.225    3.865
    2hyy #2.1/A STI 600 C15  2hyy #1/A STI 600 C20     -0.225    3.865
    2hyy #1/C STI 600 C17    2hyy #1/C ILE 313 CG2     -0.226    3.866
    2hyy #2.1/A STI 600 O29  2hyy #2.1/A ALA 380 CB    -0.227    3.527
    2hyy #2.1/A STI 600 O29  2hyy #1/A ALA 380 CB      -0.227    3.527
    2hyy #1/A STI 600 O29    2hyy #2.1/A ALA 380 CB    -0.227    3.527
    2hyy #1/A STI 600 O29    2hyy #1/A ALA 380 CB      -0.227    3.527
    2hyy #1/B STI 600 N10    2hyy #1/B HOH 112 O       -0.227    2.927
    2hyy #2.1/A STI 600 C46  2hyy #1/A STI 600 C29     -0.228    3.868
    2hyy #2.1/A STI 600 C29  2hyy #1/A STI 600 C46     -0.228    3.868
    2hyy #1/B STI 600 N3     2hyy #1/B MET 318 CA      -0.228    3.748
    2hyy #1/D STI 600 C20    2hyy #1/D LYS 271 CA      -0.231    3.991
    2hyy #1/B STI 600 N21    2hyy #1/B MET 290 CE      -0.232    3.752
    2hyy #1/C STI 600 C18    2hyy #1/C HOH 38 O        -0.232    3.452
    2hyy #1/B STI 600 C18    2hyy #1/B LYS 271 CD      -0.235    3.875
    2hyy #2.1/A STI 600 C4   2hyy #1/A STI 600 C12     -0.237    3.757
    2hyy #2.1/A STI 600 C12  2hyy #1/A STI 600 C4      -0.237    3.757
    2hyy #1/D STI 600 C15    2hyy #1/D THR 315 CG2     -0.238    3.878
    2hyy #2.1/A STI 600 C5   2hyy #2.1/A LEU 370 CD2   -0.239    3.729
    2hyy #2.1/A STI 600 C5   2hyy #1/A LEU 370 CD2     -0.239    3.729
    2hyy #1/A STI 600 C5     2hyy #2.1/A LEU 370 CD2   -0.239    3.729
    2hyy #1/A STI 600 C5     2hyy #1/A LEU 370 CD2     -0.239    3.729
    2hyy #1/D STI 600 C11    2hyy #1/D TYR 253 CB      -0.240    3.880
    2hyy #1/B STI 600 C29    2hyy #1/B ASP 381 CB      -0.241    3.881
    2hyy #1/C STI 600 C6     2hyy #1/C TYR 253 CE1     -0.242    3.762
    2hyy #2.1/A STI 600 C17  2hyy #1/A STI 600 C22     -0.243    3.613
    2hyy #1/A STI 600 C17    2hyy #2.1/A STI 600 C22   -0.243    3.613
    2hyy #1/B STI 600 C52    2hyy #1/B HOH 26 O        -0.244    3.584
    2hyy #2.1/A STI 600 N21  2hyy #2.1/A MET 290 SD    -0.245    3.255
    2hyy #2.1/A STI 600 N21  2hyy #1/A MET 290 SD      -0.245    3.255
    2hyy #1/A STI 600 N21    2hyy #2.1/A MET 290 SD    -0.245    3.255
    2hyy #1/A STI 600 N21    2hyy #1/A MET 290 SD      -0.245    3.255
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A GLU 286 OE2   -0.246    3.426
    2hyy #2.1/A STI 600 C17  2hyy #1/A GLU 286 OE2     -0.246    3.426
    2hyy #1/A STI 600 C17    2hyy #2.1/A GLU 286 OE2   -0.246    3.426
    2hyy #1/A STI 600 C17    2hyy #1/A GLU 286 OE2     -0.246    3.426
    2hyy #1/B STI 600 C23    2hyy #1/B ASP 381 CB      -0.247    3.737
    2hyy #1/B STI 600 C29    2hyy #1/B MET 290 CG      -0.248    3.888
    2hyy #1/B STI 600 N3     2hyy #1/B PHE 317 CD1     -0.249    3.649
    2hyy #1/C STI 600 C17    2hyy #1/C MET 290 SD      -0.251    3.781
    2hyy #2.1/A STI 600 N13  2hyy #1/A STI 600 C18     -0.252    3.652
    2hyy #1/A STI 600 N13    2hyy #2.1/A STI 600 C18   -0.252    3.652
    2hyy #1/C STI 600 C17    2hyy #1/C HOH 38 O        -0.254    3.474
    2hyy #1/D STI 600 C49    2hyy #1/D VAL 289 CG1     -0.255    4.015
    2hyy #1/B STI 600 C20    2hyy #1/B VAL 256 CG1     -0.257    4.017
    2hyy #1/C STI 600 C28    2hyy #1/C MET 290 CG      -0.264    3.904
    2hyy #1/D STI 600 C25    2hyy #1/D ASP 381 N       -0.269    3.669
    2hyy #1/D STI 600 C29    2hyy #1/D GLU 286 CG      -0.270    3.910
    2hyy #1/D STI 600 C29    2hyy #1/D MET 290 CE      -0.271    3.911
    2hyy #1/D STI 600 C5     2hyy #1/D LEU 370 CD2     -0.271    3.761
    2hyy #1/C STI 600 N3     2hyy #1/C MET 318 CA      -0.271    3.791
    2hyy #1/C STI 600 C11    2hyy #1/C HOH 38 O        -0.271    3.491
    2hyy #1/C STI 600 C11    2hyy #1/C TYR 253 CD2     -0.272    3.792
    2hyy #2.1/A STI 600 C27  2hyy #1/A STI 600 C49     -0.273    3.763
    2hyy #1/A STI 600 C27    2hyy #2.1/A STI 600 C49   -0.273    3.763
    2hyy #1/D STI 600 C29    2hyy #1/D MET 290 SD      -0.274    3.804
    2hyy #2.1/A STI 600 C49  2hyy #2.1/A ILE 360 O     -0.277    3.577
    2hyy #2.1/A STI 600 C49  2hyy #1/A ILE 360 O       -0.277    3.577
    2hyy #1/A STI 600 C49    2hyy #2.1/A ILE 360 O     -0.277    3.577
    2hyy #1/A STI 600 C49    2hyy #1/A ILE 360 O       -0.277    3.577
    2hyy #2.1/A STI 600 C52  2hyy #2.1/A HOH 87 O      -0.277    3.617
    2hyy #2.1/A STI 600 C52  2hyy #1/A HOH 87 O        -0.277    3.617
    2hyy #1/A STI 600 C52    2hyy #2.1/A HOH 87 O      -0.277    3.617
    2hyy #1/A STI 600 C52    2hyy #1/A HOH 87 O        -0.277    3.617
    2hyy #1/B STI 600 C17    2hyy #1/B ILE 313 CG2     -0.279    3.919
    2hyy #1/B STI 600 C53    2hyy #1/B ASP 381 CB      -0.282    4.042
    2hyy #1/D STI 600 O29    2hyy #1/D ALA 380 CA      -0.282    3.582
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A VAL 256 CG1   -0.285    3.925
    2hyy #2.1/A STI 600 C12  2hyy #1/A VAL 256 CG1     -0.285    3.925
    2hyy #1/A STI 600 C12    2hyy #2.1/A VAL 256 CG1   -0.285    3.925
    2hyy #1/A STI 600 C12    2hyy #1/A VAL 256 CG1     -0.285    3.925
    2hyy #1/B STI 600 C5     2hyy #1/B LEU 248 CD1     -0.285    3.775
    2hyy #1/C STI 600 N21    2hyy #1/C HOH 126 O       -0.286    2.986
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A TYR 253 CG    -0.288    3.658
