--- EXPERIMENT NOTES




 --- EXPERIMENT PROPERTIES

#Sat Nov 12 01:21:38 WET 2016
codeml.models=0 1 2 3 7 8
mrbayes.mpich=
mrbayes.ngen=1000000
tcoffee.alignMethod=CLUSTALW2
tcoffee.params=
tcoffee.maxSeqs=0
codeml.bin=codeml
mrbayes.tburnin=2500
codeml.dir=
input.sequences=
mrbayes.pburnin=2500
mrbayes.bin=mb_adops
tcoffee.bin=t_coffee_ADOPS
mrbayes.dir=/usr/bin/
tcoffee.dir=
tcoffee.minScore=3
input.fasta=/opt/ADOPS/2/Abl-PE/input.fasta
input.names=
mrbayes.params=
codeml.params=



 --- PSRF SUMMARY

      Estimated marginal likelihoods for runs sampled in files
"/opt/ADOPS/2/Abl-PE/batch/allfiles/mrbayes/input.fasta.fasta.mrb.run1.p" and "/opt/ADOPS/2/Abl-PE/batch/allfiles/mrbayes/input.fasta.fasta.mrb.run2.p":
(Use the harmonic mean for Bayes factor comparisons of models)

(Values are saved to the file /opt/ADOPS/2/Abl-PE/batch/allfiles/mrbayes/input.fasta.fasta.mrb.lstat)

Run   Arithmetic mean   Harmonic mean
--------------------------------------
1     -14842.50        -14858.69
2     -14842.84        -14859.00
--------------------------------------
TOTAL   -14842.66        -14858.86
--------------------------------------


Model parameter summaries over the runs sampled in files
"/opt/ADOPS/2/Abl-PE/batch/allfiles/mrbayes/input.fasta.fasta.mrb.run1.p" and "/opt/ADOPS/2/Abl-PE/batch/allfiles/mrbayes/input.fasta.fasta.mrb.run2.p":
Summaries are based on a total of 3002 samples from 2 runs.
Each run produced 2001 samples of which 1501 samples were included.
Parameter summaries saved to file "/opt/ADOPS/2/Abl-PE/batch/allfiles/mrbayes/input.fasta.fasta.mrb.pstat".

95% HPD Interval
--------------------
Parameter         Mean      Variance     Lower       Upper       Median    min ESS*  avg ESS    PSRF+
------------------------------------------------------------------------------------------------------
TL{all}         0.798173    0.001072    0.734167    0.862092    0.797247   1372.43   1436.72    1.000
r(A<->C){all}   0.081506    0.000065    0.066514    0.097469    0.081061   1105.65   1179.97    1.000
r(A<->G){all}   0.236930    0.000223    0.207516    0.266143    0.237009    945.07    963.13    1.000
r(A<->T){all}   0.165963    0.000253    0.135168    0.196013    0.165398    905.98   1006.14    1.000
r(C<->G){all}   0.040344    0.000022    0.031664    0.049835    0.040133    797.98    989.11    1.000
r(C<->T){all}   0.379548    0.000347    0.343794    0.416480    0.379124    828.61    902.92    1.001
r(G<->T){all}   0.095709    0.000098    0.075715    0.114376    0.095588   1069.60   1168.13    1.000
pi(A){all}      0.231787    0.000035    0.220327    0.243276    0.231622    840.11    893.90    1.000
pi(C){all}      0.320971    0.000040    0.309398    0.334280    0.320835   1077.91   1153.58    1.000
pi(G){all}      0.285644    0.000037    0.274239    0.298078    0.285562    700.14    856.40    1.001
pi(T){all}      0.161599    0.000022    0.153123    0.170934    0.161498    853.19    935.85    1.000
alpha{1,2}      0.129565    0.000072    0.113111    0.145967    0.129336   1035.32   1040.40    1.000
alpha{3}        6.588326    1.646965    4.387660    9.326037    6.504087   1313.83   1407.41    1.000
pinvar{all}     0.369030    0.000474    0.325197    0.408411    0.369518   1290.66   1308.39    1.000
------------------------------------------------------------------------------------------------------
* Convergence diagnostic (ESS = Estimated Sample Size); min and avg values
correspond to minimal and average ESS among runs.
ESS value below 100 may indicate that the parameter is undersampled.
+ Convergence diagnostic (PSRF = Potential Scale Reduction Factor; Gelman
and Rubin, 1992) should approach 1.0 as runs converge.


