--- EXPERIMENT NOTES
--- EXPERIMENT PROPERTIES
#Fri Feb 16 22:33:06 WET 2018
codeml.models=0 1 2 3 7 8
mrbayes.mpich=
mrbayes.ngen=1000000
tcoffee.alignMethod=MUSCLE
tcoffee.params=
tcoffee.maxSeqs=0
codeml.bin=codeml
mrbayes.tburnin=2500
codeml.dir=/usr/bin/
input.sequences=
mrbayes.pburnin=2500
mrbayes.bin=mb
tcoffee.bin=t_coffee
mrbayes.dir=/usr/bin/
tcoffee.dir=
tcoffee.minScore=3
input.fasta=/opt/ADOPS/HIV1_RE/TAT_1_4/input.fasta
input.names=
mrbayes.params=
codeml.params=
--- PSRF SUMMARY
Estimated marginal likelihoods for runs sampled in files
"/opt/ADOPS/HIV1_RE/TAT_1_4/batch/allfiles/mrbayes/input.fasta.fasta.mrb.run1.p" and "/opt/ADOPS/HIV1_RE/TAT_1_4/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/HIV1_RE/TAT_1_4/batch/allfiles/mrbayes/input.fasta.fasta.mrb.lstat)
Run Arithmetic mean Harmonic mean
--------------------------------------
1 -4738.68 -4787.50
2 -4736.25 -4786.86
--------------------------------------
TOTAL -4736.86 -4787.23
--------------------------------------
Model parameter summaries over the runs sampled in files
"/opt/ADOPS/HIV1_RE/TAT_1_4/batch/allfiles/mrbayes/input.fasta.fasta.mrb.run1.p" and "/opt/ADOPS/HIV1_RE/TAT_1_4/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/HIV1_RE/TAT_1_4/batch/allfiles/mrbayes/input.fasta.fasta.mrb.pstat".
95% HPD Interval
--------------------
Parameter Mean Variance Lower Upper Median min ESS* avg ESS PSRF+
------------------------------------------------------------------------------------------------------
TL{all} 5.124730 0.140675 4.393588 5.851374 5.116412 840.11 1081.31 1.001
r(A<->C){all} 0.156338 0.000276 0.123766 0.187341 0.155553 416.74 558.93 1.002
r(A<->G){all} 0.274934 0.000833 0.220173 0.332572 0.274221 357.67 366.40 1.000
r(A<->T){all} 0.058767 0.000131 0.036944 0.081292 0.058535 580.33 615.80 1.000
r(C<->G){all} 0.051495 0.000119 0.030474 0.072698 0.050634 549.72 688.28 1.001
r(C<->T){all} 0.379676 0.001201 0.311991 0.447444 0.379774 340.52 347.03 1.000
r(G<->T){all} 0.078790 0.000219 0.052311 0.109328 0.077760 691.49 718.31 1.002
pi(A){all} 0.338014 0.000392 0.300992 0.378038 0.337848 480.26 650.28 1.000
pi(C){all} 0.256503 0.000330 0.223852 0.293376 0.256254 545.70 590.21 1.000
pi(G){all} 0.241991 0.000328 0.208873 0.277844 0.241622 528.44 605.31 1.000
pi(T){all} 0.163492 0.000257 0.130975 0.192845 0.162854 434.48 438.81 1.000
alpha{1,2} 1.182046 0.075430 0.675130 1.725750 1.151544 1202.34 1290.39 1.001
alpha{3} 1.170278 0.070091 0.690063 1.694520 1.145576 1163.29 1281.86 1.000
pinvar{all} 0.285581 0.001356 0.214959 0.354096 0.287344 1088.22 1161.36 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 -4718.453537
Model 2: PositiveSelection -4644.074739
Model 0: one-ratio -4914.398762
Model 3: discrete -4640.837846
Model 7: beta -4702.995569
Model 8: beta&w>1 -4638.130109
Model 0 vs 1 391.89044999999896
Model 2 vs 1 148.75759600000129
Additional information for M1 vs M2:
Naive Empirical Bayes (NEB) analysis
Positively selected sites (*: P>95%; **: P>99%)
(amino acids refer to 1st sequence: B.DE.12.328893.KT124765_)
Pr(w>1) post mean +- SE for w
7 N 1.000** 3.078
19 R 0.988* 3.053
21 A 0.664 2.379
24 K 1.000** 3.078
29 K 1.000** 3.078
35 Q 0.871 2.810
36 A 1.000** 3.078
39 I 1.000** 3.078
40 K 0.998** 3.075
58 A 1.000** 3.078
61 N 0.997** 3.071
64 D 1.000** 3.078
67 D 0.997** 3.073
68 S 0.968* 3.013
69 L 0.859 2.785
74 S 1.000** 3.078
75 T 0.999** 3.076
77 L 1.000** 3.078
78 R 0.791 2.644
80 D 0.980* 3.037
81 P 0.735 2.528
99 P 0.509 2.059
Bayes Empirical Bayes (BEB) analysis (Yang, Wong & Nielsen 2005. Mol. Biol. Evol. 22:1107-1118)
Positively selected sites (*: P>95%; **: P>99%)
(amino acids refer to 1st sequence: B.DE.12.328893.KT124765_)
Pr(w>1) post mean +- SE for w
7 N 1.000** 3.455 +- 0.208
19 R 0.976* 3.396 +- 0.427
24 K 1.000** 3.456 +- 0.206
29 K 1.000** 3.456 +- 0.206
35 Q 0.773 2.891 +- 1.044
36 A 1.000** 3.456 +- 0.206
39 I 1.000** 3.455 +- 0.211
40 K 0.998** 3.450 +- 0.238
58 A 1.000** 3.455 +- 0.212
61 N 0.994** 3.441 +- 0.280
64 D 1.000** 3.455 +- 0.208
67 D 0.995** 3.443 +- 0.269
68 S 0.949 3.328 +- 0.579
69 L 0.732 2.788 +- 1.101
74 S 1.000** 3.456 +- 0.206
75 T 0.999** 3.453 +- 0.221
77 L 1.000** 3.456 +- 0.206
78 R 0.644 2.569 +- 1.184
80 D 0.955* 3.343 +- 0.550
81 P 0.558 2.355 +- 1.222
Model 8 vs 7 129.73091999999997
Additional information for M7 vs M8:
Naive Empirical Bayes (NEB) analysis
Positively selected sites (*: P>95%; **: P>99%)
(amino acids refer to 1st sequence: B.DE.12.328893.KT124765_)
Pr(w>1) post mean +- SE for w
7 N 1.000** 2.829
19 R 0.986* 2.803
21 A 0.689 2.251
24 K 1.000** 2.829
29 K 1.000** 2.829
35 Q 0.869 2.586
36 A 1.000** 2.829
39 I 1.000** 2.829
40 K 0.998** 2.825
58 A 0.999** 2.828
61 N 0.996** 2.821
64 D 1.000** 2.829
67 D 0.996** 2.823
68 S 0.967* 2.769
69 L 0.866 2.580
74 S 1.000** 2.829
75 T 0.999** 2.827
77 L 1.000** 2.829
78 R 0.798 2.455
80 D 0.977* 2.787
81 P 0.748 2.362
87 S 0.527 1.949
99 P 0.537 1.969
Bayes Empirical Bayes (BEB) analysis (Yang, Wong & Nielsen 2005. Mol. Biol. Evol. 22:1107-1118)
Positively selected sites (*: P>95%; **: P>99%)
(amino acids refer to 1st sequence: B.DE.12.328893.KT124765_)
Pr(w>1) post mean +- SE for w
7 N 1.000** 2.536 +- 0.188
19 R 0.992** 2.522 +- 0.234
21 A 0.805 2.207 +- 0.636
23 N 0.649 1.954 +- 0.751
24 K 1.000** 2.537 +- 0.188
29 K 1.000** 2.537 +- 0.188
35 Q 0.917 2.395 +- 0.463
36 A 1.000** 2.536 +- 0.188
39 I 1.000** 2.536 +- 0.190
40 K 0.999** 2.534 +- 0.196
58 A 1.000** 2.536 +- 0.191
60 P 0.541 1.782 +- 0.786
61 N 0.997** 2.532 +- 0.204
63 Q 0.686 2.014 +- 0.730
64 D 1.000** 2.536 +- 0.189
67 D 0.998** 2.533 +- 0.201
68 S 0.978* 2.499 +- 0.297
69 L 0.919 2.395 +- 0.458
74 S 1.000** 2.537 +- 0.188
75 T 0.999** 2.535 +- 0.195
77 L 1.000** 2.537 +- 0.188
78 R 0.876 2.325 +- 0.539
80 D 0.987* 2.513 +- 0.255
81 P 0.847 2.275 +- 0.582
84 P 0.507 1.728 +- 0.791
87 S 0.692 2.024 +- 0.734
99 P 0.709 2.051 +- 0.721
>C1
MDPVDPNLEPWKHPGSQPRTACNKCYCKKCCFHCQACFIKKALGISYGRK
KRRQRRRAPPNNQDHQDSLSKQSSTQLRGDPTGPKESKKKVETETETDPF
Ao
>C2
MELVDPNLEPWKHPGSQPTTACSNCYCKKCCWHCQLCFLNKGLGISYGRK
KRRRRRGTPQSRQDHQNPVPKQPLPTTRGNPTDPKESKKEVASETETDPC
Ao
>C3
MEPVDPDLEPWNHPGSQPTTDCNKCFCKKCCWHCQVCFLKKGLGISYGRK
KRKHRRGSLQGSKGHQNLIPKQPLSQQPNGDSTGPEEQKKKVASKTEADP
FA
>C4
MEPVDPRLEPWEHPGSQPRTACNNCYCKKCCFHCQVCFTKKGLGISYGRK
KRRQRRGPPQGSQTHQVSLPKQPLSQSRGDHPTGPTESKKKVEREAETDP
EY
>C5
MEPIDPKLEPWNHPGSQPKTPCNKCYCKKCSYHCLVCFQTKDSGISYGRK
KRRQRRSTTPSSEDHQDPVSKQPLPQTRGDPTGSEEPKKKVERKTETDPF
Do
>C6
MEPIDPNIEPWNQPGSRPKTACTTCYCKQCSYHCMVCFLNKGLGISYGRK
KRRQRRTAPPGSKTHQDPVSKQPLSQTQRDPTGTKESKEEVESKTETDPF
Ao
>C7
MEPVDPNLEPWKHPGSQPKTACTKCYCKRCCFHCQACFITKGLGISYGRK
KRRQRRGPPQGSQTHQVSLSKQPTSQPRGDPTGQKEQKKKVEKETETAPP
Do
>C8
MEPVDPNLEPWNHPGSQPETACNNCFCKRCSYHCLVCFQKKGLGISYGRK
KRRQRRSAPPSSEDHQDLISKQPLSRTQGDPTGSEESKKKVESKTETDPF
Do
>C9
MEPVDPNLEPWNHPGSQPKTACNNCYCKRCSYHCLVCFQTKGLGISYGRK
KRRQRRSAPPSSEDHQNPISKQSLPQTQGDSTGSEESKKKVESKTETDPC
Ao
>C10
MDPVDPNLEPWNHPGSQPATPCSKCYCKKCCYHCPACFLNKGLGISYGRK
KRRQRRGTSQSNKDHQNPVPKQPIPQTQGIPTGPEESKKKMESKAKTDRF
Do
>C11
MEPVDPRLEPWKHPGSQPKTACTNCYCKKCCFHCQVCFMKKGLGISYGRK
KRRQRRRAPQSSQTHQASLSKQPASQPRGDPAGPKESKKKVESKTETDPR
Ao
>C12
MELVDPNLEPWKHPGSQPTTPCSNCYCKKCCWHCQLCFLKKGLGISYGRK
KRKHRRGTPQSSKDHQNPIPKQPSPIIRGNQTDPKESKKKVASKAETDPC
Ao
>C13
MEPVDPRLEPWKHPGSQPRTACNTCFCKKCCFHCQVCFMTKGLGISYGRK
KRGQRRRAPQDSKTHQTPLPKQPASQQRGDPTGPKESKKKVERETEKDQG
Ho
>C14
MEPVDPRLEPWKHPGSQPRTACTTCYCKRCCYHCQTCFITKGLGISYGRK
KRRQRRGAHQDSETHQASLSEQPASQLRGDPTGPKESKKKVESETETDPN
Po
>C15
MEPVDPRLEPWKHPGSQPKTACTGCYCKKCCFHCQVCFISKGLGISYGRK
KRRQRRRTHQDNQDHQVPLSKQPASQPRGDPTGPKESKKEVERETATDPV
Po
>C16
MELVDPDLEPWNHPGSQPKTPCNNCFCKHCSYHCQVCFLTKGLGISYGRK
KRRQRRSSPSSSKDHQNPISKQPLPQTRGNPTGSEESKKKVESKTKADPF
Do
>C17
MDPVDPSLEPWKHPGSQPATPCNNCFCKRCCYHCPCCFLTKGLGISYGRK
KRRQRRRPPPSNQINQVSLSKQPTSQFRGDPTGPKESEKKVERQTETHQL
Do
>C18
MELVDPSLEPWNHPGSKPTTACSKCYCKKCCWHCQLCFLKKGLGISYGRK
KRRRRRPGTPQSCQDHQNPVPKQPFPTTRGNPTGPKESKKEMASKTKTDQ
CA
>C19
MEPVDPNLEPWNHPGSQPKTACNTCYCKICSWHCQLCFLKKGLGISYGRK
KRKHRRGTPQSSKDHQNPIPKQSLPISRGNPTDPKESKKTVASKAETDPC
Do
>C20
MEPVDPNLEPWKHPGSQPQTPCNNCYCKHCSYHCLVCFQKKGLGISYGRK
KRRQRRSTPPSSEDHQNLISKQPLPQARGDPTGSKEPKKKVESKTKTDPC
Do
>C21
MEPVDPRLEPWKHPGSQPRTACNSCYCKRCCFHCQVCFTKKALGISYGRK
KRRQRRRPPQSSKIHQDPVPKQPASQAPGNPTGPKESKKEVESKTKTDQW
Do
>C22
MEPVDPSLEPWNHPGSQPKTPCNHCYCKHCSYHCLVCFQRKGLGISYGRK
KRRRRRSAPPSSEDHQNPISKQPLSQTRGDPTGSEESKKKVESKTETDPF
Do
>C23
MEPVDPKLEPWKHPGSQPTTACSKCYCKKCCWHCQLCFLKKGLGISYGRK
KRKHRRRTPQSSKDHQNPIPEQSLSISRGNPTDQKKSKKKVASKAETDPC
Do
>C24
MEPVDPNLEPWNHPGSQPKTPCNKCYCKHCSYHCLVCFQTKGLGISYGRK
KRRQRRSTPPSSEDHQNLISKQPLSQTRGNPTGSEESKKKVESKTKTDPF
Ao
>C25
MEPVDPRLEPWNHPGSQPKTACNNCYCKRCCYHCLYCFTKKGLGISYGRK
KRSQRRRTPQSSKSHQDLIPEQPLSQQQGDQTGQKKQKEALESKTEADPC
Do
>C26
MDPVDPSLDPWNHPGSQPATACNKCYCKKCCYHCAVCFLHKGLGISYGRK
KRRQRRGSPQCSKDHQNPLPKQPSTQTQGISTGSEESTKKVESKAETDRF
Ao
>C27
MEPVDPNLEPWNHPGSQPKTPCTNCYCKHCSYHCLVCFQTKGLGISYGRK
KRRQRRSTPPSSEDHQALISKQPLSQTRGDSTGPEEQKKKVESKTKTDPC
Do
>C28
MEPVDPNLEPWNHPGSQPKTACNNCYCKSCSYHCLVCFQKKGLGISYGRK
KRRQRRSAPQSSEDHQNPISKQPLPREHQRDSTGSEESKKKVESKTETDP
FD
>C29
MEPVDPRLEPWKHPGSQPKTACTNCYCKVCCFHCQVCFTTKGLGISYGRK
KRRQRRKPPQDSPNHQAPLSKQPASQPRGDPTGPKESKKKVERETETDPF
Do
>C30
MELVDPNLDPWNHPGSQPSTPCTRCYCKRCCFHCYWCFATKGLGISHGRK
KRRQRHRTPKSSPLHQDPIPKQPISQARGDPTGPKESKKEVESKTETDPC
Do
>C31
MEPVDPSLEPWKHPGSQPTTPCSNCYCKKCCWHCQLCFLNKGLGISYGRK
KRRRRRGTPQSRQDHQNPVPKQPSPITRGNPTGPKESKKEVASKTERDLC
Ao
>C32
MEPIDPNLEPWNHPGSQPKTACNNCYCKRCSYHCLVCFQTKGLGISYGRK
KRRQRRRAPPSSEDHQNPISKQPLSQPRGDPTGSEESKKKVESKTETDPC
Do
>C33
MEPVDPRLEPWKHPGSQPKTACTPCHCKKCCYHCQVCFLTKGLGIFYGRK
KRRQRRRAHQDCKTHQVDLSKQPASQPRGNPTGPKESKKKVEGETETHPQ
Ho
>C34
MELVDPSLEPWNHPGSQPTTACSKCYCKMCCWHCQLCFLNKGLGISYGRK
KRRRRRGTPQSRQDHQNPVPKQPLPTTRGNPTNPKESKKEVASKTETDPC
Do
>C35
MELVDPRLEPWNHPGSQPTTACSKCYCKICCWHCQLCFLNKGLGISYGRK
KRRRRRETSQNHPDHQNPVPEQPLPIIRGNPTDPEESKKEVASKTEADRY
Ao
>C36
MDPIDPNIEPWNQPGSQPKTACNNCYCKKCCYHCQLCFLKKGLGISHGRK
KRRQRRAAPLSSKDHQNPVPKQSTPQTRRVSTGSKESQEKVESQTEPDRF
Do
>C37
MEPVDPSLEPWKHPGSQPKTACNNCYCKKCCLHCQVCFTKKGLGISYGRK
KRRQRRRAPPDGQSNQDSLPKQPASQFRGDPTGPKESQKKVESKTEANPL
To
>C38
MDPVDPNLEPWNHPGSQPKTPCNNCYCKKCSYHCVVCFQTKGLGIYYGRK
KRRQRRSAPPSNKDHQNPISKQPLPRTQGNSTGSEESKKKVESKTKTDQF
Do
>C39
MEPVDPNLEPWNHPGSHPTTPCSKCYCKKCCWHCQLCFLKKGLGISYGRK
KRKHRRGTPQSRQNHQNPVPEQPLSRIQGDPTGSKESKKEVASKAETDPC
Ao
>C40
MDPVDPNLEPWNHPGSQPTTPCSKCYCKKCCYHCPVCFLNKGLGISYGRK
KRKQRRGTPHRSKDHQNPVPKQPIPQPQGVSTGPEKSKKKMESKAEADRF
Do
>C41
MELVDPNLEPWNHPGSKPKTACNNCYCKICCWHCQICFLKKGLGISYGRK
KRKHRRGTPQSSKDHQHLIPKQSLSISRGNPTDPKESKKKVASKAETDPC
Ao
>C42
MDPVDPNLEPWNHPGSQPSTACNSCYCKRCCYHCQCCFITKGLGISYGRK
KRGQRRRPPQGNKTHQGPVPEQPSSQHPGPPPGPNPSKKEVASKTEADPF
DW
>C43
MELVDPKLEPWNHPGSQPTTACSKCYCKLCCWHCQLCFLNKGLGISYGRK
KRRRRRGTPQSRQDHQNPVPKQPLPTTRGEQTGPKESKKEVASKTETGPC
Do
>C44
MEPVDPRLEPWKHPGSQPKTACTNCYCKKCCLHCQVCFMKKGLGISYGRK
KRRQRRRAHQDSQTHQASLSKQPASQPRGDPTGPQESKKKVESKTETDPR
Do
>C45
MEPVDPRLEPWKHPGSQPKTPCNNCYCKKCCFHCQVCFIKKGLGISYGRK
KRRQRRRAPQDSSPNQASLSKQPASQLRGNPTGPEESKKKVERETETHPH
Ao
>C46
MEPVDPRLEPWKHPGSQPKTACNNCYCKKCCFHCQVCFTKKGLGISYGRK
KRRQRRRTPQGSQTDQASPSKQPTAQPRGDPTGPKESKKKVERETETHPo
oo
>C47
MELVDPKLDPWNHPGSQPTTPCTKCYCKQCCFHCYWCFVTKGLGISYGRK
KRRQRQRAPQDSQNNQVSLPKQPKSQARGNPTGPKESKKEVESKAKTDPC
Do
>C48
MEPIDPNLEPWKHPGSQPRTACNNCYCKKCSYHCLVCFQKKGLGISYGRK
KRRQRRSAPPSSENHQDLVSKQPLPRPHGNQTVSEESKKKVESKTETDPF
Do
>C49
MEPVDPSLEPWKHPGSQPKTPCTSCYCKKCCFHCPACFTRKGLGIFYGRK
KRKQRRRAPQDSQTHQVSLSKQPASQPRGDPTGPEESKKKVERETETDPF
Do
>C50
MEPVDPRLEPWKHPGSQPKTACNSCYCKKCCFHCQVCFTRKALGISYGRK
KRRQRRRAPQDSKTHQASLSEQPASQPRGDPTGPKESKKKVERETETHQD
Ho
PROGRAM: T-COFFEE Version_10.00.r1613 (2013-10-22 15:49:09 - Revision 1613 - Build 432)
-full_log S [0]
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-dpa_min_score2 D [0]
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-max_n_proc D [0] 0
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
-email S [0]
-clean_overaln D [0] 0
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-overaln_mode S [0]
-overaln_model S [0]
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-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
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-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
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-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
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-overaln_threshold D [0] 0
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
-overaln_model S [0]
-overaln_threshold D [0] 0
-overaln_target D [0] 0
-overaln_P1 D [0] 0
-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
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-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
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-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
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-overaln_target D [0] 0
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
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-overaln_threshold D [0] 0
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
-email S [0]
-clean_overaln D [0] 0
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
[Relax Library][TOT= 6][ 0 %][ELAPSED TIME: 0 sec.]
[Relax Library][TOT= 6][ 33 %][ELAPSED TIME: 0 sec.]
[Relax Library][TOT= 6][ 50 %][ELAPSED TIME: 0 sec.]
[Relax Library][TOT= 6][ 66 %][ELAPSED TIME: 0 sec.]
[Relax Library][TOT= 6][ 83 %][ELAPSED TIME: 0 sec.]
[Relax Library][TOT= 6][100 %][ELAPSED TIME: 0 sec.]
