Homologs in group_4096

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0 homologs were identified in 0 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

Distribution of the homologs in the orthogroup group_4096

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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_4096

Swissprot accession Eval Score ID (%) N gaps Alignment length Annot score Gene Description Organism

  • Number of RefSeq hits:

General

Source Morganella psychrotolerans
Locus tag F4V73_RS08980
Feature type CDS
Gene -
Product hypothetical protein
Location 1867678 - 1877271 (strand: -1)
Length 9594 (nucleotides) / 3197 (amino acids)

Contig

Accession term accessions NZ_VXKB01000001 accessions NZ_VXKB01000000 Name: value, dtype: object
Length 2012992 nucleotides
Topology linear
Plasmid False

Orthology

Orthogroup group_4096
Orthogroup size 1
N. genomes 1

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Genomic region

COG entry Annotation(s)

ID Function(s) descr. Function(s) cat. Description
COG1196 Cell cycle control, cell division, chromosome partitioning (D) D Chromosome segregation ATPase Smc

Protein Sequence

MREITSEYISMDKSVVLKIDPHSLVSVEKRGDDLIITDKNGQKYLVSKFFVGEENTVLFEFDGSQYIAHIEETSNGIELVFNKVTDEVSDFIEPNESNESGLTGGEWFSIIVGTAFLGGGIGLASSGSGSGPGRKSDNEKPAVDDKRQQKLLTEKALIEKSGQVSDVTAYTESLIKKISTDIDNLLKKFDKSGYEKTLEMFKEASTGVALLDKLKEELAELTAYGKKIGIDQKVLDNATDILNKNTDYLQDQLDKLAALFKKVETDNKIDDTDTAIDDLPDNPTEAQKKAVKDKLDNAAKDVALLAKDAESKANAAKKAAEKALKTGDKTDLADAQAKLAEAEAALKNAADSKAKLDAVINKATGKGIDTHDAQQDADNAQKSLDSAETALKNAADIIDELKNTIDNEIDDTGKAIDDLPDNPTAEQKKEVKDKLDKTAESVDKLAEAAEKLAEDAKKAAEKARDSGDKKDLADAENKLEKAKDALKDAEDAKAKLDDLIAKAEDKGIDTTDAKKEADSAQDHLDKAQDNLDSTESIIDDVKAKNDLDGTDTDDKDLSKVKAQLDKAADSVSKQAESAEKLAKSAEKAAEKARESGDKADLDYAKKLLADAREALSNAADSKAKLDTLISKAGEKGVDIKDAQADAGEAQKHLDSAGKTLDNAGKIISSIQSDIDNKIDDTNTAIDDLPDNPTAEQKKDVKDKLDKTAESVDKLAEDAEKLAEDAKKAAEKARDSGDKKDLADAENKLEKAKDALKDAEDAKAKLDDLIAKAEDKGIDTTDAKKEADSAQDHLDKAQDNLDSTESIIDDVKAKNDLDGTDTDDKDLSKVKAQLDKAADSVSKQAESAEKLAKSAEKAAEKARESGDKADLSKAEAKLAEAKDALKKATESKAQLDELISKAGAKGVDTKDAQADADAAQQHLNGAGSALTNAGKIISDLQNKSDIDKDLDDTGKAIDDLDDKSTAKEKAEAKEKLDNTAKNVDKLAEDAQWLAEKAKEAAEIARNTGNKKDIADAQAKQDKAQDALKKAEEAKSKLDDLITKAKGKGVDTSDAEKESDSAQIHLDKAQEILDDSARIIDEAKAKNDLNDTDTDVGKLPDNPTPQDLAKVKAQLDKAAGSVLQQAENAKELAKTAQMEAERASDTGYKSDLVYAQAKLAEATETLKRATDSKAKLDDLISKAGAKGVDTKDALKDAHLAQELLNDARDALTDAEQVLSDLMKDIDNTIDDTNTAIDDLPDNPTDEQKADVKERLDFTAKLVDNLADEAETLANAAKVAADKARKSGSKSDLENAQAKQADAKDALKKAEDAKAKLDKLISKAADKGVDTGDAAKDAGSAEKHIGNAHNTINATDKILSDLKDDNDSKDAIDHAEDDIKNLDDNATPEEKAKAKESLDAASDMVVALADSAKTLAAKAKVAAEKAQSGHDINELKAAQALLKEAQSAFDEAGAAKARLDKLITQAKGKGVDTKDASADSDTAKTYLDDAQQNLTASENILKDMPTEMTDPALDDAGKAIDDATKNPSDENKAKAKDSLNQAATLVAKQAKEAEALAKNAKEAADKAKASGSPDDIRAAEEAIKTASESIAKAEKSKAHLDELIGKAKAAGIDAAQSETLSHDAENSLTNANNVLKEAAQTLDDLSNQEGDPALIADVQTALDNLSDQIQNAQNKGVSANSKIDKLVGLTSPAEKDIQEAKAALAEFTKAIKAAESADPAVKAALDKAVKGGVGNKKLAELTEKETELLSLLNDQKKLADSLNKQIQEIESNAVLDELNNALDGLDPKKPETVNAFNKALKKAIENNNELITELTEKAQKALDSALKLAQTDPTSDAYQQLLQDVKQQISNAEELYALAKNNTTDLQRVVEKAIGKGLDPAKNAEFKEYIANIKYFENEINKAGANIAKAKNAVPDEKLPDFDGDDISNLVDHLEDQIKAGDAAGINKTLLDVDSVIYTQLNDVNKALDKAGRAFEKAQKDPTTANVKAFDKAVLDAQSVINKAELNISKLHDSLVKAGTIAGVDADSLAHALKSAEKAGTAVDEAQKTLDGFSLNPIDMEGLQDKATDAKDAVDEMVKNPTPDNIDNALSKLNIFKSALGTSLTNAKALSDDALMAAKQAVKTPTAENILRAEKKLAKAVEAQEQLIEAKAMYDDVRTHISTSVTNKALQDALLKTFDGMDNQFDHTQKNVNEQNDESGKLIAIAKDNLLTEEDIVDAYNNAKLTLTDAEAKVREAVDKAAKAKESGDISKEQTTAIKNSVIGAQDSLNKAKDAIENAGNKGVPEYLLDQLNKYYNSLDNKLDYPKGVLQEIDSYSRMSLSLELLNNATDYYKKAEALLEKDPNAVIKDPSEFLSLISEANAYLAEGKERATKAKALGLDKESETYLNTAAHTANETQTKLMNDFHGKLGEKAFADLDAELTQLQESVYNAHSSLNKSTQSNHAVFEEQYKAAIRALNDTKLLIEDYTAKGVKPVKLSYYNYQVEQYSKEIENLSKAWNSVTELTAITNTVYSESKALSGIKNSSDKYDAIQKVGEDLGKAYQLVEQSIINGAPIDMIQSNLNKLTATANNLSAEDPIVAAQVLINNVVSESKNIENLLKAADTKVQKDLIYNSLYGQLQTANKVMSDAKQSGTISKTQLAELQQDYSNALNTLKMYDPYFSNGEQTQKPNSAFDAMTLQVTDDGYIHIEGRKLVDGAVYTLGGKDLPWYSAWLGNIAGNVDKVFGSGTVHTRTDGTKYVDIFVDKETAYNVKHSDNLSYLYGFQQELGKDPSELGGGFRVKDSSAPKDMEAFITDDHTIVVTGDGLKAGDSVTLYKVTTSGILGTKNYEEVAKGHVALHNGKFVGVMTEYAKGHSWETVKNLGGDDNLAATRKGLGENQSGKSDVFGKIASPAEISSDIIGGNKTADILTKDVTAWVDTKKNLYLKSQKFEVGQLVKIHDFYDSKNVVGTGVVQMIGGQKIVKIEGVTTDKYPDLKWIYAEIAYEGGQWDYIQSDAFILGKNWLSVQGNANSNTQEPPKDNDANDGINFDDIDIDPSAPAGKPAVKSFSIQDETDGQAEEQAKETDDIRDTQEESHEIRTENDEHSVNEVQSELSATSDEINDDVDLSGLLNAGNTSAGETGDIDTTDGITGLPVLDELLTDSAESTINIDNIVPQAADTEHNVQPELFINNTADSSTETHQVSTLITEDDMGITHNI

Flanking regions ( +/- flanking 50bp)