Setting sumt conformat to Simple



 --- CODEML SUMMARY

Model 1: NearlyNeutral	-13487.977253
Model 2: PositiveSelection	-13487.977253
Model 0: one-ratio	-13614.72259
Model 3: discrete	-13479.136424
Model 7: beta	-13479.708416
Model 8: beta&w>1	-13479.348585


Model 0 vs 1	253.49067400000058

Model 2 vs 1	0.0

Model 8 vs 7	0.7196619999995164
>C1
MGAQQGKDRGAHSGGGGSGAPVSCIGLSSSPVASVSPHCISSSSGVSSAP
LGGGSTLRGSRIKSSSSGVASGSGSGGGGGGSGSGLSQRSGGHKDARCNP
TVGLNIFTEHNEALLQSRPLPHIPAGSTAASLLADAAELQQHQQDSGGLG
LQGSSLGGGHSSTTSVFESAHRWTSKENLLAPGPEEDDPQLFVALYDFQA
GGENQLSLKKGEQVRILSYNKSGEWCEAHSDSGNVGWVPSNYVTPLNSLE
KHSWYHGPISRNAAEYLLSSGINGSFLVRESESSPGQRSISLRYEGRVYH
YRISEDPDGKVFVTQEAKFNTLAELVHHHSVPHEGHGLITPLLYPAPKQN
KPTVFPLSPEPDEWEICRTDIMMKHKLGGGQYGEVYEAVWKRYGNTVAVK
TLKEDTMALKDFLEEAAIMKEMKHPNLVQLIGVCTREPPFYIITEFMSHG
NLLDFLRSAGRETLDAVALLYMATQIASGMSYLESRNYIHRDLAARNCLV
GDNKLVKVADFGLARLMRDDTYTAHAGAKFPIKWTAPEGLAYNKFSTKSD
VWAFGVLLWEIATYGMSPYPAIDLTDVYHKLDKGYRMERPPGCPPEVYDL
MRQCWQWDATDRPTFKSIHHALEHMFQESSITEAVEKQLNANATSASSSA
PSTSGVATGGGATTTTAASGCASSSSATASLSLTPQMVKKGLPGGQALTP
NAHHNDPHQQQASTPMSETGSTSTKLSTFSSQGKGNVQMRRTTNKQGKQA
PAPPKRTSLLSSSRDSTYREEDPANARCNFIDDLSTNGIHKLKTANYFSQ
TLSRNFKTQIPTHHTHQIRTQQQQQQQSVQQQQQIVPLSVQQQAHQQQQK
QQQYSIKKSSSCSSFLYDILFRGLARDINSLTQRYDSETDPAADPDTDAT
GDSLEQSLSQVIAAPVTNKMQHSLHSGGGGGGIGPRSSQQHSSFKRPTGT
PVMGNRGLETRQSKRSQLHSQAPGPGPPSTQPHHGNNGVVTSAHPITVGA
LDVMNVKQVVNRYGTLPKGARIGAYLDSLEDSSEAAPALPATAPSLPPAN
GHATPPAARLNPKASPIPPQQMIRSNSSGGVTMQNNAAASLNKLQRHRTT
TEGTMMTFSSFRAGGSSSSPKRSASGVASGVQPALANLEFPPPPLDLPPP
PEEFEGGPPPPPPAPESAVQAIQQHLHAQLPNNGNISNGNGTNNNDSSHN
DVSNIAPSVEEASSRFGVSLRKREPSTDSCSSLGSPPEDLKEKLITEIKA
AGKDTAPASHLANGSGIAVVDPVSLLVTELAESMNLPKPPPQQQQKLTNG
NSTGSGFKAQLKKVEPKKMSAPMPKAEPANTIIDFKAHLRRVDKEKEPAT
PAPAPATVAVANNANCNTTGTLNRKEDGSKKFSQAMQKTEIKIDVTNSNV
EADAGAAGEGDLGKRRSTDDEEQSHTEGLGSGGQGSADMTQSLYEQKPQI
