Homologs in group_2442

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6 homologs were identified in 6 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_19330 FBDBKF_19330 52.8 Morganella morganii S1 - Phage tail protein
EHELCC_19330 EHELCC_19330 52.8 Morganella morganii S2 - Phage tail protein
NLDBIP_19460 NLDBIP_19460 52.8 Morganella morganii S4 - Phage tail protein
LHKJJB_19345 LHKJJB_19345 52.8 Morganella morganii S3 - Phage tail protein
HKOGLL_19265 HKOGLL_19265 52.8 Morganella morganii S5 - Phage tail protein
PMI_RS04610 PMI_RS04610 45.3 Proteus mirabilis HI4320 - phage tail protein

Distribution of the homologs in the orthogroup group_2442

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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_2442

Swissprot accession Eval Score ID (%) N gaps Alignment length Annot score Gene Description Organism
P03749 8.68e-108 372 30 26 905 1 J Tip attachment protein J Escherichia phage lambda
P03749 2.68e-05 52 29 3 128 1 J Tip attachment protein J Escherichia phage lambda

  • Number of RefSeq hits:

General

Source Proteus mirabilis HI4320
Locus tag PMI_RS02610
Feature type CDS
Gene -
Product DUF1983 domain-containing protein
Location 568468 - 572661 (strand: 1)
Length 4194 (nucleotides) / 1397 (amino acids)
In genomic island -

Contig

Accession NC_010554
Length 4063606 nucleotides
Topology circular
Plasmid False

Orthology

Orthogroup group_2442
Orthogroup size 7
N. genomes 6

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Genomic region

Domains

PF09327 Domain of unknown function (DUF1983)
PF13550 Putative phage tail protein

COG entry Annotation(s)

ID Function(s) descr. Function(s) cat. Description
COG4733 Mobilome: prophages, transposons (X) X Phage-related protein, tail protein J

Kegg Ortholog Annotation(s)

KO Description Pathways Modules
K26977 Enterobacteria phage tip attachment protein J Virion - Bacteriophage lambda -

Protein Sequence

MELIHGAKGGGGGGHTPTESPDSLLSESTAKILLAISEGEIAGGLDDTRIFLDDTPIGNADGTKNFEGVTWEFRPGSEHQEYIQGIPSVDSETSVGLELKDDQPYVRSINNTQLSAVRIRLSVPQLFQQHDNGDTTGYRIEYAIDLSTDGAGYNEVLKSAFDGKTTSEYQRTHRIDLPKANTGWQIRVRRLTKNQNTARIVDKVTISAVTDVIDAKLRYPNTALLFITFNARQFNNRIPKISVRPKGGLLIKVPTNYDPINRAYSGVWDGTFKLAATNNPAWVFYDLVLNNRYGCGDRIQSSQVEKWDLYKIAQYCDELVPDGHGGDGKEPRFLCDVYIQSQESAYQVLRDIAAIFRGMTFWADNKVNVVADMPDSIFRTFTNANIVGGKPTYSGGSQQNRYTQALVSYTDTNNHSNDAIEAVADIKLQRRYGVRKTEISAIGCTRQTEANRRGRWALLTNANDRVISFATGLEGAIPSPGHIIAVADSTLAGRDNGGRISRVEGRKITLDRRANIKAGDRLIVNLPNGRSEGRTVSLVADNIITISTEYSQEPEKNAVWTVDADDLTLQLYRVVNITDNGDNTYTITGAIHNPSNYDHIDSGARIGERPITIVPPSVQAPPKNIRISSYSQVNQGISFITLRVDWDAVDNAITYEAQWRRDNNNWVSMPRTSTCGFEVDGIYAGRYQVRVRAINASEISSVWTNAPETTLTGKVGSPPKPVNFRASPLVFGIKLGWEFGENTSDTLKTEIQYSKTNNGEGLMLLSDVPYPSKTYEMAGLSAGLTFYFRARLVDKIGNHSEWTEFILGESEFDASIILDELAGQISRDQLAQDLLGEINSKANQIDITELHELMRINHDKILSELMRHGATIEESEKKWEEAGKLLAERMNQVSTATEAQAAAIKQEQQARIEGDKTEAQQRQSLATQLRGDYTGNDLSKVTAGLISAEKQARVSGDQAEAKARQSLETRMNGNVSAINKSLETLTSKQQAQTQEISTLNSNLKGKADSSVVNALNTRVTNLDGKVMSATSQVQTLSSKLDTVKADLTESVVVDLDLSKLNENTYYPIILPLVTSRRYAFKVFRTLGQYRDNKPSYATHSTKGFAMIVEWQVSGSGWGTQSENRIIDNFDWRWTNQSPVMGPAQLTNGSVEYIYLRGGAKYQLTKHKSVNHQIITRTYTNNKQSVAPKGFVANEVPKSSEQKANATANAVNQLETKVTEVSGKVTSTAQQVTRLESQVGTSSAKIEQTSKVVTDINGKISASWTMKVQQDSKGNKVITGIGLGFNAQGNSQFLVNAQNFAVISSLNGKVVTPFIVKNGQVVVNEAFIGDATITSAKIANVLQSTNFSHANKVGYQLNMRTGEEIKYGNNAQGYWIETNILKRLFDKKGTMRIRMGIW