-email S [0]
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-overaln_model S [0]
-overaln_threshold D [0] 0
-overaln_target D [0] 0
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
-overaln_model S [0]
-overaln_threshold D [0] 0
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-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
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-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
-overaln_model S [0]
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
-overaln_model S [0]
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
-overaln_model S [0]
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-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
-overaln_model S [0]
-overaln_threshold D [0] 0
-overaln_target D [0] 0
-overaln_P1 D [0] 0
-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
-email S [0]
-clean_overaln D [0] 0
-overaln_param S [0]
-overaln_mode S [0]
-overaln_model S [0]
-overaln_threshold D [0] 0
-overaln_target D [0] 0
-overaln_P1 D [0] 0
-overaln_P2 D [0] 0
-overaln_P3 D [0] 0
-overaln_P4 D [0] 0
-exon_boundaries S [0]
-dump S [0] no
-display D [0] 100
INPUT FILES
Input File (S) input.prot.fasta.muscle_rs_0_0.fasta.aln Format clustal_aln
Input File (M) proba_pair
Identify Master Sequences [no]:
Master Sequences Identified
INPUT SEQUENCES: 50 SEQUENCES [PROTEIN]
Multi Core Mode: 8 processors:
--- Process Method/Library/Aln Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
--- Process Method/Library/Aln Mproba_pair
xxx Retrieved Sinput.prot.fasta.muscle_rs_0_0.fasta.aln
xxx Retrieved Mproba_pair
All Methods Retrieved
MANUAL PENALTIES: gapopen=0 gapext=0
Library Total Size: [256258]
Library Relaxation: Multi_proc [8]
Relaxation Summary: [256258]--->[254749]
UN-WEIGHTED MODE: EVERY SEQUENCE WEIGHTS 1
OUTPUT RESULTS
#### File Type= MSA Format= score_ascii Name= input.prot.fasta.muscle_rs_0_0.fasta.score_ascii
#### File Type= MSA Format= html Name= input.prot.fasta.muscle_rs_0_0.fasta.html
#### File Type= MSA Format= score_ascii Name= input.prot.fasta.muscle_rs_0_0.fasta.score_ascii
# Command Line: t_coffee -infile input.prot.fasta.muscle_rs_0_0.fasta.aln -output score_ascii -special_mode evaluate -evaluate_mode t_coffee_fast [PROGRAM:T-COFFEE]
# T-COFFEE Memory Usage: Current= 31.746 Mb, Max= 38.863 Mb
# Results Produced with T-COFFEE Version_10.00.r1613 (2013-10-22 15:49:09 - Revision 1613 - Build 432)
# T-COFFEE is available from http://www.tcoffee.org
# Register on: https://groups.google.com/group/tcoffee/
FORMAT of file input.prot.fasta.muscle_rs_0_0.fasta.ipi_i.fasta Not Supported[FATAL:T-COFFEE]
CLUSTAL W (1.83) multiple sequence alignment
C1 MDPVDPNLEPWKHPGSQPRTACNKCYCKKCCFHCQACFIKKALGISYGRK
C2 MELVDPNLEPWKHPGSQPTTACSNCYCKKCCWHCQLCFLNKGLGISYGRK
C3 MEPVDPDLEPWNHPGSQPTTDCNKCFCKKCCWHCQVCFLKKGLGISYGRK
C4 MEPVDPRLEPWEHPGSQPRTACNNCYCKKCCFHCQVCFTKKGLGISYGRK
C5 MEPIDPKLEPWNHPGSQPKTPCNKCYCKKCSYHCLVCFQTKDSGISYGRK
C6 MEPIDPNIEPWNQPGSRPKTACTTCYCKQCSYHCMVCFLNKGLGISYGRK
C7 MEPVDPNLEPWKHPGSQPKTACTKCYCKRCCFHCQACFITKGLGISYGRK
C8 MEPVDPNLEPWNHPGSQPETACNNCFCKRCSYHCLVCFQKKGLGISYGRK
C9 MEPVDPNLEPWNHPGSQPKTACNNCYCKRCSYHCLVCFQTKGLGISYGRK
C10 MDPVDPNLEPWNHPGSQPATPCSKCYCKKCCYHCPACFLNKGLGISYGRK
C11 MEPVDPRLEPWKHPGSQPKTACTNCYCKKCCFHCQVCFMKKGLGISYGRK
C12 MELVDPNLEPWKHPGSQPTTPCSNCYCKKCCWHCQLCFLKKGLGISYGRK
C13 MEPVDPRLEPWKHPGSQPRTACNTCFCKKCCFHCQVCFMTKGLGISYGRK
C14 MEPVDPRLEPWKHPGSQPRTACTTCYCKRCCYHCQTCFITKGLGISYGRK
C15 MEPVDPRLEPWKHPGSQPKTACTGCYCKKCCFHCQVCFISKGLGISYGRK
C16 MELVDPDLEPWNHPGSQPKTPCNNCFCKHCSYHCQVCFLTKGLGISYGRK
C17 MDPVDPSLEPWKHPGSQPATPCNNCFCKRCCYHCPCCFLTKGLGISYGRK
C18 MELVDPSLEPWNHPGSKPTTACSKCYCKKCCWHCQLCFLKKGLGISYGRK
C19 MEPVDPNLEPWNHPGSQPKTACNTCYCKICSWHCQLCFLKKGLGISYGRK
C20 MEPVDPNLEPWKHPGSQPQTPCNNCYCKHCSYHCLVCFQKKGLGISYGRK
C21 MEPVDPRLEPWKHPGSQPRTACNSCYCKRCCFHCQVCFTKKALGISYGRK
C22 MEPVDPSLEPWNHPGSQPKTPCNHCYCKHCSYHCLVCFQRKGLGISYGRK
C23 MEPVDPKLEPWKHPGSQPTTACSKCYCKKCCWHCQLCFLKKGLGISYGRK
C24 MEPVDPNLEPWNHPGSQPKTPCNKCYCKHCSYHCLVCFQTKGLGISYGRK
C25 MEPVDPRLEPWNHPGSQPKTACNNCYCKRCCYHCLYCFTKKGLGISYGRK
C26 MDPVDPSLDPWNHPGSQPATACNKCYCKKCCYHCAVCFLHKGLGISYGRK
C27 MEPVDPNLEPWNHPGSQPKTPCTNCYCKHCSYHCLVCFQTKGLGISYGRK
C28 MEPVDPNLEPWNHPGSQPKTACNNCYCKSCSYHCLVCFQKKGLGISYGRK
C29 MEPVDPRLEPWKHPGSQPKTACTNCYCKVCCFHCQVCFTTKGLGISYGRK
C30 MELVDPNLDPWNHPGSQPSTPCTRCYCKRCCFHCYWCFATKGLGISHGRK
C31 MEPVDPSLEPWKHPGSQPTTPCSNCYCKKCCWHCQLCFLNKGLGISYGRK
C32 MEPIDPNLEPWNHPGSQPKTACNNCYCKRCSYHCLVCFQTKGLGISYGRK
C33 MEPVDPRLEPWKHPGSQPKTACTPCHCKKCCYHCQVCFLTKGLGIFYGRK
C34 MELVDPSLEPWNHPGSQPTTACSKCYCKMCCWHCQLCFLNKGLGISYGRK
C35 MELVDPRLEPWNHPGSQPTTACSKCYCKICCWHCQLCFLNKGLGISYGRK
C36 MDPIDPNIEPWNQPGSQPKTACNNCYCKKCCYHCQLCFLKKGLGISHGRK
C37 MEPVDPSLEPWKHPGSQPKTACNNCYCKKCCLHCQVCFTKKGLGISYGRK
C38 MDPVDPNLEPWNHPGSQPKTPCNNCYCKKCSYHCVVCFQTKGLGIYYGRK
C39 MEPVDPNLEPWNHPGSHPTTPCSKCYCKKCCWHCQLCFLKKGLGISYGRK
C40 MDPVDPNLEPWNHPGSQPTTPCSKCYCKKCCYHCPVCFLNKGLGISYGRK
C41 MELVDPNLEPWNHPGSKPKTACNNCYCKICCWHCQICFLKKGLGISYGRK
C42 MDPVDPNLEPWNHPGSQPSTACNSCYCKRCCYHCQCCFITKGLGISYGRK
C43 MELVDPKLEPWNHPGSQPTTACSKCYCKLCCWHCQLCFLNKGLGISYGRK
C44 MEPVDPRLEPWKHPGSQPKTACTNCYCKKCCLHCQVCFMKKGLGISYGRK
C45 MEPVDPRLEPWKHPGSQPKTPCNNCYCKKCCFHCQVCFIKKGLGISYGRK
C46 MEPVDPRLEPWKHPGSQPKTACNNCYCKKCCFHCQVCFTKKGLGISYGRK
C47 MELVDPKLDPWNHPGSQPTTPCTKCYCKQCCFHCYWCFVTKGLGISYGRK
C48 MEPIDPNLEPWKHPGSQPRTACNNCYCKKCSYHCLVCFQKKGLGISYGRK
C49 MEPVDPSLEPWKHPGSQPKTPCTSCYCKKCCFHCPACFTRKGLGIFYGRK
C50 MEPVDPRLEPWKHPGSQPKTACNSCYCKKCCFHCQVCFTRKALGISYGRK
*: :** ::**::***:* * *. *.** *. ** ** * ** :***
C1 KRRQRRRAPPNNQDHQDSLSKQSSTQLRGDPTGPKESKKKVETETETDPF
C2 KRRRRRGTPQSRQDHQNPVPKQPLPTTRGNPTDPKESKKEVASETETDPC
C3 KRKHRRGSLQGSKGHQNLIPKQPLSQPNGDSTGPEEQKKKVASKTEADPF
C4 KRRQRRGPPQGSQTHQVSLPKQPLSQSRGDPTGPTESKKKVEREAETDPE
C5 KRRQRRSTTPSSEDHQDPVSKQPLPQTRGDPTGSEEPKKKVERKTETDPF
C6 KRRQRRTAPPGSKTHQDPVSKQPLSQTQRDPTGTKESKEEVESKTETDPF
C7 KRRQRRGPPQGSQTHQVSLSKQPTSQPRGDPTGQKEQKKKVEKETETAPP
C8 KRRQRRSAPPSSEDHQDLISKQPLSRTQGDPTGSEESKKKVESKTETDPF
C9 KRRQRRSAPPSSEDHQNPISKQSLPQTQGDSTGSEESKKKVESKTETDPC
C10 KRRQRRGTSQSNKDHQNPVPKQPIPQTQGIPTGPEESKKKMESKAKTDRF
C11 KRRQRRRAPQSSQTHQASLSKQPASQPRGDPAGPKESKKKVESKTETDPR
C12 KRKHRRGTPQSSKDHQNPIPKQPSPIIRGNQTDPKESKKKVASKAETDPC
C13 KRGQRRRAPQDSKTHQTPLPKQPASQQRGDPTGPKESKKKVERETEKDQG
C14 KRRQRRGAHQDSETHQASLSEQPASQLRGDPTGPKESKKKVESETETDPN
C15 KRRQRRRTHQDNQDHQVPLSKQPASQPRGDPTGPKESKKEVERETATDPV
C16 KRRQRRSSPSSSKDHQNPISKQPLPQTRGNPTGSEESKKKVESKTKADPF
C17 KRRQRRRPPPSNQINQVSLSKQPTSQFRGDPTGPKESEKKVERQTETHQL
C18 KRRRRRGTPQSCQDHQNPVPKQPFPTTRGNPTGPKESKKEMASKTKTDQC
C19 KRKHRRGTPQSSKDHQNPIPKQSLPISRGNPTDPKESKKTVASKAETDPC
C20 KRRQRRSTPPSSEDHQNLISKQPLPQARGDPTGSKEPKKKVESKTKTDPC
C21 KRRQRRRPPQSSKIHQDPVPKQPASQAPGNPTGPKESKKEVESKTKTDQW
C22 KRRRRRSAPPSSEDHQNPISKQPLSQTRGDPTGSEESKKKVESKTETDPF
C23 KRKHRRRTPQSSKDHQNPIPEQSLSISRGNPTDQKKSKKKVASKAETDPC
C24 KRRQRRSTPPSSEDHQNLISKQPLSQTRGNPTGSEESKKKVESKTKTDPF
C25 KRSQRRRTPQSSKSHQDLIPEQPLSQQQGDQTGQKKQKEALESKTEADPC
C26 KRRQRRGSPQCSKDHQNPLPKQPSTQTQGISTGSEESTKKVESKAETDRF
C27 KRRQRRSTPPSSEDHQALISKQPLSQTRGDSTGPEEQKKKVESKTKTDPC
C28 KRRQRRSAPQSSEDHQNPISKQPLPEHQRDSTGSEESKKKVESKTETDPF
C29 KRRQRRKPPQDSPNHQAPLSKQPASQPRGDPTGPKESKKKVERETETDPF
C30 KRRQRHRTPKSSPLHQDPIPKQPISQARGDPTGPKESKKEVESKTETDPC
C31 KRRRRRGTPQSRQDHQNPVPKQPSPITRGNPTGPKESKKEVASKTERDLC
C32 KRRQRRRAPPSSEDHQNPISKQPLSQPRGDPTGSEESKKKVESKTETDPC
C33 KRRQRRRAHQDCKTHQVDLSKQPASQPRGNPTGPKESKKKVEGETETHPQ
C34 KRRRRRGTPQSRQDHQNPVPKQPLPTTRGNPTNPKESKKEVASKTETDPC
C35 KRRRRRETSQNHPDHQNPVPEQPLPIIRGNPTDPEESKKEVASKTEADRY
C36 KRRQRRAAPLSSKDHQNPVPKQSTPQTRRVSTGSKESQEKVESQTEPDRF
C37 KRRQRRRAPPDGQSNQDSLPKQPASQFRGDPTGPKESQKKVESKTEANPL
C38 KRRQRRSAPPSNKDHQNPISKQPLPRTQGNSTGSEESKKKVESKTKTDQF
C39 KRKHRRGTPQSRQNHQNPVPEQPLSRIQGDPTGSKESKKEVASKAETDPC
C40 KRKQRRGTPHRSKDHQNPVPKQPIPQPQGVSTGPEKSKKKMESKAEADRF
C41 KRKHRRGTPQSSKDHQHLIPKQSLSISRGNPTDPKESKKKVASKAETDPC
C42 KRGQRRRPPQGNKTHQGPVPEQPSSQHPGPPPGPNPSKKEVASKTEADPF
C43 KRRRRRGTPQSRQDHQNPVPKQPLPTTRGEQTGPKESKKEVASKTETGPC
C44 KRRQRRRAHQDSQTHQASLSKQPASQPRGDPTGPQESKKKVESKTETDPR
C45 KRRQRRRAPQDSSPNQASLSKQPASQLRGNPTGPEESKKKVERETETHPH
C46 KRRQRRRTPQGSQTDQASPSKQPTAQPRGDPTGPKESKKKVERETETHPo
C47 KRRQRQRAPQDSQNNQVSLPKQPKSQARGNPTGPKESKKEVESKAKTDPC
C48 KRRQRRSAPPSSENHQDLVSKQPLPRPHGNQTVSEESKKKVESKTETDPF
C49 KRKQRRRAPQDSQTHQVSLSKQPASQPRGDPTGPEESKKKVERETETDPF
C50 KRRQRRRAPQDSKTHQASLSEQPASQPRGDPTGPKESKKKVERETETHQD
** :*: . .* .:*. . . : : ::
C1 A
C2 A
C3 A
C4 Y
C5 D
C6 A
C7 D
C8 D
C9 A
C10 D
C11 A
C12 A
C13 H
C14 P
C15 P
C16 D
C17 D
C18 A
C19 D
C20 D
C21 D
C22 D
C23 D
C24 A
C25 D
C26 A
C27 D
C28 D
C29 D
C30 D
C31 A
C32 D
C33 H
C34 D
C35 A
C36 D
C37 T
C38 D
C39 A
C40 D
C41 A
C42 D
C43 D
C44 D
C45 A
C46 o
C47 D
C48 D
C49 D
C50 H
FORMAT of file input.prot.fasta.muscle_rs_0_0.fasta.ipi_bs.fasta Not Supported[FATAL:T-COFFEE]
input.prot.fasta.muscle_rs_0_0.fasta.aln I:93 S:99 BS:94
# TC_SIMILARITY_MATRIX_FORMAT_01
# SEQ_INDEX C1 0
# SEQ_INDEX C2 1
# SEQ_INDEX C3 2
# SEQ_INDEX C4 3
# SEQ_INDEX C5 4
# SEQ_INDEX C6 5
# SEQ_INDEX C7 6
# SEQ_INDEX C8 7
# SEQ_INDEX C9 8
# SEQ_INDEX C10 9
# SEQ_INDEX C11 10
# SEQ_INDEX C12 11
# SEQ_INDEX C13 12
# SEQ_INDEX C14 13
# SEQ_INDEX C15 14
# SEQ_INDEX C16 15
# SEQ_INDEX C17 16
# SEQ_INDEX C18 17
# SEQ_INDEX C19 18
# SEQ_INDEX C20 19
# SEQ_INDEX C21 20
# SEQ_INDEX C22 21
# SEQ_INDEX C23 22
# SEQ_INDEX C24 23
# SEQ_INDEX C25 24
# SEQ_INDEX C26 25
# SEQ_INDEX C27 26
# SEQ_INDEX C28 27
# SEQ_INDEX C29 28
# SEQ_INDEX C30 29
# SEQ_INDEX C31 30
# SEQ_INDEX C32 31
# SEQ_INDEX C33 32
# SEQ_INDEX C34 33
# SEQ_INDEX C35 34
# SEQ_INDEX C36 35
# SEQ_INDEX C37 36
# SEQ_INDEX C38 37
# SEQ_INDEX C39 38
# SEQ_INDEX C40 39
# SEQ_INDEX C41 40
# SEQ_INDEX C42 41
# SEQ_INDEX C43 42
# SEQ_INDEX C44 43
# SEQ_INDEX C45 44
# SEQ_INDEX C46 45
# SEQ_INDEX C47 46
# SEQ_INDEX C48 47
# SEQ_INDEX C49 48
# SEQ_INDEX C50 49
# PW_SEQ_DISTANCES
BOT 0 1 69.61 C1 C2 69.61
TOP 1 0 69.61 C2 C1 69.61
BOT 0 2 64.36 C1 C3 64.36
TOP 2 0 64.36 C3 C1 64.36
BOT 0 3 76.24 C1 C4 76.24
TOP 3 0 76.24 C4 C1 76.24
BOT 0 4 68.63 C1 C5 68.63
TOP 4 0 68.63 C5 C1 68.63
BOT 0 5 65.69 C1 C6 65.69
TOP 5 0 65.69 C6 C1 65.69
BOT 0 6 77.45 C1 C7 77.45
TOP 6 0 77.45 C7 C1 77.45
BOT 0 7 71.57 C1 C8 71.57
TOP 7 0 71.57 C8 C1 71.57
BOT 0 8 71.57 C1 C9 71.57
TOP 8 0 71.57 C9 C1 71.57
BOT 0 9 67.65 C1 C10 67.65
TOP 9 0 67.65 C10 C1 67.65
BOT 0 10 79.41 C1 C11 79.41
TOP 10 0 79.41 C11 C1 79.41
BOT 0 11 66.67 C1 C12 66.67
TOP 11 0 66.67 C12 C1 66.67
BOT 0 12 74.51 C1 C13 74.51
TOP 12 0 74.51 C13 C1 74.51
BOT 0 13 76.47 C1 C14 76.47
TOP 13 0 76.47 C14 C1 76.47
BOT 0 14 77.45 C1 C15 77.45
TOP 14 0 77.45 C15 C1 77.45
BOT 0 15 64.71 C1 C16 64.71
TOP 15 0 64.71 C16 C1 64.71
BOT 0 16 72.55 C1 C17 72.55
TOP 16 0 72.55 C17 C1 72.55
BOT 0 17 65.35 C1 C18 65.35
TOP 17 0 65.35 C18 C1 65.35
BOT 0 18 65.69 C1 C19 65.69
TOP 18 0 65.69 C19 C1 65.69
BOT 0 19 70.59 C1 C20 70.59
TOP 19 0 70.59 C20 C1 70.59
BOT 0 20 72.55 C1 C21 72.55
TOP 20 0 72.55 C21 C1 72.55
BOT 0 21 69.61 C1 C22 69.61
TOP 21 0 69.61 C22 C1 69.61
BOT 0 22 66.67 C1 C23 66.67
TOP 22 0 66.67 C23 C1 66.67
BOT 0 23 70.59 C1 C24 70.59
TOP 23 0 70.59 C24 C1 70.59
BOT 0 24 61.76 C1 C25 61.76
TOP 24 0 61.76 C25 C1 61.76
BOT 0 25 69.61 C1 C26 69.61
TOP 25 0 69.61 C26 C1 69.61
BOT 0 26 66.67 C1 C27 66.67
TOP 26 0 66.67 C27 C1 66.67
BOT 0 27 68.32 C1 C28 68.32
TOP 27 0 68.32 C28 C1 68.32
BOT 0 28 75.49 C1 C29 75.49
TOP 28 0 75.49 C29 C1 75.49
BOT 0 29 66.67 C1 C30 66.67
TOP 29 0 66.67 C30 C1 66.67
BOT 0 30 67.65 C1 C31 67.65
TOP 30 0 67.65 C31 C1 67.65
BOT 0 31 71.57 C1 C32 71.57
TOP 31 0 71.57 C32 C1 71.57
BOT 0 32 71.57 C1 C33 71.57
TOP 32 0 71.57 C33 C1 71.57
BOT 0 33 65.69 C1 C34 65.69
TOP 33 0 65.69 C34 C1 65.69
BOT 0 34 61.76 C1 C35 61.76
TOP 34 0 61.76 C35 C1 61.76
BOT 0 35 66.67 C1 C36 66.67
TOP 35 0 66.67 C36 C1 66.67
BOT 0 36 76.47 C1 C37 76.47
TOP 36 0 76.47 C37 C1 76.47
BOT 0 37 67.65 C1 C38 67.65
TOP 37 0 67.65 C38 C1 67.65
BOT 0 38 64.71 C1 C39 64.71
TOP 38 0 64.71 C39 C1 64.71
BOT 0 39 63.73 C1 C40 63.73
TOP 39 0 63.73 C40 C1 63.73
BOT 0 40 66.67 C1 C41 66.67
TOP 40 0 66.67 C41 C1 66.67
BOT 0 41 66.67 C1 C42 66.67
TOP 41 0 66.67 C42 C1 66.67
BOT 0 42 64.71 C1 C43 64.71
TOP 42 0 64.71 C43 C1 64.71
BOT 0 43 76.47 C1 C44 76.47
TOP 43 0 76.47 C44 C1 76.47
BOT 0 44 78.43 C1 C45 78.43
TOP 44 0 78.43 C45 C1 78.43
BOT 0 45 77.45 C1 C46 77.45
TOP 45 0 77.45 C46 C1 77.45
BOT 0 46 66.67 C1 C47 66.67
TOP 46 0 66.67 C47 C1 66.67
BOT 0 47 70.59 C1 C48 70.59
TOP 47 0 70.59 C48 C1 70.59
BOT 0 48 76.47 C1 C49 76.47
TOP 48 0 76.47 C49 C1 76.47
BOT 0 49 77.45 C1 C50 77.45
TOP 49 0 77.45 C50 C1 77.45
BOT 1 2 68.32 C2 C3 68.32
TOP 2 1 68.32 C3 C2 68.32
BOT 1 3 71.29 C2 C4 71.29
TOP 3 1 71.29 C4 C2 71.29
BOT 1 4 64.71 C2 C5 64.71
TOP 4 1 64.71 C5 C2 64.71
BOT 1 5 65.69 C2 C6 65.69
TOP 5 1 65.69 C6 C2 65.69
BOT 1 6 68.63 C2 C7 68.63
TOP 6 1 68.63 C7 C2 68.63
BOT 1 7 66.67 C2 C8 66.67
TOP 7 1 66.67 C8 C2 66.67
BOT 1 8 70.59 C2 C9 70.59
TOP 8 1 70.59 C9 C2 70.59
BOT 1 9 72.55 C2 C10 72.55
TOP 9 1 72.55 C10 C2 72.55
BOT 1 10 72.55 C2 C11 72.55
TOP 10 1 72.55 C11 C2 72.55
BOT 1 11 86.27 C2 C12 86.27
TOP 11 1 86.27 C12 C2 86.27
BOT 1 12 67.65 C2 C13 67.65
TOP 12 1 67.65 C13 C2 67.65
BOT 1 13 68.63 C2 C14 68.63
TOP 13 1 68.63 C14 C2 68.63
BOT 1 14 72.55 C2 C15 72.55
TOP 14 1 72.55 C15 C2 72.55
BOT 1 15 70.59 C2 C16 70.59
TOP 15 1 70.59 C16 C2 70.59
BOT 1 16 62.75 C2 C17 62.75
TOP 16 1 62.75 C17 C2 62.75
BOT 1 17 88.12 C2 C18 88.12
TOP 17 1 88.12 C18 C2 88.12
BOT 1 18 80.39 C2 C19 80.39
TOP 18 1 80.39 C19 C2 80.39
BOT 1 19 70.59 C2 C20 70.59
TOP 19 1 70.59 C20 C2 70.59
BOT 1 20 70.59 C2 C21 70.59
TOP 20 1 70.59 C21 C2 70.59
BOT 1 21 68.63 C2 C22 68.63
TOP 21 1 68.63 C22 C2 68.63
BOT 1 22 79.41 C2 C23 79.41
TOP 22 1 79.41 C23 C2 79.41
BOT 1 23 69.61 C2 C24 69.61
TOP 23 1 69.61 C24 C2 69.61
BOT 1 24 62.75 C2 C25 62.75
TOP 24 1 62.75 C25 C2 62.75
BOT 1 25 66.67 C2 C26 66.67
TOP 25 1 66.67 C26 C2 66.67
BOT 1 26 67.65 C2 C27 67.65
TOP 26 1 67.65 C27 C2 67.65
BOT 1 27 68.32 C2 C28 68.32
TOP 27 1 68.32 C28 C2 68.32
BOT 1 28 70.59 C2 C29 70.59
TOP 28 1 70.59 C29 C2 70.59
BOT 1 29 69.61 C2 C30 69.61
TOP 29 1 69.61 C30 C2 69.61
BOT 1 30 91.18 C2 C31 91.18
TOP 30 1 91.18 C31 C2 91.18
BOT 1 31 69.61 C2 C32 69.61
TOP 31 1 69.61 C32 C2 69.61
BOT 1 32 67.65 C2 C33 67.65
TOP 32 1 67.65 C33 C2 67.65
BOT 1 33 93.14 C2 C34 93.14
TOP 33 1 93.14 C34 C2 93.14
BOT 1 34 83.33 C2 C35 83.33
TOP 34 1 83.33 C35 C2 83.33
BOT 1 35 66.67 C2 C36 66.67
TOP 35 1 66.67 C36 C2 66.67
BOT 1 36 67.65 C2 C37 67.65
TOP 36 1 67.65 C37 C2 67.65
BOT 1 37 66.67 C2 C38 66.67
TOP 37 1 66.67 C38 C2 66.67
BOT 1 38 81.37 C2 C39 81.37
TOP 38 1 81.37 C39 C2 81.37
BOT 1 39 68.63 C2 C40 68.63
TOP 39 1 68.63 C40 C2 68.63
BOT 1 40 79.41 C2 C41 79.41
TOP 40 1 79.41 C41 C2 79.41
BOT 1 41 64.71 C2 C42 64.71
TOP 41 1 64.71 C42 C2 64.71
BOT 1 42 90.20 C2 C43 90.20
TOP 42 1 90.20 C43 C2 90.20
BOT 1 43 69.61 C2 C44 69.61
TOP 43 1 69.61 C44 C2 69.61
BOT 1 44 68.63 C2 C45 68.63
TOP 44 1 68.63 C45 C2 68.63
BOT 1 45 70.59 C2 C46 70.59
TOP 45 1 70.59 C46 C2 70.59
BOT 1 46 67.65 C2 C47 67.65
TOP 46 1 67.65 C47 C2 67.65
BOT 1 47 68.63 C2 C48 68.63
TOP 47 1 68.63 C48 C2 68.63
BOT 1 48 65.69 C2 C49 65.69
TOP 48 1 65.69 C49 C2 65.69
BOT 1 49 65.69 C2 C50 65.69
TOP 49 1 65.69 C50 C2 65.69
BOT 2 3 71.29 C3 C4 71.29
TOP 3 2 71.29 C4 C3 71.29
BOT 2 4 65.35 C3 C5 65.35
TOP 4 2 65.35 C5 C3 65.35
BOT 2 5 63.37 C3 C6 63.37
TOP 5 2 63.37 C6 C3 63.37
BOT 2 6 67.33 C3 C7 67.33
TOP 6 2 67.33 C7 C3 67.33
BOT 2 7 71.29 C3 C8 71.29
TOP 7 2 71.29 C8 C3 71.29
BOT 2 8 69.31 C3 C9 69.31
TOP 8 2 69.31 C9 C3 69.31
BOT 2 9 67.33 C3 C10 67.33
TOP 9 2 67.33 C10 C3 67.33
BOT 2 10 70.30 C3 C11 70.30
TOP 10 2 70.30 C11 C3 70.30
BOT 2 11 74.26 C3 C12 74.26