QQKPAVPHKPTKLTIYATPIAKLTEPASSASSTQISRESILELVGLLEGS
LKHPVNAIAGSQWLQLSDKLNILHNSCVIFAENGAMPPHSKFQFRELVTR
VEAQSQHLRSAGSKNVQDNERLVAEVGQSLRQISNALNRooooooooooo
oooooooooooo
>C2
MGAQQGKDRGAHSGGGGSGAPVSCIGLSSSPVASVSPHCISSSSGVSSAP
LGGGSTLRGSRIKSSSSGVASGSGSGGGGGGSGSGLSQRSGGHKDARCNP
TVGLNIFTEHNEALLQSRPLPHIPAGSTAASLLADAAELQQHQQDSGGLG
LQGSSLGGGHSSTTSVFESAHRWTSKENLLAPGPEEDDPQLFVALYDFQA
GGENQLSLKKGEQVRILSYNKSGEWCEAHSDSGNVGWVPSNYVTPLNSLE
KHSWYHGPISRNAAEYLLSSGINGSFLVRESESSPGQRSISLRYEGRVYH
YRISEDPDGKVFVTQEAKFNTLAELVHHHSVPHEGHGLITPLLYPAPKQN
KPTVFPLSPEPDEWEICRTDIMMKHKLGGGQYGEVYEAVWKRYGNTVAVK
TLKEDTMALKDFLEEAAIMKEMKHPNLVQLIGVCTREPPFYIITEFMSHG
NLLDFLRSAGRETLDAVALLYMATQIASGMSYLESRNYIHRDLAARNCLV
GDNKLVKVADFGLARLMRDDTYTAHAGAKFPIKWTAPEGLAYNKFSTKSD
VWAFGVLLWEIATYGMSPYPGIDLTDVYHKLEKGYRMERPPGCPPEVYDL
MRQCWQWDATDRPTFKSIHHALEHMFQESSITEAVEKQLNANATSASSSA
PSTSGVATGGGATTTTAASGCASSSSATASLSLTPQMVKKGLSGGQSLTP
NAHHNDPHQQQASTPMSETGSTSTKLSTFSSQGKGNVQMRRTTNKQGKQA
PAPPKRTSLLSSSRDSTYREEDPANARCNFIDDLSTNGIHKLKTANYFSQ
TLSRNFKTQIPTQHTHQIRTQQQQQQQSVQQQQQTVPLSVQQQPHQQQKQ
QQYSIKKSSSCSSFLYDILFRGLARDINSLTQRYDSETDPAGDPDTDATG
DSLEQSLSQVIAAPATNKMQHSLHSGGGGGGIGPRSSQQHSSFKRPTGTP
VMGNRGLETRQSKRSQHHPQAPGPGPPSTQPHHGNNGVLTSAHPITVGAL
EVMNVKQVVNRYGTLPKGARIGAYLDSLEDSTEAAPPLPATAPSLPPANG
HATPPSARLNPKASPIPPQQMIRSNSSGGVTMQNNAAASLNKLQRHRTTT
EGTMMTFSSFRAGGSSSSPKRSASGLASGVQPALANLEFPPPPLDLPPPP
EEFEGGPPPPPPAPESAVQAIQQHLHAQLPNNGNISNGNGSNNNDSSHND
VSNIAPSVEEASSRFGVSLRKREPSTDSCSSLGSPPEDLKEKLITEIKAA
GKESAPASHLANGSGIAVVDPVSLLVTELAESMNLPKSPPQQQQKLTNGN
GTGSGFKAQLKKVEPKKMSAPMPKAEPASTIIDFKAHLRRVDKEKEPAAP
APAPVAVANNANCNTTGTLNRKEDSSKKFSQAMQKTEIKIDVTNSNVEAD
AGATGEGDLGKRRSTDDEEQSHTEGLGSGGQGAADMTQSLYEQKPQIQQK
PAVPHKPTKLTIYATPIAKLTEPASSASSTQISRESILELVGLLEGSLKH
PVNAIAGSQWLQLSDKLNILHNSCVIFAENGAMPPHSKFQFRELVTRVEA
QSQHLRSAGSKNVQDNERLVAEVGQSLRQISNALNRoooooooooooooo
oooooooooooo
>C3