    2hyy #2.1/A STI 600 C12  2hyy #1/A TYR 253 CG      -0.288    3.658
    2hyy #1/A STI 600 C12    2hyy #2.1/A TYR 253 CG    -0.288    3.658
    2hyy #1/A STI 600 C12    2hyy #1/A TYR 253 CG      -0.288    3.658
    2hyy #1/C STI 600 C49    2hyy #1/C ILE 360 O       -0.289    3.589
    2hyy #2.1/A STI 600 C53  2hyy #2.1/A ASP 381 CB    -0.289    4.049
    2hyy #2.1/A STI 600 C53  2hyy #1/A ASP 381 CB      -0.289    4.049
    2hyy #1/A STI 600 C53    2hyy #2.1/A ASP 381 CB    -0.289    4.049
    2hyy #1/A STI 600 C53    2hyy #1/A ASP 381 CB      -0.289    4.049
    2hyy #1/D STI 600 C12    2hyy #1/D TYR 253 CG      -0.291    3.661
    2hyy #1/C STI 600 C25    2hyy #1/C ASP 381 N       -0.291    3.691
    2hyy #1/D STI 600 C28    2hyy #1/D MET 290 CG      -0.294    3.934
    2hyy #2.1/A STI 600 N21  2hyy #1/A STI 600 C25     -0.294    3.694
    2hyy #1/A STI 600 N21    2hyy #2.1/A STI 600 C25   -0.294    3.694
    2hyy #1/C STI 600 C23    2hyy #1/C ASP 381 CB      -0.295    3.785
    2hyy #2.1/A STI 600 C18  2hyy #1/A STI 600 N21     -0.297    3.697
    2hyy #1/A STI 600 C18    2hyy #2.1/A STI 600 N21   -0.297    3.697
    2hyy #2.1/A STI 600 C14  2hyy #2.1/A THR 315 CG2   -0.297    3.787
    2hyy #2.1/A STI 600 C14  2hyy #1/A THR 315 CG2     -0.297    3.787
    2hyy #1/A STI 600 C14    2hyy #2.1/A THR 315 CG2   -0.297    3.787
    2hyy #1/A STI 600 C14    2hyy #1/A THR 315 CG2     -0.297    3.787
    2hyy #1/C STI 600 C11    2hyy #1/C TYR 253 CG      -0.299    3.669
    2hyy #2.1/A STI 600 N8   2hyy #1/A STI 600 C14     -0.299    3.549
    2hyy #2.1/A STI 600 C14  2hyy #1/A STI 600 N8      -0.299    3.549
    2hyy #2.1/A STI 600 C16  2hyy #2.1/A MET 290 SD    -0.301    3.681
    2hyy #2.1/A STI 600 C16  2hyy #1/A MET 290 SD      -0.301    3.681
    2hyy #1/A STI 600 C16    2hyy #2.1/A MET 290 SD    -0.301    3.681
    2hyy #1/A STI 600 C16    2hyy #1/A MET 290 SD      -0.301    3.681
    2hyy #1/C STI 600 C20    2hyy #1/C VAL 270 CA      -0.301    4.061
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A TYR 253 CD2   -0.302    3.822
    2hyy #2.1/A STI 600 C12  2hyy #1/A TYR 253 CD2     -0.302    3.822
    2hyy #1/A STI 600 C12    2hyy #2.1/A TYR 253 CD2   -0.302    3.822
    2hyy #1/A STI 600 C12    2hyy #1/A TYR 253 CD2     -0.302    3.822
    2hyy #1/C STI 600 C11    2hyy #1/C VAL 256 CG2     -0.303    3.943
    2hyy #1/D STI 600 N13    2hyy #1/D THR 315 OG1     -0.304    3.004
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A MET 318 CA    -0.307    3.827
    2hyy #2.1/A STI 600 N3   2hyy #1/A MET 318 CA      -0.307    3.827
    2hyy #1/A STI 600 N3     2hyy #2.1/A MET 318 CA    -0.307    3.827
    2hyy #1/A STI 600 N3     2hyy #1/A MET 318 CA      -0.307    3.827
    2hyy #1/B STI 600 C2     2hyy #1/B PHE 317 CD1     -0.307    3.827
    2hyy #1/C STI 600 N3     2hyy #1/C PHE 317 CD1     -0.308    3.708
    2hyy #1/D STI 600 C20    2hyy #1/D THR 315 OG1     -0.309    3.649
    2hyy #1/D STI 600 N21    2hyy #1/D MET 290 SD      -0.310    3.320
    2hyy #1/D STI 600 C20    2hyy #1/D VAL 270 CA      -0.311    4.071
    2hyy #1/C STI 600 C19    2hyy #1/C HOH 38 O        -0.312    3.382
    2hyy #1/D STI 600 C12    2hyy #1/D TYR 253 CD1     -0.314    3.834
    2hyy #2.1/A STI 600 N13  2hyy #2.1/A THR 315 OG1   -0.314    3.014
    2hyy #2.1/A STI 600 N13  2hyy #1/A THR 315 OG1     -0.314    3.014
    2hyy #1/A STI 600 N13    2hyy #2.1/A THR 315 OG1   -0.314    3.014
    2hyy #1/A STI 600 N13    2hyy #1/A THR 315 OG1     -0.314    3.014
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A LEU 248 CD1   -0.314    3.954
    2hyy #2.1/A STI 600 C12  2hyy #1/A LEU 248 CD1     -0.314    3.954
    2hyy #1/A STI 600 C12    2hyy #2.1/A LEU 248 CD1   -0.314    3.954
    2hyy #1/A STI 600 C12    2hyy #1/A LEU 248 CD1     -0.314    3.954
    2hyy #1/C STI 600 C2     2hyy #1/C PHE 317 CE1     -0.315    3.835
    2hyy #2.1/A STI 600 C11  2hyy #2.1/A TYR 253 CB    -0.315    3.955
    2hyy #2.1/A STI 600 C11  2hyy #1/A TYR 253 CB      -0.315    3.955
    2hyy #1/A STI 600 C11    2hyy #2.1/A TYR 253 CB    -0.315    3.955
    2hyy #1/A STI 600 C11    2hyy #1/A TYR 253 CB      -0.315    3.955
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A TYR 253 CD1   -0.316    3.836
    2hyy #2.1/A STI 600 C12  2hyy #1/A TYR 253 CD1     -0.316    3.836
    2hyy #1/A STI 600 C12    2hyy #2.1/A TYR 253 CD1   -0.316    3.836
    2hyy #1/A STI 600 C12    2hyy #1/A TYR 253 CD1     -0.316    3.836
    2hyy #1/C STI 600 C22    2hyy #1/C VAL 299 CG1     -0.317    3.807
    2hyy #1/B STI 600 C16    2hyy #1/B HOH 49 O        -0.317    3.387
    2hyy #1/B STI 600 C12    2hyy #1/B TYR 253 CD2     -0.320    3.840
    2hyy #1/C STI 600 C50    2hyy #1/C HOH 178 O       -0.320    3.660
    2hyy #2.1/A STI 600 O29  2hyy #2.1/A ASP 381 N     -0.321    2.981
    2hyy #2.1/A STI 600 O29  2hyy #1/A ASP 381 N       -0.321    2.981
    2hyy #1/A STI 600 O29    2hyy #2.1/A ASP 381 N     -0.321    2.981
    2hyy #1/A STI 600 O29    2hyy #1/A ASP 381 N       -0.321    2.981
    2hyy #1/B STI 600 N10    2hyy #1/B VAL 256 CG1     -0.321    3.841
    2hyy #2.1/A STI 600 C15  2hyy #2.1/A VAL 299 CG1   -0.321    3.961
    2hyy #2.1/A STI 600 C15  2hyy #1/A VAL 299 CG1     -0.321    3.961
    2hyy #1/A STI 600 C15    2hyy #2.1/A VAL 299 CG1   -0.321    3.961
