Homologs in group_25

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16 homologs were identified in 7 genomes with OrthoFinder.
The following table displays the locus tag of each homolog, the organism to which it belongs, the gene name and product.

Locus tag Identity Source Gene Product
FBDBKF_09485 FBDBKF_09485 68.5 Morganella morganii S1 - Big-1 domain-containing protein
EHELCC_09925 EHELCC_09925 68.5 Morganella morganii S2 - Big-1 domain-containing protein
EHELCC_09935 EHELCC_09935 100.0 Morganella morganii S2 - Big-1 domain-containing protein
NLDBIP_10280 NLDBIP_10280 82.5 Morganella morganii S4 - invasin domain 3-containing protein
NLDBIP_19245 NLDBIP_19245 68.5 Morganella morganii S4 - Big-1 domain-containing protein
NLDBIP_19255 NLDBIP_19255 99.7 Morganella morganii S4 - Big-1 domain-containing protein
LHKJJB_11075 LHKJJB_11075 82.5 Morganella morganii S3 - invasin domain 3-containing protein
LHKJJB_19115 LHKJJB_19115 99.7 Morganella morganii S3 - Big-1 domain-containing protein
LHKJJB_19125 LHKJJB_19125 68.5 Morganella morganii S3 - Big-1 domain-containing protein
HKOGLL_14135 HKOGLL_14135 82.5 Morganella morganii S5 - invasin domain 3-containing protein
HKOGLL_18895 HKOGLL_18895 99.7 Morganella morganii S5 - Big-1 domain-containing protein
HKOGLL_18905 HKOGLL_18905 68.5 Morganella morganii S5 - Big-1 domain-containing protein
F4V73_RS10495 F4V73_RS10495 73.4 Morganella psychrotolerans - invasin domain 3-containing protein
F4V73_RS10505 F4V73_RS10505 46.7 Morganella psychrotolerans - Ig-like domain-containing protein
PMI_RS00110 PMI_RS00110 27.1 Proteus mirabilis HI4320 - Ig-like domain-containing protein
PMI_RS19225 PMI_RS19225 38.4 Proteus mirabilis HI4320 - Ig-like domain-containing protein

Distribution of the homologs in the orthogroup group_25

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Number of homologs in each genome (first column) and amino-acid identity of the closest homolog (second column).

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Phylogeny of the RefSeq best hits of group_25