MGAQQGKDRGAHSGGGGSGAPVSCIGLSSSPVASVSPHCISSSSGVNSAP
LGGGSTLRGSRIKSSSSGVASGSGSGGGGGSGSGLSQRSGGHKDARCNPT
VGLNIFTEHNEALLQSRPLPHIPAGSTAASLLADAAELQQHQQDSGGLGL
QGSSLGGGHSSTTSVFESAHRWTSKENLLAPGPEEDDPQLFVALYDFQAG
GENQLSLKKGEQVRILSYNKSGEWCEAHSDSGNVGWVPSNYVTPLNSLEK
HSWYHGPISRNAAEYLLSSGINGSFLVRESESSPGQRSISLRYEGRVYHY
RISEDPDGKVFVTQEAKFNTLAELVHHHSVPHEGHGLITPLLYPAPKQNK
PTVFPLSPEPDEWEICRTDIMMKHKLGGGQYGEVYEAVWKRYGNTVAVKT
LKEDTMALKDFLEEAAIMKEMKHPNLVQLIGVCTREPPFYIITEFMSHGN
LLDFLRSAGRETLDAVALLYMATQIASGMSYLESRNYIHRDLAARNCLVG
DNKLVKVADFGLARLMRDDTYTAHAGAKFPIKWTAPEGLAYNKFSTKSDV
WAFGVLLWEIATYGMSPYPGIDLTDVYHKLEKGYRMERPPGCPPEVYDLM
RQCWQWDATDRPTFKSIHHALEHMFQESSITEAVEKQLNANATSASSSAP
STSGVATGGGATTTTAASGCASSSSATASLSLTPQMVKKGLPGGQSLTPN
AHHNDSHQQQASTPMSETGSTSTKLSTFSSQGKGNVQMRRTTNKQGKQAP
APPKRTSLLSSSRDSTYREEDPATARCNFIDDLSTNGIHKLKTANYFSQT
LSRNFKTQIPTHHTHQIRTQLQQQQSVQQQTVPLPVQQQQPQHQKQKQQQ
YSIKKSSSCSSFLYDILFRGLARDINSLTQRYDSETDPAADPDTDATGDS
LEQSLSQVIAAPATNKMQHSLHSGGGGGGIGPRSSQQHSSFKRPTGTPVM
GNRGLETRQSKRSQHHPLAPGPGPPATQPHHGNNGVVASAHPITVGALEV
MNVKQVVNRYGTLPKVARIGAYLDSLEDSTEAAPALPATAPALPPANGHA
TPPAARINPKASPIPPQQMIRSNSSGGVTMQNNAAASLNKLQRHRTTTEG
TMMTFSSFRAGGSSSSPKRNATGAASGVQPALANLEFPPPPLDLPPPPEE
FEGGPPPPPPAPESAVQAIQQHLHAQLPNNGNISNGNGTNNNDSSHNDVS
NTAPSVEEASSRFGVSLRKREPSTDSCSSLGSPPEDLKEKLITEIKAAGK
DSAPASQLANGSGIAVVDPVSLLVTELAESMNLPKPPPQQQKLTNGNGTG
SGFKAQLKKVEPKKMSAPIAKAEPANTIIDFKAHLRRVDKEKEPAAPAPA
PVAVTNNANCNTTGTLNRKEDSSKKFSQAMQKTEIKIDVTNSNVEADAGA
AGEGDLGKRRSTDDEEQSHSDGLGSGGQGAADMTQSLYEQKPQIQQKPAV
PHKPTKLTIYATPIAKLAEPASSASSTQISRDSILELVGLLEGSLKHPVN
AIAGSQWLQLSDKLNILHNSCVIFAENGAMPPHSKFQFRELVTRVEAQSQ
HLRSAGSKNVQDNERLVAEVGQSLRQISNALNRooooooooooooooooo
oooooooooooo
>C4
MGAQQGKDRGGHSGGGGSGAPVSCIGLSSSPVASVSPHCISSSSGVSSAP
LGGGSTLRGSRIKSSSSGVASGSGSGGGGGGSGSGLSQRSGGHKDARCNP
TVGLNIFTEHNEALLQSRPLPHIPAGSTAASLLADAAELQQHQQDSSGLG