    2hyy #1/A STI 600 C15    2hyy #1/A VAL 299 CG1     -0.321    3.961
    2hyy #1/C STI 600 C20    2hyy #1/C THR 315 CG2     -0.322    4.082
    2hyy #2.1/A STI 600 C7   2hyy #1/A STI 600 N13     -0.323    3.573
    2hyy #1/A STI 600 C7     2hyy #2.1/A STI 600 N13   -0.323    3.573
    2hyy #1/C STI 600 C4     2hyy #1/C LEU 370 CD2     -0.324    3.964
    2hyy #1/C STI 600 N3     2hyy #1/C MET 318 CB      -0.326    3.846
    2hyy #1/D STI 600 C15    2hyy #1/D HOH 151 O       -0.326    3.546
    2hyy #1/B STI 600 C25    2hyy #1/B ALA 380 CA      -0.326    3.966
    2hyy #1/C STI 600 C4     2hyy #1/C ALA 269 CB      -0.326    3.966
    2hyy #1/C STI 600 C1     2hyy #1/C GLY 321 CA      -0.326    3.966
    2hyy #2.1/A STI 600 O29  2hyy #2.1/A ALA 380 CA    -0.328    3.628
    2hyy #2.1/A STI 600 O29  2hyy #1/A ALA 380 CA      -0.328    3.628
    2hyy #1/A STI 600 O29    2hyy #2.1/A ALA 380 CA    -0.328    3.628
    2hyy #1/A STI 600 O29    2hyy #1/A ALA 380 CA      -0.328    3.628
    2hyy #2.1/A STI 600 C4   2hyy #2.1/A LEU 370 CD1   -0.329    3.969
    2hyy #2.1/A STI 600 C4   2hyy #1/A LEU 370 CD1     -0.329    3.969
    2hyy #1/A STI 600 C4     2hyy #2.1/A LEU 370 CD1   -0.329    3.969
    2hyy #1/A STI 600 C4     2hyy #1/A LEU 370 CD1     -0.329    3.969
    2hyy #2.1/A STI 600 C2   2hyy #2.1/A MET 318 N     -0.333    3.733
    2hyy #2.1/A STI 600 C2   2hyy #1/A MET 318 N       -0.333    3.733
    2hyy #1/A STI 600 C2     2hyy #2.1/A MET 318 N     -0.333    3.733
    2hyy #1/A STI 600 C2     2hyy #1/A MET 318 N       -0.333    3.733
    2hyy #1/B STI 600 C11    2hyy #1/B HOH 112 O       -0.335    3.555
    2hyy #2.1/A STI 600 C12  2hyy #2.1/A PHE 382 CE2   -0.335    3.855
    2hyy #2.1/A STI 600 C12  2hyy #1/A PHE 382 CE2     -0.335    3.855
    2hyy #1/A STI 600 C12    2hyy #2.1/A PHE 382 CE2   -0.335    3.855
    2hyy #1/A STI 600 C12    2hyy #1/A PHE 382 CE2     -0.335    3.855
    2hyy #1/B STI 600 C1     2hyy #1/B GLY 321 CA      -0.338    3.978
    2hyy #1/B STI 600 N3     2hyy #1/B MET 318 CB      -0.341    3.861
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A VAL 256 CG1   -0.343    4.103
    2hyy #2.1/A STI 600 C20  2hyy #1/A VAL 256 CG1     -0.343    4.103
    2hyy #1/A STI 600 C20    2hyy #2.1/A VAL 256 CG1   -0.343    4.103
    2hyy #1/A STI 600 C20    2hyy #1/A VAL 256 CG1     -0.343    4.103
    2hyy #1/C STI 600 C54    2hyy #1/C HIS 361 O       -0.343    3.643
    2hyy #1/D STI 600 N10    2hyy #1/D VAL 256 CG1     -0.343    3.863
    2hyy #1/D STI 600 C4     2hyy #1/D PHE 317 CA      -0.344    3.984
    2hyy #2.1/A STI 600 C4   2hyy #2.1/A LEU 370 CD2   -0.348    3.988
    2hyy #2.1/A STI 600 C4   2hyy #1/A LEU 370 CD2     -0.348    3.988
    2hyy #1/A STI 600 C4     2hyy #2.1/A LEU 370 CD2   -0.348    3.988
    2hyy #1/A STI 600 C4     2hyy #1/A LEU 370 CD2     -0.348    3.988
    2hyy #1/C STI 600 C16    2hyy #1/C HOH 38 O        -0.349    3.419
    2hyy #1/C STI 600 C15    2hyy #1/C THR 315 CG2     -0.349    3.989
    2hyy #2.1/A STI 600 C17  2hyy #2.1/A ILE 313 CG2   -0.349    3.989
    2hyy #2.1/A STI 600 C17  2hyy #1/A ILE 313 CG2     -0.349    3.989
    2hyy #1/A STI 600 C17    2hyy #2.1/A ILE 313 CG2   -0.349    3.989
    2hyy #1/A STI 600 C17    2hyy #1/A ILE 313 CG2     -0.349    3.989
    2hyy #1/C STI 600 C22    2hyy #1/C ASP 381 N       -0.350    3.600
    2hyy #1/B STI 600 C20    2hyy #1/B ILE 313 O       -0.351    3.651
    2hyy #1/B STI 600 C20    2hyy #1/B ALA 269 O       -0.352    3.652
    2hyy #1/D STI 600 C20    2hyy #1/D VAL 270 N       -0.355    3.875
    2hyy #1/C STI 600 C53    2hyy #1/C ASP 381 CG      -0.355    4.115
    2hyy #1/B STI 600 C15    2hyy #1/B THR 315 CG2     -0.355    3.995
    2hyy #2.1/A STI 600 C1   2hyy #2.1/A GLY 321 CA    -0.356    3.996
    2hyy #2.1/A STI 600 C1   2hyy #1/A GLY 321 CA      -0.356    3.996
    2hyy #1/A STI 600 C1     2hyy #2.1/A GLY 321 CA    -0.356    3.996
    2hyy #1/A STI 600 C1     2hyy #1/A GLY 321 CA      -0.356    3.996
    2hyy #1/D STI 600 C53    2hyy #1/D ASP 381 CG      -0.357    4.117
    2hyy #2.1/A STI 600 C20  2hyy #2.1/A THR 315 OG1   -0.357    3.697
    2hyy #2.1/A STI 600 C20  2hyy #1/A THR 315 OG1     -0.357    3.697
    2hyy #1/A STI 600 C20    2hyy #2.1/A THR 315 OG1   -0.357    3.697
    2hyy #1/A STI 600 C20    2hyy #1/A THR 315 OG1     -0.357    3.697
    2hyy #1/D STI 600 C18    2hyy #1/D ILE 313 CB      -0.358    3.998
    2hyy #1/B STI 600 C23    2hyy #1/B ASP 381 N       -0.358    3.608
    2hyy #1/C STI 600 C12    2hyy #1/C VAL 256 CG1     -0.358    3.998
    2hyy #2.1/A STI 600 C22  2hyy #2.1/A ASP 381 N     -0.359    3.609
    2hyy #2.1/A STI 600 C22  2hyy #1/A ASP 381 N       -0.359    3.609
    2hyy #1/A STI 600 C22    2hyy #2.1/A ASP 381 N     -0.359    3.609
    2hyy #1/A STI 600 C22    2hyy #1/A ASP 381 N       -0.359    3.609
    2hyy #1/B STI 600 C18    2hyy #1/B THR 315 CG2     -0.359    3.999
    2hyy #1/D STI 600 C25    2hyy #1/D ASP 381 CB      -0.359    3.999
    2hyy #1/D STI 600 C20    2hyy #1/D VAL 270 C       -0.360    3.850
    2hyy #1/B STI 600 C11    2hyy #1/B VAL 256 CG2     -0.361    4.001
    2hyy #2.1/A STI 600 C7   2hyy #2.1/A LEU 248 CD1   -0.361    3.851
    2hyy #2.1/A STI 600 C7   2hyy #1/A LEU 248 CD1     -0.361    3.851