Swissprot accession Eval Score ID (%) N gaps Alignment length Annot score Gene Description Organism
P19809 4.88e-84 302 34 22 642 1 eae Intimin Escherichia coli O127:H6 (strain E2348/69 / EPEC)
P43261 1.57e-83 301 35 18 585 1 eae Intimin Escherichia coli O157:H7
Q07591 1.35e-82 298 34 17 585 3 eae Intimin Citrobacter freundii
O31000 9.41e-82 295 40 9 380 3 eae Intimin Escherichia coli O111:H-
Q8X8V7 3.66e-81 304 33 11 548 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O157:H7
Q8X8V7 1.28e-60 236 27 75 1827 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O157:H7
Q8X8V7 9.59e-55 217 26 79 1951 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O157:H7
Q8X8V7 3.94e-49 199 26 89 2114 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O157:H7
B7NC15 1.44e-79 299 38 6 394 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O17:K52:H18 (strain UMN026 / ExPEC)
B7NC15 2.15e-57 226 27 73 1814 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O17:K52:H18 (strain UMN026 / ExPEC)
B7NC15 4.18e-52 208 26 71 1911 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O17:K52:H18 (strain UMN026 / ExPEC)
B7NC15 4.82e-50 202 27 65 1800 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O17:K52:H18 (strain UMN026 / ExPEC)
B7NC15 1.4e-47 193 26 79 2080 3 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli O17:K52:H18 (strain UMN026 / ExPEC)
P76347 4.28e-79 297 33 12 552 1 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli (strain K12)
P76347 5.94e-47 191 26 68 1735 1 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli (strain K12)
P76347 8.26e-45 184 26 66 1721 1 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli (strain K12)
P76347 3.66e-42 176 26 56 1582 1 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli (strain K12)
P76347 1.12e-41 174 27 56 1302 1 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli (strain K12)
P76347 1.21e-37 160 26 70 1677 1 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli (strain K12)
P76347 1.06e-26 124 27 31 820 1 yeeJ Inverse autotransporter adhesin YeeJ Escherichia coli (strain K12)
P11922 8.56e-72 266 30 25 785 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 5.35e-25 118 35 7 280 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 7.55e-21 105 33 6 296 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 8.08e-21 104 33 7 289 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 4.92e-20 102 33 7 270 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 1.14e-19 101 35 7 269 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 2.36e-19 100 34 8 277 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 1.24e-18 97 33 7 278 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 2.53e-18 96 33 8 272 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 5.32e-18 95 34 6 255 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P11922 1.06e-16 91 33 7 269 1 YPTB1668 Invasin Yersinia pseudotuberculosis serotype I (strain IP32953)
P19196 3.5e-69 255 37 8 374 3 None Invasin Yersinia enterocolitica
P19196 1.68e-07 61 30 3 178 3 None Invasin Yersinia enterocolitica
P36943 8.04e-52 189 36 6 276 5 eaeH Putative attaching and effacing protein homolog Escherichia coli (strain K12)
P39165 3.47e-44 172 30 11 420 3 ychO Uncharacterized protein YchO Escherichia coli (strain K12)
P13466 2.3e-14 83 25 12 453 1 abpC Gelation factor Dictyostelium discoideum
P13466 6.32e-14 82 25 18 566 1 abpC Gelation factor Dictyostelium discoideum
P13466 4.26e-13 79 25 17 482 1 abpC Gelation factor Dictyostelium discoideum
P13466 1.37e-12 77 24 19 592 1 abpC Gelation factor Dictyostelium discoideum
P13466 2.42e-12 77 23 17 583 1 abpC Gelation factor Dictyostelium discoideum
P13466 9e-12 75 25 13 450 1 abpC Gelation factor Dictyostelium discoideum
P13466 6.37e-11 72 23 16 570 1 abpC Gelation factor Dictyostelium discoideum
P13466 2.21e-09 67 24 13 466 1 abpC Gelation factor Dictyostelium discoideum
P13466 1.3e-08 64 23 12 453 1 abpC Gelation factor Dictyostelium discoideum
P13466 0.000439 50 23 10 355 1 abpC Gelation factor Dictyostelium discoideum
Q80X90 3e-14 84 22 47 1271 1 Flnb Filamin-B Mus musculus
Q80X90 6.27e-14 82 22 26 824 1 Flnb Filamin-B Mus musculus
Q80X90 1.54e-13 81 21 33 975 1 Flnb Filamin-B Mus musculus
Q80X90 2.5e-13 80 22 25 831 1 Flnb Filamin-B Mus musculus
Q80X90 2.36e-11 74 22 29 804 1 Flnb Filamin-B Mus musculus
Q80X90 9.47e-10 68 23 23 606 1 Flnb Filamin-B Mus musculus
Q80X90 9.67e-09 65 20 54 1343 1 Flnb Filamin-B Mus musculus
Q80X90 1.57e-06 58 21 28 795 1 Flnb Filamin-B Mus musculus
Q80X90 7.94e-06 56 21 21 701 1 Flnb Filamin-B Mus musculus
O75369 1.95e-13 81 21 41 1172 1 FLNB Filamin-B Homo sapiens
O75369 9.23e-12 75 20 42 1329 1 FLNB Filamin-B Homo sapiens
O75369 2.63e-11 74 21 37 1046 1 FLNB Filamin-B Homo sapiens
O75369 5.58e-10 69 21 33 965 1 FLNB Filamin-B Homo sapiens
O75369 6.25e-07 59 21 28 798 1 FLNB Filamin-B Homo sapiens
Q14315 2.21e-12 77 21 58 1486 1 FLNC Filamin-C Homo sapiens
Q14315 5.8e-10 69 22 26 688 1 FLNC Filamin-C Homo sapiens
Q14315 3.86e-09 67 21 33 956 1 FLNC Filamin-C Homo sapiens
Q14315 5.05e-09 66 22 31 928 1 FLNC Filamin-C Homo sapiens
Q14315 1.3e-07 62 20 40 1138 1 FLNC Filamin-C Homo sapiens
Q14315 9.43e-06 55 21 38 999 1 FLNC Filamin-C Homo sapiens
Q14315 5.44e-05 53 21 20 593 1 FLNC Filamin-C Homo sapiens
Q8VHX6 6.92e-12 76 21 60 1493 1 Flnc Filamin-C Mus musculus
Q8VHX6 2.74e-11 73 21 30 927 1 Flnc Filamin-C Mus musculus
Q8VHX6 2.54e-09 67 22 28 691 1 Flnc Filamin-C Mus musculus
Q8VHX6 4.17e-09 67 20 28 946 1 Flnc Filamin-C Mus musculus
Q8VHX6 3.67e-07 60 20 39 1136 1 Flnc Filamin-C Mus musculus
Q8VHX6 1.57e-06 58 20 37 1018 1 Flnc Filamin-C Mus musculus
D3ZHA0 3.96e-11 73 21 30 924 1 Flnc Filamin-C Rattus norvegicus
D3ZHA0 1.47e-10 71 20 58 1482 1 Flnc Filamin-C Rattus norvegicus
D3ZHA0 1.56e-09 68 20 28 946 1 Flnc Filamin-C Rattus norvegicus
D3ZHA0 3.46e-09 67 21 26 687 1 Flnc Filamin-C Rattus norvegicus
D3ZHA0 1.79e-06 58 21 37 1018 1 Flnc Filamin-C Rattus norvegicus
D3ZHA0 3.64e-05 53 20 21 800 1 Flnc Filamin-C Rattus norvegicus
D3ZHA0 0.000109 52 21 26 793 1 Flnc Filamin-C Rattus norvegicus
P21333 3.92e-09 67 20 27 859 1 FLNA Filamin-A Homo sapiens
P21333 4.75e-09 66 20 41 1138 1 FLNA Filamin-A Homo sapiens
P21333 6.58e-05 53 20 30 914 1 FLNA Filamin-A Homo sapiens
P21333 0.000141 52 19 26 811 1 FLNA Filamin-A Homo sapiens
Q8BTM8 4.87e-07 60 20 31 922 1 Flna Filamin-A Mus musculus
Q8BTM8 0.000133 52 20 34 1013 1 Flna Filamin-A Mus musculus