Flanking regions ( +/- flanking 50bp)

ATAAACGAATTTCAGAATAGCCACTATGTGGCTTTTTTTATGGGTGAAATATGGAATTAATTCATGGTGCAAAAGGTGGTGGCGGTGGCGGACATACGCCCACGGAATCACCAGATAGCTTACTTTCTGAATCAACAGCTAAGATTTTATTGGCTATCTCAGAAGGTGAAATTGCTGGTGGCTTAGACGATACTCGTATTTTTCTTGATGATACACCGATTGGCAATGCGGACGGTACTAAGAATTTTGAGGGTGTCACTTGGGAATTTAGACCGGGTAGTGAACACCAAGAATACATTCAGGGTATCCCATCAGTAGATAGCGAAACATCGGTAGGGTTGGAATTAAAAGACGATCAGCCCTATGTGCGGAGCATTAATAACACTCAGCTATCTGCTGTGCGCATTAGACTATCTGTTCCTCAATTGTTTCAACAACACGATAACGGGGATACTACAGGCTATAGAATTGAATATGCTATTGACTTATCTACAGATGGTGCTGGATATAATGAAGTATTAAAGTCTGCTTTTGATGGTAAAACGACCAGCGAATACCAGCGAACACACCGCATTGACTTACCCAAGGCAAATACAGGTTGGCAGATCCGTGTCCGACGATTAACTAAGAATCAGAATACAGCCAGAATTGTTGATAAGGTTACTATCTCTGCTGTTACTGATGTTATCGATGCTAAATTGCGTTATCCAAATACGGCCCTATTGTTTATTACTTTCAATGCGCGTCAATTTAATAATCGCATCCCTAAAATTAGCGTTCGCCCAAAAGGTGGCTTGCTTATCAAAGTGCCCACGAATTATGACCCGATTAATCGGGCCTATTCAGGCGTATGGGATGGCACCTTTAAACTTGCAGCAACCAATAACCCGGCATGGGTATTTTATGATTTAGTACTCAATAATCGCTACGGCTGTGGTGACCGGATCCAGTCTTCTCAGGTTGAAAAGTGGGACCTGTATAAGATTGCGCAATATTGTGATGAATTGGTACCCGATGGGCATGGTGGTGATGGTAAGGAGCCTCGATTCCTGTGTGATGTTTATATTCAATCGCAAGAATCGGCATACCAAGTACTGAGAGATATAGCGGCTATTTTTCGTGGTATGACATTTTGGGCTGATAACAAGGTTAATGTTGTCGCTGATATGCCAGATAGTATTTTTAGAACGTTTACTAATGCCAATATTGTTGGAGGTAAGCCTACCTATTCAGGAGGTAGTCAGCAAAATCGATATACACAAGCATTAGTTTCCTACACAGACACCAATAACCACAGTAATGATGCGATTGAGGCTGTGGCCGATATTAAACTACAGCGTCGTTACGGAGTACGCAAAACTGAAATATCAGCGATAGGTTGCACTCGACAGACGGAGGCTAACCGTAGAGGTCGCTGGGCGTTACTCACCAATGCTAACGACAGAGTTATTAGTTTTGCGACAGGATTAGAGGGGGCAATACCTTCTCCTGGTCATATCATTGCTGTTGCCGATTCTACATTGGCTGGAAGAGATAATGGTGGACGTATATCGCGTGTAGAAGGCAGAAAAATAACACTTGATCGCAGAGCCAATATTAAAGCAGGTGATAGGTTGATTGTTAATCTGCCAAACGGGCGCTCAGAGGGAAGAACCGTATCACTGGTTGCTGATAATATCATTACAATTTCAACGGAGTACTCACAGGAACCAGAGAAAAACGCAGTTTGGACAGTTGATGCTGATGATTTAACATTACAACTTTATCGGGTCGTTAATATTACTGATAATGGCGATAATACATACACTATTACTGGCGCAATCCATAACCCAAGCAATTACGATCACATTGACTCTGGCGCAAGAATAGGTGAGCGTCCAATCACCATTGTTCCACCGAGTGTGCAAGCACCACCTAAAAACATTCGTATATCATCCTATTCTCAGGTTAATCAAGGTATTTCATTTATTACTCTGCGTGTTGATTGGGATGCAGTTGATAATGCCATTACCTATGAGGCTCAATGGCGGAGAGATAATAATAACTGGGTATCAATGCCAAGAACATCAACATGTGGGTTTGAAGTTGATGGCATTTATGCTGGTCGTTATCAGGTGAGAGTTCGTGCGATAAATGCGTCTGAAATATCCAGTGTATGGACTAATGCGCCAGAAACAACACTGACAGGAAAAGTAGGGAGCCCGCCTAAACCTGTAAACTTTAGAGCTTCACCGCTCGTATTTGGCATTAAGTTAGGCTGGGAATTTGGTGAAAACACCAGTGATACGTTAAAAACGGAAATTCAGTACAGCAAAACCAATAATGGTGAAGGTCTGATGCTGTTATCTGATGTTCCTTATCCCTCAAAAACCTATGAAATGGCAGGGTTATCAGCAGGTTTAACGTTTTATTTTAGAGCAAGACTGGTAGATAAAATAGGTAATCATTCCGAATGGACTGAGTTTATTCTGGGAGAATCTGAGTTTGATGCTAGTATTATTCTTGATGAATTAGCGGGGCAAATCAGCCGAGACCAACTCGCACAAGACTTATTGGGTGAAATTAACAGTAAAGCTAACCAAATCGATATTACTGAATTACATGAGTTGATGAGGATAAATCATGACAAGATTTTATCTGAGTTGATGAGGCATGGAGCAACGATTGAAGAAAGTGAAAAAAAATGGGAGGAGGCAGGAAAATTACTGGCTGAGCGGATGAACCAAGTTTCAACGGCAACAGAAGCACAGGCTGCCGCAATTAAACAAGAGCAACAAGCACGTATTGAGGGTGATAAAACCGAAGCGCAACAACGGCAATCCTTAGCTACTCAACTTCGTGGTGATTATACTGGCAATGATTTATCGAAAGTGACCGCAGGACTCATTTCCGCCGAGAAACAAGCGCGGGTCTCGGGTGACCAAGCAGAAGCGAAAGCCCGACAATCACTGGAAACACGGATGAATGGGAATGTTTCAGCGATTAATAAATCATTAGAAACCCTCACCTCGAAACAGCAAGCACAAACGCAAGAGATTTCAACGCTCAATTCAAATCTTAAGGGGAAAGCTGATAGCAGTGTGGTGAATGCGTTAAATACGCGAGTAACTAATCTCGATGGCAAAGTGATGTCCGCAACCTCTCAGGTACAAACGTTATCCAGCAAATTAGATACAGTGAAAGCCGATTTAACGGAGTCTGTGGTGGTGGATTTAGATTTATCTAAACTCAATGAAAACACCTATTATCCGATTATTTTGCCATTAGTAACTTCTCGACGTTATGCCTTTAAGGTTTTTAGAACATTAGGGCAATATAGAGACAATAAACCGAGCTATGCGACTCACAGCACCAAAGGCTTTGCCATGATTGTGGAATGGCAAGTGAGTGGTTCCGGATGGGGAACCCAGTCTGAAAACCGCATCATTGATAATTTTGATTGGCGATGGACAAATCAATCCCCTGTGATGGGGCCAGCTCAATTAACGAATGGTTCTGTGGAATATATCTATTTGCGAGGAGGTGCTAAATATCAGCTCACTAAGCATAAAAGTGTTAACCATCAAATTATCACCCGCACTTATACCAATAACAAACAATCGGTGGCACCAAAAGGATTTGTGGCGAATGAAGTACCTAAGTCCAGCGAACAGAAAGCCAATGCAACGGCGAATGCGGTAAACCAACTTGAAACTAAGGTGACTGAGGTCTCAGGTAAAGTGACCTCTACCGCCCAGCAAGTCACTCGCCTTGAAAGCCAAGTGGGTACAAGTTCAGCCAAAATTGAACAAACGTCGAAAGTGGTCACCGACATAAATGGCAAAATTTCCGCATCATGGACAATGAAAGTTCAGCAAGATAGCAAAGGGAATAAAGTCATTACGGGCATTGGCTTAGGGTTTAATGCACAAGGAAATAGCCAATTTCTGGTCAATGCCCAAAACTTTGCGGTGATATCGTCATTAAACGGCAAAGTGGTGACACCGTTTATCGTGAAGAATGGACAGGTAGTTGTTAATGAAGCTTTTATTGGTGATGCAACTATTACCAGTGCAAAAATAGCTAATGTATTGCAATCAACCAATTTCAGCCATGCAAACAAGGTGGGCTATCAACTTAATATGCGCACTGGTGAAGAAATTAAATATGGGAATAACGCTCAGGGGTACTGGATTGAAACAAACATATTAAAACGTTTGTTTGATAAAAAAGGCACAATGCGTATCAGAATGGGGATATGGTAATGGGCATGGGTTTAGAAATATATGATGAGAAAGGGCGACTCATTATTGGA