LQGSSLGGGHSSTTSVFESAHRWTSKENLLAPGPEEDDPQLFVALYDFQA
GGENQLSLKKGEQVRILSYNKSGEWCEAHSDSGNVGWVPSNYVTPLNSLE
KHSWYHGPISRNAAEYLLSSGINGSFLVRESESSPGQRSISLRYEGRVYH
YRISEDPDGKVFVTQEAKFNTLAELVHHHSVPHEGHGLITPLLYPAPKQN
KPTVFPLSPEPDEWEICRTDIMMKHKLGGGQYGEVYEAVWKRYGNTVAVK
TLKEDTMALKDFLEEAAIMKEMKHPNLVQLIGVCTREPPFYIITEFMSHG
NLLDFLRSAGRETLDAVALLYMATQIASGMSYLESRNYIHRDLAARNCLV
GDNKLVKVADFGLARLMRDDTYTAHAGAKFPIKWTAPEGLAYNKFSTKSD
VWAFGVLLWEIATYGMSPYPGIDLTDVYHKLEKGYRMERPPGCPPEVYDL
MRQCWQWDATDRPTFKSIHHALEHMFQESSITEAVEKQLNANATSASSSA
PSTSGVATGGGATTTTAASGCASSSSATASLSLTPQMVKKGLPGGQSLTP
NAHHTDPHQQQASTPMSETGSTSTKLSTFSSQGKGNVQMRRTTNKQGKQA
PAPPKRTSLLSSSRDSTYREEDPATARCNFIDDLSTNGIHKLKTANYFSQ
TLSRNFKTQIPTHHTHQIRTQQQQQQSVQQQTVPLPVQQQQQQHQQQKHQ
QYSIKKSSSCSSFLYDILFRGFARDINSLTQRYDSETDPAADPDTDATGD
SLEQSLSQVIAAPATNKMQHSLHSGGGGGIGPRSSQQHSSFKRPTGTPVM
GNRGLETRQSKRSQHHPLAPGPGPPATQPHHGNNGVVTSAHPITVGALEV
MNVKQVVNRYGTLPKGARIGAYLDSLEDSSEAAPALPATAPSLPPANGHA
TPPAARINPKASPIPPQQMIRSNSSGGVTMQNNAAASLNKLQRHRTTTEG
TMMTFSSFRAGGSSSSPKRSATGVASGVQPALANLEFPPPPLDLPPPPEE
FEGGPPPPPPAPESAVQAIQQHLHAQLPNNGNISNGNGTNNNDSSHNDVS
NTAPSVEEASSRFGVSLRKREPSTDSCSSLGSPPEDLKEKLITEIKASGK
DSAPTSHLANGSGIAVVDPVSQLFTELEESMKLPKPPPQQQKLTNGNGTG
SGFKAQLKKVEPKKMCAPMAKAEPANTIIDFKAHLRRVDKEKEPAAPAPA
PVPAAAPVAVTNNANCNTTGTLNRKEDSSKKFSQVMQKTEIKIDVTNSNV
EADAGAAGEGDLGKRRSTDDEEQSHSDGLGSGGQGAADMTQSLYEQKPQI
QQKPVVPHKPTKLTIYATPIAKLAEPASSTQISRESILELVGLLEGSLKH
PVNAIAGSQWLQLSDKLNILHNSCVIFAENGAMPPHSKFQFRELVTRVEA
QSQHLRSAGSKNVQDNERLVAEVGQSLRQISNALNRoooooooooooooo
oooooooooooo
>C5
MGAQQGKDRGAHSGGGGSAAPVSCIGLSSSPVASVSPHCISSSSGVSSAP
LGGGSTLRGSRIKSSSSGVVSGGGSGGGGGGSGSGLSQRSGGHKDPRCNP
SVGLNIFTEHNEALLQSRPLPHIPAGSAAASLLADAAEMQQHQQDSGGLG
LQGSSLGGGHSSTTSVFESAHRWTSKENLLAPGPEEDDPQLFVALYDFQA
GGENQLSLKKGEQVRILSYNKSGEWCEAHSDSGNVGWVPSNYVTPLNSLE
KHSWYHGPISRNAAEYLLSSGINGSFLVRESESSPGQRSISLRYEGRVYH
YRISEDPDGKVFVTQEAKFNTLAELVHHHSVPHEGHGLITPLLYPAPKQN