  • Number of RefSeq hits:

General

Source Morganella morganii S1
Locus tag FBDBKF_09475
Feature type CDS
Gene -
Product Big-1 domain-containing protein
Location 122348 - 132379 (strand: -1)
Length 10032 (nucleotides) / 3343 (amino acids)

Contig

Accession contig_10
Length 146103 nucleotides
Topology linear
Plasmid False

Orthology

Orthogroup group_25
Orthogroup size 17
N. genomes 7

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Genomic region

Domains

PF02369 Bacterial Ig-like domain (group 1)
PF09134 Invasin, domain 3
PF11924 Inverse autotransporter, beta-domain
PF13620 Carboxypeptidase regulatory-like domain

COG entry Annotation(s)

ID Function(s) descr. Function(s) cat. Description
COG3210 Intracellular trafficking, secretion, and vesicular transport (U) U Large exoprotein involved in heme utilization or adhesion

Kegg Ortholog Annotation(s)

KO Description Pathways Modules
K13735 adhesin/invasin Bacterial invasion of epithelial cells
Yersinia infection
-

Protein Sequence

MPVTSYYSKTKRVTAYLLLFLQLFFPVSTATLSVAQAAEQNDALIMSETFDGLNALMDTSQAPPPKPQDGKTTSGSKLSGEGFTVEMPSGSEYGVMPAGSDNGFISGQNGMPFPMSVSTLPDPANPAPRDNTVRTDDIFSALPTLGLPDISPEDEAAKNEARWAGNASQAGQILSSEDAVDASLGYVRGIGENLLNQQVNDWLNQVGHARIQFGSNKTGDADVLVPLVDNPNSLFFSQIGLRANEERTTTNLGLGYRQYEDGWMWGVNSFYDYDITGSNSRVGVGGELWANYLKFAANGYFRVTDWHQSKLHEMRDYDERPANGFDIRAEGYLPDYPQLGAFAKYEQYFGDGVSLASTTSSGELKSNPSVSTIGLSYTPFPLITFKGQTSRGDSNDSQIGMELSYRFGVPLSQQLDTDNVDLMRNLAGNRYDFVDRNYNIVMQYRKQELLRIALPPTLNGEAAQTLPVTVSVLKAKYGLKSLRWSAPELLANGGEIKQTGLTTADITLPEYIFMDRNGGPQGYRVTAVGEDNEGNPSNTAEMWVNVIPSVETITKLTVTPNQSLIANNSDQFTAVALLQNDKGEVLPNKAVTFSVSGLKNPEGVTIYDADGNSGQTLTVISGPDGTATVKIISKSAGKGLLKAKMRNGNSRTEAITYIADLSTAKIKTLELTNNKAVADGQAKNIAVATVTDQFDNLVENFPLTARADNGATVIDPNQQTDSNGLVTIRFSSETAGDSKLVVEGTGTSKSVTAQFIADISTAKIQSAVVTQDGAKADGKAKNEVLVTVTDSRNNPLAGAPVTIKVPGTARYQTQPVSGLTDSRGQLRVSISNTKAGSDNYTFSINGDDAVRALKFVADETTATITDASLVIVTNNQKADGAAANSVRATIVDAYNNPVPGIAVQFVTDHGALPSQMQINTDADGNALFELTNTRAGNTKVTAQVNTKSASKTVMFTADSSTAEILASNLTITADNSAADGASVNSVKAIVTDAQGNVVPYVAVLFTADNGASPASQSLLTNEQGEVTFSLTSTRAVQVAVKAKINTSEPSVTVTFKADSANPDAQKSSLTADPMTIVADGQTTSTLHFILKDRQGNLIPGQTVVFGTALAGTTVSGTTENPDGTYTATLKGVKAGDAKVSITLNGKAFAVAPVTVKLTADNGNLSGDKSQLTAVPDTIVADGKTSSTLTLSLKDVNDNAVSGQEVVFSTTLADTVFSAVRDNADGTYTATLKGTKSGTAKIKVTVNNAVLAVTEVSIKLTADSGNLDKGKSSLAAVPDTIVADGNTTSAITLTLRDVNNNPVAGQVALFSTTLKDTTFGTVTDNQDGTYTATLKGTKSGNAQISVTLNGKAFAVAPVTVKLTADSSNLDQGKSSLTAAPLSIVANDTATSSLTLTLKDGNDNPVPGQTVLFSTTLGGTTFSGVTDNQDGTYTATLKGKTAGDAVLKVTVNGAVLTVAPVTVKLTADSGNLDKDQSVLEASPLTIVANDTTTSALKLTLKDANGNLVSGQTVLFSTTLGGTTFSGVTDNQDGTYTATLKGKTAGDAALKVTVNGTELPVSQVTVTLTPDSTNLDKNKSSLTAVPLSIVADDASVSDLKLILKDANGNLVPGQQVLFSTTLGGTTFSGVTDNHDGTYTATLKGTKAGDALLTVTVNGAVLEVAPVTVKLTADSGNLDKDQSVLEASPLSIVANDTTTSALKLTLKDANGNLVSGQTVLFSTTLANTTFGTVTDNQDGTYTATLKGKTAGDAVIKVTVGGNPLDVAPVTVTLTPDSTNLDKNKSSLTAVPLSIVADDTSVSDLKLILKDANGNLVPGQTVLFSTTLGGTTFSGVTDNHDGTYTATLKGKTAGDALLKVTVNGAVLEVAPVTVTLTADNGNLDKDKSVLEAAPLSIVANGTAESTLKLTLKDVNGNLVSGQTVQFTTTLADTTFSGVTDNQDGTYSATLKGTKSGAAPLTVIVNGTGLAVAPVTVTLTPDSANPDKDKSVLTASPLTIVADNATTSSLKLTLKDTYGNLIPGQTVLFSTDLENTTFSGVTDNHDGTYTATLKGTKSGTAALKVTVNGTELAVAPVSVKLIGDKDHLDEDKSSLTAAPLSIVANNTATSSLTLTLKDVNNNPVIGQTVLFSTDLADTTFTTVKDNQDGTYTATLKGTKAGDALLKVTVNGAVLEVAPVTVTLTADSSNLDKDKSSLTAAPLTIVANNTTTSEVKLTLKDANGNLVSGQTVLFSTTLANTTFGTVNDNQDGTYTATLKGKTAGDAVIKVTVGGNALEVAPVTVKLTADSSNLDKDKSVLEAAPLSIVADNATESTVKLTLKDVNGNLVSGQTVLFSTTLANTTFGTVKDNQDGTYTATLKGKTAGAAEIKVTVGGNALEVAPVTVTLTPDSSKLDKDKSSLTAVPLTIVADGATESALTLTLKDVNGNLVPGQTVLFSTGLADTTFSGVTDNQDGTYTATLKGTKSGNALLKVTVNSAELAVAPVTVKLIGDQDNLDKDKSALTADPLTIVANNTTTSLVKLTLKDINDNPVTGQTVLFSTTLANTTFGTVTDNQDGTYTATLQGKTAGAAVIKVTVGGNALEVAPVTVTLTADSSKLDKDKSSLTAVPLTIVADGATESVLTLTLKDVNDNPVTGQTVLFSTGLADTTFSTVTDNLDGTYTGTLKGTKSGDALLKVTVNGTVLEVAPVTVKLTADSSNLDKDKSALTADPLTIVANNTATSALKLILKDANGNLVSGQTVLFSTELANTTFGTVTDNHDGTYTATLKGTKAGDALLKVTVNGTVLEVAPVTVKLTADSSNLDKDKSSLTATPLTIVANNTTTSEVKLTLKDAYDNPVSGQTVLFSTTLANTTFGTVTDNHDGTYTATLKGKTAGDAEIKVTVGGNALEVAPVTVKLTADSSNLDKDKSVLTATPLTIVANNTATSALKLTLKDANDNPVAGQTVLFSTTLGGTTFSGVTDNQDGTYTATLKGKTAGDAPLTVTVNGTELPVAGVTVTLTGDAATATITNVKLNGALARKIANGTDSFEFIAEVRDANGNPVSGVTTNWTSTAGSAAVLSATSKQTDAAGNATVKLTSTKTPVYDIVVSAAQGSQAAVNADKKVSFEELFSTSVLVIDAIAAGDKPVNGAHVKIFSEDGSELLYETTTDATGKFKVDLVGGKYAVKITANNYDDYDDFMDVKSGADTNFKFALSPALGTEFGRIILQWSENPRDLDSYLLVPPASGSGSRIKVNYQNKTPSGADASLDKDQTTAPGIETITMTKSHKGTYTYYVQNFAGPNAKLSTAKVQIFLNKDLTLKPGTSRTMSFSAPDLVVDAKAQWIVFDIIVDSNNEVQVVTRGTVDANQPN

Flanking regions ( +/- flanking 50bp)