    2hyy #1/A STI 600 C7     2hyy #2.1/A LEU 248 CD1   -0.361    3.851
    2hyy #1/A STI 600 C7     2hyy #1/A LEU 248 CD1     -0.361    3.851
    2hyy #1/D STI 600 C17    2hyy #1/D MET 290 SD      -0.362    3.892
    2hyy #1/D STI 600 C2     2hyy #1/D MET 318 C       -0.362    3.732
    2hyy #1/D STI 600 C11    2hyy #1/D TYR 253 CG      -0.362    3.732
    2hyy #1/B STI 600 C53    2hyy #1/B ASP 381 CG      -0.363    4.123
    2hyy #1/D STI 600 C4     2hyy #1/D ALA 269 CB      -0.364    4.004
    2hyy #1/C STI 600 C14    2hyy #1/C THR 315 OG1     -0.365    3.435
    2hyy #1/D STI 600 C9     2hyy #1/D PHE 382 CE2     -0.366    3.736
    2hyy #1/D STI 600 C53    2hyy #1/D ASP 381 CB      -0.368    4.128
    2hyy #1/B STI 600 C29    2hyy #1/B GLU 286 CG      -0.369    4.009
    2hyy #1/C STI 600 N13    2hyy #1/C THR 315 OG1     -0.371    3.071
    2hyy #1/C STI 600 C20    2hyy #1/C THR 315 OG1     -0.371    3.711
    2hyy #1/C STI 600 N8     2hyy #1/C LEU 370 CD1     -0.371    3.891
    2hyy #2.1/A STI 600 C1   2hyy #2.1/A LEU 370 CD2   -0.372    4.012
    2hyy #2.1/A STI 600 C1   2hyy #1/A LEU 370 CD2     -0.372    4.012
    2hyy #1/A STI 600 C1     2hyy #2.1/A LEU 370 CD2   -0.372    4.012
    2hyy #1/A STI 600 C1     2hyy #1/A LEU 370 CD2     -0.372    4.012
    2hyy #1/C STI 600 C52    2hyy #1/C HOH 114 O       -0.372    3.712
    2hyy #1/D STI 600 C25    2hyy #1/D ALA 380 CA      -0.373    4.013
    2hyy #1/B STI 600 C11    2hyy #1/B TYR 253 CB      -0.373    4.013
    2hyy #1/C STI 600 C25    2hyy #1/C ALA 380 CA      -0.374    4.014
    2hyy #1/B STI 600 C11    2hyy #1/B TYR 253 CD2     -0.376    3.896
    2hyy #1/D STI 600 C4     2hyy #1/D LEU 370 CD2     -0.376    4.016
    2hyy #2.1/A STI 600 N3   2hyy #2.1/A PHE 317 CE1   -0.377    3.777
    2hyy #2.1/A STI 600 N3   2hyy #1/A PHE 317 CE1     -0.377    3.777
    2hyy #1/A STI 600 N3     2hyy #2.1/A PHE 317 CE1   -0.377    3.777
    2hyy #1/A STI 600 N3     2hyy #1/A PHE 317 CE1     -0.377    3.777
    2hyy #1/B STI 600 C29    2hyy #1/B MET 290 CE      -0.377    4.017
    2hyy #1/C STI 600 C46    2hyy #1/C VAL 289 CG1     -0.378    4.138
    2hyy #1/B STI 600 N21    2hyy #1/B GLU 286 OE2     -0.378    3.038
    2hyy #1/C STI 600 C17    2hyy #1/C MET 290 CE      -0.380    4.020
    2hyy #1/C STI 600 O29    2hyy #1/C ASP 381 N       -0.380    3.040
    2hyy #2.1/A STI 600 C6   2hyy #1/A STI 600 N8      -0.382    3.782
    2hyy #1/A STI 600 C6     2hyy #2.1/A STI 600 N8    -0.382    3.782
    2hyy #2.1/A STI 600 C26  2hyy #2.1/A ASP 381 CB    -0.382    4.022
    2hyy #2.1/A STI 600 C26  2hyy #1/A ASP 381 CB      -0.382    4.022
    2hyy #1/A STI 600 C26    2hyy #2.1/A ASP 381 CB    -0.382    4.022
    2hyy #1/A STI 600 C26    2hyy #1/A ASP 381 CB      -0.382    4.022
    2hyy #2.1/A STI 600 C15  2hyy #2.1/A THR 315 CG2   -0.382    4.022
    2hyy #2.1/A STI 600 C15  2hyy #1/A THR 315 CG2     -0.382    4.022
    2hyy #1/A STI 600 C15    2hyy #2.1/A THR 315 CG2   -0.382    4.022
    2hyy #1/A STI 600 C15    2hyy #1/A THR 315 CG2     -0.382    4.022
    2hyy #1/C STI 600 C20    2hyy #1/C VAL 270 C       -0.384    3.874
    2hyy #1/B STI 600 C15    2hyy #1/B HOH 112 O       -0.384    3.604
    2hyy #1/B STI 600 C1     2hyy #1/B LEU 370 CD2     -0.385    4.025
    2hyy #2.1/A STI 600 C14  2hyy #2.1/A THR 315 OG1   -0.386    3.456
    2hyy #2.1/A STI 600 C14  2hyy #1/A THR 315 OG1     -0.386    3.456
    2hyy #1/A STI 600 C14    2hyy #2.1/A THR 315 OG1   -0.386    3.456
    2hyy #1/A STI 600 C14    2hyy #1/A THR 315 OG1     -0.386    3.456
    2hyy #2.1/A STI 600 C53  2hyy #2.1/A HIS 361 O     -0.387    3.687
    2hyy #2.1/A STI 600 C53  2hyy #1/A HIS 361 O       -0.387    3.687
    2hyy #1/A STI 600 C53    2hyy #2.1/A HIS 361 O     -0.387    3.687
    2hyy #1/A STI 600 C53    2hyy #1/A HIS 361 O       -0.387    3.687
    2hyy #1/B STI 600 N3     2hyy #1/B PHE 317 C       -0.387    3.637
    2hyy #1/B STI 600 C49    2hyy #1/B ILE 360 O       -0.388    3.688
    2hyy #1/D STI 600 C1     2hyy #1/D LEU 370 CD2     -0.388    4.028
    2hyy #2.1/A STI 600 C19  2hyy #2.1/A THR 315 CG2   -0.388    3.878
    2hyy #2.1/A STI 600 C19  2hyy #1/A THR 315 CG2     -0.388    3.878
    2hyy #1/A STI 600 C19    2hyy #2.1/A THR 315 CG2   -0.388    3.878
    2hyy #1/A STI 600 C19    2hyy #1/A THR 315 CG2     -0.388    3.878
    2hyy #1/D STI 600 C5     2hyy #1/D LEU 248 CD1     -0.389    3.879
    2hyy #1/B STI 600 N48    2hyy #1/B VAL 289 CG1     -0.390    3.910
    2hyy #2.1/A STI 600 C52  2hyy #2.1/A ASP 381 CG    -0.393    4.153
    2hyy #2.1/A STI 600 C52  2hyy #1/A ASP 381 CG      -0.393    4.153
    2hyy #1/A STI 600 C52    2hyy #2.1/A ASP 381 CG    -0.393    4.153
    2hyy #1/A STI 600 C52    2hyy #1/A ASP 381 CG      -0.393    4.153
    2hyy #1/C STI 600 C1     2hyy #1/C LEU 370 CD2     -0.393    4.033
    2hyy #1/D STI 600 C19    2hyy #1/D LYS 271 CB      -0.394    3.884
    2hyy #1/D STI 600 C1     2hyy #1/D GLY 321 CA      -0.394    4.034
    2hyy #1/C STI 600 C18    2hyy #1/C LYS 271 CD      -0.396    4.036
    2hyy #1/C STI 600 C26    2hyy #1/C ASP 381 CB      -0.396    4.036
    2hyy #1/B STI 600 C20    2hyy #1/B LYS 271 CA      -0.397    4.157
    2hyy #1/C STI 600 C29    2hyy #1/C ASP 381 CB      -0.398    4.038
    