KPTVFPLSPEPDEWEICRTDIMMKHKLGGGQYGEVYEAVWKRYGNTVAVK
TLKEDTMALKDFLEEAAIMKEMKHPNLVQLIGVCTREPPFYIITEFMSHG
NLLDFLRSAGRETLDAVALLYMATQIASGMSYLESRNYIHRDLAARNCLV
GDNKLVKVADFGLARLMRDDTYTAHAGAKFPIKWTAPEGLAYNKFSTKSD
VWAFGVLLWEIATYGMSPYPGIDLTDVYHKLEKGYRMERPPGCPPEVYDL
MRQCWQWDAADRPTFKSIHHALEHMFQESSITEAVEKQLNANATSASSST
APSTSGVASGGGATTTTAASGCASSSSATASLSLTPQMVKKGLPGGQSLT
PNAHHNDPHQQQASTPMSETGSTSTKLSTFSSQGKGNVQMRRTTNKQGKQ
APAPPKRTSLLSSSRDSTYREEDPATARCNFIDDLSTNGIHKLKTANYFS
QTLSRNFKTQIPTHHTHQIRTQQLQQQQQSVQQQSVPLPVQQQQPPQHQQ
QKQQQYSIKKSSSCSSFLYDILFRGLARDINSLTQRYDSETDPTADPDTD
ATGDSLEHSLSHVIAAPATNKMQQSLHGGGGGIGPRSSQQHSSFKRPTGT
PVMGNRGLETRQSKRSQQHPQAPAPAPPPNQLHHGNNGVVTGAQPITVGA
LEVMNVKRVVNRYGTLPKVTRIGAYLDSLEDNSDATTAPPAPAPAPPPAN
GHATPPSARMNPKASPIPPQQMIRSNSSGGVTMQNNAAASLNKLQRHRTT
TEGTMMTFSSFRAGGSSSSPKRSGSGVAAGVQPALANLEFPPPPLDLPPP
PEEFEGAPPPPPPAPESAVQAIQQHLHAQVPNNGNISNGNGTNNNDSSHN
DVSNTAPSVEEASSRFGVSLRKREPSTDSCSSLGSPPEDLKEKLITEIKA
AGKENAPASHVANGSGIAVVDPGSLLVTELAESMNLPKPPPPQQQQQKLT
NGNGSGSGFKAQLKKVEPKKMSPPMAKAETASTIIDFKAHLRRVDKEKEP
PAPAAAPVASQTVTNNANCNTTGTLNRKEDGSRKFAQAMQKTEIKIDVTN
SNVEAETAAAGEGDLGKRRSTDDEEQSQSQPEGLGGQVAADMTQSLYEQK
PQIQQKPAVPHKPTKLTIYATPIAKLAEPASSGSASSTQISRESILELVG
LLEGSLKHPVNAIAGSQWLQLSDKLNILHNSCVIFAENGAMPPHSKFQFR
ELVTRVEAQSRHLRTAGSKNVQDNERLVAEVGQSLRQISNALNRoooooo
oooooooooooo
>C6
MGAQQGKDRGAHSGGGSSVAPVSCIGLSSSPVASVSPHCISSSSGASSAP
LGGGSTLRGSRIKNSSSGVVSGGGSGGGGGGSGSGGLSQRSGGHKDSRSN
PTVGLNIFTEHNEALLQSRPLPHIPAGSTAASLLADAAELQQHQQDSGGL
GLQGATLGGGHSSTTSVFESAHRWTSKENLLAPGPEEDDPQLFVALYDFQ
AGGENQLSLKKGEQVRILSYNKSGEWCEAHSDSGNVGWVPSNYVTPLNSL
EKHSWYHGPISRNAAEYLLSSGINGSFLVRESESSPGQRSISLRYEGRVY
HYRISEDPDGKVFVTQEAKFNTLAELVHHHSVPHEGHGLITPLLYPAPKQ
NKPTVFPLSPEPDEWEICRTDIMMKHKLGGGQYGEVYEAVWKRYNNTVAV
KTLKEDTMALKDFLEEAAIMKEMKHPNLVQLIGVCTREPPFYIITEFMSH
GNLLDFLRSAGRETLDAVALLYMATQIASGMSYLESRNYIHRDLAARNCL
