Pseudopodoces humilis (Tibetan ground-tit): 102101246
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Entry
102101246 CDS
T02921
Symbol
KCNH2
Name
(RefSeq) potassium voltage-gated channel subfamily H member 2
KO
K04905
potassium voltage-gated channel Eag-related subfamily H member 2
Organism
phi
Pseudopodoces humilis (Tibetan ground-tit)
Brite
KEGG Orthology (KO) [BR:
phi00001
]
09180 Brite Hierarchies
09183 Protein families: signaling and cellular processes
04040 Ion channels [BR:
phi04040
]
102101246 (KCNH2)
Ion channels [BR:
phi04040
]
Voltage-gated cation channels
Potassium channel, voltage-gated (Kv)
102101246 (KCNH2)
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Paralog
GFIT
Motif
Pfam:
Ion_trans
PAS_9
cNMP_binding
Ion_trans_2
PAS
PAS_3
PAS_4
PAS_8
Motif
Other DBs
NCBI-GeneID:
102101246
NCBI-ProteinID:
XP_005532173
LinkDB
All DBs
Position
Unknown
AA seq
1142 aa
AA seq
DB search
MPVRRGHVAPQNTFLDTIIRKFEGQSRKFIIGNARVENCAVIYCNEGFCRLCGYSRAEVM
QQPSTCDFLHGPRTQRRAAAQIAQALLGAEERKVEICFYRKDGSSFPCLVDVVPVKNEDG
TVIMFILNFEAVREPEPGETPTPSTNHWVTPAPWGPAGRSRSLRLKLLALTGSRQSLPPE
PPEPPDVVVVDPGVMEPLAMDLALPASDSGPEDASSSLEPGVGDRPEDEAALMGNPEAPV
TQSSPRAERLALAFANHSLARSRSRECRSRESLRSLRRASSVDDIEAMKGDGDKRGHNRH
ASAGAGLHPVRSALLNSTSDSDLARFRAIGRIPQITLNFMDLQPGGLLAPPPAPRPIIAP
TKLRDRTHNVTEKVTQVLSLGADVLPEYKLQAPRIHRWTILHYSPFKAVWDWLILLLVIY
TAIFTPYSAAFLLSDSEEAQRHHCGYSCSPLNVVDLIVDIMFIIDILINFRTTYVNSNEE
VVSHPAKIAIHYFKGWFLIDMVAAIPFDLLIFGSGSEETTTLIGLLKTARLLRLVRVARK
LDRYSEYGAAVLFLLMCTFALIAHWLACIWYAIGNVEGQRTGWLHALGQQIGKPINGTSG
PSIKDKYVTALYFTFSSLTSVGFGNVSPNTNSEKIFSICVMLIGSLMYASIFGNVSAIIQ
RLYSGTARYHTQMLRVREFIRFHQIPNPLRQRLEEYFQHAWSYTNGIDMNAVLKGFPECL
QADICLHLNRSLLQNCAPFRGATKGCLRALAMKFKTTHAPPGDTLVHAGDVLTALYFISR
GSIEILRGDVVVAILGKNDTFGEPLHLHARPGKSRADVRALTYCDLHKILREDLLEVLDM
YPEFSDRFWGTLEITFNLRDTNMIPGSPGSDELDGGFSRLRRRKLSFRRRPEKDAASPGE
SRALRGDGGGGQAPGAPRGPAEWDPPSPSSCGSSDEEEPPAPPPGATALSPFRSAPPAPP
EPEEREGSDMCNPLSGAFSGVSNIFNFWGDTRGRQYQELPRCSHGAPPNPPPTLTRRQRS
DLESRLDLLQKQLNRLESRLSSDISSIVHLLQRQVLVPPAYSTVSSPHQPPPGPLPPTLP
ITPIRPLAQVPRPPRAPDPPDVVLLLEPPPPRRRSLPGALPPPAGTPPGTPPLQRHCSDP
GS
NT seq
3429 nt
NT seq
+upstream
nt +downstream
nt
atgccggtgcggcgggggcacgtcgccccccagaacaccttcctggacaccatcatccgc
aagttcgaggggcagagccgcaagttcatcatcgggaacgcgcgtgtggagaactgcgcc
gtgatctactgcaacgaggggttctgccggctctgcgggtactcgcgggccgaggtgatg
cagcagcccagcacctgcgacttcctgcacgggccccgcacccagcgccgcgccgccgcc
cagatcgcccaggccctgctgggcgccgaggagcgcaaggtggagatctgcttctaccgc
aaggatggcagctccttcccgtgcctggtggacgtggtgccagtgaagaacgaggatggc
accgtcatcatgttcatcctcaacttcgaggctgtgagggaacctgagcctggggagacc
ccgacccccagcaccaaccactgggtcaccccggccccctggggccctgcaggacgcagc
cggtccctgcggctgaagctgctggcgctcacgggaagccgccaatcgctgccccccgag
ccaccggagccgccggacgtggtggtcgtggaccccggggtcatggagccactggccatg
gacctggccctgcctgccagcgactcgggccccgaggacgcctcatcctcgctggagccc
ggtgtcggggaccgtcccgaggacgaggcggcgctgatggggaaccccgaggcgccggtg