TTTTCTGATTATTACTTTATGGCTTTAATCTTACTTTCGGGGATGTATTCATGCCTGTGACTTCGTATTACTCAAAAACAAAAAGGGTAACAGCTTATCTGTTGCTCTTTTTGCAGTTATTTTTTCCGGTGTCGACGGCAACATTATCTGTTGCACAGGCGGCAGAGCAAAACGATGCATTAATCATGTCAGAAACATTTGACGGACTTAATGCACTGATGGATACATCTCAGGCTCCGCCTCCGAAACCGCAGGACGGAAAAACCACCTCCGGCAGTAAGCTGAGCGGTGAGGGATTTACCGTTGAGATGCCGTCCGGCAGTGAATACGGTGTGATGCCGGCCGGTTCGGATAACGGTTTTATCTCCGGTCAGAACGGCATGCCGTTCCCGATGAGTGTCAGCACGCTGCCTGACCCGGCAAATCCGGCACCGCGTGATAATACCGTGCGGACCGATGATATCTTCAGTGCCCTGCCGACCCTCGGTCTGCCGGATATTTCTCCGGAAGATGAAGCAGCAAAGAATGAAGCCCGCTGGGCGGGTAACGCTTCACAGGCCGGGCAGATCCTCTCCAGTGAGGATGCGGTGGATGCATCCCTCGGTTATGTGCGCGGTATCGGTGAAAACCTGCTTAACCAGCAGGTGAATGACTGGCTGAACCAGGTGGGCCATGCCCGCATTCAGTTCGGCAGTAATAAAACCGGTGATGCGGACGTACTGGTCCCGTTAGTTGATAACCCGAACAGCCTGTTCTTCTCACAGATCGGGCTTCGCGCTAATGAAGAACGTACTACCACCAACCTCGGTCTGGGTTACCGTCAGTATGAAGACGGCTGGATGTGGGGGGTTAACAGCTTTTATGACTACGATATCACCGGCAGTAACTCGCGGGTCGGTGTCGGCGGTGAGTTATGGGCCAATTACCTGAAGTTTGCGGCTAACGGCTACTTCAGGGTAACAGACTGGCACCAGTCAAAACTGCACGAAATGCGCGATTACGATGAACGCCCGGCGAACGGGTTTGATATCCGTGCGGAGGGCTATCTGCCTGATTATCCGCAGTTAGGTGCATTTGCAAAATATGAACAGTACTTCGGTGACGGCGTCAGCCTGGCCAGTACCACCTCTTCCGGTGAGCTGAAAAGTAACCCGTCGGTCTCCACCATCGGGCTCAGTTACACCCCGTTCCCGCTGATCACGTTCAAAGGTCAGACATCCCGTGGTGATTCCAACGACAGCCAGATTGGTATGGAGCTTTCCTACCGTTTCGGCGTACCGCTGTCACAGCAGCTGGATACCGACAATGTTGATCTGATGCGTAACCTGGCGGGTAACCGTTACGACTTCGTCGACAGAAATTACAACATCGTGATGCAGTACCGTAAGCAGGAACTGCTGCGGATTGCCCTGCCGCCGACACTCAACGGTGAAGCGGCACAGACACTGCCGGTGACGGTCAGTGTGCTGAAAGCCAAATACGGCCTGAAATCACTGCGCTGGTCAGCACCTGAACTGCTGGCAAACGGCGGTGAGATCAAACAGACCGGGCTGACCACGGCGGATATTACGCTGCCGGAATATATTTTTATGGATCGTAACGGCGGGCCGCAGGGCTACCGTGTGACAGCTGTCGGTGAAGATAACGAGGGCAACCCGTCTAACACCGCAGAAATGTGGGTGAATGTTATTCCGTCAGTGGAAACCATCACCAAACTGACCGTCACGCCGAACCAATCCTTAATCGCCAACAACAGCGACCAGTTTACCGCTGTGGCACTGTTACAGAATGACAAGGGCGAAGTGCTGCCGAATAAAGCAGTGACTTTCAGCGTTTCCGGCCTGAAAAATCCGGAAGGCGTGACCATTTATGATGCGGACGGCAACAGCGGCCAGACACTGACCGTGATTTCCGGGCCGGATGGCACGGCGACCGTGAAAATCATCAGTAAATCCGCCGGTAAAGGATTGCTGAAAGCCAAGATGCGTAACGGTAACAGCCGTACCGAAGCGATCACCTATATTGCGGATCTCAGTACCGCAAAAATCAAAACGCTTGAATTAACCAATAACAAAGCAGTGGCTGACGGCCAGGCGAAAAACATCGCTGTGGCAACGGTGACTGACCAGTTTGATAACCTGGTGGAAAACTTCCCGTTAACGGCCAGAGCGGATAACGGTGCAACAGTTATTGATCCGAACCAGCAGACTGACAGCAACGGCCTGGTCACTATCCGTTTCAGCAGTGAAACTGCCGGGGATTCCAAACTGGTGGTTGAGGGAACGGGCACGTCGAAGAGTGTGACAGCACAGTTTATCGCGGATATCAGTACCGCGAAGATCCAGAGTGCGGTCGTGACTCAGGATGGGGCGAAAGCAGACGGTAAAGCGAAAAATGAGGTTCTGGTGACTGTCACTGACAGCCGCAATAACCCGTTAGCCGGTGCACCGGTCACCATCAAAGTGCCGGGAACCGCCCGTTATCAGACCCAGCCGGTCAGTGGTCTGACAGACAGCCGTGGTCAGTTGCGTGTCAGTATCAGCAATACCAAAGCCGGTTCTGATAACTATACCTTCAGTATTAACGGCGATGATGCGGTACGTGCACTGAAATTTGTGGCGGATGAAACCACGGCAACCATTACGGATGCCAGCCTGGTTATCGTCACCAATAATCAGAAAGCAGATGGTGCGGCAGCAAACAGTGTAAGAGCGACCATTGTTGATGCTTACAATAACCCGGTTCCGGGGATCGCGGTGCAGTTTGTCACCGATCACGGCGCACTTCCGTCTCAGATGCAGATCAATACGGATGCGGACGGTAATGCACTGTTTGAACTGACAAATACCCGTGCGGGTAACACTAAAGTCACTGCACAGGTCAATACCAAATCCGCATCAAAAACCGTGATGTTTACAGCGGACAGCTCGACAGCGGAAATTCTGGCATCGAACCTTACGATAACCGCAGATAACAGCGCGGCGGATGGTGCATCCGTCAACAGTGTGAAAGCGATTGTCACCGATGCACAGGGTAACGTTGTGCCGTATGTGGCCGTTCTTTTCACTGCGGATAATGGCGCGTCTCCGGCTTCACAATCACTGCTGACCAATGAGCAGGGTGAGGTAACCTTCAGCCTGACCAGTACCCGTGCGGTACAGGTTGCGGTTAAAGCGAAGATTAACACCAGTGAGCCTTCTGTTACTGTCACCTTTAAGGCAGACAGTGCGAACCCTGATGCTCAGAAATCCTCGCTGACAGCTGATCCGATGACGATCGTGGCAGACGGGCAGACAACATCAACGCTGCATTTCATCTTAAAAGATCGTCAGGGGAACCTGATCCCGGGCCAGACTGTGGTCTTCGGAACCGCGCTGGCGGGAACCACGGTGAGCGGTACGACCGAAAATCCGGATGGTACTTACACGGCGACACTGAAAGGTGTTAAAGCCGGGGATGCGAAAGTCAGCATCACGCTGAACGGAAAAGCGTTCGCGGTTGCACCGGTCACCGTAAAACTGACAGCGGATAACGGTAACCTGAGTGGTGATAAATCTCAGCTGACTGCTGTTCCTGACACGATTGTGGCTGATGGCAAGACGTCTTCAACGCTGACCCTGAGCCTGAAAGACGTGAACGATAATGCCGTGAGCGGACAGGAAGTCGTATTCAGCACCACGCTGGCAGATACCGTATTCAGTGCGGTAAGAGATAATGCAGACGGTACTTATACTGCCACTCTGAAGGGGACTAAATCCGGAACCGCAAAAATCAAAGTCACAGTGAATAATGCTGTGCTGGCCGTCACTGAGGTGAGTATAAAACTGACCGCAGACAGCGGTAACCTGGATAAGGGTAAATCCTCACTGGCAGCGGTACCGGACACCATCGTGGCGGACGGTAACACGACATCCGCAATCACCCTGACGCTGCGGGATGTGAATAACAACCCGGTGGCGGGGCAGGTTGCGCTGTTCAGCACAACGCTGAAAGACACCACCTTCGGTACAGTAACGGATAATCAGGACGGTACCTATACCGCGACCCTGAAAGGAACCAAATCCGGTAATGCACAAATCAGTGTCACGCTGAACGGTAAGGCTTTTGCCGTCGCACCGGTGACAGTCAAACTGACGGCGGACAGCAGCAATCTGGATCAGGGTAAATCTTCACTGACTGCTGCGCCGCTGAGTATTGTGGCAAACGACACTGCGACCTCATCACTGACGCTGACCCTGAAAGACGGGAACGATAACCCGGTTCCGGGACAGACTGTGCTGTTCAGTACCACGCTCGGCGGAACCACCTTCAGTGGCGTGACGGATAATCAGGACGGTACGTATACAGCAACCCTGAAAGGGAAAACAGCCGGTGATGCGGTACTGAAAGTGACCGTGAACGGCGCTGTGCTGACAGTGGCTCCGGTGACAGTGAAACTGACAGCGGACAGCGGTAACCTGGATAAAGATCAATCTGTCCTGGAAGCATCTCCGCTGACCATCGTGGCAAACGACACCACGACTTCAGCGCTGAAACTGACACTGAAAGATGCCAACGGCAACCTGGTGTCCGGACAGACAGTACTGTTCAGCACCACGCTTGGCGGCACTACCTTCAGTGGCGTAACGGATAATCAGGATGGTACCTATACCGCGACCCTGAAAGGGAAAACCGCCGGTGATGCGGCACTGAAAGTGACCGTGAACGGTACGGAACTGCCTGTTTCGCAGGTGACAGTGACCCTGACGCCGGACAGCACCAATCTGGATAAAAACAAATCCTCGCTGACTGCAGTACCGCTGAGTATTGTAGCGGATGATGCCTCAGTATCGGATCTGAAACTGATCCTGAAAGATGCCAACGGTAACCTGGTCCCGGGACAGCAGGTGCTGTTTAGTACCACGCTCGGCGGAACCACCTTCAGTGGCGTGACGGATAATCATGACGGTACCTATACCGCAACGCTGAAAGGGACCAAAGCCGGTGATGCATTACTGACAGTGACCGTCAATGGTGCGGTGCTGGAAGTGGCACCGGTAACGGTGAAACTGACAGCGGACAGCGGTAACCTGGATAAGGATCAATCTGTCCTGGAAGCATCTCCGTTGAGCATTGTGGCAAATGACACCACAACTTCAGCACTGAAGCTGACACTGAAAGATGCCAACGGTAACCTGGTGTCCGGACAGACGGTGCTGTTCAGTACCACGCTGGCCAACACCACGTTCGGTACAGTGACTGATAATCAGGATGGTACTTATACTGCAACGCTGAAAGGAAAAACCGCCGGTGATGCAGTGATTAAAGTCACTGTCGGCGGTAATCCGCTGGATGTGGCGCCGGTTACTGTCACTCTGACACCGGACAGCACCAATCTGGATAAAAACAAATCCTCGCTGACGGCAGTACCACTGAGTATTGTGGCGGATGATACCTCGGTATCGGATCTGAAACTGATCCTGAAAGATGCCAACGGTAACCTGGTTCCGGGACAGACCGTGCTGTTCAGCACCACGCTCGGCGGCACCACCTTCAGTGGCGTGACGGATAATCATGACGGTACCTATACCGCGACCCTGAAAGGGAAAACGGCCGGTGATGCATTACTGAAAGTCACCGTCAATGGTGCGGTGCTGGAAGTGGCACCGGTGACTGTCACCCTGACAGCGGATAACGGCAACCTGGATAAAGATAAATCTGTCCTGGAAGCGGCGCCGCTGAGTATTGTGGCGAATGGTACGGCGGAATCCACTCTGAAGCTGACGCTGAAAGACGTCAACGGTAACCTCGTTTCCGGACAGACTGTGCAGTTCACCACCACACTGGCAGATACCACCTTCAGTGGCGTGACGGATAATCAGGACGGCACCTATAGCGCGACCCTGAAAGGCACTAAATCCGGTGCTGCACCGCTGACGGTTATTGTTAACGGTACCGGACTGGCAGTGGCACCGGTAACGGTTACTCTGACACCGGACAGCGCTAATCCGGATAAAGATAAGTCAGTACTGACTGCGTCTCCGCTGACCATCGTGGCGGACAATGCCACAACGTCTTCACTGAAACTGACCCTGAAAGATACTTACGGTAACCTGATTCCGGGACAGACTGTGCTGTTCAGCACTGATCTGGAAAATACGACCTTCAGTGGCGTGACGGATAATCATGACGGTACCTATACCGCAACACTGAAAGGGACCAAATCCGGTACAGCGGCACTGAAAGTGACTGTAAACGGTACGGAACTGGCAGTGGCACCGGTGAGCGTGAAACTGATCGGGGATAAGGATCATCTTGATGAGGATAAATCTTCACTGACAGCGGCACCGCTGAGCATCGTGGCAAACAACACCGCGACCTCGTCACTGACGCTGACACTGAAAGATGTGAATAACAACCCGGTGATCGGTCAGACTGTGCTGTTCAGCACTGACCTGGCAGACACCACCTTCACTACGGTGAAAGATAATCAGGACGGCACTTATACCGCAACACTGAAAGGGACCAAAGCCGGTGACGCATTACTGAAAGTCACTGTCAATGGTGCAGTACTGGAAGTGGCGCCGGTCACTGTCACCCTGACGGCGGACAGCAGTAATCTGGACAAGGACAAATCCTCACTGACAGCGGCACCGCTGACTATCGTGGCAAACAATACCACGACCTCTGAGGTGAAACTGACCCTGAAGGATGCCAACGGTAACCTGGTTTCCGGTCAGACCGTGCTGTTCAGTACCACACTGGCTAACACCACATTCGGTACAGTGAACGACAATCAGGACGGCACCTATACCGCAACCCTGAAAGGCAAAACTGCCGGTGATGCAGTGATTAAAGTCACTGTGGGCGGTAATGCACTGGAAGTTGCGCCGGTTACGGTGAAACTGACAGCGGACAGCTCAAACCTGGATAAAGATAAATCTGTCCTGGAAGCAGCGCCGCTGAGTATTGTGGCGGATAACGCAACGGAATCCACGGTGAAACTGACACTGAAAGATGTCAACGGTAACCTGGTCTCCGGTCAGACCGTGCTGTTCAGTACCACACTGGCCAACACGACTTTCGGTACAGTGAAAGATAATCAGGACGGCACCTATACCGCGACCCTGAAAGGTAAAACGGCCGGGGCTGCGGAGATTAAAGTGACAGTGGGCGGTAATGCGCTGGAAGTGGCACCGGTCACTGTCACCCTGACACCGGACAGCAGCAAACTGGATAAGGATAAATCCTCGCTGACCGCAGTACCGCTGACTATCGTGGCGGATGGTGCAACAGAGTCCGCGCTGACACTGACACTGAAAGACGTCAACGGTAACCTGGTTCCGGGACAGACCGTGCTGTTCAGTACCGGCCTGGCTGATACTACCTTCAGTGGCGTGACGGATAATCAGGACGGTACTTATACCGCGACCCTGAAAGGAACCAAATCCGGGAATGCGTTACTGAAAGTGACGGTGAACAGTGCTGAACTGGCTGTTGCACCAGTGACAGTGAAACTGATCGGCGACCAGGATAACCTGGACAAAGATAAGTCAGCACTGACGGCTGATCCGCTGACTATCGTGGCAAACAATACCACGACGTCTCTGGTGAAACTGACCCTGAAGGATATCAACGATAACCCTGTGACCGGGCAGACGGTACTGTTCAGTACCACACTGGCCAACACCACGTTCGGTACGGTAACCGATAATCAGGACGGCACCTATACGGCAACCCTGCAGGGTAAAACAGCCGGGGCCGCTGTTATCAAAGTGACTGTCGGTGGTAATGCGCTGGAGGTGGCACCGGTAACGGTTACCCTGACAGCGGACAGCAGCAAACTGGATAAGGATAAATCCTCGCTGACCGCAGTACCGCTGACTATCGTGGCGGATGGTGCTACAGAGTCCGTGCTGACACTGACACTGAAAGATGTCAATGACAACCCGGTTACAGGACAGACCGTGCTGTTCAGTACCGGTCTGGCTGATACAACTTTCAGTACGGTGACGGATAACCTGGACGGTACCTATACAGGGACTCTGAAAGGCACTAAATCCGGTGATGCGTTACTGAAAGTGACTGTCAACGGGACTGTGCTGGAAGTGGCACCGGTAACGGTGAAACTGACTGCAGACAGCAGTAATCTGGACAAGGATAAATCGGCACTGACAGCAGATCCGCTGACTATTGTGGCAAACAACACCGCAACGTCCGCGCTGAAACTGATCCTGAAAGATGCCAACGGTAACCTGGTTTCCGGACAGACCGTGCTGTTCAGTACTGAGCTGGCCAACACCACGTTTGGTACGGTGACGGATAATCATGACGGTACTTATACGGCAACCCTGAAAGGGACCAAAGCCGGCGATGCGTTACTGAAAGTGACCGTCAACGGGACTGTGCTGGAGGTGGCTCCGGTCACGGTGAAACTGACAGCGGACAGCAGTAATCTGGACAAGGATAAATCCTCACTGACAGCAACACCGCTGACTATCGTGGCAAACAATACCACGACCTCTGAGGTGAAGCTGACCCTGAAGGATGCCTATGACAACCCGGTTTCCGGACAGACCGTGCTGTTCAGCACCACGCTGGCCAACACCACGTTCGGTACGGTGACGGATAATCATGACGGTACCTATACCGCAACCCTGAAAGGTAAAACTGCCGGTGATGCAGAGATTAAAGTCACTGTGGGCGGTAATGCACTGGAAGTGGCACCGGTTACGGTGAAACTGACGGCAGACAGCAGTAATCTGGATAAGGATAAATCCGTGCTGACAGCAACACCGCTGACTATCGTGGCAAATAACACGGCGACTTCAGCACTGAAGCTGACCCTGAAAGATGCCAACGATAACCCGGTTGCCGGACAGACCGTGCTGTTCAGTACCACGCTCGGTGGTACCACCTTCAGTGGCGTGACGGATAACCAGGACGGTACTTATACCGCGACCCTGAAAGGGAAAACCGCCGGTGATGCTCCGCTGACAGTAACCGTTAACGGAACTGAACTGCCGGTTGCGGGTGTGACCGTCACGCTGACAGGTGATGCCGCAACAGCGACTATCACGAATGTGAAACTCAACGGTGCGCTGGCACGGAAGATTGCCAACGGTACGGATTCTTTTGAATTTATTGCCGAAGTCCGTGACGCGAACGGTAACCCGGTCAGTGGTGTGACGACTAACTGGACCAGTACTGCCGGTAGTGCAGCTGTATTATCTGCGACTTCAAAGCAGACAGATGCAGCGGGTAACGCGACTGTCAAACTGACCAGTACCAAAACACCGGTCTATGACATTGTGGTCAGTGCCGCACAGGGAAGTCAGGCTGCGGTTAATGCTGATAAGAAAGTCTCCTTTGAAGAGCTGTTCTCAACGTCAGTGCTGGTTATTGACGCGATTGCAGCCGGAGATAAGCCGGTTAACGGCGCACACGTTAAGATCTTCTCGGAAGACGGATCAGAACTGCTGTATGAGACAACAACGGATGCAACTGGTAAGTTTAAGGTTGATCTGGTTGGCGGGAAGTACGCAGTTAAGATCACGGCGAATAATTACGACGACTACGATGACTTTATGGACGTGAAGAGCGGCGCGGATACCAACTTTAAGTTTGCGTTATCTCCGGCGCTGGGCACAGAGTTCGGTCGTATTATTCTGCAGTGGAGTGAAAACCCGAGAGATCTGGACTCTTACCTGCTTGTTCCGCCAGCATCAGGCAGCGGCAGCAGAATTAAGGTTAACTATCAGAACAAAACACCGTCAGGTGCAGATGCCTCCCTTGATAAGGATCAGACAACAGCTCCGGGTATTGAAACGATCACGATGACGAAGTCACATAAGGGAACTTATACCTATTATGTACAGAACTTCGCCGGTCCGAATGCTAAATTGTCAACTGCGAAGGTGCAAATCTTCCTGAATAAGGATTTGACACTGAAACCGGGAACATCCAGAACAATGAGTTTCAGTGCACCGGACTTAGTCGTCGATGCCAAAGCGCAATGGATTGTGTTTGATATCATTGTTGACAGTAATAATGAGGTGCAGGTGGTTACCAGAGGAACAGTAGATGCAAATCAACCTAATTAAATAAGAAAGGTTACTATTAATTAGTAACAATAATAAAAGCCACAGGCAGA