TOP 11 2 74.26 C12 C3 74.26
BOT 2 12 69.31 C3 C13 69.31
TOP 12 2 69.31 C13 C3 69.31
BOT 2 13 65.35 C3 C14 65.35
TOP 13 2 65.35 C14 C3 65.35
BOT 2 14 64.36 C3 C15 64.36
TOP 14 2 64.36 C15 C3 64.36
BOT 2 15 73.27 C3 C16 73.27
TOP 15 2 73.27 C16 C3 73.27
BOT 2 16 59.41 C3 C17 59.41
TOP 16 2 59.41 C17 C3 59.41
BOT 2 17 68.32 C3 C18 68.32
TOP 17 2 68.32 C18 C3 68.32
BOT 2 18 72.28 C3 C19 72.28
TOP 18 2 72.28 C19 C3 72.28
BOT 2 19 67.33 C3 C20 67.33
TOP 19 2 67.33 C20 C3 67.33
BOT 2 20 66.34 C3 C21 66.34
TOP 20 2 66.34 C21 C3 66.34
BOT 2 21 70.30 C3 C22 70.30
TOP 21 2 70.30 C22 C3 70.30
BOT 2 22 72.28 C3 C23 72.28
TOP 22 2 72.28 C23 C3 72.28
BOT 2 23 71.29 C3 C24 71.29
TOP 23 2 71.29 C24 C3 71.29
BOT 2 24 69.31 C3 C25 69.31
TOP 24 2 69.31 C25 C3 69.31
BOT 2 25 72.28 C3 C26 72.28
TOP 25 2 72.28 C26 C3 72.28
BOT 2 26 70.30 C3 C27 70.30
TOP 26 2 70.30 C27 C3 70.30
BOT 2 27 69.61 C3 C28 69.61
TOP 27 2 69.61 C28 C3 69.61
BOT 2 28 67.33 C3 C29 67.33
TOP 28 2 67.33 C29 C3 67.33
BOT 2 29 62.38 C3 C30 62.38
TOP 29 2 62.38 C30 C3 62.38
BOT 2 30 69.31 C3 C31 69.31
TOP 30 2 69.31 C31 C3 69.31
BOT 2 31 69.31 C3 C32 69.31
TOP 31 2 69.31 C32 C3 69.31
BOT 2 32 65.35 C3 C33 65.35
TOP 32 2 65.35 C33 C3 65.35
BOT 2 33 69.31 C3 C34 69.31
TOP 33 2 69.31 C34 C3 69.31
BOT 2 34 69.31 C3 C35 69.31
TOP 34 2 69.31 C35 C3 69.31
BOT 2 35 61.39 C3 C36 61.39
TOP 35 2 61.39 C36 C3 61.39
BOT 2 36 67.33 C3 C37 67.33
TOP 36 2 67.33 C37 C3 67.33
BOT 2 37 65.35 C3 C38 65.35
TOP 37 2 65.35 C38 C3 65.35
BOT 2 38 74.26 C3 C39 74.26
TOP 38 2 74.26 C39 C3 74.26
BOT 2 39 73.27 C3 C40 73.27
TOP 39 2 73.27 C40 C3 73.27
BOT 2 40 74.26 C3 C41 74.26
TOP 40 2 74.26 C41 C3 74.26
BOT 2 41 67.33 C3 C42 67.33
TOP 41 2 67.33 C42 C3 67.33
BOT 2 42 69.31 C3 C43 69.31
TOP 42 2 69.31 C43 C3 69.31
BOT 2 43 70.30 C3 C44 70.30
TOP 43 2 70.30 C44 C3 70.30
BOT 2 44 67.33 C3 C45 67.33
TOP 44 2 67.33 C45 C3 67.33
BOT 2 45 67.33 C3 C46 67.33
TOP 45 2 67.33 C46 C3 67.33
BOT 2 46 61.39 C3 C47 61.39
TOP 46 2 61.39 C47 C3 61.39
BOT 2 47 66.34 C3 C48 66.34
TOP 47 2 66.34 C48 C3 66.34
BOT 2 48 67.33 C3 C49 67.33
TOP 48 2 67.33 C49 C3 67.33
BOT 2 49 65.35 C3 C50 65.35
TOP 49 2 65.35 C50 C3 65.35
BOT 3 4 67.33 C4 C5 67.33
TOP 4 3 67.33 C5 C4 67.33
BOT 3 5 65.35 C4 C6 65.35
TOP 5 3 65.35 C6 C4 65.35
BOT 3 6 80.20 C4 C7 80.20
TOP 6 3 80.20 C7 C4 80.20
BOT 3 7 71.29 C4 C8 71.29
TOP 7 3 71.29 C8 C4 71.29
BOT 3 8 69.31 C4 C9 69.31
TOP 8 3 69.31 C9 C4 69.31
BOT 3 9 66.34 C4 C10 66.34
TOP 9 3 66.34 C10 C4 66.34
BOT 3 10 82.18 C4 C11 82.18
TOP 10 3 82.18 C11 C4 82.18
BOT 3 11 69.31 C4 C12 69.31
TOP 11 3 69.31 C12 C4 69.31
BOT 3 12 80.20 C4 C13 80.20
TOP 12 3 80.20 C13 C4 80.20
BOT 3 13 78.22 C4 C14 78.22
TOP 13 3 78.22 C14 C4 78.22
BOT 3 14 78.22 C4 C15 78.22
TOP 14 3 78.22 C15 C4 78.22
BOT 3 15 67.33 C4 C16 67.33
TOP 15 3 67.33 C16 C4 67.33
BOT 3 16 71.29 C4 C17 71.29
TOP 16 3 71.29 C17 C4 71.29
BOT 3 17 66.34 C4 C18 66.34
TOP 17 3 66.34 C18 C4 66.34
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BOT 43 49 84.31 C44 C50 84.31
TOP 49 43 84.31 C50 C44 84.31
BOT 44 45 85.29 C45 C46 85.29
TOP 45 44 85.29 C46 C45 85.29
BOT 44 46 72.55 C45 C47 72.55
TOP 46 44 72.55 C47 C45 72.55
BOT 44 47 70.59 C45 C48 70.59
TOP 47 44 70.59 C48 C45 70.59
BOT 44 48 82.35 C45 C49 82.35
TOP 48 44 82.35 C49 C45 82.35
BOT 44 49 85.29 C45 C50 85.29
TOP 49 44 85.29 C50 C45 85.29
BOT 45 46 67.65 C46 C47 67.65
TOP 46 45 67.65 C47 C46 67.65
BOT 45 47 69.61 C46 C48 69.61
TOP 47 45 69.61 C48 C46 69.61
BOT 45 48 80.39 C46 C49 80.39
TOP 48 45 80.39 C49 C46 80.39
BOT 45 49 86.27 C46 C50 86.27
TOP 49 45 86.27 C50 C46 86.27
BOT 46 47 61.76 C47 C48 61.76
TOP 47 46 61.76 C48 C47 61.76
BOT 46 48 73.53 C47 C49 73.53
TOP 48 46 73.53 C49 C47 73.53
BOT 46 49 67.65 C47 C50 67.65
TOP 49 46 67.65 C50 C47 67.65
BOT 47 48 68.63 C48 C49 68.63
TOP 48 47 68.63 C49 C48 68.63
BOT 47 49 66.67 C48 C50 66.67
TOP 49 47 66.67 C50 C48 66.67
BOT 48 49 84.31 C49 C50 84.31
TOP 49 48 84.31 C50 C49 84.31
AVG 0 C1 * 70.06
AVG 1 C2 * 71.81
AVG 2 C3 * 68.24
AVG 3 C4 * 71.87
AVG 4 C5 * 70.06
AVG 5 C6 * 67.24
AVG 6 C7 * 70.78
AVG 7 C8 * 72.97
AVG 8 C9 * 73.59
AVG 9 C10 * 69.32
AVG 10 C11 * 74.81
AVG 11 C12 * 70.77
AVG 12 C13 * 70.56
AVG 13 C14 * 71.30
AVG 14 C15 * 71.38
AVG 15 C16 * 72.17
AVG 16 C17 * 66.88
AVG 17 C18 * 69.10
AVG 18 C19 * 70.95
AVG 19 C20 * 72.95
AVG 20 C21 * 71.45
AVG 21 C22 * 73.97
AVG 22 C23 * 69.82
AVG 23 C24 * 73.95
AVG 24 C25 * 67.40
AVG 25 C26 * 68.66
AVG 26 C27 * 72.89
AVG 27 C28 * 72.79
AVG 28 C29 * 73.69
AVG 29 C30 * 68.84
AVG 30 C31 * 71.13
AVG 31 C32 * 75.21
AVG 32 C33 * 69.56
AVG 33 C34 * 71.55
AVG 34 C35 * 66.74
AVG 35 C36 * 65.38
AVG 36 C37 * 70.48
AVG 37 C38 * 70.30
AVG 38 C39 * 69.41
AVG 39 C40 * 67.98
AVG 40 C41 * 69.91
AVG 41 C42 * 65.52
AVG 42 C43 * 70.47
AVG 43 C44 * 74.07
AVG 44 C45 * 71.72
AVG 45 C46 * 71.77
AVG 46 C47 * 67.68
AVG 47 C48 * 70.58
AVG 48 C49 * 71.14
AVG 49 C50 * 70.86
TOT TOT * 70.64
CLUSTAL W (1.83) multiple sequence alignment
C1 ATGGATCCAGTAGATCCTAATCTAGAGCCCTGGAAGCATCCAGGAAGTCA
C2 ATGGAGCTGGTAGATCCTAACCTAGAGCCCTGGAAACACCCGGGAAGTCA
C3 ATGGAGCCAGTAGATCCTGACCTAGAGCCCTGGAACCATCCGGGAAGTCA
C4 ATGGAGCCAGTAGATCCTAGACTAGAGCCCTGGGAGCATCCAGGAAGCCA
C5 ATGGAGCCAATAGATCCTAAACTAGAGCCCTGGAACCATCCAGGAAGTCA
C6 ATGGAGCCAATAGATCCTAACATAGAGCCCTGGAATCAGCCAGGAAGTCG
C7 ATGGAGCCCGTAGATCCTAACTTAGAGCCCTGGAAGCATCCAGGAAGTCA
C8 ATGGAGCCAGTAGATCCTAACCTAGAGCCCTGGAACCATCCAGGAAGTCA
C9 ATGGAGCCAGTAGATCCTAACCTAGAGCCCTGGAACCATCCAGGGAGTCA
C10 ATGGATCCGGTAGATCCTAACCTAGAGCCCTGGAACCACCCGGGAAGTCA
C11 ATGGAGCCAGTAGATCCTAGATTAGAGCCCTGGAAGCATCCGGGAAGTCA
C12 ATGGAGCTGGTAGATCCTAACCTAGAGCCCTGGAAGCATCCGGGAAGTCA
C13 ATGGAACCAGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
C14 ATGGAGCCAGTAGATCCTAGACTGGAGCCCTGGAAGCATCCGGGGAGCCA
C15 ATGGAACCAGTAGACCCTAGGCTAGAGCCCTGGAAACACCCAGGAAGTCA
C16 ATGGAGCTAGTAGATCCTGACCTAGAGCCCTGGAACCATCCAGGAAGTCA
C17 ATGGATCCAGTAGATCCTAGCCTAGAGCCCTGGAAGCATCCAGGAAGTCA
C18 ATGGAGCTGGTAGATCCTAGCCTAGAGCCATGGAACCACCCGGGAAGTAA
C19 ATGGAGCCGGTAGATCCTAACCTAGAGCCCTGGAATCATCCGGGAAGTCA
C20 ATGGAGCCAGTAGATCCTAACCTAGAGCCCTGGAAGCATCCAGGAAGTCA
C21 ATGGAGCCAGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
C22 ATGGAACCAGTGGATCCTAGCCTAGAGCCCTGGAATCATCCAGGAAGTCA
C23 ATGGAGCCAGTAGATCCTAAACTAGAGCCCTGGAAACATCCAGGAAGTCA
C24 ATGGAGCCGGTAGATCCTAACCTAGAGCCCTGGAACCATCCAGGAAGTCA
C25 ATGGAACCAGTAGATCCTAGATTAGAGCCCTGGAATCATCCAGGAAGCCA
C26 ATGGATCCAGTAGATCCTAGCCTAGATCCCTGGAACCATCCGGGAAGCCA
C27 ATGGAGCCAGTAGATCCTAACTTAGAGCCCTGGAACCATCCAGGAAGTCA
C28 ATGGAGCCAGTAGATCCTAACCTAGAGCCCTGGAACCACCCAGGAAGTCA
C29 ATGGAGCCGGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
C30 ATGGAGCTAGTAGATCCTAACTTAGATCCCTGGAACCATCCAGGAAGTCA
C31 ATGGAGCCGGTAGATCCTAGCCTAGAGCCATGGAAACACCCGGGAAGTCA
C32 ATGGAGCCAATAGATCCTAATCTAGAGCCCTGGAACCATCCAGGAAGCCA
C33 ATGGAGCCAGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
C34 ATGGAGCTGGTAGATCCTAGCCTAGAGCCCTGGAACCACCCGGGAAGTCA
C35 ATGGAGCTGGTAGATCCTAGATTAGAGCCCTGGAACCACCCGGGAAGTCA
C36 ATGGATCCAATAGATCCTAACATAGAGCCCTGGAATCAGCCAGGAAGTCA
C37 ATGGAGCCAGTAGATCCTAGCCTAGAGCCCTGGAAGCATCCAGGAAGTCA
C38 ATGGATCCAGTAGATCCTAACCTAGAGCCCTGGAACCATCCGGGAAGTCA
C39 ATGGAGCCGGTAGATCCTAACCTAGAGCCCTGGAATCATCCAGGAAGTCA
C40 ATGGATCCGGTAGATCCTAACCTAGAGCCCTGGAACCACCCGGGAAGTCA
C41 ATGGAGCTGGTAGATCCTAACCTAGAGCCCTGGAATCATCCAGGAAGTAA
C42 ATGGATCCAGTAGATCCTAATCTAGAGCCCTGGAACCATCCAGGAAGTCA
C43 ATGGAGCTGGTAGATCCTAAACTAGAGCCCTGGAACCACCCAGGAAGTCA
C44 ATGGAGCCAGTAGATCCTAGATTAGAGCCCTGGAAGCATCCAGGAAGTCA
C45 ATGGAGCCAGTAGATCCTAGGCTAGAGCCCTGGAAGCACCCAGGAAGTCA
C46 ATGGAGCCAGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
C47 ATGGAGCTAGTAGATCCTAAACTAGATCCCTGGAACCATCCAGGAAGCCA
C48 ATGGAGCCAATAGATCCTAACCTAGAGCCCTGGAAGCATCCAGGAAGTCA
C49 ATGGAGCCAGTAGATCCTAGTCTAGAGCCATGGAAGCATCCAGGAAGTCA
C50 ATGGAGCCAGTAGATCCTAGATTAGAGCCCTGGAAACATCCAGGAAGTCA
***** * .*.** ***.. *.** **.***.* ** **.**.** ..
C1 GCCTAGGACTGCTTGTAACAAATGCTATTGTAAAAAGTGTTGCTTTCATT
C2 GCCTACAACTGCTTGTAGCAATTGCTATTGTAAAAAGTGCTGCTGGCATT
C3 GCCTACAACTGATTGTAACAAGTGTTTCTGTAAAAAGTGTTGCTGGCATT
C4 GCCTAGGACTGCTTGTAATAATTGCTATTGTAAAAAGTGCTGCTTTCATT
C5 GCCTAAAACTCCTTGCAATAAGTGCTATTGTAAAAAATGCAGCTATCATT
C6 GCCTAAGACTGCTTGTACCACATGCTATTGTAAACAGTGTTCCTATCATT
C7 GCCTAAGACTGCTTGTACCAAGTGCTATTGTAAAAGGTGTTGCTTTCATT
C8 GCCTGAAACTGCTTGCAACAACTGTTTTTGTAAACGCTGTAGCTACCATT
C9 GCCTAAAACTGCTTGCAATAACTGTTATTGTAAACGCTGTAGCTACCACT
C10 GCCTGCAACACCTTGTAGCAAGTGTTACTGTAAAAAATGTTGCTATCATT
C11 GCCTAAGACTGCTTGTACCAATTGCTATTGTAAAAAGTGCTGCTTTCATT
C12 GCCTACAACTCCTTGTAGCAATTGTTATTGTAAAAAATGTTGCTGGCATT
C13 ACCTAGGACTGCTTGTAACACTTGCTTTTGTAAAAAATGTTGCTTTCATT
C14 GCCTAGGACTGCCTGTACCACTTGCTATTGTAAAAGGTGTTGCTATCATT
C15 GCCTAAGACTGCTTGTACCGGTTGCTATTGTAAAAAGTGTTGCTTTCATT
C16 GCCTAAAACTCCTTGTAACAATTGCTTTTGTAAACACTGTAGTTATCATT
C17 GCCTGCGACTCCTTGTAACAATTGCTTTTGTAAAAGGTGTTGCTATCATT
C18 GCCTACAACTGCTTGTAGCAAGTGTTACTGTAAAAAGTGCTGCTGGCATT
C19 GCCTAAAACTGCTTGTAACACATGTTACTGTAAAATATGTAGCTGGCATT
C20 GCCTCAAACTCCTTGTAATAATTGCTATTGTAAACACTGTAGCTACCATT
C21 ACCTAGAACTGCTTGTAATAGTTGCTATTGTAAGAGGTGTTGCTTTCATT
C22 GCCTAAAACTCCTTGTAATCATTGCTATTGCAAGCACTGTAGCTATCATT
C23 GCCTACAACTGCTTGTAGCAAGTGTTACTGTAAAAAATGTTGCTGGCATT
C24 GCCTAAAACTCCTTGTAATAAGTGCTATTGTAAACACTGTAGCTATCATT
C25 ACCTAAAACAGCTTGCAATAATTGCTATTGTAAAAGATGTTGCTATCACT
C26 GCCTGCAACTGCTTGTAACAAGTGCTACTGTAAAAAATGTTGCTATCACT
C27 GCCTAAAACTCCTTGTACTAATTGCTATTGTAAACACTGTAGCTACCATT
C28 GCCTAAAACTGCTTGCAATAATTGCTATTGTAAAAGCTGTAGCTACCATT
C29 GCCTAAAACTGCTTGCACAAATTGCTATTGTAAAGTGTGTTGCTTTCATT
C30 GCCTTCAACTCCTTGTACCAGATGTTATTGTAAAAGATGTTGCTTTCATT
C31 GCCTACAACTCCTTGTAGCAATTGTTACTGTAAAAAATGCTGCTGGCATT
C32 ACCTAAAACTGCTTGTAATAATTGTTATTGTAAACGCTGTAGCTATCATT
C33 GCCCAAAACTGCTTGTACCCCTTGCCATTGTAAAAAATGTTGCTATCATT
C34 GCCTACAACTGCTTGTAGCAAATGTTACTGTAAAATGTGCTGCTGGCATT
C35 GCCTACAACTGCTTGTAGCAAATGTTACTGTAAAATATGTTGCTGGCATT
C36 GCCTAAAACTGCTTGTAACAATTGTTATTGCAAAAAGTGTTGCTATCATT
C37 GCCTAAGACTGCTTGTAACAATTGCTATTGTAAAAAGTGTTGCTTACATT
C38 GCCTAAAACTCCTTGTAATAATTGCTATTGTAAAAAATGCAGCTATCATT
C39 CCCTACAACTCCTTGTAGCAAGTGTTACTGTAAAAAATGTTGCTGGCATT
C40 GCCTACAACACCTTGTAGCAAGTGTTATTGTAAAAAGTGTTGCTATCATT
C41 GCCTAAAACTGCTTGTAACAACTGTTACTGTAAAATATGTTGCTGGCATT
C42 GCCAAGTACTGCTTGTAACTCATGTTATTGTAAAAGGTGTTGCTATCATT
C43 GCCTACAACTGCTTGTAGCAAGTGTTACTGTAAATTGTGCTGCTGGCATT
C44 GCCTAAGACTGCTTGTACCAATTGCTATTGTAAAAAGTGCTGCCTTCATT
C45 GCCTAAGACGCCTTGTAACAATTGCTATTGTAAAAAGTGTTGCTTTCATT
C46 GCCTAAGACTGCATGTAACAATTGCTATTGTAAAAAATGTTGCTTTCATT
C47 GCCTACAACTCCTTGTACCAAATGTTATTGTAAACAGTGTTGCTTTCATT
C48 GCCTAGAACTGCTTGCAATAACTGTTATTGTAAAAAATGTAGCTACCATT
C49 GCCTAAGACTCCCTGTACCTCTTGCTATTGTAAAAAGTGCTGCTTTCATT
C50 GCCTAAGACTGCTTGCAATAGTTGCTATTGTAAAAAGTGTTGCTTTCATT
** ** . ** * ** : ** **. ** : ** *
C1 GCCAAGCTTGTTTCATAAAAAAAGCCTTAGGCATTTCCTATGGCAGGAAG
C2 GCCAATTATGCTTTCTGAACAAGGGCTTAGGTATCTCCTATGGCAGGAAG
C3 GCCAAGTTTGCTTTCTGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C4 GCCAAGTTTGTTTCACAAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C5 GTCTAGTTTGCTTTCAGACAAAAGACTCAGGCATTTCCTATGGCAGGAAG
C6 GCATGGTGTGCTTTTTAAACAAGGGCTTAGGCATTTCCTATGGCAGGAAG
C7 GTCAAGCTTGCTTCATAACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C8 GTCTAGTTTGCTTTCAGAAAAAAGGCTTAGGAATTTCCTATGGCAGGAAG
C9 GTCTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
C10 GTCCAGCTTGCTTTTTGAACAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C11 GCCAAGTTTGTTTCATGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C12 GTCAACTATGCTTTCTGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C13 GCCAAGTTTGCTTCATGACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C14 GCCAAACTTGCTTCATAACGAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C15 GCCAAGTTTGCTTCATATCAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C16 GTCAAGTTTGCTTTCTGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
C17 GCCCATGTTGCTTCTTAACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C18 GCCAATTATGCTTTCTGAAAAAGGGCTTAGGCATCTCCTATGGCAGGAAG
C19 GTCAATTATGCTTTCTGAAAAAAGGCTTAGGCATCTCATATGGCAGGAAG
C20 GTCTAGTTTGCTTTCAGAAAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
C21 GCCAAGTTTGTTTCACAAAAAAAGCCTTAGGCATCTCCTATGGCAGGAAG
C22 GTCTAGTTTGCTTTCAGAGAAAAGGCTTAGGCATTTCATATGGCAGGAAG
C23 GTCAACTATGCTTTCTGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C24 GTCTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
C25 GCTTATATTGCTTCACAAAGAAAGGCTTAGGCATCTCATATGGCAGGAAG
C26 GCGCAGTTTGCTTTCTACACAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C27 GTCTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
C28 GTCTAGTTTGCTTTCAGAAAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
C29 GCCAAGTTTGCTTCACAACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C30 GTTACTGGTGCTTTGCAACGAAGGGCTTAGGCATCTCCCATGGCAGGAAG
C31 GCCAATTATGCTTTCTGAACAAGGGCTTAGGCATCTCCTATGGCAGGAAG
C32 GTCTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
C33 GCCAAGTTTGCTTCCTAACAAAAGGCTTAGGCATCTTCTATGGCAGGAAG
C34 GCCAATTATGCTTTCTGAACAAGGGCTTAGGCATCTCCTATGGCAGGAAG
C35 GCCAATTGTGCTTTCTGAACAAGGGCTTAGGCATCTCCTATGGCAGGAAG
C36 GCCAGTTGTGCTTTTTAAAGAAAGGCTTAGGCATCTCCCATGGCAGGAAG
C37 GCCAAGTTTGTTTCACAAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C38 GTGTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTACTATGGCAGGAAG
C39 GTCAACTATGCTTTCTGAAAAAGGGCTTAGGCATCTCCTATGGCAGGAAG
C40 GCCCAGTTTGCTTTTTGAACAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C41 GTCAAATATGCTTTCTGAAAAAAGGCTTAGGCATCTCATATGGCAGGAAG
C42 GCCAATGCTGCTTCATAACGAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C43 GCCAATTATGCTTTCTGAACAAGGGCTTAGGCATCTCCTATGGCAGGAAG
C44 GCCAAGTGTGTTTCATGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C45 GCCAAGTTTGTTTCATAAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C46 GCCAAGTTTGTTTCACAAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C47 GTTACTGGTGCTTCGTAACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
C48 GTCTAGTTTGTTTTCAGAAAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
C49 GCCCAGCTTGTTTTACGAGAAAAGGCTTAGGCATCTTCTATGGCAGGAAG
C50 GCCAAGTGTGTTTCACAAGAAAAGCCTTAGGCATCTCCTATGGCAGGAAG
* ** ** . **.* ** *** ** * . ***********
C1 AAGCGGAGACAGCGACGA---AGAGCTCCTCCGAATAATCAGGATCATCA
C2 AAGCGGAGACGCCGACGA---GGAACTCCTCAGAGCCGTCAGGATCATCA
C3 AAGCGGAAACATCGACGA---GGATCTCTTCAAGGCAGCAAGGGCCATCA
C4 AAGCGGAGACAGCGACGA---GGACCTCCTCAAGGCAGTCAGACTCATCA
C5 AAGCGGAGACAGCGACGA---AGCACTACTCCAAGTAGTGAAGATCATCA
C6 AAGCGGAGACAACGACGA---ACAGCTCCTCCTGGCAGTAAGACTCATCA
C7 AAGCGGAGACAGCGACGA---GGACCTCCTCAAGGCAGTCAGACTCATCA
C8 AAGCGGAGACAGCGACGA---AGCGCTCCTCCAAGCAGTGAGGACCATCA
C9 AAGCGGAGACAGCGACGC---AGCGCTCCTCCAAGCAGTGAGGATCATCA
C10 AAGCGGAGACAGCGACGA---GGAACTTCTCAGAGCAATAAGGATCATCA
C11 AAGAGAAGACAGCGACGA---AGAGCTCCTCAAAGCAGTCAAACTCATCA
C12 AAGCGGAAGCACCGACGA---GGAACTCCTCAGAGCAGTAAGGATCATCA
C13 AAGCGGGGACAGCGACGA---AGAGCTCCTCAAGACAGTAAGACTCATCA
C14 AAGCGGAGACAGCGACGA---GGAGCTCATCAGGACAGTGAGACTCATCA
C15 AAGCGGAGACAGCGACGA---AGAACTCATCAGGACAATCAGGATCATCA
C16 AAGCGGAGACAGCGACGA---AGCTCTCCTTCAAGCAGTAAGGATCATCA
C17 AAGAGGAGACAGCGACGA---AGACCTCCTCCAAGCAATCAGATTAATCA
C18 AAGCGGAGACGCCGACGACCAGGAACTCCTCAGAGCTGTCAGGATCATCA
C19 AAGCGGAAGCACCGACGA---GGAACTCCTCAAAGCAGTAAGGATCATCA
C20 AAGCGGAGACAGCGACGA---AGCACTCCTCCAAGCAGTGAGGATCATCA
C21 AAGCGGAGACAGCGACGA---AGACCTCCTCAAAGCAGTAAGATACATCA
C22 AAGCGGAGACGGCGACGC---AGCGCTCCTCCAAGCAGTGAGGATCATCA
C23 AAGCGGAAGCACCGACGA---AGAACTCCTCAGAGCAGTAAGGATCATCA
C24 AAGCGGAGACAGCGACGA---AGCACTCCTCCAAGCAGTGAGGACCATCA
C25 AAGCGGAGTCAACGACGA---AGAACTCCTCAGAGCAGTAAGAGTCATCA
C26 AAGCGGAGGCAGCGACGA---GGATCTCCTCAGTGCAGTAAGGATCATCA
C27 AAGCGGAGACAGCGACGA---AGCACTCCTCCTAGCAGTGAGGACCATCA
C28 AAGCGGAGACAGCGACGA---AGCGCTCCTCAAAGCAGTGAGGATCATCA
C29 AAGCGGAGACAGCGACGA---AAACCTCCTCAGGACAGTCCAAATCATCA
C30 AAGCGGAGACAGCGACAC---AGAACTCCTAAAAGCAGTCCGCTACATCA