  
955 contacts  

> ui tool show H-Bonds

> hbonds sel makePseudobonds false relax false reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Using precise constraint criteria
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    4 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A MET 318 N  2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N  2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    

  
4 hydrogen bonds found  

> hbonds sel makePseudobonds false relax false reveal true log true
    
    
    Finding intermodel H-bonds
    Finding intramodel H-bonds
    Using precise constraint criteria
    Models used:
    	1 2hyy
    	2.1 2hyy
    
    4 H-bonds
    H-bonds (donor, acceptor, hydrogen, D..A dist, D-H..A dist):
    2hyy #1/A MET 318 N    2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #1/A ASP 381 N    2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    2hyy #2.1/A MET 318 N  2hyy #2.1/A STI 600 N3   no hydrogen  2.937  N/A
    2hyy #2.1/A ASP 381 N  2hyy #2.1/A STI 600 O29  no hydrogen  2.981  N/A
    

  
4 hydrogen bonds found  

> hbonds sel reveal true

10 hydrogen bonds found  

> label @@display

> hide solvent

> name resist :250,253,256,301,315,317,320,351,373,381

> color #2.1.1 #ff4626ff models

> color resist & C gold target al

> show resist

> stile resist ball

Unknown command: stile resist ball  

> style resist ball

Changed 430 atom styles  

> view resist clip false

> label height 1.0

> sequence chain /A

Alignment identifier is 1  

> select resist

430 atoms, 395 bonds, 50 residues, 2 models selected  

> log clear

> close

> toolshed show

Downloading bundle ChimeraX_ISOLDE-1.6.0-cp39-cp39-macosx_10_13_universal2.whl  

> open "/Users/johannes/Daten
> Cloud/PhD/Methods/Peptides/CD36/AlphaFold/fit/fold_mcvar1_cidra2_8_vs_cd36_s02_p01/fold_mcvar1_cidra2_8_vs_cd36_s02_p01_full_data_0.json"

Failed opening file /Users/johannes/Daten
Cloud/PhD/Methods/Peptides/CD36/AlphaFold/fit/fold_mcvar1_cidra2_8_vs_cd36_s02_p01/fold_mcvar1_cidra2_8_vs_cd36_s02_p01_full_data_0.json:  
fold_mcvar1_cidra2_8_vs_cd36_s02_p01_full_data_0.json does not look like Mole
Online json file, does not contain Channels.  

> open "/Users/johannes/Daten
> Cloud/PhD/Methods/Peptides/CD36/AlphaFold/fit/fold_mcvar1_cidra2_8_vs_cd36_s02_p05/fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif"

Chain information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif #1  
---  
Chain | Description  
A | .  
B | .  
  

> select /A:1-179

1466 atoms, 1496 bonds, 179 residues, 1 model selected  

> select /B:1-20

168 atoms, 170 bonds, 20 residues, 1 model selected  

> select /A:1-179

1466 atoms, 1496 bonds, 179 residues, 1 model selected  

> select clear

> color bychain

> show surfaces

> color bychain

> hide surfaces

> ui tool show PICKLUSTER

Please register the custom scheme 'pickluster' via
QWebEngineUrlScheme::registerScheme() before installing the custom scheme
handler.  

Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Interactions in clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Interactions  
1 | [[['A', 'ASN', 8], ['B', 'TRP', 19]], [['A', 'ASN', 8], ['B', 'LEU', 18]],
[['A', 'TRP', 12], ['B', 'ARG', 15]], [['A', 'TRP', 12], ['B', 'TRP', 19]],
[['A', 'PHE', 70], ['B', 'TRP', 19]], [['A', 'ASP', 75], ['B', 'LEU', 18]],
[['A', 'ILE', 76], ['B', 'TRP', 19]], [['A', 'ILE', 76], ['B', 'LEU', 18]],
[['A', 'PRO', 77], ['B', 'LEU', 18]], [['A', 'PRO', 77], ['B', 'LEU', 14]],
[['A', 'TRP', 80], ['B', 'GLN', 10]], [['A', 'TRP', 80], ['B', 'LEU', 14]],
[['A', 'TRP', 80], ['B', 'SER', 7]], [['A', 'TRP', 80], ['B', 'VAL', 11]],
[['A', 'PHE', 85], ['B', 'VAL', 11]], [['A', 'PHE', 85], ['B', 'TRP', 19]],
[['A', 'PHE', 85], ['B', 'LEU', 14]], [['A', 'PHE', 85], ['B', 'ARG', 15]],
[['A', 'PHE', 85], ['B', 'LEU', 18]], [['A', 'THR', 88], ['B', 'SER', 7]],
[['A', 'THR', 88], ['B', 'VAL', 11]], [['A', 'THR', 88], ['B', 'MET', 8]],
[['A', 'LEU', 89], ['B', 'TRP', 19]], [['A', 'LEU', 89], ['B', 'VAL', 11]],
[['A', 'LEU', 89], ['B', 'ARG', 15]], [['A', 'MET', 91], ['B', 'MET', 8]],
[['A', 'MET', 91], ['B', 'SER', 4]], [['A', 'ASP', 93], ['B', 'MET', 8]],
[['A', 'LEU', 94], ['B', 'VAL', 11]], [['A', 'LEU', 94], ['B', 'MET', 8]],
[['A', 'LEU', 94], ['B', 'ARG', 12]], [['A', 'GLU', 97], ['B', 'ARG', 12]],
[['A', 'ILE', 98], ['B', 'ARG', 15]], [['A', 'ASP', 101], ['B', 'ARG', 15]],
[['A', 'THR', 102], ['B', 'ARG', 15]], [['A', 'ILE', 124], ['B', 'ILE', 1]],
[['A', 'ILE', 124], ['B', 'SER', 4]], [['A', 'PHE', 126], ['B', 'ILE', 1]],
[['A', 'LEU', 129], ['B', 'SER', 4]], [['A', 'LEU', 129], ['B', 'LYS', 3]],
[['A', 'LEU', 132], ['B', 'SER', 7]], [['A', 'TYR', 133], ['B', 'SER', 7]],
[['A', 'TYR', 133], ['B', 'LYS', 3]], [['A', 'TYR', 133], ['B', 'SER', 4]],
[['A', 'TYR', 133], ['B', 'SER', 6]]]  
  