TTTATAAAAAAATACCTTGAAAATAATAACGCTGACTGAATGGAATTGTTATGAGAGAAATAACGTCTGAATATATTTCTATGGATAAATCCGTAGTGCTGAAAATTGATCCGCACTCGTTGGTATCTGTAGAAAAAAGAGGTGATGACCTCATTATCACGGATAAAAATGGACAAAAATACCTGGTTAGTAAATTTTTTGTCGGTGAAGAAAATACCGTTTTATTTGAATTTGATGGTTCTCAGTATATTGCTCATATTGAAGAAACATCGAATGGCATTGAATTAGTTTTCAATAAAGTGACTGATGAAGTCAGTGATTTTATTGAACCAAATGAATCAAATGAATCAGGTCTGACCGGAGGAGAGTGGTTTTCCATTATCGTGGGAACGGCCTTTCTCGGCGGCGGTATCGGACTGGCATCATCCGGTTCCGGCAGCGGTCCGGGTAGAAAATCTGATAATGAAAAGCCGGCTGTGGATGATAAAAGGCAGCAAAAACTACTCACGGAAAAGGCATTGATTGAGAAGTCAGGTCAGGTCAGTGATGTTACGGCTTACACTGAAAGCCTGATTAAAAAAATCAGCACGGATATCGATAATTTACTGAAAAAATTCGATAAATCCGGTTATGAAAAAACGCTGGAGATGTTCAAAGAGGCATCAACCGGTGTGGCATTACTCGATAAACTGAAAGAAGAGCTGGCTGAATTAACAGCGTACGGCAAAAAAATCGGCATTGATCAAAAAGTATTGGATAACGCCACTGACATTTTAAATAAAAATACGGATTATCTGCAGGATCAACTGGATAAACTGGCAGCTCTTTTCAAAAAAGTAGAAACAGATAACAAAATTGATGATACCGATACGGCTATCGATGACCTGCCGGATAACCCGACAGAGGCGCAGAAGAAAGCAGTAAAAGACAAACTGGATAATGCGGCAAAAGATGTTGCCCTGTTGGCAAAAGACGCAGAATCAAAAGCGAATGCGGCAAAAAAAGCGGCAGAGAAAGCACTTAAAACCGGTGACAAAACAGATTTAGCGGATGCGCAGGCAAAGTTGGCAGAAGCAGAAGCCGCACTGAAAAATGCGGCAGACAGTAAAGCCAAACTGGATGCGGTGATCAATAAAGCGACCGGAAAAGGGATTGATACCCATGACGCGCAGCAGGATGCTGACAATGCGCAAAAATCTCTCGATAGTGCCGAAACTGCGCTGAAAAATGCAGCTGATATTATTGATGAACTGAAAAATACTATCGATAACGAAATCGACGATACCGGAAAAGCTATCGACGACCTGCCGGATAACCCGACTGCAGAGCAGAAAAAAGAAGTCAAAGATAAGCTGGATAAAACCGCTGAATCCGTTGATAAATTAGCGGAAGCCGCAGAAAAACTGGCGGAAGATGCGAAAAAAGCCGCGGAAAAAGCGCGTGACAGCGGGGACAAAAAAGACCTCGCCGACGCGGAAAACAAGCTGGAAAAAGCCAAAGACGCCCTGAAGGACGCCGAAGATGCAAAAGCGAAACTCGATGACCTGATAGCGAAAGCGGAAGACAAAGGCATTGATACCACTGACGCGAAAAAAGAGGCGGACAGCGCACAGGATCACCTGGATAAAGCGCAGGATAATCTCGACAGCACGGAAAGCATCATCGATGACGTGAAAGCGAAAAACGACCTCGATGGCACGGACACGGACGACAAAGATTTAAGCAAAGTCAAAGCGCAGCTGGACAAAGCAGCAGACTCGGTCAGTAAACAGGCTGAAAGCGCGGAGAAACTGGCAAAATCAGCTGAAAAAGCAGCAGAAAAAGCCCGTGAGTCCGGCGATAAAGCAGATCTTGATTATGCGAAAAAACTGCTGGCTGACGCCAGAGAAGCACTGAGTAACGCGGCAGATTCCAAAGCCAAACTGGATACGCTTATCAGCAAAGCCGGTGAAAAAGGCGTGGATATCAAAGATGCGCAGGCGGATGCCGGTGAAGCGCAGAAGCATCTGGACAGCGCGGGTAAAACCCTGGATAACGCCGGGAAAATCATCAGCAGCATTCAGAGCGATATTGATAATAAAATCGATGATACCAATACAGCCATCGACGACCTGCCGGATAATCCGACCGCAGAGCAGAAAAAAGACGTCAAAGATAAGCTGGATAAAACCGCTGAATCCGTTGATAAATTAGCGGAAGACGCAGAAAAACTGGCGGAAGATGCGAAAAAAGCCGCAGAAAAAGCGCGTGACAGCGGGGATAAAAAAGACCTCGCCGACGCGGAAAACAAGCTGGAAAAAGCCAAAGACGCCCTGAAAGATGCCGAAGATGCAAAAGCAAAACTCGATGACCTGATAGCGAAAGCGGAAGACAAAGGCATTGATACCACTGACGCGAAAAAAGAGGCGGACAGCGCACAGGATCACCTGGATAAAGCGCAGGATAATCTCGACAGCACGGAAAGCATCATCGATGACGTGAAAGCGAAAAATGACCTCGATGGCACCGACACGGACGACAAAGATTTAAGCAAAGTCAAAGCTCAGCTGGACAAAGCAGCAGACTCGGTCAGCAAACAGGCTGAAAGCGCGGAGAAACTGGCAAAATCAGCTGAAAAAGCAGCAGAGAAAGCCCGTGAGTCCGGTGACAAAGCTGATCTGTCCAAAGCAGAAGCAAAACTGGCAGAAGCCAAAGACGCTCTGAAAAAAGCAACAGAGTCCAAAGCTCAATTGGATGAACTTATCAGCAAAGCCGGCGCAAAAGGGGTGGATACCAAAGATGCACAGGCAGATGCGGATGCAGCGCAACAGCATCTCAATGGTGCCGGTTCTGCACTGACCAATGCAGGTAAAATTATCAGCGACCTGCAAAATAAATCTGATATTGATAAAGATCTTGATGATACCGGCAAGGCTATCGACGATCTGGACGACAAATCGACGGCTAAAGAGAAAGCTGAAGCCAAAGAGAAGCTGGATAACACGGCGAAAAACGTTGATAAATTAGCGGAAGACGCGCAGTGGCTGGCGGAGAAAGCGAAAGAAGCCGCAGAAATTGCCCGTAACACCGGTAATAAGAAAGATATCGCGGATGCGCAGGCGAAGCAGGATAAAGCGCAGGATGCGCTGAAAAAAGCAGAAGAGGCGAAATCAAAACTTGATGATCTGATTACCAAAGCAAAAGGCAAGGGTGTTGATACATCTGACGCAGAGAAAGAGTCAGACAGCGCACAAATTCATCTCGATAAAGCACAGGAAATCCTCGATGACAGTGCCCGTATCATTGATGAGGCGAAAGCGAAAAATGACCTCAATGACACTGATACGGATGTGGGTAAATTACCTGATAATCCGACACCGCAAGACCTGGCGAAGGTAAAAGCGCAACTGGATAAAGCGGCAGGATCGGTGCTCCAACAAGCTGAAAATGCGAAAGAACTCGCAAAAACAGCACAAATGGAAGCGGAAAGAGCCAGTGACACCGGTTACAAATCTGACCTGGTCTATGCGCAGGCTAAATTGGCTGAAGCCACTGAAACATTGAAACGTGCGACCGATTCCAAAGCTAAGCTGGATGATCTTATCAGCAAAGCCGGTGCGAAAGGGGTGGATACCAAAGATGCACTGAAAGATGCACATCTTGCACAAGAACTTCTCAATGATGCACGGGATGCACTTACAGACGCTGAACAGGTTCTCAGTGACCTGATGAAGGATATCGATAACACCATTGATGATACAAATACGGCTATCGATGACCTGCCGGATAACCCGACGGATGAGCAGAAAGCAGACGTAAAAGAGAGACTGGATTTCACCGCAAAACTGGTTGATAACTTAGCGGATGAAGCTGAAACACTGGCGAATGCGGCAAAAGTTGCCGCAGATAAAGCCCGTAAGAGCGGCAGCAAATCAGATCTTGAAAATGCGCAGGCGAAACAGGCTGATGCGAAGGACGCACTGAAAAAAGCAGAAGACGCGAAAGCGAAGCTGGATAAGCTTATCAGTAAAGCTGCGGATAAAGGCGTGGATACCGGTGATGCAGCAAAAGATGCCGGTAGTGCTGAAAAGCATATTGGTAATGCACACAATACGATAAATGCGACTGATAAAATATTGTCTGATCTTAAAGACGATAACGACAGCAAAGATGCTATCGACCATGCGGAAGATGACATCAAAAATCTGGATGATAACGCCACTCCGGAAGAAAAAGCGAAAGCCAAAGAGAGCCTTGATGCGGCATCTGACATGGTTGTCGCGCTGGCTGACAGTGCGAAAACACTGGCAGCGAAAGCAAAAGTGGCAGCAGAAAAAGCGCAGTCCGGCCATGATATCAATGAACTGAAAGCCGCACAGGCATTGCTGAAAGAAGCGCAAAGTGCGTTTGATGAAGCGGGTGCGGCGAAAGCCCGTCTCGACAAACTGATCACTCAGGCTAAAGGCAAAGGGGTTGATACCAAAGACGCGTCGGCAGATTCAGATACGGCAAAAACCTATCTTGATGATGCACAACAGAACTTAACGGCATCAGAAAATATTCTGAAGGACATGCCGACAGAGATGACCGATCCTGCTCTGGATGACGCAGGAAAAGCAATTGATGATGCGACTAAAAATCCGTCTGATGAAAACAAAGCCAAAGCGAAGGATAGCTTAAATCAGGCGGCAACCCTGGTGGCAAAACAGGCGAAAGAAGCCGAAGCACTGGCAAAAAATGCCAAAGAAGCGGCAGATAAAGCCAAAGCAAGCGGCAGTCCTGATGATATCAGGGCCGCAGAAGAGGCTATAAAAACAGCGTCAGAAAGCATTGCCAAAGCAGAAAAATCAAAAGCACATTTAGATGAGCTTATTGGTAAAGCGAAGGCCGCCGGTATTGATGCCGCGCAAAGTGAAACCTTGTCTCATGATGCTGAAAATTCGCTGACCAATGCCAATAATGTACTGAAAGAGGCGGCTCAGACGCTGGATGACCTGAGCAATCAGGAAGGCGATCCTGCATTAATCGCTGACGTACAGACTGCATTAGATAACCTCAGTGATCAGATTCAGAATGCGCAGAACAAAGGCGTCAGTGCGAACAGTAAGATAGATAAACTGGTCGGGCTTACCTCTCCTGCTGAGAAGGATATTCAGGAGGCAAAAGCGGCATTAGCTGAATTTACCAAAGCGATTAAGGCGGCGGAAAGTGCCGATCCTGCGGTTAAAGCGGCACTGGATAAAGCCGTAAAAGGCGGCGTGGGCAATAAGAAACTGGCTGAGCTGACAGAGAAAGAAACGGAACTGTTATCCCTGCTAAATGACCAGAAAAAACTGGCTGATTCACTGAATAAACAGATTCAGGAAATTGAGTCCAACGCCGTATTGGATGAGCTGAATAATGCACTTGACGGGCTGGATCCGAAAAAACCGGAAACCGTAAATGCATTCAATAAAGCCCTGAAAAAGGCCATTGAAAATAATAATGAACTGATCACTGAGCTGACTGAAAAAGCGCAGAAAGCCCTTGATTCTGCACTGAAATTAGCCCAGACAGATCCGACCTCGGATGCTTATCAGCAGTTGTTGCAGGATGTGAAACAACAGATAAGCAATGCAGAAGAACTTTACGCACTGGCAAAAAACAATACGACAGATTTACAACGTGTTGTGGAAAAAGCGATTGGTAAAGGGCTTGATCCGGCCAAGAATGCAGAGTTCAAAGAGTACATTGCTAACATTAAATATTTTGAAAATGAAATAAATAAAGCCGGTGCAAATATCGCGAAAGCGAAAAATGCGGTTCCGGATGAAAAACTGCCTGACTTTGACGGTGATGACATCAGTAACCTGGTTGATCATCTGGAAGATCAAATCAAAGCCGGTGATGCAGCGGGGATCAATAAAACACTACTGGATGTGGACAGCGTCATTTATACGCAGCTTAACGATGTTAATAAAGCGTTGGATAAAGCCGGCAGAGCCTTTGAAAAAGCCCAGAAAGATCCGACTACCGCCAATGTAAAAGCATTTGATAAAGCGGTACTTGATGCACAAAGTGTCATCAATAAAGCGGAACTGAACATCAGTAAACTGCATGACTCTCTGGTAAAAGCCGGAACGATTGCAGGTGTGGATGCGGACTCACTGGCTCACGCACTGAAATCGGCAGAAAAAGCAGGTACAGCGGTTGATGAAGCCCAGAAAACCCTGGACGGATTCTCTCTGAACCCTATCGATATGGAAGGCTTGCAGGACAAAGCCACGGATGCGAAGGATGCTGTCGATGAGATGGTGAAAAATCCGACACCGGATAACATCGATAACGCACTGTCGAAACTGAATATTTTCAAATCTGCGCTGGGTACTTCACTCACTAACGCGAAAGCTCTGTCTGATGATGCCCTGATGGCAGCAAAACAGGCAGTGAAAACGCCGACGGCAGAAAATATTCTGCGGGCTGAGAAGAAATTAGCCAAAGCGGTTGAAGCACAGGAACAGCTGATTGAAGCGAAAGCGATGTACGACGATGTGCGTACTCATATCAGCACCAGTGTGACAAATAAAGCATTGCAGGATGCACTGCTGAAAACATTCGACGGCATGGATAACCAGTTTGATCATACACAGAAAAATGTGAATGAGCAGAATGACGAGTCCGGCAAACTGATTGCGATTGCCAAAGATAATCTGCTGACGGAAGAAGACATTGTTGATGCCTATAATAATGCCAAACTCACCCTGACGGATGCTGAGGCTAAAGTTCGTGAAGCTGTTGATAAAGCAGCGAAAGCGAAAGAAAGCGGTGACATATCGAAAGAGCAGACCACCGCTATCAAAAACAGTGTTATCGGGGCGCAGGACAGTCTGAACAAAGCTAAAGATGCGATTGAGAATGCCGGTAATAAAGGCGTACCTGAGTATCTGCTTGATCAACTGAACAAGTATTACAACTCCCTCGATAATAAACTGGATTATCCGAAAGGGGTATTACAGGAAATTGACTCCTATTCCAGAATGTCGCTCTCTCTTGAGTTGCTTAATAACGCAACGGATTACTACAAGAAAGCAGAAGCATTACTGGAGAAAGACCCGAACGCGGTAATAAAAGATCCGTCTGAATTCCTGTCTCTTATCAGTGAAGCGAATGCGTATCTGGCTGAAGGGAAAGAGCGTGCAACCAAAGCGAAAGCATTGGGTCTTGATAAAGAAAGCGAAACGTATCTGAACACGGCTGCGCATACCGCGAATGAAACACAGACCAAACTGATGAATGATTTCCACGGTAAGCTGGGCGAAAAAGCCTTTGCAGACCTGGATGCTGAACTGACTCAGTTACAGGAATCTGTGTATAACGCACACAGCAGCCTGAATAAATCGACACAAAGTAACCATGCGGTCTTTGAAGAACAGTATAAAGCGGCTATTCGTGCGCTGAATGATACTAAGCTGTTGATTGAAGACTACACGGCGAAAGGCGTCAAACCAGTCAAACTCTCTTACTACAACTATCAGGTTGAGCAATACAGTAAAGAGATAGAGAACCTGTCAAAAGCCTGGAACAGTGTCACTGAACTGACGGCTATCACAAACACGGTTTACAGTGAATCGAAAGCACTGAGTGGTATTAAAAACTCCAGTGATAAATATGATGCTATCCAGAAAGTGGGTGAAGATTTAGGTAAGGCATATCAGTTAGTTGAGCAATCCATTATTAATGGTGCGCCGATTGATATGATCCAGTCGAACCTGAACAAACTGACTGCAACGGCAAATAACCTGTCAGCGGAAGATCCGATTGTTGCTGCACAGGTACTGATTAACAATGTGGTTTCTGAATCGAAAAACATTGAAAATCTGCTCAAAGCGGCGGATACCAAAGTACAGAAAGATCTTATCTACAACTCACTGTACGGCCAGTTGCAAACCGCCAATAAAGTGATGAGCGATGCCAAACAGTCCGGCACTATTTCCAAAACGCAACTGGCTGAGTTGCAACAGGATTACAGTAATGCACTGAATACCCTGAAAATGTATGACCCGTACTTCTCGAATGGTGAGCAGACTCAGAAACCGAACAGCGCATTTGACGCAATGACCCTTCAGGTGACGGATGACGGTTATATCCATATCGAAGGCAGAAAACTGGTCGATGGAGCTGTTTATACACTGGGCGGTAAAGACCTGCCGTGGTACAGCGCATGGCTGGGAAATATTGCCGGAAATGTGGATAAAGTCTTCGGCTCAGGTACGGTTCACACCCGCACGGACGGCACAAAATATGTCGATATCTTTGTGGACAAAGAGACAGCCTATAACGTCAAACACAGTGATAACCTGAGCTATTTGTATGGATTCCAGCAGGAACTGGGTAAAGATCCATCTGAACTCGGCGGTGGGTTCCGTGTGAAAGACTCTTCTGCACCGAAGGATATGGAAGCCTTTATTACAGACGACCATACGATTGTGGTGACGGGCGATGGTCTGAAAGCCGGTGACTCGGTGACACTGTATAAAGTCACAACCTCCGGTATTCTGGGCACCAAAAACTATGAAGAAGTGGCAAAAGGGCACGTAGCATTACATAACGGTAAATTTGTTGGTGTAATGACGGAATATGCCAAAGGGCATTCATGGGAAACGGTGAAGAACCTCGGCGGTGATGATAACCTGGCCGCCACCCGTAAAGGGCTGGGTGAAAATCAATCCGGTAAGAGTGACGTCTTCGGAAAAATAGCCTCTCCGGCGGAGATAAGCAGTGACATCATCGGGGGTAACAAAACAGCGGATATTCTCACGAAGGATGTAACCGCCTGGGTTGATACCAAGAAGAACCTCTACCTGAAAAGCCAGAAGTTTGAAGTGGGCCAACTGGTGAAAATACACGATTTCTATGACAGTAAAAATGTTGTGGGAACCGGGGTTGTTCAGATGATTGGCGGGCAAAAAATCGTTAAGATCGAGGGTGTTACAACAGATAAATACCCTGATCTGAAATGGATTTATGCTGAAATTGCGTATGAGGGCGGTCAGTGGGATTATATCCAGAGTGATGCCTTTATCTTAGGTAAAAACTGGTTATCAGTTCAGGGTAATGCGAACTCAAATACTCAGGAACCACCGAAAGATAATGATGCTAACGACGGTATTAATTTCGATGACATTGATATCGACCCGTCTGCACCTGCGGGAAAACCGGCAGTAAAATCCTTTAGTATTCAGGATGAAACTGACGGGCAGGCGGAGGAACAGGCAAAAGAGACTGACGACATCCGTGACACTCAGGAAGAGAGTCATGAGATCCGGACAGAAAACGATGAACACTCTGTAAATGAAGTGCAATCTGAGCTATCAGCGACATCTGATGAAATAAATGATGACGTTGATCTTTCCGGTCTGCTCAATGCAGGAAATACATCAGCCGGAGAAACCGGTGATATTGACACCACGGACGGAATAACCGGATTGCCGGTTCTTGATGAACTGTTAACTGACAGTGCTGAAAGTACCATCAATATCGATAATATCGTTCCGCAGGCAGCAGATACTGAACATAACGTTCAGCCGGAACTGTTTATTAATAATACTGCGGACAGCAGTACTGAGACGCATCAGGTCTCGACATTAATAACAGAAGACGATATGGGTATTACCCATAATATCTGATAGTCAGTCATCGTTATACCCAACGTCATTCAGGATGCAGTTTGAATGAA