C31 AAGCGGAGACGCCGACGA---GGAACTCCTCAGAGTCGTCAGGACCATCA
C32 AAGCGGAGACAGCGACGA---AGAGCTCCTCCGAGCAGTGAGGATCATCA
C33 AAGCGGAGACAGCGACGA---AGAGCTCATCAAGACTGTAAGACTCATCA
C34 AAGCGGAGACGCCGACGA---GGAACTCCTCAGAGCCGTCAGGATCATCA
C35 AAGCGGAGACGCCGACGA---GAAACTTCTCAGAACCATCCAGATCATCA
C36 AAGCGGAGACAACGACGA---GCGGCTCCTCTCAGCAGTAAGGATCATCA
C37 AAGCGGAGACAGCGAAGA---AGAGCTCCTCCAGACGGTCAAAGTAATCA
C38 AAGCGGAGACAGCGACGA---AGCGCTCCTCCAAGCAATAAGGACCATCA
C39 AAGCGGAAGCACCGACGA---GGAACTCCTCAGAGCCGTCAGAATCATCA
C40 AAGCGGAAACAGCGACGA---GGAACTCCTCACCGCAGTAAGGATCATCA
C41 AAGCGGAAGCACCGACGA---GGAACTCCTCAGAGCAGTAAGGATCATCA
C42 AAGAGAGGACAGCGACGA---AGACCTCCTCAAGGCAATAAGACTCATCA
C43 AAGCGGAGACGCCGACGA---GGGACTCCTCAGAGCCGTCAGGATCATCA
C44 AAGAGAAGACAACGACGA---AGAGCTCATCAAGACAGTCAGACTCATCA
C45 AAGCGGAGACAGCGACGA---AGAGCTCCTCAGGACAGTTCGCCTAATCA
C46 AAGCGGAGACAGCGACGA---AGAACTCCTCAGGGCAGTCAGACTGATCA
C47 AAGCGGAGACAGCGACAA---AGAGCTCCTCAAGACAGTCAGAATAATCA
C48 AAGCGGAGACAGCGACGA---AGCGCTCCTCCAAGCAGTGAGAATCATCA
C49 AAGCGGAAACAGCGACGA---AGAGCTCCTCAAGACAGTCAGACTCATCA
C50 AAGCGGAGACAGCGACGA---AGAGCTCCTCAAGACAGTAAGACTCATCA
***.*... *. ***... . ** * . . .. ****
C1 AGACTCTCTATCAAAGCAATCCTCCACC---CAGCTCCGAGGGGAC---C
C2 AAATCCTGTACCAAAGCAACCCTTACCC---ACCACCAGAGGGAAC---C
C3 AAATCTTATACCAAAGCAACCCTTATCCCAACAACCCAACGGGGAC---T
C4 AGTTTCTCTACCAAAGCAACCCTTATCC---CAGTCTCGAGGGGACCACC
C5 AGATCCTGTATCAAAGCAACCCCTACCC---CAAACCCGAGGGGAC---C
C6 AGACCCTGTATCAAAGCAACCCTTATCC---CAAACCCAACGGGAC---C
C7 AGTTTCTCTATCAAAGCAACCCACCTCC---CAGCCCCGAGGGGAC---C
C8 AGATCTTATATCAAAGCAACCCTTATCC---CGAACCCAAGGGGAC---C
C9 AAATCCTATATCAAAGCAATCCTTACCC---CAAACCCAGGGGGAC---T
C10 AAATCCTGTACCAAAGCAACCCATACCC---CAAACCCAGGGGATC---C
C11 AGCTTCTCTATCAAAGCAACCCGCCTCC---CAACCCAGAGGGGAC---C
C12 AAATCCTATACCAAAGCAACCCTCCCCC---ATCATCAGAGGGAAC---C
C13 AACGCCTCTACCAAAGCAACCCGCCTCC---CAGCAACGAGGGGAC---C
C14 AGCGTCTCTATCAGAGCAACCCGCCTCC---CAGCTCAGAGGGGAC---C
C15 AGTTCCTCTATCAAAGCAACCCGCCTCC---CAACCCCGGGGGGAC---C
C16 AAATCCTATATCAAAGCAACCCTTACCC---CAAACCCGAGGGAAC---C
C17 AGTTTCTCTATCAAAGCAACCCACCTCC---CAGTTCCGAGGGGAC---C
C18 AAATCCTGTACCAAAGCAACCCTTCCCC---ACCACCAGAGGGAAC---C
C19 GAATCCTATACCAAAGCAATCCCTACCC---ATCAGCAGAGGGAAC---C
C20 AAATCTTATATCAAAGCAACCCTTACCC---CAAGCCCGAGGGGAC---C
C21 AGATCCTGTACCAAAGCAACCCGCCTCC---CAAGCCCCAGGGAAC---C
C22 AAATCCTATATCAAAGCAACCCTTATCC---CAAACCCGAGGGGAC---C
C23 AAATCCTATACCAGAGCAATCCCTATCC---ATCAGCAGAGGGAAC---C
C24 AAATCTTATATCAAAGCAACCCTTATCC---CAAACCAGAGGGAAC---C
C25 AGATCTTATACCAGAGCAACCCTTATCC---CAACAGCAAGGGGAC---C
C26 AAATCCTCTACCAAAGCAACCCTCAACC---CAAACCCAAGGGATC---T
C27 AGCTCTTATATCAAAGCAACCCTTATCC---CAAACCCGAGGGGAC---T
C28 AAATCCTATATCAAAGCAACCCTTACCCCGAGAACACCAGAGGGAC---T
C29 AGCGCCTCTATCAAAGCAACCCGCCTCC---CAGCCCCGAGGGGAC---C
C30 AGATCCTATACCAAAGCAACCCATATCC---CAAGCCCGAGGGGAC---C
C31 AAATCCTGTACCAAAGCAACCCTCCCCC---ATCACCAGAGGGAAC---C
C32 AAATCCTATATCAAAGCAACCCTTATCC---CAGCCCCGAGGGGAC---C
C33 AGTGGATCTATCAAAGCAACCCGCCTCC---CAACCCAGAGGGAAC---C
C34 AAATCCTGTACCAAAGCAACCCTTGCCC---ACCACCAGAGGGAAC---C
C35 AAATCCTGTACCAGAGCAACCCTTACCC---ATCATCAGAGGGAAC---C
C36 AAATCCTGTACCAAAGCAATCCACCCCC---CAAACCCGGAGGGTC---T
C37 AGATTCTCTACCAAAGCAACCCGCCTCC---CAGTTCCGAGGGGAC---C
C38 AAATCCTATATCAAAGCAACCCTTACCC---CGAACCCAAGGGAAC---T
C39 AAATCCTGTACCAGAGCAACCCTTATCC---CGAATCCAAGGGGAC---C
C40 AAATCCTGTACCAAAGCAACCCATACCC---CAACCCCAAGGGGTC---T
C41 ACATCTTATACCAAAGCAATCCCTATCC---ATCAGCAGAGGGAAC---C
C42 AGGTCCTGTACCAGAGCAACCCTCCTCC---CAGCATCCAGGCCCC---C
C43 GAATCCTGTACCAAAGCAACCCTTACCC---ACCACCAGAGGGGAG---C
C44 AGCTTCTCTATCAAAGCAACCCGCTTCC---CAACCCAGAGGGGAC---C
C45 AGCGTCTCTATCAAAGCAACCCGCCTCC---CAGCTCAGAGGGAAC---C
C46 AGCTTCTCCATCAAAGCAACCCACCGCC---CAGCCCCGCGGGGAC---C
C47 AGTTTCTCTACCAAAGCAACCCAAGTCC---CAAGCCCGAGGGAAC---C
C48 AGATCTTGTATCAAAGCAACCCTTACCC---CGACCCCACGGGAAC---C
C49 AGTTTCTCTATCAAAGCAACCCGCCTCC---CAACCCCGAGGGGAC---C
C50 AGCGTCTCTATCAGAGCAACCCGCTTCC---CAGCCCCGAGGGGAC---C
. * * **.***** ** ** . *
C1 CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGACAGAGACAGAGACA
C2 CGACAGACCCGAAAGAATCGAAGAAGGAGGTGGCGAGCGAGACAGAGACA
C3 CGACAGGCCCGGAGGAACAGAAGAAGAAGGTGGCGAGCAAGACAGAAGCA
C4 CGACAGGCCCGACGGAATCGAAGAAGAAGGTGGAGAGAGAGGCAGAGACA
C5 CGACAGGCTCGGAGGAACCGAAGAAGAAGGTGGAGAGAAAGACAGAGACA
C6 CGACAGGCACGAAGGAATCGAAGGAAGAGGTGGAGAGCAAGACAGAGACA
C7 CGACAGGCCAGAAGGAACAGAAGAAGAAGGTGGAGAAGGAAACAGAAACA
C8 CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
C9 CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
C10 CGACAGGCCCGGAAGAATCGAAGAAGAAGATGGAGAGCAAGGCAAAAACA
C11 CGGCAGGCCCGAAGGAATCGAAGAAGAAGGTGGAAAGCAAAACAGAGACA
C12 AGACAGACCCGAAAGAATCGAAGAAGAAGGTGGCGAGCAAGGCAGAGACA
C13 CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGAAG
C14 CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGCGAGACAGAGACA
C15 CGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGAGAGAGAGACAGCGACA
C16 CGACAGGCTCGGAGGAATCGAAGAAGAAGGTGGAGAGCAAGACAAAGGCA
C17 CGACAGGCCCGAAGGAATCGGAGAAGAAGGTGGAGAGACAGACAGAGACA
C18 CGACAGGCCCGAAAGAATCGAAGAAGGAGATGGCGAGCAAGACAAAGACA
C19 CGACAGACCCGAAAGAATCGAAGAAGACGGTGGCGAGCAAGGCAGAAACA
C20 CGACAGGCTCGAAAGAACCGAAGAAGAAGGTGGAGAGCAAGACAAAGACA
C21 CGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGAGAGCAAGACAAAGACA
C22 CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
C23 CGACAGACCAGAAAAAATCGAAGAAGAAGGTGGCGAGCAAGGCAGAGACA
C24 CGACAGGCTCAGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAAAGACA
C25 AGACAGGCCAGAAGAAACAGAAGGAGGCGTTGGAGAGCAAGACAGAGGCA
C26 CGACAGGCTCGGAAGAATCGACGAAGAAGGTGGAGAGCAAGGCAGAGACA
C27 CGACAGGCCCGGAGGAACAGAAGAAGAAGGTGGAGAGCAAGACAAAGACA
C28 CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
C29 CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
C30 CGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGAGAGCAAGACAGAGACA
C31 CGACAGGCCCGAAAGAATCGAAGAAGGAGGTGGCGAGCAAGACAGAGAGA
C32 CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
C33 CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGGGAGAGACAGAGACA
C34 CGACAAACCCGAAAGAATCGAAGAAGGAGGTGGCGAGCAAGACAGAGACA
C35 CGACAGACCCGGAAGAATCGAAGAAGGAGGTGGCGAGCAAGACAGAGGCA
C36 CGACAGGCTCGAAAGAATCGCAGGAGAAGGTGGAGAGCCAGACAGAACCA
C37 CGACAGGCCCGAAGGAATCGCAGAAGAAGGTGGAGAGCAAGACAGAGGCA
C38 CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAAAGACA
C39 CGACAGGCTCGAAAGAATCGAAGAAGGAGGTGGCGAGCAAGGCAGAGACA
C40 CGACAGGCCCGGAAAAATCGAAGAAGAAGATGGAGAGCAAGGCAGAGGCA
C41 CGACAGACCCGAAAGAATCGAAGAAGAAGGTGGCGAGCAAGGCAGAGACA
C42 CGCCAGGCCCGAACCCATCGAAGAAGGAGGTGGCGAGCAAGACAGAGGCA
C43 AGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGCGAGCAAGACAGAGACA
C44 CGACAGGCCCGCAGGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
C45 CGACAGGCCCGGAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
C46 CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
C47 CGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGAGAGCAAGGCAAAGACA
C48 AGACAGTCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
C49 CGACAGGCCCGGAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
C50 CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
.* **. * .. . .* .* .*.*...* ***... *..**... .
C1 GATCCATTCGCT---
C2 GATCCGTGCGCT---
C3 GATCCATTCGCT---
C4 GATCCGGAGTAT---
C5 GATCCATTCGAT---
C6 GATCCATTCGCT---
C7 GCTCCACCAGAT---
C8 GATCCGTTCGAT---
C9 GATCCGTGCGCT---
C10 GATCGATTCGAT---
C11 GATCCGAGAGCT---
C12 GATCCGTGCGCT---
C13 GATCAAGGACAT---
C14 GATCCGAATCCT---
C15 GATCCAGTCCCT---
C16 GATCCATTCGAT---
C17 CATCAACTCGAT---
C18 GATCAGTGCGCT---
C19 GATCCGTGCGAT---
C20 GATCCGTGCGAT---
C21 GATCAGTGGGAT---
C22 GATCCATTCGAT---
C23 GATCCGTGCGAT---
C24 GATCCATTCGCT---
C25 GATCCGTGCGAT---
C26 GATCGATTCGCT---
C27 GATCCGTGCGAT---
C28 GATCCATTCGAT---
C29 GATCCATTCGAT---
C30 GATCCGTGCGAT---
C31 GATCTGTGCGCT---
C32 GATCCGTGCGAT---
C33 CATCCACAACAT---
C34 GATCCGTGCGAT---
C35 GATCGATACGCT---
C36 GATCGATTCGAT---
C37 AATCCACTCACT---
C38 GATCAATTCGAT---
C39 GATCCGTGCGCT---
C40 GATCGATTCGAT---
C41 GATCCGTGCGCT---
C42 GATCCATTCGATTGG
C43 GGTCCGTGCGAT---
C44 GATCCGAGAGAT---
C45 CATCCACACGCT---
C46 CATCCG---------
C47 GATCCGTGCGAT---
C48 GATCCATTCGAT---
C49 GATCCATTCGAT---
C50 CATCAAGACCAT---
** .
>C1
ATGGATCCAGTAGATCCTAATCTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTAGGACTGCTTGTAACAAATGCTATTGTAAAAAGTGTTGCTTTCATT
GCCAAGCTTGTTTCATAAAAAAAGCCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGAGCTCCTCCGAATAATCAGGATCATCA
AGACTCTCTATCAAAGCAATCCTCCACC---CAGCTCCGAGGGGAC---C
CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGACAGAGACAGAGACA
GATCCATTCGCT---
>C2
ATGGAGCTGGTAGATCCTAACCTAGAGCCCTGGAAACACCCGGGAAGTCA
GCCTACAACTGCTTGTAGCAATTGCTATTGTAAAAAGTGCTGCTGGCATT
GCCAATTATGCTTTCTGAACAAGGGCTTAGGTATCTCCTATGGCAGGAAG
AAGCGGAGACGCCGACGA---GGAACTCCTCAGAGCCGTCAGGATCATCA
AAATCCTGTACCAAAGCAACCCTTACCC---ACCACCAGAGGGAAC---C
CGACAGACCCGAAAGAATCGAAGAAGGAGGTGGCGAGCGAGACAGAGACA
GATCCGTGCGCT---
>C3
ATGGAGCCAGTAGATCCTGACCTAGAGCCCTGGAACCATCCGGGAAGTCA
GCCTACAACTGATTGTAACAAGTGTTTCTGTAAAAAGTGTTGCTGGCATT
GCCAAGTTTGCTTTCTGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAAACATCGACGA---GGATCTCTTCAAGGCAGCAAGGGCCATCA
AAATCTTATACCAAAGCAACCCTTATCCCAACAACCCAACGGGGAC---T
CGACAGGCCCGGAGGAACAGAAGAAGAAGGTGGCGAGCAAGACAGAAGCA
GATCCATTCGCT---
>C4
ATGGAGCCAGTAGATCCTAGACTAGAGCCCTGGGAGCATCCAGGAAGCCA
GCCTAGGACTGCTTGTAATAATTGCTATTGTAAAAAGTGCTGCTTTCATT
GCCAAGTTTGTTTCACAAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---GGACCTCCTCAAGGCAGTCAGACTCATCA
AGTTTCTCTACCAAAGCAACCCTTATCC---CAGTCTCGAGGGGACCACC
CGACAGGCCCGACGGAATCGAAGAAGAAGGTGGAGAGAGAGGCAGAGACA
GATCCGGAGTAT---
>C5
ATGGAGCCAATAGATCCTAAACTAGAGCCCTGGAACCATCCAGGAAGTCA
GCCTAAAACTCCTTGCAATAAGTGCTATTGTAAAAAATGCAGCTATCATT
GTCTAGTTTGCTTTCAGACAAAAGACTCAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCACTACTCCAAGTAGTGAAGATCATCA
AGATCCTGTATCAAAGCAACCCCTACCC---CAAACCCGAGGGGAC---C
CGACAGGCTCGGAGGAACCGAAGAAGAAGGTGGAGAGAAAGACAGAGACA
GATCCATTCGAT---
>C6
ATGGAGCCAATAGATCCTAACATAGAGCCCTGGAATCAGCCAGGAAGTCG
GCCTAAGACTGCTTGTACCACATGCTATTGTAAACAGTGTTCCTATCATT
GCATGGTGTGCTTTTTAAACAAGGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAACGACGA---ACAGCTCCTCCTGGCAGTAAGACTCATCA
AGACCCTGTATCAAAGCAACCCTTATCC---CAAACCCAACGGGAC---C
CGACAGGCACGAAGGAATCGAAGGAAGAGGTGGAGAGCAAGACAGAGACA
GATCCATTCGCT---
>C7
ATGGAGCCCGTAGATCCTAACTTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTAAGACTGCTTGTACCAAGTGCTATTGTAAAAGGTGTTGCTTTCATT
GTCAAGCTTGCTTCATAACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---GGACCTCCTCAAGGCAGTCAGACTCATCA
AGTTTCTCTATCAAAGCAACCCACCTCC---CAGCCCCGAGGGGAC---C
CGACAGGCCAGAAGGAACAGAAGAAGAAGGTGGAGAAGGAAACAGAAACA
GCTCCACCAGAT---
>C8
ATGGAGCCAGTAGATCCTAACCTAGAGCCCTGGAACCATCCAGGAAGTCA
GCCTGAAACTGCTTGCAACAACTGTTTTTGTAAACGCTGTAGCTACCATT
GTCTAGTTTGCTTTCAGAAAAAAGGCTTAGGAATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCGCTCCTCCAAGCAGTGAGGACCATCA
AGATCTTATATCAAAGCAACCCTTATCC---CGAACCCAAGGGGAC---C
CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
GATCCGTTCGAT---
>C9
ATGGAGCCAGTAGATCCTAACCTAGAGCCCTGGAACCATCCAGGGAGTCA
GCCTAAAACTGCTTGCAATAACTGTTATTGTAAACGCTGTAGCTACCACT
GTCTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGC---AGCGCTCCTCCAAGCAGTGAGGATCATCA
AAATCCTATATCAAAGCAATCCTTACCC---CAAACCCAGGGGGAC---T
CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
GATCCGTGCGCT---
>C10
ATGGATCCGGTAGATCCTAACCTAGAGCCCTGGAACCACCCGGGAAGTCA
GCCTGCAACACCTTGTAGCAAGTGTTACTGTAAAAAATGTTGCTATCATT
GTCCAGCTTGCTTTTTGAACAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---GGAACTTCTCAGAGCAATAAGGATCATCA
AAATCCTGTACCAAAGCAACCCATACCC---CAAACCCAGGGGATC---C
CGACAGGCCCGGAAGAATCGAAGAAGAAGATGGAGAGCAAGGCAAAAACA
GATCGATTCGAT---
>C11
ATGGAGCCAGTAGATCCTAGATTAGAGCCCTGGAAGCATCCGGGAAGTCA
GCCTAAGACTGCTTGTACCAATTGCTATTGTAAAAAGTGCTGCTTTCATT
GCCAAGTTTGTTTCATGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGAGAAGACAGCGACGA---AGAGCTCCTCAAAGCAGTCAAACTCATCA
AGCTTCTCTATCAAAGCAACCCGCCTCC---CAACCCAGAGGGGAC---C
CGGCAGGCCCGAAGGAATCGAAGAAGAAGGTGGAAAGCAAAACAGAGACA
GATCCGAGAGCT---
>C12
ATGGAGCTGGTAGATCCTAACCTAGAGCCCTGGAAGCATCCGGGAAGTCA
GCCTACAACTCCTTGTAGCAATTGTTATTGTAAAAAATGTTGCTGGCATT
GTCAACTATGCTTTCTGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAAGCACCGACGA---GGAACTCCTCAGAGCAGTAAGGATCATCA
AAATCCTATACCAAAGCAACCCTCCCCC---ATCATCAGAGGGAAC---C
AGACAGACCCGAAAGAATCGAAGAAGAAGGTGGCGAGCAAGGCAGAGACA
GATCCGTGCGCT---
>C13
ATGGAACCAGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
ACCTAGGACTGCTTGTAACACTTGCTTTTGTAAAAAATGTTGCTTTCATT
GCCAAGTTTGCTTCATGACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGGGACAGCGACGA---AGAGCTCCTCAAGACAGTAAGACTCATCA
AACGCCTCTACCAAAGCAACCCGCCTCC---CAGCAACGAGGGGAC---C
CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGAAG
GATCAAGGACAT---
>C14
ATGGAGCCAGTAGATCCTAGACTGGAGCCCTGGAAGCATCCGGGGAGCCA
GCCTAGGACTGCCTGTACCACTTGCTATTGTAAAAGGTGTTGCTATCATT
GCCAAACTTGCTTCATAACGAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---GGAGCTCATCAGGACAGTGAGACTCATCA
AGCGTCTCTATCAGAGCAACCCGCCTCC---CAGCTCAGAGGGGAC---C
CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGCGAGACAGAGACA
GATCCGAATCCT---
>C15
ATGGAACCAGTAGACCCTAGGCTAGAGCCCTGGAAACACCCAGGAAGTCA
GCCTAAGACTGCTTGTACCGGTTGCTATTGTAAAAAGTGTTGCTTTCATT
GCCAAGTTTGCTTCATATCAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGAACTCATCAGGACAATCAGGATCATCA
AGTTCCTCTATCAAAGCAACCCGCCTCC---CAACCCCGGGGGGAC---C
CGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGAGAGAGAGACAGCGACA
GATCCAGTCCCT---
>C16
ATGGAGCTAGTAGATCCTGACCTAGAGCCCTGGAACCATCCAGGAAGTCA
GCCTAAAACTCCTTGTAACAATTGCTTTTGTAAACACTGTAGTTATCATT
GTCAAGTTTGCTTTCTGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCTCTCCTTCAAGCAGTAAGGATCATCA
AAATCCTATATCAAAGCAACCCTTACCC---CAAACCCGAGGGAAC---C
CGACAGGCTCGGAGGAATCGAAGAAGAAGGTGGAGAGCAAGACAAAGGCA
GATCCATTCGAT---
>C17
ATGGATCCAGTAGATCCTAGCCTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTGCGACTCCTTGTAACAATTGCTTTTGTAAAAGGTGTTGCTATCATT
GCCCATGTTGCTTCTTAACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGAGGAGACAGCGACGA---AGACCTCCTCCAAGCAATCAGATTAATCA
AGTTTCTCTATCAAAGCAACCCACCTCC---CAGTTCCGAGGGGAC---C
CGACAGGCCCGAAGGAATCGGAGAAGAAGGTGGAGAGACAGACAGAGACA
CATCAACTCGAT---
>C18
ATGGAGCTGGTAGATCCTAGCCTAGAGCCATGGAACCACCCGGGAAGTAA
GCCTACAACTGCTTGTAGCAAGTGTTACTGTAAAAAGTGCTGCTGGCATT
GCCAATTATGCTTTCTGAAAAAGGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACGCCGACGACCAGGAACTCCTCAGAGCTGTCAGGATCATCA
AAATCCTGTACCAAAGCAACCCTTCCCC---ACCACCAGAGGGAAC---C
CGACAGGCCCGAAAGAATCGAAGAAGGAGATGGCGAGCAAGACAAAGACA
GATCAGTGCGCT---
>C19
ATGGAGCCGGTAGATCCTAACCTAGAGCCCTGGAATCATCCGGGAAGTCA
GCCTAAAACTGCTTGTAACACATGTTACTGTAAAATATGTAGCTGGCATT
GTCAATTATGCTTTCTGAAAAAAGGCTTAGGCATCTCATATGGCAGGAAG
AAGCGGAAGCACCGACGA---GGAACTCCTCAAAGCAGTAAGGATCATCA
GAATCCTATACCAAAGCAATCCCTACCC---ATCAGCAGAGGGAAC---C
CGACAGACCCGAAAGAATCGAAGAAGACGGTGGCGAGCAAGGCAGAAACA
GATCCGTGCGAT---
>C20
ATGGAGCCAGTAGATCCTAACCTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTCAAACTCCTTGTAATAATTGCTATTGTAAACACTGTAGCTACCATT
GTCTAGTTTGCTTTCAGAAAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCACTCCTCCAAGCAGTGAGGATCATCA
AAATCTTATATCAAAGCAACCCTTACCC---CAAGCCCGAGGGGAC---C
CGACAGGCTCGAAAGAACCGAAGAAGAAGGTGGAGAGCAAGACAAAGACA
GATCCGTGCGAT---
>C21
ATGGAGCCAGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
ACCTAGAACTGCTTGTAATAGTTGCTATTGTAAGAGGTGTTGCTTTCATT
GCCAAGTTTGTTTCACAAAAAAAGCCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGACCTCCTCAAAGCAGTAAGATACATCA
AGATCCTGTACCAAAGCAACCCGCCTCC---CAAGCCCCAGGGAAC---C
CGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGAGAGCAAGACAAAGACA
GATCAGTGGGAT---
>C22
ATGGAACCAGTGGATCCTAGCCTAGAGCCCTGGAATCATCCAGGAAGTCA
GCCTAAAACTCCTTGTAATCATTGCTATTGCAAGCACTGTAGCTATCATT
GTCTAGTTTGCTTTCAGAGAAAAGGCTTAGGCATTTCATATGGCAGGAAG
AAGCGGAGACGGCGACGC---AGCGCTCCTCCAAGCAGTGAGGATCATCA
AAATCCTATATCAAAGCAACCCTTATCC---CAAACCCGAGGGGAC---C
CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
GATCCATTCGAT---
>C23
ATGGAGCCAGTAGATCCTAAACTAGAGCCCTGGAAACATCCAGGAAGTCA
GCCTACAACTGCTTGTAGCAAGTGTTACTGTAAAAAATGTTGCTGGCATT
GTCAACTATGCTTTCTGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAAGCACCGACGA---AGAACTCCTCAGAGCAGTAAGGATCATCA
AAATCCTATACCAGAGCAATCCCTATCC---ATCAGCAGAGGGAAC---C
CGACAGACCAGAAAAAATCGAAGAAGAAGGTGGCGAGCAAGGCAGAGACA
GATCCGTGCGAT---
>C24
ATGGAGCCGGTAGATCCTAACCTAGAGCCCTGGAACCATCCAGGAAGTCA
GCCTAAAACTCCTTGTAATAAGTGCTATTGTAAACACTGTAGCTATCATT
GTCTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCACTCCTCCAAGCAGTGAGGACCATCA
AAATCTTATATCAAAGCAACCCTTATCC---CAAACCAGAGGGAAC---C
CGACAGGCTCAGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAAAGACA
GATCCATTCGCT---
>C25
ATGGAACCAGTAGATCCTAGATTAGAGCCCTGGAATCATCCAGGAAGCCA
ACCTAAAACAGCTTGCAATAATTGCTATTGTAAAAGATGTTGCTATCACT
GCTTATATTGCTTCACAAAGAAAGGCTTAGGCATCTCATATGGCAGGAAG
AAGCGGAGTCAACGACGA---AGAACTCCTCAGAGCAGTAAGAGTCATCA
AGATCTTATACCAGAGCAACCCTTATCC---CAACAGCAAGGGGAC---C
AGACAGGCCAGAAGAAACAGAAGGAGGCGTTGGAGAGCAAGACAGAGGCA
GATCCGTGCGAT---
>C26
ATGGATCCAGTAGATCCTAGCCTAGATCCCTGGAACCATCCGGGAAGCCA
GCCTGCAACTGCTTGTAACAAGTGCTACTGTAAAAAATGTTGCTATCACT
GCGCAGTTTGCTTTCTACACAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGGCAGCGACGA---GGATCTCCTCAGTGCAGTAAGGATCATCA
AAATCCTCTACCAAAGCAACCCTCAACC---CAAACCCAAGGGATC---T
CGACAGGCTCGGAAGAATCGACGAAGAAGGTGGAGAGCAAGGCAGAGACA
GATCGATTCGCT---
>C27
ATGGAGCCAGTAGATCCTAACTTAGAGCCCTGGAACCATCCAGGAAGTCA
GCCTAAAACTCCTTGTACTAATTGCTATTGTAAACACTGTAGCTACCATT
GTCTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCACTCCTCCTAGCAGTGAGGACCATCA
AGCTCTTATATCAAAGCAACCCTTATCC---CAAACCCGAGGGGAC---T
CGACAGGCCCGGAGGAACAGAAGAAGAAGGTGGAGAGCAAGACAAAGACA
GATCCGTGCGAT---
>C28
ATGGAGCCAGTAGATCCTAACCTAGAGCCCTGGAACCACCCAGGAAGTCA
GCCTAAAACTGCTTGCAATAATTGCTATTGTAAAAGCTGTAGCTACCATT
GTCTAGTTTGCTTTCAGAAAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCGCTCCTCAAAGCAGTGAGGATCATCA
AAATCCTATATCAAAGCAACCCTTACCCCGAGAACACCAGAGGGAC---T
CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
GATCCATTCGAT---
>C29
ATGGAGCCGGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTAAAACTGCTTGCACAAATTGCTATTGTAAAGTGTGTTGCTTTCATT
GCCAAGTTTGCTTCACAACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AAACCTCCTCAGGACAGTCCAAATCATCA
AGCGCCTCTATCAAAGCAACCCGCCTCC---CAGCCCCGAGGGGAC---C
CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
GATCCATTCGAT---
>C30
ATGGAGCTAGTAGATCCTAACTTAGATCCCTGGAACCATCCAGGAAGTCA
GCCTTCAACTCCTTGTACCAGATGTTATTGTAAAAGATGTTGCTTTCATT
GTTACTGGTGCTTTGCAACGAAGGGCTTAGGCATCTCCCATGGCAGGAAG
AAGCGGAGACAGCGACAC---AGAACTCCTAAAAGCAGTCCGCTACATCA
AGATCCTATACCAAAGCAACCCATATCC---CAAGCCCGAGGGGAC---C
CGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGAGAGCAAGACAGAGACA
GATCCGTGCGAT---
>C31
ATGGAGCCGGTAGATCCTAGCCTAGAGCCATGGAAACACCCGGGAAGTCA
GCCTACAACTCCTTGTAGCAATTGTTACTGTAAAAAATGCTGCTGGCATT
GCCAATTATGCTTTCTGAACAAGGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACGCCGACGA---GGAACTCCTCAGAGTCGTCAGGACCATCA
AAATCCTGTACCAAAGCAACCCTCCCCC---ATCACCAGAGGGAAC---C
CGACAGGCCCGAAAGAATCGAAGAAGGAGGTGGCGAGCAAGACAGAGAGA
GATCTGTGCGCT---
>C32
ATGGAGCCAATAGATCCTAATCTAGAGCCCTGGAACCATCCAGGAAGCCA
ACCTAAAACTGCTTGTAATAATTGTTATTGTAAACGCTGTAGCTATCATT
GTCTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGAGCTCCTCCGAGCAGTGAGGATCATCA
AAATCCTATATCAAAGCAACCCTTATCC---CAGCCCCGAGGGGAC---C
CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
GATCCGTGCGAT---
>C33
ATGGAGCCAGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCCAAAACTGCTTGTACCCCTTGCCATTGTAAAAAATGTTGCTATCATT
GCCAAGTTTGCTTCCTAACAAAAGGCTTAGGCATCTTCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGAGCTCATCAAGACTGTAAGACTCATCA
AGTGGATCTATCAAAGCAACCCGCCTCC---CAACCCAGAGGGAAC---C
CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGGGAGAGACAGAGACA
CATCCACAACAT---
>C34
ATGGAGCTGGTAGATCCTAGCCTAGAGCCCTGGAACCACCCGGGAAGTCA
GCCTACAACTGCTTGTAGCAAATGTTACTGTAAAATGTGCTGCTGGCATT
GCCAATTATGCTTTCTGAACAAGGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACGCCGACGA---GGAACTCCTCAGAGCCGTCAGGATCATCA
AAATCCTGTACCAAAGCAACCCTTGCCC---ACCACCAGAGGGAAC---C
CGACAAACCCGAAAGAATCGAAGAAGGAGGTGGCGAGCAAGACAGAGACA
GATCCGTGCGAT---
>C35
ATGGAGCTGGTAGATCCTAGATTAGAGCCCTGGAACCACCCGGGAAGTCA
GCCTACAACTGCTTGTAGCAAATGTTACTGTAAAATATGTTGCTGGCATT
GCCAATTGTGCTTTCTGAACAAGGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACGCCGACGA---GAAACTTCTCAGAACCATCCAGATCATCA
AAATCCTGTACCAGAGCAACCCTTACCC---ATCATCAGAGGGAAC---C
CGACAGACCCGGAAGAATCGAAGAAGGAGGTGGCGAGCAAGACAGAGGCA
GATCGATACGCT---
>C36
ATGGATCCAATAGATCCTAACATAGAGCCCTGGAATCAGCCAGGAAGTCA
GCCTAAAACTGCTTGTAACAATTGTTATTGCAAAAAGTGTTGCTATCATT
GCCAGTTGTGCTTTTTAAAGAAAGGCTTAGGCATCTCCCATGGCAGGAAG
AAGCGGAGACAACGACGA---GCGGCTCCTCTCAGCAGTAAGGATCATCA
AAATCCTGTACCAAAGCAATCCACCCCC---CAAACCCGGAGGGTC---T
CGACAGGCTCGAAAGAATCGCAGGAGAAGGTGGAGAGCCAGACAGAACCA
GATCGATTCGAT---
>C37
ATGGAGCCAGTAGATCCTAGCCTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTAAGACTGCTTGTAACAATTGCTATTGTAAAAAGTGTTGCTTACATT
GCCAAGTTTGTTTCACAAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGAAGA---AGAGCTCCTCCAGACGGTCAAAGTAATCA
AGATTCTCTACCAAAGCAACCCGCCTCC---CAGTTCCGAGGGGAC---C
CGACAGGCCCGAAGGAATCGCAGAAGAAGGTGGAGAGCAAGACAGAGGCA
AATCCACTCACT---
>C38
ATGGATCCAGTAGATCCTAACCTAGAGCCCTGGAACCATCCGGGAAGTCA
GCCTAAAACTCCTTGTAATAATTGCTATTGTAAAAAATGCAGCTATCATT
GTGTAGTTTGCTTTCAGACAAAAGGCTTAGGCATTTACTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCGCTCCTCCAAGCAATAAGGACCATCA
AAATCCTATATCAAAGCAACCCTTACCC---CGAACCCAAGGGAAC---T
CGACAGGCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAAAGACA
GATCAATTCGAT---
>C39
ATGGAGCCGGTAGATCCTAACCTAGAGCCCTGGAATCATCCAGGAAGTCA
CCCTACAACTCCTTGTAGCAAGTGTTACTGTAAAAAATGTTGCTGGCATT
GTCAACTATGCTTTCTGAAAAAGGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAAGCACCGACGA---GGAACTCCTCAGAGCCGTCAGAATCATCA
AAATCCTGTACCAGAGCAACCCTTATCC---CGAATCCAAGGGGAC---C
CGACAGGCTCGAAAGAATCGAAGAAGGAGGTGGCGAGCAAGGCAGAGACA
GATCCGTGCGCT---
>C40
ATGGATCCGGTAGATCCTAACCTAGAGCCCTGGAACCACCCGGGAAGTCA
GCCTACAACACCTTGTAGCAAGTGTTATTGTAAAAAGTGTTGCTATCATT
GCCCAGTTTGCTTTTTGAACAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAAACAGCGACGA---GGAACTCCTCACCGCAGTAAGGATCATCA
AAATCCTGTACCAAAGCAACCCATACCC---CAACCCCAAGGGGTC---T
CGACAGGCCCGGAAAAATCGAAGAAGAAGATGGAGAGCAAGGCAGAGGCA
GATCGATTCGAT---
>C41
ATGGAGCTGGTAGATCCTAACCTAGAGCCCTGGAATCATCCAGGAAGTAA
GCCTAAAACTGCTTGTAACAACTGTTACTGTAAAATATGTTGCTGGCATT
GTCAAATATGCTTTCTGAAAAAAGGCTTAGGCATCTCATATGGCAGGAAG
AAGCGGAAGCACCGACGA---GGAACTCCTCAGAGCAGTAAGGATCATCA
ACATCTTATACCAAAGCAATCCCTATCC---ATCAGCAGAGGGAAC---C
CGACAGACCCGAAAGAATCGAAGAAGAAGGTGGCGAGCAAGGCAGAGACA
GATCCGTGCGCT---
>C42
ATGGATCCAGTAGATCCTAATCTAGAGCCCTGGAACCATCCAGGAAGTCA
GCCAAGTACTGCTTGTAACTCATGTTATTGTAAAAGGTGTTGCTATCATT
GCCAATGCTGCTTCATAACGAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGAGAGGACAGCGACGA---AGACCTCCTCAAGGCAATAAGACTCATCA
AGGTCCTGTACCAGAGCAACCCTCCTCC---CAGCATCCAGGCCCC---C
CGCCAGGCCCGAACCCATCGAAGAAGGAGGTGGCGAGCAAGACAGAGGCA
GATCCATTCGATTGG
>C43
ATGGAGCTGGTAGATCCTAAACTAGAGCCCTGGAACCACCCAGGAAGTCA
GCCTACAACTGCTTGTAGCAAGTGTTACTGTAAATTGTGCTGCTGGCATT
GCCAATTATGCTTTCTGAACAAGGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACGCCGACGA---GGGACTCCTCAGAGCCGTCAGGATCATCA
GAATCCTGTACCAAAGCAACCCTTACCC---ACCACCAGAGGGGAG---C
AGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGCGAGCAAGACAGAGACA
GGTCCGTGCGAT---
>C44
ATGGAGCCAGTAGATCCTAGATTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTAAGACTGCTTGTACCAATTGCTATTGTAAAAAGTGCTGCCTTCATT
GCCAAGTGTGTTTCATGAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGAGAAGACAACGACGA---AGAGCTCATCAAGACAGTCAGACTCATCA
AGCTTCTCTATCAAAGCAACCCGCTTCC---CAACCCAGAGGGGAC---C
CGACAGGCCCGCAGGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
GATCCGAGAGAT---
>C45
ATGGAGCCAGTAGATCCTAGGCTAGAGCCCTGGAAGCACCCAGGAAGTCA
GCCTAAGACGCCTTGTAACAATTGCTATTGTAAAAAGTGTTGCTTTCATT
GCCAAGTTTGTTTCATAAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGAGCTCCTCAGGACAGTTCGCCTAATCA
AGCGTCTCTATCAAAGCAACCCGCCTCC---CAGCTCAGAGGGAAC---C
CGACAGGCCCGGAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
CATCCACACGCT---
>C46
ATGGAGCCAGTAGATCCTAGACTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTAAGACTGCATGTAACAATTGCTATTGTAAAAAATGTTGCTTTCATT
GCCAAGTTTGTTTCACAAAAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGAACTCCTCAGGGCAGTCAGACTGATCA
AGCTTCTCCATCAAAGCAACCCACCGCC---CAGCCCCGCGGGGAC---C
CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
CATCCG---------
>C47
ATGGAGCTAGTAGATCCTAAACTAGATCCCTGGAACCATCCAGGAAGCCA
GCCTACAACTCCTTGTACCAAATGTTATTGTAAACAGTGTTGCTTTCATT
GTTACTGGTGCTTCGTAACAAAAGGCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACAA---AGAGCTCCTCAAGACAGTCAGAATAATCA
AGTTTCTCTACCAAAGCAACCCAAGTCC---CAAGCCCGAGGGAAC---C
CGACAGGCCCGAAGGAATCGAAGAAGGAGGTGGAGAGCAAGGCAAAGACA
GATCCGTGCGAT---
>C48
ATGGAGCCAATAGATCCTAACCTAGAGCCCTGGAAGCATCCAGGAAGTCA
GCCTAGAACTGCTTGCAATAACTGTTATTGTAAAAAATGTAGCTACCATT
GTCTAGTTTGTTTTCAGAAAAAAGGCTTAGGCATTTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGCGCTCCTCCAAGCAGTGAGAATCATCA
AGATCTTGTATCAAAGCAACCCTTACCC---CGACCCCACGGGAAC---C
AGACAGTCTCGGAAGAATCGAAGAAGAAGGTGGAGAGCAAGACAGAGACA
GATCCATTCGAT---
>C49
ATGGAGCCAGTAGATCCTAGTCTAGAGCCATGGAAGCATCCAGGAAGTCA
GCCTAAGACTCCCTGTACCTCTTGCTATTGTAAAAAGTGCTGCTTTCATT
GCCCAGCTTGTTTTACGAGAAAAGGCTTAGGCATCTTCTATGGCAGGAAG
AAGCGGAAACAGCGACGA---AGAGCTCCTCAAGACAGTCAGACTCATCA
AGTTTCTCTATCAAAGCAACCCGCCTCC---CAACCCCGAGGGGAC---C
CGACAGGCCCGGAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
GATCCATTCGAT---
>C50
ATGGAGCCAGTAGATCCTAGATTAGAGCCCTGGAAACATCCAGGAAGTCA
GCCTAAGACTGCTTGCAATAGTTGCTATTGTAAAAAGTGTTGCTTTCATT
GCCAAGTGTGTTTCACAAGAAAAGCCTTAGGCATCTCCTATGGCAGGAAG
AAGCGGAGACAGCGACGA---AGAGCTCCTCAAGACAGTAAGACTCATCA
AGCGTCTCTATCAGAGCAACCCGCTTCC---CAGCCCCGAGGGGAC---C
CGACAGGCCCGAAGGAATCGAAGAAGAAGGTGGAGAGAGAGACAGAGACA
CATCAAGACCAT---
>C1
MDPVDPNLEPWKHPGSQPRTACNKCYCKKCCFHCQACFIKKALGISYGRK
KRRQRRoRAPPNNQDHQDSLSKQSSToQLRGDoPTGPKESKKKVETETET
DPFAo
>C2
MELVDPNLEPWKHPGSQPTTACSNCYCKKCCWHCQLCFLNKGLGISYGRK
KRRRRRoGTPQSRQDHQNPVPKQPLPoTTRGNoPTDPKESKKEVASETET
DPCAo
>C3
MEPVDPDLEPWNHPGSQPTTDCNKCFCKKCCWHCQVCFLKKGLGISYGRK
KRKHRRoGSLQGSKGHQNLIPKQPLSQQPNGDoSTGPEEQKKKVASKTEA
DPFAo
>C4
MEPVDPRLEPWEHPGSQPRTACNNCYCKKCCFHCQVCFTKKGLGISYGRK
KRRQRRoGPPQGSQTHQVSLPKQPLSoQSRGDHPTGPTESKKKVEREAET
DPEYo
>C5
MEPIDPKLEPWNHPGSQPKTPCNKCYCKKCSYHCLVCFQTKDSGISYGRK
KRRQRRoSTTPSSEDHQDPVSKQPLPoQTRGDoPTGSEEPKKKVERKTET
DPFDo
>C6
MEPIDPNIEPWNQPGSRPKTACTTCYCKQCSYHCMVCFLNKGLGISYGRK
KRRQRRoTAPPGSKTHQDPVSKQPLSoQTQRDoPTGTKESKEEVESKTET
DPFAo
>C7
MEPVDPNLEPWKHPGSQPKTACTKCYCKRCCFHCQACFITKGLGISYGRK
KRRQRRoGPPQGSQTHQVSLSKQPTSoQPRGDoPTGQKEQKKKVEKETET
APPDo
>C8
MEPVDPNLEPWNHPGSQPETACNNCFCKRCSYHCLVCFQKKGLGISYGRK
KRRQRRoSAPPSSEDHQDLISKQPLSoRTQGDoPTGSEESKKKVESKTET
DPFDo
>C9
MEPVDPNLEPWNHPGSQPKTACNNCYCKRCSYHCLVCFQTKGLGISYGRK
KRRQRRoSAPPSSEDHQNPISKQSLPoQTQGDoSTGSEESKKKVESKTET
DPCAo
>C10
MDPVDPNLEPWNHPGSQPATPCSKCYCKKCCYHCPACFLNKGLGISYGRK
KRRQRRoGTSQSNKDHQNPVPKQPIPoQTQGIoPTGPEESKKKMESKAKT
DRFDo
>C11
MEPVDPRLEPWKHPGSQPKTACTNCYCKKCCFHCQVCFMKKGLGISYGRK
KRRQRRoRAPQSSQTHQASLSKQPASoQPRGDoPAGPKESKKKVESKTET
DPRAo
>C12
MELVDPNLEPWKHPGSQPTTPCSNCYCKKCCWHCQLCFLKKGLGISYGRK
KRKHRRoGTPQSSKDHQNPIPKQPSPoIIRGNoQTDPKESKKKVASKAET
DPCAo
>C13
MEPVDPRLEPWKHPGSQPRTACNTCFCKKCCFHCQVCFMTKGLGISYGRK
KRGQRRoRAPQDSKTHQTPLPKQPASoQQRGDoPTGPKESKKKVERETEK
DQGHo
>C14
MEPVDPRLEPWKHPGSQPRTACTTCYCKRCCYHCQTCFITKGLGISYGRK
KRRQRRoGAHQDSETHQASLSEQPASoQLRGDoPTGPKESKKKVESETET
DPNPo
>C15
MEPVDPRLEPWKHPGSQPKTACTGCYCKKCCFHCQVCFISKGLGISYGRK
KRRQRRoRTHQDNQDHQVPLSKQPASoQPRGDoPTGPKESKKEVERETAT
DPVPo
>C16
MELVDPDLEPWNHPGSQPKTPCNNCFCKHCSYHCQVCFLTKGLGISYGRK
KRRQRRoSSPSSSKDHQNPISKQPLPoQTRGNoPTGSEESKKKVESKTKA
DPFDo
>C17
MDPVDPSLEPWKHPGSQPATPCNNCFCKRCCYHCPCCFLTKGLGISYGRK
KRRQRRoRPPPSNQINQVSLSKQPTSoQFRGDoPTGPKESEKKVERQTET
HQLDo
>C18
MELVDPSLEPWNHPGSKPTTACSKCYCKKCCWHCQLCFLKKGLGISYGRK
KRRRRRPGTPQSCQDHQNPVPKQPFPoTTRGNoPTGPKESKKEMASKTKT
DQCAo
>C19
MEPVDPNLEPWNHPGSQPKTACNTCYCKICSWHCQLCFLKKGLGISYGRK
KRKHRRoGTPQSSKDHQNPIPKQSLPoISRGNoPTDPKESKKTVASKAET
DPCDo
>C20
MEPVDPNLEPWKHPGSQPQTPCNNCYCKHCSYHCLVCFQKKGLGISYGRK
KRRQRRoSTPPSSEDHQNLISKQPLPoQARGDoPTGSKEPKKKVESKTKT
DPCDo
>C21
MEPVDPRLEPWKHPGSQPRTACNSCYCKRCCFHCQVCFTKKALGISYGRK
KRRQRRoRPPQSSKIHQDPVPKQPASoQAPGNoPTGPKESKKEVESKTKT
DQWDo
>C22
MEPVDPSLEPWNHPGSQPKTPCNHCYCKHCSYHCLVCFQRKGLGISYGRK
KRRRRRoSAPPSSEDHQNPISKQPLSoQTRGDoPTGSEESKKKVESKTET
DPFDo
>C23
MEPVDPKLEPWKHPGSQPTTACSKCYCKKCCWHCQLCFLKKGLGISYGRK
KRKHRRoRTPQSSKDHQNPIPEQSLSoISRGNoPTDQKKSKKKVASKAET
DPCDo
>C24
MEPVDPNLEPWNHPGSQPKTPCNKCYCKHCSYHCLVCFQTKGLGISYGRK
KRRQRRoSTPPSSEDHQNLISKQPLSoQTRGNoPTGSEESKKKVESKTKT
DPFAo
>C25
MEPVDPRLEPWNHPGSQPKTACNNCYCKRCCYHCLYCFTKKGLGISYGRK
KRSQRRoRTPQSSKSHQDLIPEQPLSoQQQGDoQTGQKKQKEALESKTEA
DPCDo
>C26
MDPVDPSLDPWNHPGSQPATACNKCYCKKCCYHCAVCFLHKGLGISYGRK
KRRQRRoGSPQCSKDHQNPLPKQPSToQTQGIoSTGSEESTKKVESKAET
DRFAo
>C27
MEPVDPNLEPWNHPGSQPKTPCTNCYCKHCSYHCLVCFQTKGLGISYGRK
KRRQRRoSTPPSSEDHQALISKQPLSoQTRGDoSTGPEEQKKKVESKTKT
DPCDo
>C28
MEPVDPNLEPWNHPGSQPKTACNNCYCKSCSYHCLVCFQKKGLGISYGRK
KRRQRRoSAPQSSEDHQNPISKQPLPREHQRDoSTGSEESKKKVESKTET
DPFDo
>C29
MEPVDPRLEPWKHPGSQPKTACTNCYCKVCCFHCQVCFTTKGLGISYGRK
KRRQRRoKPPQDSPNHQAPLSKQPASoQPRGDoPTGPKESKKKVERETET
DPFDo
>C30
MELVDPNLDPWNHPGSQPSTPCTRCYCKRCCFHCYWCFATKGLGISHGRK
KRRQRHoRTPKSSPLHQDPIPKQPISoQARGDoPTGPKESKKEVESKTET
DPCDo
>C31
MEPVDPSLEPWKHPGSQPTTPCSNCYCKKCCWHCQLCFLNKGLGISYGRK
KRRRRRoGTPQSRQDHQNPVPKQPSPoITRGNoPTGPKESKKEVASKTER
DLCAo
>C32
MEPIDPNLEPWNHPGSQPKTACNNCYCKRCSYHCLVCFQTKGLGISYGRK
KRRQRRoRAPPSSEDHQNPISKQPLSoQPRGDoPTGSEESKKKVESKTET
DPCDo
>C33
MEPVDPRLEPWKHPGSQPKTACTPCHCKKCCYHCQVCFLTKGLGIFYGRK
KRRQRRoRAHQDCKTHQVDLSKQPASoQPRGNoPTGPKESKKKVEGETET
HPQHo
>C34
MELVDPSLEPWNHPGSQPTTACSKCYCKMCCWHCQLCFLNKGLGISYGRK
KRRRRRoGTPQSRQDHQNPVPKQPLPoTTRGNoPTNPKESKKEVASKTET
DPCDo
>C35
MELVDPRLEPWNHPGSQPTTACSKCYCKICCWHCQLCFLNKGLGISYGRK
KRRRRRoETSQNHPDHQNPVPEQPLPoIIRGNoPTDPEESKKEVASKTEA
DRYAo
>C36
MDPIDPNIEPWNQPGSQPKTACNNCYCKKCCYHCQLCFLKKGLGISHGRK
KRRQRRoAAPLSSKDHQNPVPKQSTPoQTRRVoSTGSKESQEKVESQTEP
DRFDo
>C37
MEPVDPSLEPWKHPGSQPKTACNNCYCKKCCLHCQVCFTKKGLGISYGRK
KRRQRRoRAPPDGQSNQDSLPKQPASoQFRGDoPTGPKESQKKVESKTEA
NPLTo
>C38
MDPVDPNLEPWNHPGSQPKTPCNNCYCKKCSYHCVVCFQTKGLGIYYGRK
KRRQRRoSAPPSNKDHQNPISKQPLPoRTQGNoSTGSEESKKKVESKTKT
DQFDo
>C39
MEPVDPNLEPWNHPGSHPTTPCSKCYCKKCCWHCQLCFLKKGLGISYGRK
KRKHRRoGTPQSRQNHQNPVPEQPLSoRIQGDoPTGSKESKKEVASKAET
DPCAo
>C40
MDPVDPNLEPWNHPGSQPTTPCSKCYCKKCCYHCPVCFLNKGLGISYGRK
KRKQRRoGTPHRSKDHQNPVPKQPIPoQPQGVoSTGPEKSKKKMESKAEA
DRFDo
>C41
MELVDPNLEPWNHPGSKPKTACNNCYCKICCWHCQICFLKKGLGISYGRK
KRKHRRoGTPQSSKDHQHLIPKQSLSoISRGNoPTDPKESKKKVASKAET
DPCAo
>C42
MDPVDPNLEPWNHPGSQPSTACNSCYCKRCCYHCQCCFITKGLGISYGRK
KRGQRRoRPPQGNKTHQGPVPEQPSSoQHPGPoPPGPNPSKKEVASKTEA
DPFDW
>C43
MELVDPKLEPWNHPGSQPTTACSKCYCKLCCWHCQLCFLNKGLGISYGRK
KRRRRRoGTPQSRQDHQNPVPKQPLPoTTRGEoQTGPKESKKEVASKTET
GPCDo
>C44
MEPVDPRLEPWKHPGSQPKTACTNCYCKKCCLHCQVCFMKKGLGISYGRK
KRRQRRoRAHQDSQTHQASLSKQPASoQPRGDoPTGPQESKKKVESKTET
DPRDo
>C45
MEPVDPRLEPWKHPGSQPKTPCNNCYCKKCCFHCQVCFIKKGLGISYGRK
KRRQRRoRAPQDSSPNQASLSKQPASoQLRGNoPTGPEESKKKVERETET
HPHAo
>C46
MEPVDPRLEPWKHPGSQPKTACNNCYCKKCCFHCQVCFTKKGLGISYGRK
KRRQRRoRTPQGSQTDQASPSKQPTAoQPRGDoPTGPKESKKKVERETET
HPooo
>C47
MELVDPKLDPWNHPGSQPTTPCTKCYCKQCCFHCYWCFVTKGLGISYGRK
KRRQRQoRAPQDSQNNQVSLPKQPKSoQARGNoPTGPKESKKEVESKAKT
DPCDo
>C48
MEPIDPNLEPWKHPGSQPRTACNNCYCKKCSYHCLVCFQKKGLGISYGRK
KRRQRRoSAPPSSENHQDLVSKQPLPoRPHGNoQTVSEESKKKVESKTET
DPFDo
>C49
MEPVDPSLEPWKHPGSQPKTPCTSCYCKKCCFHCPACFTRKGLGIFYGRK
KRKQRRoRAPQDSQTHQVSLSKQPASoQPRGDoPTGPEESKKKVERETET
DPFDo
>C50
MEPVDPRLEPWKHPGSQPKTACNSCYCKKCCFHCQVCFTRKALGISYGRK
KRRQRRoRAPQDSKTHQASLSEQPASoQPRGDoPTGPKESKKKVERETET
HQDHo
MrBayes v3.2.2 x64
(Bayesian Analysis of Phylogeny)
Distributed under the GNU General Public License
Type "help" or "help <command>" for information
on the commands that are available.