acgcagtcgtccccgcgggccgagcgcctggcgctggcctttgccaaccacagcctggcc
aggagccggtcccgggagtgccggtcccgggagagcctccgcagcctgcgccgggcgtcg
tccgtcgatgacatcgaggccatgaagggcgacggggacaagcgcggccacaaccgccac
gccagcgccggggccggcctgcaccctgtgcgcagcgccctgctcaactccacgtcggac
tcggacctggcgcggttccgggccatcggccgcatcccccagatcaccctcaacttcatg
gacctgcagccgggggggctcctggccccgcccccggccccccgccccatcattgccccc
accaaactgcgcgaccgcacccacaacgtcaccgagaaggtgacacaggtgctgtccctg
ggtgccgatgtgctccccgagtacaagctgcaggcgccgcgcatccaccgctggaccatc
ctgcactacagccccttcaaggccgtgtgggactggctgatcctgctgctggtcatctac
acggccatcttcacgccctactcggccgccttcctgctcagtgactccgaggaggcccag
cgccaccactgcggctactcctgcagccccctcaacgtggtggacctcatcgtggacatc
atgttcatcatcgacatcctcatcaacttccgcaccacctacgtcaactccaacgaggag
gtggtgagccaccccgccaagatcgccatccactacttcaagggctggttcctcatcgac
atggtggccgccatccccttcgacctgctcatcttcggctctggctccgaggagaccacg
acgctgatcgggctgctgaagacggcgcggctgctgcggctggtgcgcgtggcgcggaag
ctggaccgctactcggagtacggcgcggccgtgctgttcctgctcatgtgcaccttcgcg
ctcatcgcccactggctggcctgcatctggtacgccatcggcaacgtggaggggcagcgc
acgggctggctgcacgcgctgggccagcagatcggcaaacccatcaacggcacctcgggg
ccctccatcaaggacaagtacgtcaccgcgctctacttcaccttcagcagcctcaccagc
gtcggcttcggcaacgtgtcccccaacaccaactccgagaagatcttctccatctgcgtc
atgttgatcggctcgctgatgtacgccagcatcttcgggaacgtgtctgccatcatccag
cggctgtactccggcacggcgcgctaccacacgcagatgctgcgggtgcgcgagttcatc
cgcttccaccagatccccaacccgctgcgccagcgcctcgaggagtacttccagcacgcc
tggtcctacaccaacggcatcgacatgaacgcggtgctgaaggggttccccgagtgcctg
caggccgacatctgcctgcacctgaaccgcagcctgctgcagaactgcgccccgttccgc
ggggccaccaagggctgcctgcgggcgctggccatgaagttcaagacgactcacgccccc
cccggggacaccctggttcatgctggggacgtgctcaccgcgctctacttcatctcccgc
ggctccatcgagatcctgcgcggcgacgtcgtggtcgccatcctgggtaagaacgacacg
ttcggggagccgctgcacctgcacgcccggcccgggaagtcgcgggcggacgttcgggct
ctcacctactgcgacctgcacaagatcctgcgggaggacctgctcgaggtgctggacatg
taccccgagttctcggaccgcttctggggcaccctggagatcaccttcaacctgcgcgac
accaacatgatccccggctccccgggcagtgacgagctggacggaggcttctcccggctg
cggcgccgcaagctgtccttccgccggcgccccgagaaagatgccgccagtcccggggag
tcccgggcgctgcggggggacggcgggggcggccaagcccccggagccccccgaggcccg
gccgagtgggacccccccagcccctccagctgcggctcgagtgacgaggaggagcccccc
gcgcctcccccgggggccaccgcgctgtccccgttccgcagcgcccccccggctcccccc
gaacccgaggagcgggagggcagcgatatgtgcaaccccctctcaggcgccttctcgggg
gtctccaacatcttcaatttttggggcgacacccggggccgccagtaccaggagctcccc
cgttgttcccacggggcccccccaaatccccccccgaccctgacccgccgccagcgctct
gacctggaatcccgcttggatctgctccaaaagcagctcaacaggctggaatcccggctg
agctcggacatctcgtccatcgtgcacctgctgcagcgccaggtgctggtgccccccgcc
tacagcaccgtgagctccccgcaccagccgcccccggggccgctgccccccaccctgccc
atcacccccatccggccgctcgctcaggtcccgcgccccccgcgcgccccggaccccccg
gacgtggtgctgctgctggagccgccccccccgcggcgccgctccctgcccggggcgctg
cccccccccgcggggacccccccggggacccccccgctccagagacactgctccgacccc
ggcagctaa
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