> show surfaces

> select #1 /A :8 #1 /A :12 #1 /A :70 #1 /A :75 #1 /A :76 #1 /A :77 #1 /A :80
> #1 /A :85 #1 /A :88 #1 /A :89 #1 /A :91 #1 /A :93 #1 /A :94 #1 /A :97 #1 /A
> :98 #1 /A :101 #1 /A :102 #1 /A :124 #1 /A :126 #1 /A :129 #1 /A :132 #1 /A
> :133 #1 /B :1 #1 /B :3 #1 /B :4 #1 /B :6 #1 /B :7 #1 /B :8 #1 /B :10 #1 /B
> :11 #1 /B :12 #1 /B :14 #1 /B :15 #1 /B :18 #1 /B :19

310 atoms, 300 bonds, 374 pseudobonds, 35 residues, 2 models selected  

> hide sel surfaces

> show sel surfaces

> select clear

> select al

Expected an objects specifier or a keyword  

> select all

1634 atoms, 1666 bonds, 374 pseudobonds, 199 residues, 2 models selected  

> hide sel surfaces

> select #1 /A :8 #1 /A :12 #1 /A :70 #1 /A :75 #1 /A :76 #1 /A :77 #1 /A :80
> #1 /A :85 #1 /A :88 #1 /A :89 #1 /A :91 #1 /A :93 #1 /A :94 #1 /A :97 #1 /A
> :98 #1 /A :101 #1 /A :102 #1 /A :124 #1 /A :126 #1 /A :129 #1 /A :132 #1 /A
> :133 #1 /B :1 #1 /B :3 #1 /B :4 #1 /B :6 #1 /B :7 #1 /B :8 #1 /B :10 #1 /B
> :11 #1 /B :12 #1 /B :14 #1 /B :15 #1 /B :18 #1 /B :19

310 atoms, 300 bonds, 374 pseudobonds, 35 residues, 2 models selected  

> show sel cartoons

> show sel atoms

> ~hbonds

> hide sel cartoons

> show sel cartoons

> show sel atoms

> hide sel atoms

> show sel atoms

> hide sel atoms

> show sel surfaces

> hide sel surfaces

> mlp sel

Map values for surface "fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif_A SES
surface": minimum -28.27, mean -4.611, maximum 24.13  
Map values for surface "fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif_B SES
surface": minimum -25.15, mean -1.549, maximum 21.63  
To also show corresponding color key, enter the above mlp command and add key
true  

> nucleotides sel atoms

> style nucleic & sel stick

Changed 0 atom styles  

> mlp sel

Map values for surface "fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif_A SES
surface": minimum -28.27, mean -4.611, maximum 24.13  
Map values for surface "fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif_B SES
surface": minimum -25.15, mean -1.549, maximum 21.63  
To also show corresponding color key, enter the above mlp command and add key
true  

> rainbow sel

> color sel bypolymer

> color sel bychain

> hide sel surfaces

Alignment identifier is 1/A  
Alignment identifier is 1/B  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  
No max. PAE data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
No PAE data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
No PAE data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
No PAE data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  
No max. PAE data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  
Mean pae for cluster 0: 6.18 (Å)  
No pTM data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  
Mean pae for cluster 0: 6.18 (Å)  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  

> select #1 /A :8 #1 /A :12 #1 /A :70 #1 /A :75 #1 /A :76 #1 /A :77 #1 /A :80
> #1 /A :85 #1 /A :88 #1 /A :89 #1 /A :91 #1 /A :93 #1 /A :94 #1 /A :97 #1 /A
> :98 #1 /A :101 #1 /A :102 #1 /A :124 #1 /A :126 #1 /A :129 #1 /A :132 #1 /A
> :133 #1 /B :1 #1 /B :3 #1 /B :4 #1 /B :6 #1 /B :7 #1 /B :8 #1 /B :10 #1 /B
> :11 #1 /B :12 #1 /B :14 #1 /B :15 #1 /B :18 #1 /B :19

310 atoms, 300 bonds, 374 pseudobonds, 35 residues, 2 models selected  

> select #1 /A :8 #1 /A :12 #1 /A :70 #1 /A :75 #1 /A :76 #1 /A :77 #1 /A :80
> #1 /A :85 #1 /A :88 #1 /A :89 #1 /A :91 #1 /A :93 #1 /A :94 #1 /A :97 #1 /A
> :98 #1 /A :101 #1 /A :102 #1 /A :124 #1 /A :126 #1 /A :129 #1 /A :132 #1 /A
> :133 #1 /B :1 #1 /B :3 #1 /B :4 #1 /B :6 #1 /B :7 #1 /B :8 #1 /B :10 #1 /B
> :11 #1 /B :12 #1 /B :14 #1 /B :15 #1 /B :18 #1 /B :19

310 atoms, 300 bonds, 374 pseudobonds, 35 residues, 2 models selected  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  
No ipTM data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  
Mean pae for cluster 0: 6.18 (Å)  
No ipTM data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  
Mean pae for cluster 0: 6.18 (Å)  
No ipTM data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
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)  
No max. PAE data  
Cluster information for fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A',
'B']  
---  
Cluster | Residues  
1 | [['A', 'ASN', 8], ['A', 'TRP', 12], ['A', 'PHE', 70], ['A', 'ASP', 75],
['A', 'ILE', 76], ['A', 'PRO', 77], ['A', 'TRP', 80], ['A', 'PHE', 85], ['A',
'THR', 88], ['A', 'LEU', 89], ['A', 'MET', 91], ['A', 'ASP', 93], ['A', 'LEU',
94], ['A', 'GLU', 97], ['A', 'ILE', 98], ['A', 'ASP', 101], ['A', 'THR', 102],
['A', 'ILE', 124], ['A', 'PHE', 126], ['A', 'LEU', 129], ['A', 'LEU', 132],
['A', 'TYR', 133], ['B', 'ILE', 1], ['B', 'LYS', 3], ['B', 'SER', 4], ['B',
'SER', 6], ['B', 'SER', 7], ['B', 'MET', 8], ['B', 'GLN', 10], ['B', 'VAL',
11], ['B', 'ARG', 12], ['B', 'LEU', 14], ['B', 'ARG', 15], ['B', 'LEU', 18],
['B', 'TRP', 19]]  
  