Type "about" for authorship and general
information about the program.
Executing file "/opt/ADOPS/HIV1_RE/TAT_1_4/batch/allfiles/mrbayes/input.fasta.fasta.mrb"
UNIX line termination
Longest line length = 63
Parsing file
Expecting NEXUS formatted file
Reading data block
Allocated taxon set
Allocated matrix
Defining new matrix with 50 taxa and 315 characters
Missing data coded as ?
Data matrix is interleaved
Data is Dna
Gaps coded as -
Matching characters coded as .
Taxon 1 -> C1
Taxon 2 -> C2
Taxon 3 -> C3
Taxon 4 -> C4
Taxon 5 -> C5
Taxon 6 -> C6
Taxon 7 -> C7
Taxon 8 -> C8
Taxon 9 -> C9
Taxon 10 -> C10
Taxon 11 -> C11
Taxon 12 -> C12
Taxon 13 -> C13
Taxon 14 -> C14
Taxon 15 -> C15
Taxon 16 -> C16
Taxon 17 -> C17
Taxon 18 -> C18
Taxon 19 -> C19
Taxon 20 -> C20
Taxon 21 -> C21
Taxon 22 -> C22
Taxon 23 -> C23
Taxon 24 -> C24
Taxon 25 -> C25
Taxon 26 -> C26
Taxon 27 -> C27
Taxon 28 -> C28
Taxon 29 -> C29
Taxon 30 -> C30
Taxon 31 -> C31
Taxon 32 -> C32
Taxon 33 -> C33
Taxon 34 -> C34
Taxon 35 -> C35
Taxon 36 -> C36
Taxon 37 -> C37
Taxon 38 -> C38
Taxon 39 -> C39
Taxon 40 -> C40
Taxon 41 -> C41
Taxon 42 -> C42
Taxon 43 -> C43
Taxon 44 -> C44
Taxon 45 -> C45
Taxon 46 -> C46
Taxon 47 -> C47
Taxon 48 -> C48
Taxon 49 -> C49
Taxon 50 -> C50
Successfully read matrix
Setting default partition (does not divide up characters)
Setting model defaults
Seed (for generating default start values) = 1518809176
Setting output file names to "/opt/ADOPS/HIV1_RE/TAT_1_4/batch/allfiles/mrbayes/input.fasta.fasta.mrb.run<i>.<p|t>"
Exiting data block
Reading mrbayes block
Setting autoclose to yes
Setting nowarnings to yes
Defining charset called first_pos
Defining charset called second_pos
Defining charset called third_pos
Defining partition called by_codon
Setting by_codon as the partition, dividing characters into 3 parts.
Setting model defaults
Seed (for generating default start values) = 1154143200
Setting Nst to 6 for partition 1
Setting Nst to 6 for partition 2
Setting Nst to 6 for partition 3
Setting Rates to Invgamma for partition 1
Setting Rates to Invgamma for partition 2
Setting Rates to Invgamma for partition 3
Successfully set likelihood model parameters to all
applicable data partitions
Unlinking
Setting number of generations to 1000000
Running Markov chain
MCMC stamp = 7679837240
Seed = 2063465286
Swapseed = 1518809176
Model settings:
Settings for partition 1 --
Datatype = DNA
Nucmodel = 4by4
Nst = 6
Substitution rates, expressed as proportions
of the rate sum, have a Dirichlet prior
(1.00,1.00,1.00,1.00,1.00,1.00)
Covarion = No
# States = 4
State frequencies have a Dirichlet prior
(1.00,1.00,1.00,1.00)
Rates = Invgamma
Gamma shape parameter is exponentially
distributed with parameter (2.00).
Proportion of invariable sites is uniformly dist-
ributed on the interval (0.00,1.00).
Gamma distribution is approximated using 4 categories.
Likelihood summarized over all rate categories in each generation.
Settings for partition 2 --
Datatype = DNA
Nucmodel = 4by4
Nst = 6
Substitution rates, expressed as proportions
of the rate sum, have a Dirichlet prior
(1.00,1.00,1.00,1.00,1.00,1.00)
Covarion = No
# States = 4
State frequencies have a Dirichlet prior
(1.00,1.00,1.00,1.00)
Rates = Invgamma
Gamma shape parameter is exponentially
distributed with parameter (2.00).
Proportion of invariable sites is uniformly dist-
ributed on the interval (0.00,1.00).
Gamma distribution is approximated using 4 categories.
Likelihood summarized over all rate categories in each generation.
Settings for partition 3 --
Datatype = DNA
Nucmodel = 4by4
Nst = 6
Substitution rates, expressed as proportions
of the rate sum, have a Dirichlet prior
(1.00,1.00,1.00,1.00,1.00,1.00)
Covarion = No
# States = 4
State frequencies have a Dirichlet prior
(1.00,1.00,1.00,1.00)
Rates = Invgamma
Gamma shape parameter is exponentially
distributed with parameter (2.00).
Proportion of invariable sites is uniformly dist-
ributed on the interval (0.00,1.00).
Gamma distribution is approximated using 4 categories.
Likelihood summarized over all rate categories in each generation.
Active parameters:
Partition(s)
Parameters 1 2 3
------------------------
Revmat 1 1 1
Statefreq 2 2 2
Shape 3 3 4
Pinvar 5 5 5
Ratemultiplier 6 6 6
Topology 7 7 7
Brlens 8 8 8
------------------------
Parameters can be linked or unlinked across partitions using 'link' and 'unlink'
1 -- Parameter = Revmat{all}
Type = Rates of reversible rate matrix
Prior = Dirichlet(1.00,1.00,1.00,1.00,1.00,1.00)
Partitions = All
2 -- Parameter = Pi{all}
Type = Stationary state frequencies
Prior = Dirichlet
Partitions = All
3 -- Parameter = Alpha{1,2}
Type = Shape of scaled gamma distribution of site rates
Prior = Exponential(2.00)
Partitions = 1 and 2
4 -- Parameter = Alpha{3}
Type = Shape of scaled gamma distribution of site rates
Prior = Exponential(2.00)
Partition = 3
5 -- Parameter = Pinvar{all}
Type = Proportion of invariable sites
Prior = Uniform(0.00,1.00)
Partitions = All
6 -- Parameter = Ratemultiplier{all}
Type = Partition-specific rate multiplier
Prior = Fixed(1.0)
Partitions = All
7 -- Parameter = Tau{all}
Type = Topology
Prior = All topologies equally probable a priori
Partitions = All
Subparam. = V{all}
8 -- Parameter = V{all}
Type = Branch lengths
Prior = Unconstrained:Exponential(10.0)
Partitions = All
The MCMC sampler will use the following moves:
With prob. Chain will use move
1.06 % Dirichlet(Revmat{all})
1.06 % Slider(Revmat{all})
1.06 % Dirichlet(Pi{all})
1.06 % Slider(Pi{all})
2.13 % Multiplier(Alpha{1,2})
2.13 % Multiplier(Alpha{3})
2.13 % Slider(Pinvar{all})
10.64 % ExtSPR(Tau{all},V{all})
10.64 % ExtTBR(Tau{all},V{all})
10.64 % NNI(Tau{all},V{all})
10.64 % ParsSPR(Tau{all},V{all})
31.91 % Multiplier(V{all})
10.64 % Nodeslider(V{all})
4.26 % TLMultiplier(V{all})
Division 1 has 69 unique site patterns
Division 2 has 60 unique site patterns
Division 3 has 78 unique site patterns
Initializing conditional likelihoods
Using standard SSE likelihood calculator for division 1 (single-precision)
Using standard SSE likelihood calculator for division 2 (single-precision)
Using standard SSE likelihood calculator for division 3 (single-precision)
Initializing invariable-site conditional likelihoods
Initial log likelihoods and log prior probs for run 1:
Chain 1 -- -7860.318462 -- -77.118119
Chain 2 -- -8082.638780 -- -77.118119
Chain 3 -- -8086.328822 -- -77.118119
Chain 4 -- -7876.482963 -- -77.118119
Initial log likelihoods and log prior probs for run 2:
Chain 1 -- -7836.522174 -- -77.118119
Chain 2 -- -8091.551060 -- -77.118119
Chain 3 -- -7831.629546 -- -77.118119
Chain 4 -- -7958.822289 -- -77.118119
Using a relative burnin of 25.0 % for diagnostics
Chain results (1000000 generations requested):
0 -- [-7860.318] (-8082.639) (-8086.329) (-7876.483) * [-7836.522] (-8091.551) (-7831.630) (-7958.822)
500 -- (-5684.984) (-5660.361) [-5628.401] (-5731.218) * (-5662.975) (-5955.573) [-5422.898] (-5613.608) -- 0:33:19
1000 -- (-5096.352) (-5147.776) (-5102.951) [-5046.286] * (-5060.088) (-5258.375) [-5017.734] (-5194.486) -- 0:16:39
1500 -- (-4952.799) (-4957.776) [-4911.485] (-4911.071) * (-4917.139) (-5019.067) (-4933.111) [-4889.775] -- 0:22:11
2000 -- (-4908.796) (-4897.540) [-4863.016] (-4880.964) * (-4845.972) (-4875.341) [-4864.151] (-4848.101) -- 0:24:57
2500 -- (-4841.303) (-4848.162) [-4795.914] (-4817.333) * (-4824.887) (-4836.575) [-4814.741] (-4822.893) -- 0:26:36
3000 -- (-4814.920) (-4841.027) (-4782.305) [-4788.080] * [-4793.618] (-4840.032) (-4800.905) (-4822.529) -- 0:27:41
3500 -- [-4789.600] (-4841.636) (-4755.361) (-4783.294) * (-4798.581) (-4824.858) [-4787.577] (-4805.715) -- 0:23:43
4000 -- (-4779.365) (-4843.203) [-4758.928] (-4775.133) * (-4784.085) (-4792.894) [-4758.417] (-4803.024) -- 0:24:54
4500 -- [-4774.688] (-4812.486) (-4768.442) (-4766.912) * (-4767.300) (-4791.360) [-4754.211] (-4785.533) -- 0:25:48
5000 -- (-4784.692) (-4801.881) [-4755.728] (-4778.119) * (-4759.335) (-4809.631) [-4766.841] (-4777.093) -- 0:26:32
Average standard deviation of split frequencies: 0.107111
5500 -- (-4782.528) (-4810.550) [-4759.513] (-4769.528) * [-4757.806] (-4782.745) (-4800.166) (-4807.402) -- 0:27:07
6000 -- [-4766.990] (-4810.473) (-4755.998) (-4767.652) * (-4773.296) (-4789.183) [-4787.535] (-4803.447) -- 0:24:51
6500 -- (-4784.295) (-4804.501) [-4746.242] (-4769.363) * [-4775.412] (-4785.050) (-4801.182) (-4802.013) -- 0:25:28
7000 -- (-4782.025) (-4783.654) [-4746.101] (-4802.100) * [-4775.347] (-4792.689) (-4777.665) (-4791.401) -- 0:26:00
7500 -- (-4789.646) (-4785.205) [-4753.314] (-4794.336) * [-4771.443] (-4791.377) (-4782.891) (-4777.551) -- 0:26:28
8000 -- (-4781.370) (-4790.122) [-4765.861] (-4822.127) * [-4775.740] (-4775.524) (-4785.886) (-4791.657) -- 0:26:52
8500 -- (-4774.634) (-4792.157) [-4760.527] (-4808.681) * (-4788.226) [-4759.168] (-4794.000) (-4815.465) -- 0:25:16
9000 -- (-4793.646) (-4787.680) [-4748.891] (-4818.158) * (-4781.783) [-4757.605] (-4801.416) (-4803.505) -- 0:25:41
9500 -- [-4778.332] (-4791.669) (-4763.514) (-4803.997) * [-4754.096] (-4772.345) (-4786.148) (-4812.657) -- 0:26:03
10000 -- [-4770.902] (-4790.326) (-4772.860) (-4804.992) * (-4762.631) [-4787.629] (-4778.487) (-4813.028) -- 0:26:24
Average standard deviation of split frequencies: 0.107508
10500 -- (-4779.547) (-4776.151) [-4758.237] (-4789.657) * [-4759.707] (-4784.508) (-4761.513) (-4809.265) -- 0:26:42
11000 -- (-4769.162) (-4777.866) (-4762.716) [-4768.533] * (-4780.801) (-4783.036) [-4757.308] (-4810.860) -- 0:26:58
11500 -- [-4756.919] (-4810.175) (-4763.168) (-4770.613) * (-4781.628) (-4777.131) [-4752.855] (-4809.542) -- 0:25:47
12000 -- (-4768.050) (-4797.042) [-4753.986] (-4777.905) * (-4789.683) (-4766.316) [-4746.285] (-4820.852) -- 0:26:04
12500 -- [-4767.277] (-4809.841) (-4771.723) (-4786.934) * (-4800.704) (-4776.302) [-4755.927] (-4800.972) -- 0:26:20
13000 -- [-4747.017] (-4795.387) (-4775.935) (-4755.565) * (-4797.161) (-4773.435) [-4758.929] (-4799.781) -- 0:26:34
13500 -- (-4755.411) (-4800.860) [-4767.871] (-4779.731) * (-4782.174) [-4757.698] (-4764.806) (-4776.023) -- 0:26:47
14000 -- [-4764.500] (-4794.750) (-4768.559) (-4775.409) * (-4772.107) [-4754.853] (-4776.658) (-4789.560) -- 0:25:49
14500 -- (-4761.183) (-4785.040) [-4758.737] (-4777.677) * (-4788.037) (-4764.449) [-4754.028] (-4767.012) -- 0:26:03
15000 -- [-4763.711] (-4791.460) (-4760.898) (-4790.895) * (-4802.723) (-4777.882) [-4756.766] (-4771.226) -- 0:26:16
Average standard deviation of split frequencies: 0.091574
15500 -- [-4768.978] (-4789.814) (-4760.006) (-4783.182) * (-4806.842) (-4775.247) [-4764.769] (-4776.141) -- 0:26:27
16000 -- [-4772.014] (-4763.730) (-4760.923) (-4780.210) * (-4787.135) (-4777.792) [-4752.149] (-4771.872) -- 0:26:39
16500 -- [-4760.835] (-4759.874) (-4795.388) (-4799.668) * (-4774.712) (-4790.057) [-4761.232] (-4770.223) -- 0:25:49
17000 -- [-4745.269] (-4771.206) (-4783.993) (-4801.629) * (-4795.091) (-4792.179) (-4761.994) [-4766.011] -- 0:26:01
17500 -- [-4754.040] (-4765.526) (-4795.592) (-4768.829) * (-4805.529) (-4768.462) [-4762.664] (-4767.168) -- 0:26:12
18000 -- (-4759.357) [-4763.511] (-4825.717) (-4777.298) * (-4785.527) [-4759.898] (-4766.490) (-4782.755) -- 0:26:22
18500 -- [-4755.677] (-4786.182) (-4802.364) (-4763.453) * (-4770.736) (-4765.764) [-4752.977] (-4780.391) -- 0:26:31
19000 -- [-4733.571] (-4792.559) (-4774.439) (-4798.343) * (-4794.556) [-4764.202] (-4788.013) (-4758.432) -- 0:25:48
19500 -- [-4741.675] (-4775.864) (-4791.756) (-4790.483) * (-4775.197) [-4771.107] (-4787.082) (-4767.225) -- 0:25:58
20000 -- [-4755.954] (-4752.197) (-4800.490) (-4783.233) * [-4762.727] (-4774.303) (-4774.062) (-4794.228) -- 0:26:08
Average standard deviation of split frequencies: 0.088361
20500 -- [-4759.035] (-4758.432) (-4777.004) (-4799.244) * (-4757.791) (-4780.196) [-4757.474] (-4775.700) -- 0:26:16
21000 -- (-4766.467) [-4753.571] (-4794.566) (-4762.986) * [-4757.180] (-4772.665) (-4767.969) (-4787.256) -- 0:26:25
21500 -- [-4762.651] (-4776.357) (-4770.910) (-4773.328) * (-4784.040) [-4758.887] (-4745.872) (-4801.216) -- 0:25:47
22000 -- (-4782.809) (-4793.565) (-4793.983) [-4759.662] * (-4796.808) (-4764.241) [-4750.099] (-4779.005) -- 0:25:55
22500 -- [-4760.412] (-4796.518) (-4786.131) (-4769.865) * (-4792.824) (-4763.134) [-4753.798] (-4793.920) -- 0:26:04
23000 -- (-4775.187) (-4806.932) [-4758.396] (-4772.719) * (-4770.665) (-4784.921) [-4762.782] (-4787.895) -- 0:26:11
23500 -- (-4782.869) (-4804.627) (-4776.858) [-4756.197] * (-4761.483) (-4792.190) [-4755.679] (-4770.019) -- 0:26:19
24000 -- [-4766.970] (-4782.003) (-4784.072) (-4750.497) * (-4764.064) [-4778.163] (-4766.250) (-4785.790) -- 0:25:45
24500 -- (-4783.266) (-4805.027) (-4786.145) [-4757.243] * (-4785.672) (-4786.673) (-4762.412) [-4774.866] -- 0:25:52
25000 -- (-4796.964) (-4802.525) (-4769.250) [-4757.562] * (-4774.041) (-4794.585) (-4767.703) [-4765.293] -- 0:26:00
Average standard deviation of split frequencies: 0.067100
25500 -- (-4806.036) (-4815.940) (-4781.021) [-4765.185] * [-4770.567] (-4793.067) (-4776.482) (-4783.672) -- 0:26:06
26000 -- [-4778.652] (-4818.871) (-4767.236) (-4767.951) * (-4771.571) (-4784.419) [-4783.005] (-4785.249) -- 0:26:13
26500 -- (-4787.440) (-4805.549) [-4763.474] (-4766.188) * [-4759.424] (-4773.481) (-4787.097) (-4782.767) -- 0:26:19
27000 -- (-4769.897) (-4778.451) [-4761.738] (-4757.471) * (-4763.344) [-4753.206] (-4788.263) (-4799.811) -- 0:25:49
27500 -- (-4771.356) (-4773.606) [-4759.737] (-4784.906) * (-4768.193) [-4755.233] (-4787.790) (-4783.474) -- 0:25:56
28000 -- (-4776.642) (-4769.676) [-4766.589] (-4778.970) * (-4780.049) [-4757.977] (-4782.518) (-4781.353) -- 0:26:02
28500 -- (-4777.271) (-4775.215) (-4781.907) [-4754.898] * (-4793.722) [-4750.832] (-4789.983) (-4788.282) -- 0:26:08
29000 -- (-4784.594) (-4786.539) [-4762.842] (-4756.328) * (-4774.681) [-4761.878] (-4782.222) (-4794.335) -- 0:26:13
29500 -- (-4796.438) (-4777.930) [-4772.844] (-4757.440) * (-4789.754) (-4768.054) [-4766.832] (-4793.950) -- 0:25:46
30000 -- (-4793.818) (-4767.023) [-4766.005] (-4758.341) * (-4801.132) [-4759.122] (-4777.356) (-4775.748) -- 0:25:52
Average standard deviation of split frequencies: 0.059045
30500 -- [-4768.169] (-4762.035) (-4761.065) (-4770.948) * (-4789.141) (-4779.601) [-4757.474] (-4760.711) -- 0:25:57
31000 -- (-4771.548) (-4774.286) (-4796.879) [-4758.377] * (-4806.583) (-4768.093) [-4747.837] (-4769.687) -- 0:26:02
31500 -- (-4774.140) (-4793.261) (-4783.674) [-4749.848] * (-4808.373) (-4779.958) (-4763.685) [-4774.409] -- 0:26:08
32000 -- (-4773.407) (-4796.937) (-4765.051) [-4769.948] * (-4805.363) (-4772.364) (-4787.678) [-4758.546] -- 0:25:42
32500 -- (-4796.345) (-4796.773) (-4768.148) [-4758.489] * (-4802.706) (-4762.555) [-4779.540] (-4777.790) -- 0:25:48
33000 -- (-4793.652) (-4776.468) (-4755.856) [-4758.529] * (-4792.421) (-4762.020) [-4767.324] (-4786.255) -- 0:25:53
33500 -- (-4779.176) [-4774.906] (-4770.185) (-4764.692) * (-4808.115) (-4787.380) [-4760.598] (-4777.339) -- 0:25:57
34000 -- (-4788.919) (-4779.873) (-4769.330) [-4754.527] * (-4797.136) (-4774.012) [-4762.608] (-4790.210) -- 0:26:02
34500 -- (-4777.025) (-4766.709) (-4790.051) [-4758.125] * (-4797.443) [-4773.606] (-4773.262) (-4786.244) -- 0:26:07
35000 -- (-4781.923) (-4770.541) (-4782.672) [-4758.689] * (-4798.006) (-4789.189) [-4747.598] (-4790.266) -- 0:25:44
Average standard deviation of split frequencies: 0.057289
35500 -- (-4798.133) (-4761.762) (-4769.422) [-4764.319] * (-4804.833) [-4763.575] (-4760.572) (-4780.619) -- 0:25:48
36000 -- (-4791.439) (-4761.759) [-4773.631] (-4778.613) * (-4776.416) (-4777.079) [-4752.108] (-4798.787) -- 0:25:53
36500 -- (-4772.041) [-4755.954] (-4774.070) (-4804.991) * (-4767.651) [-4754.414] (-4751.001) (-4795.989) -- 0:25:57
37000 -- (-4779.839) [-4753.631] (-4799.820) (-4812.230) * (-4773.969) [-4751.552] (-4754.173) (-4818.344) -- 0:26:01
37500 -- (-4782.487) [-4753.203] (-4765.557) (-4795.863) * (-4794.550) (-4779.162) [-4747.895] (-4807.169) -- 0:25:40
38000 -- (-4798.040) (-4779.591) (-4777.849) [-4775.849] * (-4787.277) (-4767.717) [-4745.070] (-4793.402) -- 0:25:44
38500 -- (-4763.923) (-4763.771) [-4759.682] (-4792.132) * (-4794.444) (-4759.017) [-4752.925] (-4774.460) -- 0:25:48
39000 -- [-4774.910] (-4773.399) (-4758.138) (-4792.210) * (-4793.460) (-4764.082) [-4760.901] (-4790.203) -- 0:25:52
39500 -- [-4751.347] (-4780.095) (-4767.874) (-4793.325) * (-4782.138) (-4758.115) [-4764.295] (-4795.143) -- 0:25:56
40000 -- (-4766.252) (-4791.319) [-4760.427] (-4814.083) * (-4799.028) (-4765.808) [-4745.715] (-4813.327) -- 0:26:00
Average standard deviation of split frequencies: 0.053755
40500 -- [-4758.113] (-4782.494) (-4762.311) (-4798.314) * (-4807.334) [-4761.916] (-4752.337) (-4784.706) -- 0:25:39
41000 -- [-4764.316] (-4770.199) (-4780.886) (-4785.094) * (-4801.286) (-4754.455) [-4758.941] (-4805.759) -- 0:25:43
41500 -- [-4751.319] (-4765.563) (-4771.159) (-4792.303) * (-4781.595) [-4758.252] (-4759.836) (-4795.247) -- 0:25:47
42000 -- [-4754.126] (-4754.626) (-4784.592) (-4806.353) * (-4769.412) [-4752.185] (-4789.117) (-4786.620) -- 0:25:51
42500 -- (-4777.457) [-4774.479] (-4791.166) (-4775.908) * (-4793.342) [-4756.008] (-4784.475) (-4785.910) -- 0:25:54
43000 -- (-4788.467) (-4773.532) [-4766.819] (-4786.134) * (-4776.882) (-4774.866) (-4807.925) [-4769.970] -- 0:25:35
43500 -- (-4774.645) (-4772.440) [-4765.449] (-4780.285) * (-4777.922) (-4778.250) (-4796.538) [-4771.112] -- 0:25:39
44000 -- (-4769.467) (-4793.461) [-4763.345] (-4775.123) * (-4774.298) [-4769.094] (-4803.743) (-4803.887) -- 0:25:42
44500 -- [-4757.783] (-4789.613) (-4781.905) (-4778.154) * (-4765.400) [-4769.571] (-4813.095) (-4795.518) -- 0:25:45
45000 -- [-4755.996] (-4784.543) (-4786.217) (-4782.375) * [-4758.428] (-4767.488) (-4806.148) (-4781.918) -- 0:25:49