VGDNKLVKVADFGLARLMRDDTYTAHAGAKFPIKWTAPEGLAYNKFSTKS
DVWAFGVLLWEIATYGMSPYPGIDLTDVYHKLEKGYRMERPPGCPPEVYD
LMRQCWQWDATDRPTFKSIHHALEHMFQESSITEAVEKQLNANATSASSS
APSTSGVATGGGATSATAASGCASSSSATASLSLTPQMVKKGLPGGQSLT
PNAHHNDPHQQQASTPMSETGSTSTKLSTFSSQGKGNVQMRRTTNKQGKQ
APAPPKRTSLLSSSRDSTYREEDPATARNNFIDDLTTNGIAKLKTANYFS
QTLSRNFKTQIPTHHTYQIRTQQQQQQTVPLPVQQQQQQKQQQYSIKKSS
SCSSFLYDILFRGLSRDINSLTQRYDSETDPTADPDTDATGDSLEQNLSH
VIAAPANNKMQHSLHSGGGIGPRSSQQHSSFKRPTGTPVMGNRGLETRQS
KRSQQHPQAPAPAPPPTPPHHGNGAVTTAHPITVGALEVMNVKRVVNRYG
TLPKVARIGAYLDSLEDSSEALPALPATVPAPPPANGHGTPPAARINPKA
SPIPPQQMIRSNSSGGVTMQNNAAASVNKLQRHRTTTEGTMMTFSSFRAG
GSSSSPKRSGSGVGSGAQPALANLEFPPPPLDLPPPPEEFEGIPPPPPPA
PESAVQAIQQHLHAQLPNNGNISNGNGTNNNDSSHNDVSNTAPSVEEASS
RFGVSLRKREPSTDSCSSLGSPPEDLKEKLITEIKAAGKESAPAPLLANG
SGIAAVDPVSLLVTELAESMNLPKPSPPQQKLTNGNSSGSGFKAQLKKVE
QKKMSPPMAKAEPANNIIDFKAHLRRVDKEKEPATPAPVAQPVTNNANCN
TTGTLNRKEDSSKKFAQAVQKTEIKIDVTNSNVENAETGAAGEGDLGKRR
STDDEEPSHPDGLEQGAPDMTQSLYEQKPQIQQKPAVPHKPTKLTIYATP
IAKLAEPASSGSASSTQISRESILELVGLLEGSLKHPVNAIAGSQWLQLS
DKLNILHNSCVIFAENGAMPPHSKFQFRELVTRVDAQSQHLRSAGSKNVQ
DNERLVAEVGQSLRQISNALNRoooooooooooooooooooooooooooo
oooooooooooo
>C7
MGAQQGKDRGAHSGGGSGAPVSCIGLSSSSSPVASVSPHCISSSSGGSSA
PLGGGSTIRGSRIKSSSGGVASGVNAGGSGSGLSQRSGGHKDAARCNPVG
LNIFTEHNDALLQSRPLPLIPAGSTAASLLADAELQQHQQDSGGLGLQGS
SLGGGHSSTTSVFESAHRWTSKENLLAPGPEEDDPQLFVALYDFQAGGEN
QLSLKKGEQVRILSYNKSGEWCEAHSDSGNVGWVPSNYVTPLNSLEKHSW
YHGPISRNAAEYLLSSGINGSFLVRESESSPGQRSISLRYEGRVYHYRIS
EDPDGKVFVTQEAKFNTLAELVHHHSVPHEGHGLITPLLYPAPKQNKPTV
FPLSPEPDEWEICRTDIMMKHKLGGGQYGEVYEAVWKRYGNTVAVKTLKE
DTMALKDFLEEAAIMKEMKHPNLVQLIGVCTREPPFYIITEFMSHGNLLD
FLRSAGRETLDAVALLYMATQIASGMSYLESRNYIHRDLAARNCLVGDNK
LVKVADFGLARLMRDDTYTAHAGAKFPIKWTAPEGLAYNKFSTKSDVWAF
GVLLWEIATYGMSPYPGIDLTDVYHKLEKGYRMERPPGCPPEVYDLMRQC
WQWDATDRPTFKSIHHALEHMFQESSITEAVEKQLNANATSASSSAPSTS
GVATGGGATTTTAASGCPSSSSATASLSLTPQMVKK