Calculation of interface was successful  
Mean pLDDT of clusters in
fold_mcvar1_cidra2_8_vs_cd36_s02_p05_model_0.cif['A', 'B']  
---  
Cluster | Mean pLDDT  
1 | 84.42  
  
No ipTM data  

Unsupported scale factor (0.000000) detected on Display0  

QPainter::begin: Paint device returned engine == 0, type: 3  


===== Log before crash end =====

Log:
Startup Messages  
---  
warning | Replacing fetcher for 'pdb_nmr' and format NMRSTAR from NMRSTAR
bundle with that from NMRSTAR bundle  
  
UCSF ChimeraX version: 1.6.1 (2023-05-09)  
© 2016-2023 Regents of the University of California. All rights reserved.  
How to cite UCSF ChimeraX  




OpenGL version: 4.1 Metal - 88.1
OpenGL renderer: Apple M1 Pro
OpenGL vendor: Apple

Python: 3.9.11
Locale: UTF-8
Qt version: PyQt6 6.4.2, Qt 6.4.2
Qt runtime version: 6.4.3
Qt platform: cocoa
Hardware:

    Hardware Overview:

      Model Name: MacBook Pro
      Model Identifier: MacBookPro18,3
      Model Number: MKGP3D/A
      Chip: Apple M1 Pro
      Total Number of Cores: 8 (6 performance and 2 efficiency)
      Memory: 16 GB
      System Firmware Version: 10151.121.1
      OS Loader Version: 10151.121.1

Software:

    System Software Overview:

      System Version: macOS 14.5 (23F79)
      Kernel Version: Darwin 23.5.0
      Time since boot: 14 hours, 35 minutes

Graphics/Displays:

    Apple M1 Pro:

      Chipset Model: Apple M1 Pro
      Type: GPU
      Bus: Built-In
      Total Number of Cores: 14
      Vendor: Apple (0x106b)
      Metal Support: Metal 3
      Displays:
        Color LCD:
          Display Type: Built-in Liquid Retina XDR Display
          Resolution: 3024 x 1964 Retina
          Main Display: Yes
          Mirror: Off
          Online: Yes
          Automatically Adjust Brightness: Yes
          Connection Type: Internal