Average standard deviation of split frequencies: 0.048049
45500 -- [-4754.213] (-4774.606) (-4795.676) (-4776.252) * [-4761.390] (-4769.606) (-4785.054) (-4778.981) -- 0:25:52
46000 -- [-4769.335] (-4785.477) (-4795.471) (-4770.020) * (-4782.138) (-4773.947) [-4780.166] (-4785.461) -- 0:25:34
46500 -- (-4761.103) (-4780.139) (-4790.726) [-4756.308] * (-4770.345) (-4774.166) [-4764.517] (-4790.555) -- 0:25:37
47000 -- (-4767.305) (-4774.474) (-4775.692) [-4761.529] * (-4766.655) (-4790.429) [-4756.189] (-4773.016) -- 0:25:41
47500 -- (-4790.374) (-4777.255) (-4787.951) [-4768.291] * (-4778.932) (-4772.461) [-4766.101] (-4788.435) -- 0:25:44
48000 -- (-4777.527) [-4760.874] (-4774.620) (-4798.930) * (-4769.783) (-4780.635) [-4763.355] (-4782.975) -- 0:25:47
48500 -- (-4762.938) [-4753.656] (-4799.845) (-4790.485) * (-4795.460) [-4771.093] (-4764.606) (-4782.905) -- 0:25:30
49000 -- (-4761.428) [-4761.200] (-4798.933) (-4772.941) * (-4788.755) (-4772.089) [-4754.318] (-4793.666) -- 0:25:33
49500 -- [-4758.671] (-4781.027) (-4803.293) (-4778.978) * (-4796.059) (-4775.067) (-4768.189) [-4782.241] -- 0:25:36
50000 -- [-4765.420] (-4776.211) (-4822.244) (-4769.028) * (-4804.076) [-4766.679] (-4773.497) (-4809.462) -- 0:25:39
Average standard deviation of split frequencies: 0.049340
50500 -- (-4791.288) [-4764.659] (-4804.058) (-4782.659) * (-4801.143) [-4757.700] (-4763.053) (-4783.530) -- 0:25:41
51000 -- (-4781.601) [-4753.011] (-4810.033) (-4773.802) * [-4792.069] (-4756.429) (-4768.171) (-4790.208) -- 0:25:25
51500 -- (-4780.184) [-4754.423] (-4808.964) (-4758.965) * (-4814.952) [-4760.294] (-4769.686) (-4770.019) -- 0:25:28
52000 -- (-4760.914) (-4765.015) (-4796.076) [-4748.172] * (-4765.540) [-4745.663] (-4787.864) (-4764.874) -- 0:25:31
52500 -- (-4791.132) (-4753.131) (-4793.951) [-4766.941] * (-4779.899) (-4756.824) [-4766.696] (-4781.760) -- 0:25:34
53000 -- [-4788.126] (-4758.188) (-4784.174) (-4765.300) * (-4785.428) [-4767.805] (-4768.903) (-4787.704) -- 0:25:36
53500 -- (-4802.141) (-4772.488) (-4777.759) [-4755.824] * (-4771.690) [-4757.612] (-4779.740) (-4766.302) -- 0:25:21
54000 -- (-4799.414) (-4770.763) (-4771.334) [-4765.334] * (-4771.753) (-4781.513) (-4793.619) [-4762.456] -- 0:25:24
54500 -- (-4790.993) [-4763.390] (-4778.271) (-4766.310) * (-4783.307) (-4783.153) [-4781.782] (-4774.950) -- 0:25:26
55000 -- (-4792.362) [-4779.626] (-4794.650) (-4766.584) * (-4778.815) (-4781.550) [-4767.224] (-4778.549) -- 0:25:29
Average standard deviation of split frequencies: 0.048824
55500 -- (-4769.982) (-4784.924) (-4790.561) [-4766.046] * (-4778.260) [-4770.278] (-4780.772) (-4790.684) -- 0:25:31
56000 -- (-4769.793) (-4802.655) [-4772.646] (-4758.421) * [-4764.929] (-4771.067) (-4760.913) (-4784.561) -- 0:25:34
56500 -- [-4767.027] (-4801.302) (-4780.449) (-4770.812) * (-4763.146) (-4772.865) [-4768.633] (-4792.936) -- 0:25:19
57000 -- (-4758.475) (-4792.466) [-4764.150] (-4781.523) * (-4767.089) [-4756.681] (-4776.020) (-4771.996) -- 0:25:22
57500 -- (-4772.583) (-4772.486) [-4761.337] (-4800.190) * (-4764.876) (-4771.271) [-4760.899] (-4778.680) -- 0:25:24
58000 -- (-4782.802) (-4789.080) [-4766.837] (-4831.085) * [-4769.742] (-4782.615) (-4782.578) (-4780.645) -- 0:25:26
58500 -- (-4789.585) (-4782.128) (-4759.637) [-4786.194] * [-4778.290] (-4771.018) (-4788.332) (-4803.710) -- 0:25:28
59000 -- (-4778.815) (-4783.840) [-4770.932] (-4822.079) * (-4765.253) (-4785.979) [-4766.136] (-4804.118) -- 0:25:15
59500 -- (-4779.531) [-4757.505] (-4761.077) (-4817.125) * (-4761.607) (-4777.548) [-4768.294] (-4793.467) -- 0:25:17
60000 -- (-4772.212) (-4786.413) [-4751.763] (-4801.497) * (-4770.349) (-4801.384) (-4776.826) [-4759.706] -- 0:25:19
Average standard deviation of split frequencies: 0.040022
60500 -- (-4781.902) [-4744.148] (-4771.872) (-4811.394) * (-4777.492) (-4799.735) (-4792.450) [-4760.969] -- 0:25:21
61000 -- (-4780.713) [-4758.727] (-4782.245) (-4802.912) * (-4777.721) (-4789.236) (-4809.233) [-4757.165] -- 0:25:23
61500 -- (-4795.591) [-4742.732] (-4798.037) (-4798.155) * (-4768.883) [-4764.986] (-4798.126) (-4762.413) -- 0:25:10
62000 -- (-4789.926) [-4753.238] (-4773.885) (-4793.897) * (-4779.456) [-4766.677] (-4819.493) (-4785.027) -- 0:25:12
62500 -- (-4783.661) [-4759.595] (-4755.271) (-4794.591) * (-4794.814) [-4764.217] (-4780.431) (-4758.272) -- 0:25:15
63000 -- (-4788.996) (-4749.478) [-4753.904] (-4811.348) * (-4796.805) (-4774.789) (-4762.046) [-4762.666] -- 0:25:17
63500 -- (-4787.595) (-4778.269) [-4751.108] (-4819.088) * (-4767.037) (-4782.647) (-4772.981) [-4760.435] -- 0:25:19
64000 -- (-4769.122) (-4792.721) [-4749.495] (-4799.677) * [-4768.437] (-4780.611) (-4787.668) (-4769.461) -- 0:25:21
64500 -- (-4763.586) (-4790.885) [-4740.437] (-4799.094) * (-4772.832) (-4781.438) (-4792.128) [-4754.575] -- 0:25:08
65000 -- (-4759.205) (-4776.798) [-4731.148] (-4776.741) * (-4790.816) (-4766.832) (-4791.245) [-4755.189] -- 0:25:10
Average standard deviation of split frequencies: 0.037733
65500 -- [-4759.197] (-4785.207) (-4749.687) (-4762.312) * (-4793.639) [-4751.450] (-4787.288) (-4761.361) -- 0:25:12
66000 -- (-4770.833) (-4783.752) [-4747.818] (-4757.599) * (-4782.300) (-4749.306) (-4777.629) [-4754.530] -- 0:25:14
66500 -- (-4778.707) (-4781.882) [-4750.692] (-4761.217) * (-4767.623) [-4761.041] (-4780.989) (-4759.163) -- 0:25:16
67000 -- [-4765.844] (-4790.115) (-4747.332) (-4772.434) * (-4797.829) [-4764.941] (-4781.185) (-4764.096) -- 0:25:03
67500 -- (-4770.640) (-4781.234) [-4742.427] (-4763.789) * (-4769.245) [-4768.245] (-4804.781) (-4782.611) -- 0:25:05
68000 -- (-4779.918) (-4772.590) [-4752.853] (-4755.385) * [-4752.078] (-4769.401) (-4794.934) (-4787.936) -- 0:25:07
68500 -- (-4781.242) (-4789.817) (-4753.762) [-4761.064] * [-4750.641] (-4767.760) (-4803.447) (-4770.021) -- 0:25:09
69000 -- (-4784.830) (-4758.973) (-4769.753) [-4761.758] * (-4764.831) (-4768.729) (-4792.565) [-4765.263] -- 0:25:11
69500 -- (-4803.500) [-4754.230] (-4784.420) (-4765.142) * [-4748.596] (-4769.043) (-4783.773) (-4752.504) -- 0:24:59
70000 -- (-4775.745) (-4793.533) (-4776.102) [-4760.252] * [-4745.052] (-4785.335) (-4771.301) (-4766.584) -- 0:25:01
Average standard deviation of split frequencies: 0.031793
70500 -- [-4752.307] (-4801.876) (-4768.210) (-4776.328) * (-4750.758) (-4791.892) (-4766.737) [-4753.307] -- 0:25:03
71000 -- (-4776.973) (-4781.046) [-4767.822] (-4790.601) * (-4758.080) (-4799.940) (-4773.979) [-4756.416] -- 0:25:04
71500 -- (-4781.041) (-4800.185) (-4793.452) [-4769.733] * [-4757.332] (-4793.189) (-4770.488) (-4768.577) -- 0:24:53
72000 -- (-4792.744) [-4780.198] (-4775.530) (-4769.880) * (-4754.996) (-4792.962) [-4741.235] (-4776.998) -- 0:24:55
72500 -- (-4782.105) (-4769.084) (-4798.535) [-4771.521] * (-4769.123) (-4792.511) [-4753.752] (-4775.481) -- 0:24:56
73000 -- (-4768.017) [-4756.513] (-4790.186) (-4783.779) * (-4765.525) (-4797.353) [-4755.391] (-4771.527) -- 0:24:58
73500 -- [-4749.107] (-4766.219) (-4785.884) (-4765.915) * (-4761.723) (-4775.405) [-4766.233] (-4765.475) -- 0:25:00
74000 -- [-4744.831] (-4791.148) (-4789.635) (-4771.743) * (-4801.338) (-4790.870) [-4760.270] (-4763.155) -- 0:24:49
74500 -- (-4768.677) (-4792.059) [-4772.916] (-4792.532) * (-4785.124) (-4764.751) (-4765.670) [-4756.891] -- 0:24:50
75000 -- (-4775.976) [-4758.365] (-4773.713) (-4781.458) * (-4786.557) (-4778.702) (-4761.008) [-4752.721] -- 0:24:52
Average standard deviation of split frequencies: 0.032069
75500 -- (-4777.098) [-4746.980] (-4752.357) (-4781.925) * (-4795.212) (-4790.091) (-4771.735) [-4745.286] -- 0:24:53
76000 -- (-4770.573) (-4766.075) (-4780.101) [-4762.444] * (-4785.540) (-4788.762) (-4778.563) [-4748.167] -- 0:24:55
76500 -- (-4776.992) (-4755.069) (-4790.573) [-4751.022] * (-4772.352) (-4780.265) (-4785.456) [-4747.965] -- 0:24:44
77000 -- (-4776.782) [-4761.669] (-4815.432) (-4795.309) * [-4757.126] (-4774.961) (-4789.396) (-4770.563) -- 0:24:46
77500 -- (-4771.501) [-4751.915] (-4801.758) (-4794.106) * (-4764.636) [-4759.705] (-4780.519) (-4761.464) -- 0:24:47
78000 -- (-4773.562) [-4756.646] (-4776.610) (-4791.731) * (-4763.305) [-4747.331] (-4787.574) (-4765.522) -- 0:24:49
78500 -- [-4757.169] (-4772.675) (-4801.138) (-4785.898) * (-4752.818) (-4777.649) (-4791.119) [-4763.380] -- 0:24:50
79000 -- [-4752.813] (-4793.805) (-4775.402) (-4786.818) * (-4761.833) (-4773.508) [-4777.796] (-4774.757) -- 0:24:52
79500 -- [-4766.375] (-4786.523) (-4779.808) (-4801.993) * (-4765.721) [-4756.782] (-4792.099) (-4785.352) -- 0:24:42
80000 -- [-4762.900] (-4803.002) (-4781.442) (-4799.517) * [-4775.006] (-4772.517) (-4799.709) (-4789.000) -- 0:24:43
Average standard deviation of split frequencies: 0.029544
80500 -- [-4759.280] (-4810.426) (-4766.828) (-4791.260) * (-4779.287) (-4785.037) (-4778.102) [-4758.171] -- 0:24:44
81000 -- [-4755.091] (-4794.537) (-4765.835) (-4794.343) * (-4764.078) (-4791.578) (-4780.864) [-4753.826] -- 0:24:46
81500 -- (-4774.358) (-4788.343) [-4761.747] (-4772.412) * (-4761.392) (-4799.871) (-4767.784) [-4762.441] -- 0:24:47
82000 -- (-4778.853) (-4820.867) [-4746.059] (-4777.130) * (-4774.520) (-4799.105) [-4761.471] (-4761.192) -- 0:24:37
82500 -- [-4771.351] (-4794.112) (-4769.179) (-4793.117) * (-4759.614) (-4797.065) [-4760.194] (-4775.457) -- 0:24:39
83000 -- (-4757.347) (-4810.586) [-4747.478] (-4792.289) * (-4791.265) (-4797.674) [-4781.106] (-4770.150) -- 0:24:40
83500 -- [-4734.843] (-4785.674) (-4759.862) (-4780.615) * (-4786.683) (-4796.996) (-4776.207) [-4759.744] -- 0:24:41
84000 -- [-4749.338] (-4777.178) (-4788.959) (-4781.600) * (-4775.928) (-4803.635) (-4769.515) [-4753.942] -- 0:24:43
84500 -- [-4751.879] (-4793.099) (-4770.464) (-4772.026) * (-4759.617) (-4800.037) [-4760.659] (-4795.904) -- 0:24:33
85000 -- [-4754.176] (-4791.026) (-4781.422) (-4778.275) * [-4747.322] (-4795.876) (-4773.390) (-4782.916) -- 0:24:34
Average standard deviation of split frequencies: 0.028881
85500 -- [-4762.001] (-4788.945) (-4782.139) (-4782.173) * [-4757.883] (-4786.199) (-4772.178) (-4757.254) -- 0:24:36
86000 -- (-4758.357) (-4788.886) [-4768.772] (-4818.496) * (-4785.510) (-4784.621) (-4767.975) [-4747.548] -- 0:24:37
86500 -- [-4756.705] (-4780.597) (-4794.111) (-4813.412) * (-4782.571) (-4786.322) (-4769.049) [-4751.424] -- 0:24:38
87000 -- [-4754.603] (-4773.170) (-4793.096) (-4791.632) * [-4758.411] (-4797.343) (-4770.718) (-4750.032) -- 0:24:39
87500 -- [-4755.559] (-4767.352) (-4798.010) (-4787.768) * (-4751.922) (-4791.968) (-4766.068) [-4744.516] -- 0:24:30
88000 -- (-4771.475) (-4787.227) [-4783.435] (-4786.928) * (-4764.546) (-4785.383) (-4789.374) [-4760.709] -- 0:24:31
88500 -- (-4765.632) (-4770.311) (-4805.238) [-4762.611] * [-4753.619] (-4784.774) (-4805.563) (-4753.967) -- 0:24:32
89000 -- (-4756.887) (-4766.479) (-4799.019) [-4770.736] * (-4754.486) (-4786.169) (-4775.194) [-4745.118] -- 0:24:33
89500 -- (-4766.961) (-4769.535) (-4780.773) [-4744.891] * [-4754.849] (-4801.642) (-4781.615) (-4777.612) -- 0:24:35
90000 -- (-4771.405) [-4758.186] (-4793.613) (-4784.047) * (-4745.939) (-4789.465) (-4784.876) [-4752.975] -- 0:24:26
Average standard deviation of split frequencies: 0.027240
90500 -- (-4781.203) [-4763.481] (-4803.503) (-4777.610) * (-4768.000) (-4791.222) (-4777.874) [-4754.438] -- 0:24:27
91000 -- (-4771.308) [-4756.071] (-4787.926) (-4778.095) * (-4757.384) (-4820.520) (-4790.466) [-4738.109] -- 0:24:28
91500 -- (-4778.907) (-4786.752) (-4780.402) [-4750.291] * [-4754.059] (-4815.639) (-4791.264) (-4759.515) -- 0:24:29
92000 -- (-4788.598) [-4753.712] (-4818.067) (-4758.222) * (-4767.229) (-4799.073) (-4766.529) [-4742.461] -- 0:24:30
92500 -- (-4778.182) (-4786.743) (-4797.063) [-4758.372] * (-4767.633) (-4800.071) [-4749.589] (-4757.243) -- 0:24:21
93000 -- (-4761.785) (-4765.850) (-4790.885) [-4752.710] * (-4788.437) (-4773.366) (-4757.907) [-4764.632] -- 0:24:22
93500 -- (-4779.436) (-4768.077) (-4778.566) [-4753.143] * (-4767.379) [-4764.587] (-4753.035) (-4776.624) -- 0:24:23
94000 -- (-4779.469) (-4767.692) (-4762.035) [-4757.054] * [-4752.620] (-4769.921) (-4768.843) (-4768.871) -- 0:24:25
94500 -- (-4779.698) (-4774.526) (-4778.586) [-4748.926] * [-4759.990] (-4777.004) (-4785.627) (-4768.813) -- 0:24:16
95000 -- (-4792.931) (-4771.960) (-4772.106) [-4752.800] * [-4748.346] (-4766.774) (-4800.539) (-4768.909) -- 0:24:17
Average standard deviation of split frequencies: 0.026794
95500 -- (-4784.520) (-4773.339) (-4794.685) [-4747.982] * (-4752.919) (-4771.327) [-4774.742] (-4774.442) -- 0:24:18
96000 -- (-4822.004) [-4754.487] (-4786.016) (-4782.603) * [-4747.596] (-4776.217) (-4782.205) (-4763.260) -- 0:24:19
96500 -- (-4797.930) [-4747.942] (-4804.931) (-4778.928) * [-4749.648] (-4798.259) (-4765.749) (-4767.834) -- 0:24:20
97000 -- (-4773.383) [-4747.986] (-4805.423) (-4783.418) * [-4756.469] (-4801.472) (-4780.073) (-4762.435) -- 0:24:21
97500 -- (-4769.479) [-4743.115] (-4800.699) (-4766.795) * [-4747.389] (-4786.862) (-4782.899) (-4784.482) -- 0:24:13
98000 -- (-4777.463) (-4776.616) (-4806.725) [-4755.034] * (-4774.033) (-4794.317) (-4789.263) [-4763.651] -- 0:24:14
98500 -- (-4764.760) (-4772.946) (-4795.893) [-4756.293] * (-4762.860) (-4784.438) (-4796.733) [-4756.346] -- 0:24:15
99000 -- (-4764.718) (-4800.060) (-4816.046) [-4755.099] * (-4785.542) (-4781.202) (-4787.911) [-4750.454] -- 0:24:16
99500 -- (-4769.753) (-4776.867) (-4791.697) [-4763.355] * (-4763.744) (-4789.651) (-4782.424) [-4762.253] -- 0:24:17
100000 -- (-4771.544) (-4778.811) (-4807.712) [-4756.704] * [-4760.160] (-4797.897) (-4780.128) (-4756.742) -- 0:24:09
Average standard deviation of split frequencies: 0.028962
100500 -- (-4777.351) (-4787.233) (-4802.339) [-4746.611] * (-4777.230) (-4779.206) (-4755.192) [-4762.666] -- 0:24:09
101000 -- (-4765.752) (-4790.334) (-4783.105) [-4764.214] * (-4799.339) (-4789.727) [-4762.577] (-4777.556) -- 0:24:10
101500 -- (-4771.117) (-4783.866) (-4793.060) [-4759.908] * [-4765.698] (-4795.131) (-4782.565) (-4771.373) -- 0:24:11
102000 -- (-4768.711) (-4761.230) (-4820.684) [-4756.736] * (-4818.730) (-4770.195) (-4786.402) [-4751.948] -- 0:24:12
102500 -- (-4792.007) [-4772.258] (-4813.075) (-4768.363) * (-4778.657) (-4764.798) (-4769.308) [-4759.015] -- 0:24:04
103000 -- [-4774.164] (-4785.594) (-4800.434) (-4775.642) * (-4781.863) [-4739.222] (-4778.914) (-4766.392) -- 0:24:05
103500 -- [-4763.786] (-4806.043) (-4812.031) (-4776.746) * [-4780.801] (-4746.054) (-4797.596) (-4784.624) -- 0:24:06
104000 -- [-4763.654] (-4807.167) (-4781.572) (-4775.528) * (-4781.347) [-4765.149] (-4786.569) (-4778.182) -- 0:24:07
104500 -- (-4786.077) (-4802.829) [-4769.585] (-4765.218) * (-4768.099) (-4774.531) (-4781.071) [-4758.407] -- 0:24:08
105000 -- [-4785.467] (-4808.308) (-4780.084) (-4769.622) * (-4764.767) [-4761.206] (-4779.290) (-4777.845) -- 0:24:00
Average standard deviation of split frequencies: 0.028027
105500 -- (-4796.962) (-4792.800) (-4796.068) [-4768.731] * [-4766.286] (-4768.164) (-4790.268) (-4762.021) -- 0:24:01
106000 -- (-4775.833) (-4780.164) (-4792.289) [-4756.509] * [-4761.787] (-4778.303) (-4791.233) (-4785.139) -- 0:24:02
106500 -- (-4765.503) (-4780.253) (-4814.643) [-4762.053] * (-4785.068) [-4761.291] (-4814.052) (-4787.342) -- 0:24:03
107000 -- (-4772.428) (-4769.971) (-4801.702) [-4748.037] * (-4775.309) (-4758.254) [-4777.131] (-4778.189) -- 0:24:03
107500 -- (-4765.884) (-4785.105) [-4775.470] (-4769.786) * (-4787.486) (-4763.144) (-4785.385) [-4752.560] -- 0:23:56
108000 -- [-4760.182] (-4772.516) (-4775.664) (-4775.297) * (-4811.646) [-4764.464] (-4822.960) (-4763.265) -- 0:23:57
108500 -- (-4755.766) [-4761.110] (-4782.259) (-4776.616) * (-4804.187) [-4765.139] (-4774.468) (-4759.717) -- 0:23:57
109000 -- [-4767.556] (-4765.968) (-4797.600) (-4785.475) * (-4815.681) (-4775.955) (-4768.980) [-4750.754] -- 0:23:58
109500 -- [-4769.239] (-4765.165) (-4790.325) (-4773.051) * (-4824.557) (-4768.218) (-4781.615) [-4754.656] -- 0:23:59
110000 -- (-4775.653) [-4755.744] (-4824.233) (-4782.842) * (-4812.814) (-4781.096) (-4771.447) [-4745.310] -- 0:23:52
Average standard deviation of split frequencies: 0.028277
110500 -- (-4754.491) [-4745.425] (-4784.968) (-4780.495) * (-4779.150) (-4806.091) (-4764.539) [-4740.832] -- 0:23:52
111000 -- (-4759.973) [-4751.571] (-4781.440) (-4773.826) * (-4813.767) (-4789.121) (-4781.897) [-4744.332] -- 0:23:53
111500 -- (-4777.183) (-4761.378) [-4767.574] (-4799.689) * (-4827.459) (-4789.723) [-4764.832] (-4756.975) -- 0:23:54
112000 -- (-4772.580) [-4748.105] (-4763.509) (-4810.788) * (-4824.246) (-4771.831) (-4776.854) [-4767.519] -- 0:23:55
112500 -- (-4772.340) [-4755.295] (-4781.229) (-4802.310) * (-4805.365) (-4787.319) [-4773.478] (-4781.083) -- 0:23:47
113000 -- (-4766.334) [-4749.427] (-4775.258) (-4775.714) * (-4789.541) (-4784.819) [-4747.541] (-4758.340) -- 0:23:48
113500 -- (-4778.080) (-4749.288) [-4758.067] (-4777.903) * (-4775.221) (-4782.733) (-4757.375) [-4752.670] -- 0:23:49
114000 -- (-4793.367) [-4748.374] (-4781.370) (-4793.192) * (-4792.444) [-4769.776] (-4759.768) (-4755.939) -- 0:23:50
114500 -- (-4778.052) [-4753.611] (-4762.219) (-4794.376) * (-4795.470) (-4771.951) (-4766.958) [-4743.683] -- 0:23:50
115000 -- (-4780.140) [-4765.826] (-4753.405) (-4799.564) * (-4780.816) (-4784.705) (-4771.924) [-4752.106] -- 0:23:43
Average standard deviation of split frequencies: 0.029286
115500 -- (-4779.250) (-4771.526) [-4757.114] (-4777.441) * (-4772.594) (-4791.204) (-4799.324) [-4744.017] -- 0:23:44
116000 -- (-4797.215) (-4791.480) [-4756.416] (-4788.385) * (-4780.868) (-4802.209) (-4797.668) [-4749.144] -- 0:23:45
116500 -- (-4782.530) (-4780.653) [-4744.116] (-4767.251) * (-4791.192) (-4785.327) [-4765.198] (-4761.698) -- 0:23:45