Installed Packages:
    alabaster: 0.7.13
    appdirs: 1.4.4
    appnope: 0.1.3
    asttokens: 2.2.1
    Babel: 2.12.1
    backcall: 0.2.0
    beautifulsoup4: 4.11.2
    blockdiag: 3.0.0
    build: 0.10.0
    certifi: 2021.10.8
    cftime: 1.6.2
    charset-normalizer: 3.1.0
    ChimeraX-AddCharge: 1.5.9.1
    ChimeraX-AddH: 2.2.5
    ChimeraX-AlignmentAlgorithms: 2.0.1
    ChimeraX-AlignmentHdrs: 3.3.1
    ChimeraX-AlignmentMatrices: 2.1
    ChimeraX-Alignments: 2.9.3
    ChimeraX-AlphaFold: 1.0
    ChimeraX-AltlocExplorer: 1.0.3
    ChimeraX-AmberInfo: 1.0
    ChimeraX-Arrays: 1.1
    ChimeraX-Atomic: 1.43.10
    ChimeraX-AtomicLibrary: 10.0.6
    ChimeraX-AtomSearch: 2.0.1
    ChimeraX-AxesPlanes: 2.3.2
    ChimeraX-BasicActions: 1.1.2
    ChimeraX-BILD: 1.0
    ChimeraX-BlastProtein: 2.1.2
    ChimeraX-BondRot: 2.0.1
    ChimeraX-BugReporter: 1.0.1
    ChimeraX-BuildStructure: 2.8
    ChimeraX-Bumps: 1.0
    ChimeraX-BundleBuilder: 1.2.2
    ChimeraX-ButtonPanel: 1.0.1
    ChimeraX-CageBuilder: 1.0.1
    ChimeraX-CellPack: 1.0
    ChimeraX-Centroids: 1.3.2
    ChimeraX-ChangeChains: 1.0.2
    ChimeraX-CheckWaters: 1.3.1
    ChimeraX-ChemGroup: 2.0.1
    ChimeraX-Clashes: 2.2.4
    ChimeraX-ColorActions: 1.0.3
    ChimeraX-ColorGlobe: 1.0
    ChimeraX-ColorKey: 1.5.3
    ChimeraX-CommandLine: 1.2.5
    ChimeraX-ConnectStructure: 2.0.1
    ChimeraX-Contacts: 1.0.1
    ChimeraX-Core: 1.6.1
    ChimeraX-CoreFormats: 1.1
    ChimeraX-coulombic: 1.4.2
    ChimeraX-Crosslinks: 1.0
    ChimeraX-Crystal: 1.0
    ChimeraX-CrystalContacts: 1.0.1
    ChimeraX-DataFormats: 1.2.3
    ChimeraX-Dicom: 1.2
    ChimeraX-DistMonitor: 1.4
    ChimeraX-DockPrep: 1.1.1
    ChimeraX-Dssp: 2.0
    ChimeraX-EMDB-SFF: 1.0
    ChimeraX-ESMFold: 1.0
    ChimeraX-FileHistory: 1.0.1
    ChimeraX-FunctionKey: 1.0.1
    ChimeraX-Geometry: 1.3
    ChimeraX-gltf: 1.0
    ChimeraX-Graphics: 1.1.1
    ChimeraX-Hbonds: 2.4
    ChimeraX-Help: 1.2.1
    ChimeraX-HKCage: 1.3
    ChimeraX-IHM: 1.1
    ChimeraX-ImageFormats: 1.2
    ChimeraX-IMOD: 1.0
    ChimeraX-IO: 1.0.1
    ChimeraX-ItemsInspection: 1.0.1
    ChimeraX-Label: 1.1.7
    ChimeraX-ListInfo: 1.1.1
    ChimeraX-Log: 1.1.5
    ChimeraX-LookingGlass: 1.1
    ChimeraX-Maestro: 1.8.2
    ChimeraX-Map: 1.1.4
    ChimeraX-MapData: 2.0
    ChimeraX-MapEraser: 1.0.1
    ChimeraX-MapFilter: 2.0.1
    ChimeraX-MapFit: 2.0
    ChimeraX-MapSeries: 2.1.1
    ChimeraX-Markers: 1.0.1
    ChimeraX-Mask: 1.0.2
    ChimeraX-MatchMaker: 2.0.12
    ChimeraX-MDcrds: 2.6
    ChimeraX-MedicalToolbar: 1.0.2
    ChimeraX-Meeting: 1.0.1
    ChimeraX-MLP: 1.1.1
    ChimeraX-mmCIF: 2.12
    ChimeraX-MMTF: 2.2
    ChimeraX-Modeller: 1.5.9
    ChimeraX-ModelPanel: 1.3.7
    ChimeraX-ModelSeries: 1.0.1
    ChimeraX-Mol2: 2.0
    ChimeraX-Mole: 1.0
    ChimeraX-Morph: 1.0.2
    ChimeraX-MouseModes: 1.2
    ChimeraX-Movie: 1.0
    ChimeraX-Neuron: 1.0
    ChimeraX-Nifti: 1.0
    ChimeraX-NRRD: 1.0
    ChimeraX-Nucleotides: 2.0.3
    ChimeraX-OpenCommand: 1.10.1
    ChimeraX-PDB: 2.7.2
    ChimeraX-PDBBio: 1.0
    ChimeraX-PDBLibrary: 1.0.2
    ChimeraX-PDBMatrices: 1.0
    ChimeraX-PickBlobs: 1.0.1
    ChimeraX-PICKLUSTER: 0.5
    ChimeraX-Positions: 1.0
    ChimeraX-PresetMgr: 1.1
    ChimeraX-PubChem: 2.1
    ChimeraX-ReadPbonds: 1.0.1
    ChimeraX-Registration: 1.1.1
    ChimeraX-RemoteControl: 1.0
    ChimeraX-RenderByAttr: 1.1
    ChimeraX-RenumberResidues: 1.1
    ChimeraX-ResidueFit: 1.0.1
    ChimeraX-RestServer: 1.1
    ChimeraX-RNALayout: 1.0
    ChimeraX-RotamerLibMgr: 3.0
    ChimeraX-RotamerLibsDunbrack: 2.0
    ChimeraX-RotamerLibsDynameomics: 2.0
    ChimeraX-RotamerLibsRichardson: 2.0
    ChimeraX-SaveCommand: 1.5.1
    ChimeraX-SchemeMgr: 1.0
    ChimeraX-SDF: 2.0.1
    ChimeraX-Segger: 1.0
    ChimeraX-Segment: 1.0.1
    ChimeraX-SelInspector: 1.0
    ChimeraX-SeqView: 2.8.3
    ChimeraX-Shape: 1.0.1
    ChimeraX-Shell: 1.0.1
    ChimeraX-Shortcuts: 1.1.1
    ChimeraX-ShowSequences: 1.0.1
    ChimeraX-SideView: 1.0.1
    ChimeraX-Smiles: 2.1
    ChimeraX-SmoothLines: 1.0
    ChimeraX-SpaceNavigator: 1.0
    ChimeraX-StdCommands: 1.10.3
    ChimeraX-STL: 1.0.1
    ChimeraX-Storm: 1.0
    ChimeraX-StructMeasure: 1.1.2
    ChimeraX-Struts: 1.0.1
    ChimeraX-Surface: 1.0.1
    ChimeraX-SwapAA: 2.0.1
    ChimeraX-SwapRes: 2.2.1
    ChimeraX-TapeMeasure: 1.0
    ChimeraX-Test: 1.0
    ChimeraX-Toolbar: 1.1.2
    ChimeraX-ToolshedUtils: 1.2.1
    ChimeraX-Topography: 1.0
    ChimeraX-Tug: 1.0.1
    ChimeraX-UI: 1.28.4
    ChimeraX-uniprot: 2.2.2
    ChimeraX-UnitCell: 1.0.1
    ChimeraX-ViewDockX: 1.2
    ChimeraX-VIPERdb: 1.0
    ChimeraX-Vive: 1.1
    ChimeraX-VolumeMenu: 1.0.1
    ChimeraX-VTK: 1.0
    ChimeraX-WavefrontOBJ: 1.0
    ChimeraX-WebCam: 1.0.2
    ChimeraX-WebServices: 1.1.1
    ChimeraX-Zone: 1.0.1
    colorama: 0.4.6
    comm: 0.1.3
    contourpy: 1.0.7
    cxservices: 1.2.2
    cycler: 0.11.0
    Cython: 0.29.33
    debugpy: 1.6.7
    decorator: 5.1.1
    docutils: 0.19
    executing: 1.2.0
    filelock: 3.9.0
    fonttools: 4.39.3
    funcparserlib: 1.0.1
    grako: 3.16.5
    h5py: 3.8.0
    html2text: 2020.1.16
    idna: 3.4
    ihm: 0.35
    imagecodecs: 2022.2.22
    imagesize: 1.4.1
    importlib-metadata: 6.6.0
    ipykernel: 6.21.1
    ipython: 8.10.0
    ipython-genutils: 0.2.0
    ipywidgets: 8.0.6
    jedi: 0.18.2
    Jinja2: 3.1.2
    jupyter-client: 8.0.2
    jupyter-core: 5.3.0
    jupyterlab-widgets: 3.0.7
    kiwisolver: 1.4.4
    line-profiler: 4.0.2
    lxml: 4.9.2
    lz4: 4.3.2
    MarkupSafe: 2.1.2
    matplotlib: 3.6.3
    matplotlib-inline: 0.1.6
    msgpack: 1.0.4
    nest-asyncio: 1.5.6
    netCDF4: 1.6.2
    networkx: 2.8.8
    nibabel: 5.0.1
    nptyping: 2.5.0
    numexpr: 2.8.4
    numpy: 1.23.5
    openvr: 1.23.701
    packaging: 21.3
    ParmEd: 3.4.3
    parso: 0.8.3
    pep517: 0.13.0
    pexpect: 4.8.0
    pickleshare: 0.7.5
    Pillow: 9.3.0
    pip: 23.0
    pkginfo: 1.9.6
    platformdirs: 3.5.0
    prompt-toolkit: 3.0.38
    psutil: 5.9.4
    ptyprocess: 0.7.0
    pure-eval: 0.2.2
    pycollada: 0.7.2
    pydicom: 2.3.0
    Pygments: 2.14.0
    pynrrd: 1.0.0
    PyOpenGL: 3.1.5
    PyOpenGL-accelerate: 3.1.5
    pyparsing: 3.0.9
    pyproject-hooks: 1.0.0
    PyQt6-commercial: 6.4.2
    PyQt6-Qt6: 6.4.3
    PyQt6-sip: 13.4.1
    PyQt6-WebEngine-commercial: 6.4.0
    PyQt6-WebEngine-Qt6: 6.4.3
    python-dateutil: 2.8.2
    pytz: 2023.3
    pyzmq: 25.0.2
    qtconsole: 5.4.0
    QtPy: 2.3.1
    RandomWords: 0.4.0
    requests: 2.28.2
    scipy: 1.9.3
    setuptools: 67.4.0
    setuptools-scm: 7.0.5
    sfftk-rw: 0.7.3
    six: 1.16.0
    snowballstemmer: 2.2.0
    sortedcontainers: 2.4.0
    soupsieve: 2.4.1
    sphinx: 6.1.3
    sphinx-autodoc-typehints: 1.22
    sphinxcontrib-applehelp: 1.0.4
    sphinxcontrib-blockdiag: 3.0.0
    sphinxcontrib-devhelp: 1.0.2
    sphinxcontrib-htmlhelp: 2.0.1
    sphinxcontrib-jsmath: 1.0.1
    sphinxcontrib-qthelp: 1.0.3
    sphinxcontrib-serializinghtml: 1.1.5
    stack-data: 0.6.2
    tables: 3.7.0
    tcia-utils: 1.2.0
    tifffile: 2022.10.10
    tinyarray: 1.2.4
    tomli: 2.0.1
    tornado: 6.3.1
    traitlets: 5.9.0
    typing-extensions: 4.5.0
    tzdata: 2023.3
    urllib3: 1.26.15
    wcwidth: 0.2.6
    webcolors: 1.12
    wheel: 0.38.4
    wheel-filename: 1.4.1
    widgetsnbextension: 4.0.7
    zipp: 3.15.0

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