117000 -- (-4785.729) (-4772.897) [-4755.897] (-4767.693) * (-4796.977) (-4779.796) (-4776.377) [-4759.858] -- 0:23:46
117500 -- (-4771.120) [-4758.801] (-4746.128) (-4786.390) * (-4811.532) [-4746.689] (-4778.615) (-4774.382) -- 0:23:47
118000 -- [-4765.989] (-4788.098) (-4757.349) (-4781.119) * (-4797.423) [-4768.022] (-4800.845) (-4769.286) -- 0:23:40
118500 -- (-4772.488) [-4759.047] (-4753.944) (-4777.297) * (-4793.766) (-4756.187) (-4784.588) [-4767.535] -- 0:23:40
119000 -- (-4793.147) [-4758.032] (-4767.028) (-4776.152) * (-4773.301) (-4766.923) (-4801.911) [-4751.989] -- 0:23:41
119500 -- (-4777.541) (-4773.934) [-4759.951] (-4803.114) * (-4774.284) [-4751.468] (-4809.606) (-4760.132) -- 0:23:42
120000 -- (-4792.995) (-4771.201) [-4749.551] (-4778.010) * (-4779.063) [-4754.903] (-4806.570) (-4775.406) -- 0:23:42
Average standard deviation of split frequencies: 0.029088
120500 -- (-4780.644) [-4763.349] (-4772.508) (-4793.948) * [-4757.547] (-4760.405) (-4814.710) (-4770.452) -- 0:23:35
121000 -- (-4787.913) [-4763.704] (-4793.058) (-4769.858) * (-4764.086) [-4755.191] (-4816.181) (-4772.801) -- 0:23:36
121500 -- (-4802.080) [-4768.932] (-4794.488) (-4774.358) * (-4766.975) [-4752.587] (-4771.920) (-4758.946) -- 0:23:37
122000 -- (-4809.216) (-4762.834) (-4789.075) [-4771.229] * (-4781.283) (-4752.389) [-4764.808] (-4769.851) -- 0:23:37
122500 -- (-4789.243) (-4764.387) (-4795.999) [-4766.995] * (-4791.581) [-4761.045] (-4781.802) (-4762.408) -- 0:23:38
123000 -- (-4777.597) (-4796.181) (-4780.406) [-4758.510] * (-4797.964) (-4761.921) [-4789.383] (-4777.211) -- 0:23:31
123500 -- (-4771.939) (-4780.541) (-4787.673) [-4741.915] * (-4806.217) (-4767.781) (-4778.509) [-4755.165] -- 0:23:32
124000 -- [-4755.628] (-4802.086) (-4795.323) (-4751.990) * (-4782.179) (-4773.881) (-4791.279) [-4761.470] -- 0:23:32
124500 -- (-4753.961) (-4799.695) (-4776.204) [-4752.344] * (-4786.256) [-4766.348] (-4768.900) (-4765.906) -- 0:23:33
125000 -- [-4750.899] (-4775.918) (-4773.051) (-4779.873) * (-4766.109) (-4776.007) (-4798.387) [-4756.288] -- 0:23:34
Average standard deviation of split frequencies: 0.028644
125500 -- [-4750.841] (-4782.957) (-4779.654) (-4775.605) * (-4779.177) (-4795.819) (-4779.034) [-4757.711] -- 0:23:27
126000 -- [-4761.425] (-4779.246) (-4771.816) (-4785.554) * (-4803.375) (-4785.885) (-4800.324) [-4744.692] -- 0:23:28
126500 -- (-4753.289) [-4759.868] (-4793.743) (-4768.763) * (-4777.500) (-4782.208) (-4795.319) [-4753.754] -- 0:23:28
127000 -- (-4768.247) (-4759.327) (-4784.867) [-4754.014] * (-4789.700) (-4772.353) (-4798.058) [-4758.863] -- 0:23:29
127500 -- [-4751.367] (-4777.393) (-4799.955) (-4777.937) * (-4793.476) (-4799.385) (-4806.380) [-4751.582] -- 0:23:29
128000 -- (-4773.011) (-4787.457) [-4753.906] (-4787.008) * (-4792.919) (-4795.741) (-4784.527) [-4749.104] -- 0:23:23
128500 -- [-4765.281] (-4788.285) (-4748.081) (-4767.927) * (-4818.920) (-4790.747) (-4777.921) [-4753.238] -- 0:23:23
129000 -- (-4776.375) (-4791.523) [-4754.127] (-4786.033) * (-4819.631) (-4776.251) (-4768.040) [-4749.601] -- 0:23:24
129500 -- (-4758.093) (-4786.143) [-4768.848] (-4815.008) * (-4798.359) (-4796.080) [-4754.511] (-4753.478) -- 0:23:24
130000 -- (-4763.790) (-4789.833) [-4762.322] (-4820.617) * (-4790.384) (-4779.503) (-4751.573) [-4751.522] -- 0:23:25
Average standard deviation of split frequencies: 0.030741
130500 -- (-4760.906) (-4810.503) [-4769.483] (-4813.821) * (-4772.116) (-4779.018) (-4764.817) [-4765.686] -- 0:23:19
131000 -- (-4787.051) (-4765.382) [-4749.588] (-4782.838) * (-4752.973) (-4783.982) (-4786.603) [-4751.508] -- 0:23:19
131500 -- (-4773.953) (-4788.841) [-4743.400] (-4791.492) * (-4750.905) (-4802.077) [-4763.074] (-4783.950) -- 0:23:20
132000 -- (-4777.813) (-4788.060) [-4754.092] (-4801.879) * (-4765.830) (-4792.164) (-4793.085) [-4768.382] -- 0:23:20
132500 -- [-4766.748] (-4780.496) (-4773.186) (-4802.923) * [-4768.589] (-4794.986) (-4773.632) (-4776.825) -- 0:23:21
133000 -- (-4762.918) [-4767.985] (-4775.665) (-4789.149) * (-4783.493) (-4789.758) [-4767.741] (-4792.702) -- 0:23:15
133500 -- (-4776.978) [-4764.272] (-4767.986) (-4828.305) * [-4771.207] (-4793.595) (-4760.434) (-4793.534) -- 0:23:15
134000 -- (-4783.587) [-4767.276] (-4760.053) (-4782.433) * [-4763.879] (-4774.863) (-4767.476) (-4793.779) -- 0:23:15
134500 -- (-4783.361) (-4799.161) (-4776.594) [-4761.922] * [-4757.406] (-4774.255) (-4773.242) (-4811.327) -- 0:23:16
135000 -- [-4769.959] (-4793.050) (-4781.009) (-4761.423) * (-4773.104) [-4758.384] (-4770.087) (-4791.140) -- 0:23:16
Average standard deviation of split frequencies: 0.029210
135500 -- (-4773.403) (-4800.959) (-4765.878) [-4766.257] * [-4759.586] (-4751.946) (-4772.765) (-4817.138) -- 0:23:17
136000 -- [-4754.961] (-4799.162) (-4760.961) (-4791.352) * (-4768.088) [-4754.158] (-4765.544) (-4817.100) -- 0:23:11
136500 -- (-4757.301) (-4770.356) (-4783.958) [-4750.767] * (-4801.847) (-4760.807) (-4770.121) [-4783.105] -- 0:23:11
137000 -- [-4744.959] (-4779.451) (-4797.811) (-4766.654) * (-4801.077) [-4770.199] (-4771.821) (-4774.036) -- 0:23:12
137500 -- [-4745.732] (-4770.603) (-4808.570) (-4755.328) * (-4788.791) (-4767.929) (-4798.230) [-4760.768] -- 0:23:12
138000 -- [-4762.054] (-4768.817) (-4794.041) (-4766.691) * (-4780.739) [-4762.735] (-4772.891) (-4763.822) -- 0:23:12
138500 -- (-4775.252) (-4760.666) (-4785.821) [-4753.494] * (-4788.486) (-4769.511) (-4768.688) [-4768.310] -- 0:23:07
139000 -- (-4791.588) [-4752.431] (-4774.204) (-4788.513) * (-4768.034) (-4769.754) (-4776.007) [-4772.717] -- 0:23:07
139500 -- (-4792.070) [-4760.986] (-4768.469) (-4776.780) * (-4790.738) (-4797.903) [-4757.254] (-4765.590) -- 0:23:07
140000 -- (-4788.308) (-4767.709) (-4775.091) [-4761.327] * (-4797.907) (-4779.113) [-4764.669] (-4763.565) -- 0:23:08
Average standard deviation of split frequencies: 0.028538
140500 -- (-4808.945) [-4750.513] (-4766.043) (-4765.347) * (-4788.219) [-4767.794] (-4769.910) (-4768.738) -- 0:23:08
141000 -- (-4800.723) [-4754.956] (-4779.588) (-4767.187) * (-4790.956) [-4747.993] (-4793.784) (-4783.859) -- 0:23:02
141500 -- (-4793.495) [-4756.773] (-4780.335) (-4757.662) * (-4787.776) [-4761.478] (-4804.144) (-4782.231) -- 0:23:03
142000 -- (-4797.419) [-4756.699] (-4783.661) (-4771.966) * (-4799.509) [-4748.117] (-4780.386) (-4762.094) -- 0:23:03
142500 -- (-4807.613) (-4758.961) [-4767.780] (-4767.950) * (-4779.446) [-4751.373] (-4832.625) (-4753.333) -- 0:23:04
143000 -- (-4806.368) (-4756.549) (-4776.414) [-4762.214] * (-4760.638) (-4771.815) (-4814.750) [-4737.063] -- 0:22:58
143500 -- (-4805.985) (-4769.794) (-4758.010) [-4758.307] * (-4776.181) [-4747.468] (-4821.188) (-4758.335) -- 0:22:58
144000 -- (-4804.240) (-4753.537) (-4756.215) [-4754.662] * (-4767.509) [-4753.992] (-4800.442) (-4773.029) -- 0:22:59
144500 -- (-4792.443) (-4761.561) (-4745.752) [-4768.983] * (-4772.125) [-4762.701] (-4801.781) (-4770.330) -- 0:22:59
145000 -- (-4812.708) (-4779.858) [-4760.047] (-4776.366) * [-4770.584] (-4763.838) (-4789.963) (-4777.073) -- 0:22:59
Average standard deviation of split frequencies: 0.028360
145500 -- (-4816.575) [-4757.115] (-4755.963) (-4766.256) * (-4767.913) [-4766.477] (-4787.298) (-4770.497) -- 0:23:00
146000 -- (-4797.637) [-4741.372] (-4781.082) (-4791.289) * [-4754.047] (-4773.232) (-4784.860) (-4803.731) -- 0:22:54
146500 -- (-4786.646) (-4761.636) [-4767.565] (-4810.831) * (-4766.679) [-4749.863] (-4805.882) (-4783.255) -- 0:22:54
147000 -- (-4802.703) [-4756.365] (-4769.534) (-4789.762) * (-4767.830) [-4754.375] (-4792.652) (-4763.633) -- 0:22:55
147500 -- (-4808.602) (-4765.722) [-4750.751] (-4781.490) * (-4773.159) (-4768.576) (-4806.818) [-4758.860] -- 0:22:55
148000 -- (-4798.438) (-4768.860) [-4744.340] (-4797.411) * [-4769.303] (-4781.762) (-4778.041) (-4771.141) -- 0:22:55
148500 -- (-4832.308) (-4785.304) [-4751.496] (-4783.674) * (-4769.800) (-4774.948) [-4760.502] (-4768.134) -- 0:22:50
149000 -- [-4789.510] (-4782.343) (-4759.747) (-4774.760) * (-4771.929) (-4760.065) (-4780.358) [-4760.093] -- 0:22:50
149500 -- (-4769.512) (-4775.720) [-4756.208] (-4797.793) * (-4761.486) (-4764.451) [-4764.004] (-4775.856) -- 0:22:51
150000 -- (-4787.159) (-4783.930) [-4747.960] (-4773.791) * (-4755.988) [-4756.367] (-4776.306) (-4763.272) -- 0:22:51
Average standard deviation of split frequencies: 0.028127
150500 -- (-4787.299) (-4787.663) [-4760.294] (-4771.996) * (-4754.437) (-4788.203) (-4782.544) [-4768.432] -- 0:22:51
151000 -- [-4789.797] (-4795.643) (-4763.937) (-4778.166) * [-4767.559] (-4797.123) (-4795.222) (-4768.306) -- 0:22:46
151500 -- (-4785.170) (-4771.209) (-4786.293) [-4754.778] * [-4756.356] (-4795.076) (-4779.628) (-4774.410) -- 0:22:46
152000 -- (-4779.309) [-4766.511] (-4792.862) (-4760.935) * [-4752.188] (-4784.430) (-4790.966) (-4799.012) -- 0:22:46
152500 -- (-4810.727) (-4761.213) (-4792.550) [-4758.971] * [-4744.493] (-4792.808) (-4775.884) (-4795.267) -- 0:22:47
153000 -- (-4809.830) [-4742.768] (-4771.140) (-4771.937) * [-4743.485] (-4783.600) (-4770.318) (-4776.627) -- 0:22:47
153500 -- (-4799.317) [-4746.109] (-4762.758) (-4769.893) * [-4748.442] (-4794.303) (-4772.811) (-4777.929) -- 0:22:42
154000 -- (-4793.879) [-4747.110] (-4771.304) (-4791.681) * (-4752.407) (-4791.700) [-4766.441] (-4785.973) -- 0:22:42
154500 -- (-4793.489) [-4755.491] (-4775.556) (-4768.563) * (-4762.347) [-4780.627] (-4781.371) (-4794.459) -- 0:22:42
155000 -- (-4802.043) [-4758.855] (-4771.187) (-4781.130) * (-4753.546) (-4791.752) [-4767.320] (-4805.242) -- 0:22:42
Average standard deviation of split frequencies: 0.026497
155500 -- (-4783.895) [-4767.251] (-4764.224) (-4770.021) * [-4743.610] (-4797.793) (-4785.888) (-4792.021) -- 0:22:43
156000 -- (-4795.094) (-4772.348) [-4780.245] (-4783.275) * [-4745.671] (-4779.141) (-4783.376) (-4774.398) -- 0:22:37
156500 -- (-4804.285) (-4774.235) [-4762.060] (-4774.888) * [-4739.866] (-4776.170) (-4806.869) (-4783.622) -- 0:22:38
157000 -- (-4781.877) (-4794.509) [-4756.802] (-4770.035) * [-4745.697] (-4761.360) (-4808.922) (-4768.592) -- 0:22:38
157500 -- [-4766.551] (-4798.237) (-4771.048) (-4792.456) * (-4761.583) (-4779.640) (-4805.614) [-4761.974] -- 0:22:38
158000 -- [-4764.540] (-4827.746) (-4774.636) (-4781.019) * (-4761.830) (-4778.243) (-4794.753) [-4754.475] -- 0:22:38
158500 -- (-4779.075) (-4816.984) [-4740.441] (-4777.738) * [-4753.273] (-4769.698) (-4774.789) (-4770.089) -- 0:22:33
159000 -- [-4759.395] (-4785.018) (-4761.779) (-4788.785) * (-4758.784) (-4769.909) (-4791.032) [-4774.825] -- 0:22:34
159500 -- [-4750.032] (-4783.594) (-4777.494) (-4775.830) * (-4757.071) [-4756.925] (-4799.799) (-4787.250) -- 0:22:34
160000 -- [-4750.314] (-4771.699) (-4797.653) (-4779.380) * (-4764.758) [-4749.100] (-4786.218) (-4771.775) -- 0:22:34
Average standard deviation of split frequencies: 0.024640
160500 -- (-4754.909) (-4766.400) (-4797.232) [-4762.882] * (-4768.009) [-4745.553] (-4781.660) (-4786.683) -- 0:22:34
161000 -- [-4746.955] (-4778.392) (-4775.172) (-4781.410) * (-4766.795) [-4751.798] (-4802.577) (-4777.784) -- 0:22:34
161500 -- (-4750.614) [-4763.491] (-4802.186) (-4819.666) * (-4777.637) (-4755.965) (-4778.855) [-4746.938] -- 0:22:29
162000 -- [-4758.809] (-4775.010) (-4794.939) (-4783.250) * (-4777.487) (-4754.559) (-4789.672) [-4743.171] -- 0:22:30
162500 -- (-4779.405) [-4756.912] (-4799.911) (-4759.803) * (-4777.642) [-4748.477] (-4779.997) (-4757.193) -- 0:22:30
163000 -- (-4770.713) [-4754.373] (-4783.920) (-4775.797) * (-4793.100) (-4760.074) [-4766.184] (-4764.843) -- 0:22:30
163500 -- (-4801.280) (-4742.827) (-4777.357) [-4756.927] * [-4761.366] (-4778.289) (-4782.282) (-4778.454) -- 0:22:30
164000 -- (-4782.667) [-4751.567] (-4784.841) (-4767.296) * (-4760.109) [-4773.181] (-4775.292) (-4770.401) -- 0:22:25
164500 -- (-4782.871) (-4758.833) (-4779.205) [-4763.034] * [-4752.982] (-4771.321) (-4799.770) (-4778.322) -- 0:22:25
165000 -- (-4780.575) [-4762.660] (-4783.025) (-4754.821) * (-4769.053) [-4766.155] (-4770.228) (-4775.400) -- 0:22:26
Average standard deviation of split frequencies: 0.023077
165500 -- (-4798.225) (-4776.400) (-4771.567) [-4755.817] * (-4763.591) [-4762.213] (-4776.735) (-4785.684) -- 0:22:26
166000 -- (-4773.630) (-4791.209) (-4770.533) [-4757.755] * [-4749.991] (-4767.224) (-4772.413) (-4788.588) -- 0:22:26
166500 -- (-4779.915) (-4777.507) [-4766.286] (-4780.837) * [-4756.674] (-4760.901) (-4777.428) (-4770.425) -- 0:22:26
167000 -- (-4778.798) [-4775.712] (-4748.352) (-4774.191) * [-4745.874] (-4767.898) (-4778.541) (-4774.741) -- 0:22:21
167500 -- (-4762.581) (-4798.264) (-4759.970) [-4765.076] * [-4763.163] (-4754.391) (-4801.246) (-4793.899) -- 0:22:21
168000 -- (-4795.851) (-4798.410) [-4764.380] (-4788.637) * [-4750.945] (-4759.512) (-4796.733) (-4792.888) -- 0:22:22
168500 -- (-4781.758) (-4798.493) (-4762.869) [-4767.853] * (-4769.258) (-4769.637) (-4821.964) [-4780.515] -- 0:22:22
169000 -- [-4753.063] (-4809.930) (-4752.868) (-4774.459) * (-4775.407) [-4764.673] (-4814.123) (-4774.762) -- 0:22:22
169500 -- [-4751.209] (-4779.931) (-4759.682) (-4765.564) * (-4773.834) [-4763.030] (-4806.119) (-4779.813) -- 0:22:17
170000 -- [-4744.271] (-4774.417) (-4763.642) (-4776.741) * [-4748.218] (-4773.009) (-4784.503) (-4795.640) -- 0:22:17
Average standard deviation of split frequencies: 0.021800
170500 -- [-4755.536] (-4790.058) (-4808.034) (-4778.875) * [-4765.922] (-4778.404) (-4783.167) (-4787.603) -- 0:22:17
171000 -- [-4774.047] (-4774.205) (-4786.678) (-4765.754) * (-4786.326) (-4778.495) [-4772.389] (-4773.603) -- 0:22:18
171500 -- (-4786.270) [-4770.732] (-4780.227) (-4777.042) * [-4769.334] (-4766.822) (-4774.106) (-4788.801) -- 0:22:18
172000 -- (-4814.641) (-4779.981) (-4770.812) [-4762.387] * (-4778.756) (-4776.127) [-4760.663] (-4791.073) -- 0:22:13
172500 -- (-4775.311) (-4771.046) (-4788.146) [-4758.686] * (-4797.403) [-4749.498] (-4770.074) (-4785.154) -- 0:22:13
173000 -- (-4784.753) [-4767.585] (-4780.000) (-4772.166) * (-4776.199) [-4745.125] (-4786.203) (-4782.074) -- 0:22:13
173500 -- (-4775.870) [-4755.131] (-4763.283) (-4774.193) * (-4783.142) [-4749.772] (-4783.902) (-4790.862) -- 0:22:13
174000 -- (-4788.132) [-4743.861] (-4774.891) (-4783.936) * (-4792.726) [-4757.856] (-4803.156) (-4787.010) -- 0:22:13
174500 -- (-4783.426) [-4752.117] (-4771.638) (-4797.645) * (-4798.537) [-4757.206] (-4776.124) (-4783.025) -- 0:22:14
175000 -- (-4776.560) (-4769.152) [-4755.871] (-4792.732) * (-4795.277) [-4751.172] (-4774.931) (-4787.813) -- 0:22:09
Average standard deviation of split frequencies: 0.019632
175500 -- (-4790.599) (-4767.495) (-4791.905) [-4767.103] * (-4818.250) [-4746.200] (-4786.242) (-4782.944) -- 0:22:09
176000 -- (-4786.435) (-4761.027) (-4776.719) [-4753.776] * (-4795.292) (-4753.423) [-4778.378] (-4760.583) -- 0:22:09
176500 -- (-4792.592) (-4783.388) [-4759.676] (-4770.748) * (-4796.854) [-4748.467] (-4785.350) (-4782.198) -- 0:22:09
177000 -- (-4815.829) (-4774.991) [-4737.116] (-4771.152) * (-4782.505) (-4744.208) [-4775.310] (-4780.463) -- 0:22:09
177500 -- (-4798.648) (-4792.988) [-4742.037] (-4805.473) * (-4802.255) [-4762.779] (-4774.869) (-4792.123) -- 0:22:09
178000 -- (-4784.187) (-4788.746) [-4741.139] (-4800.556) * (-4810.299) (-4759.889) [-4774.341] (-4782.686) -- 0:22:05
178500 -- (-4789.030) (-4786.268) [-4740.419] (-4800.107) * (-4788.704) (-4794.524) [-4754.853] (-4785.820) -- 0:22:05
179000 -- (-4781.647) (-4777.358) [-4754.446] (-4785.509) * (-4806.204) (-4773.348) [-4750.634] (-4756.344) -- 0:22:05
179500 -- (-4791.415) (-4804.021) [-4750.669] (-4778.703) * (-4797.569) (-4777.515) [-4751.077] (-4756.976) -- 0:22:05
180000 -- (-4806.175) (-4790.966) [-4755.661] (-4803.139) * (-4813.069) (-4763.464) (-4774.669) [-4749.836] -- 0:22:05
Average standard deviation of split frequencies: 0.019486
180500 -- (-4788.915) (-4787.798) [-4741.886] (-4807.487) * (-4804.094) (-4770.121) (-4784.561) [-4759.956] -- 0:22:05
181000 -- (-4766.393) (-4793.945) [-4759.392] (-4785.839) * (-4803.370) (-4754.468) (-4782.006) [-4762.417] -- 0:22:01
181500 -- (-4761.091) (-4781.980) [-4759.132] (-4797.373) * (-4781.314) [-4755.472] (-4782.883) (-4767.666) -- 0:22:01
182000 -- [-4750.248] (-4804.659) (-4767.671) (-4777.463) * (-4786.872) [-4757.206] (-4759.402) (-4762.707) -- 0:22:01
182500 -- (-4758.541) (-4788.491) [-4766.851] (-4796.487) * (-4784.926) (-4756.658) (-4787.918) [-4748.504] -- 0:22:01
183000 -- (-4752.961) (-4797.004) [-4776.793] (-4804.984) * (-4776.825) (-4755.420) (-4795.588) [-4761.147] -- 0:22:01
183500 -- (-4763.738) (-4785.020) [-4770.344] (-4782.595) * (-4787.705) (-4754.130) (-4793.039) [-4741.685] -- 0:21:57
184000 -- (-4771.205) [-4772.367] (-4769.899) (-4781.900) * (-4801.761) (-4760.160) (-4778.856) [-4747.413] -- 0:21:57
184500 -- [-4763.476] (-4778.183) (-4769.531) (-4795.937) * (-4779.271) [-4751.064] (-4788.373) (-4757.420) -- 0:21:57
185000 -- [-4758.065] (-4766.929) (-4772.807) (-4778.980) * (-4770.925) [-4763.596] (-4801.556) (-4758.815) -- 0:21:57
Average standard deviation of split frequencies: 0.019494
185500 -- (-4770.142) [-4758.111] (-4780.232) (-4788.793) * (-4790.993) [-4752.944] (-4797.358) (-4765.880) -- 0:21:57
186000 -- [-4757.975] (-4769.633) (-4779.849) (-4792.246) * (-4781.456) [-4769.697] (-4790.091) (-4751.784) -- 0:21:57
186500 -- [-4748.655] (-4763.393) (-4778.603) (-4780.909) * (-4778.938) (-4791.265) (-4780.234) [-4751.226] -- 0:21:52
187000 -- [-4756.610] (-4758.264) (-4795.586) (-4798.140) * (-4802.444) [-4764.763] (-4774.025) (-4754.997) -- 0:21:52
187500 -- [-4748.241] (-4756.881) (-4793.110) (-4789.724) * (-4812.585) (-4775.549) (-4771.430) [-4767.294] -- 0:21:53
188000 -- (-4764.048) [-4748.671] (-4815.451) (-4772.926) * [-4763.953] (-4777.024) (-4797.169) (-4775.104) -- 0:21:53
188500 -- (-4767.950) [-4762.644] (-4792.498) (-4777.794) * 