Basic Information

Insect: Acrobasis consociella
Gene Symbol: stc
Assembly: GCA_963555685.1
Location: OY743115.1:4335394-4360422[-]

Transcription Factor Domain

TF Family: zf-NF-X1
Domain: zf-NF-X1 domain
PFAM: PF01422
TF Group: Zinc-Coordinating Group
Description: This domain is presumed to be a zinc binding domain. The following pattern describes the zinc finger. C-X(1-6)-H-X-C-X3-C(H/C)-X(3-4)-(H/C)-X(1-10)-C Where X can be any amino acid, and numbers in brackets indicate the number of residues. Two position can be either his or cys. This family includes Swiss:P40798, Swiss:Q12986 and Swiss:P53971. The zinc fingers in Swiss:Q12986 bind to DNA [1].
Hmmscan Out: # of c-Evalue i-Evalue score bias hmm coord from hmm coord to ali coord from ali coord to env coord from env coord to acc

1 11 0.3 5.3e+03 -1.5 1.7 2 10 495 503 495 503 0.92

2 11 0.00017 3 8.9 18.1 4 19 511 526 509 526 0.93

3 11 0.35 6.3e+03 -1.7 0.7 6 12 552 558 552 558 0.89

4 11 1.1e-05 0.2 12.7 12.4 3 19 564 580 562 580 0.91

5 11 0.00026 4.6 8.3 9.8 1 19 621 639 621 639 0.97

6 11 6.7e-05 1.2 10.2 12.4 1 19 680 702 680 702 0.87

7 11 0.0036 64 4.7 9.0 1 14 742 755 742 765 0.94

8 11 2.7e-05 0.47 11.5 13.7 3 19 771 787 763 787 0.88

9 11 0.005 89 4.2 11.6 1 18 826 842 826 843 0.82

10 11 4.8e-07 0.0085 17.0 15.3 1 17 879 897 879 903 0.84

11 11 0.0052 92 4.1 9.8 1 14 909 921 909 934 0.83

#	of	c-Evalue	i-Evalue	score	bias	hmm coord from	hmm coord to	ali coord from	ali coord to	env coord from	env coord to	acc
1	11	0.3	5.3e+03	-1.5	1.7	2	10	495	503	495	503	0.92
2	11	0.00017	3	8.9	18.1	4	19	511	526	509	526	0.93
3	11	0.35	6.3e+03	-1.7	0.7	6	12	552	558	552	558	0.89
4	11	1.1e-05	0.2	12.7	12.4	3	19	564	580	562	580	0.91
5	11	0.00026	4.6	8.3	9.8	1	19	621	639	621	639	0.97
6	11	6.7e-05	1.2	10.2	12.4	1	19	680	702	680	702	0.87
7	11	0.0036	64	4.7	9.0	1	14	742	755	742	765	0.94
8	11	2.7e-05	0.47	11.5	13.7	3	19	771	787	763	787	0.88
9	11	0.005	89	4.2	11.6	1	18	826	842	826	843	0.82
10	11	4.8e-07	0.0085	17.0	15.3	1	17	879	897	879	903	0.84
11	11	0.0052	92	4.1	9.8	1	14	909	921	909	934	0.83

Sequence Information

Coding Sequence: ATGTCTCAATGGAACAATTCTTACGCTTATAACAACCAATATCAAGGTCCTAATGCTTGGGAAGGTGACGTGAACGGCCAGTACGCGAACCAGGCATTTTACTCCAACCGCCAGTATGATCCCAGTAATCAGTATGTGAGTTTTAATGAGTTTCTATCTCAGATGCAACCCAACGGCACTACACCGGCCAACGCCGCCAGCTACAACAATGTTCAGTACCAAAACTATGACTACAATTACCAGAATATGCCATCTTCATCTCAGACTAATCAGGTTGAATCATATTCAGATTACAGTCAGAACCACTTTAATTCTGCATTGCCACCGACAGATCCTACTACAAATTTCACTAATAGTGAATTATTGTTAAAATCAAACTTAACGCCAACTGCCACAGAGTTTGTGCCAAAAAGATCCAATGTCAAGCCAGCAGCAAGTGTTCAAAACATTCCAGAGGCTTCCAGTAGCTCAGTGGAGGTGGTCACCGAGCCTAAGAAGATTCAAGGTAGTTCCTCAGATACCAACTGGAGAGAAAGACCAAAACCTTCCCAAAATGGTGAATCTAGCCAGAGGAATGAATATAATAATCATAGAGATAAAGATAATTACAGGCAAAATGAACCTAGAAATCGTAACCGTGATTATAATAGAGATCGTGATCAAGATGGCTATAGAAATCGTGATAGTTATAGGGACCGTGATGGCAATAGAGATAGTGCCAGAGAGCGAGACAATCCCAGAGAACGCAACAGTGCAAGGGATCGTGACAGTGCAAAAGAAAATCAGAGAGACCGTGATGACAATAGAGATCGTTATCAAGATTACAATTCCCGCTATGACTCAAACCAAGAGTCAAGTAGTCGCAATGATAGAAACCAATCTAAATCTAATACTAAAGGAAAGAGGAAAGAGGAATTAGATGCTGGTAGAACATTTTATAATAGCCGAATTCAAGGGGGACCAGAAGATAGAGTGAGAAATGGCAAGGAAGGTTCCGGCAGGGGTAAGAACTGGGCGGGAAGTCAGCGGGTTAGGCCAGCAGAGCGTAATTACACTGAGGATGAGCAATATGCCAGCAACTACTTACAATACCGTGATGATAAACCAGATCGACAGGCTAAATCAGACAGTGTGCAGAGTCCTGTAAACTACAGGAACAAATACAATGATCAAGATAAGAAACCCAGAGCCCAAGCACATTCAGAAATGACCCAGCGGGAGAGACTCAGTGAGCAATTAGACAAGGGCACATTAGAATGCCTGGTGTGTTGCGAGCGAGTGAAACAAACTGATCCTGTGTGGTCGTGTACTAACTGTTACCATGTGCTGCATCTTAGATGTATACGGAAGTGGGCTATGAGCAGTATGGTTGagggTAAATGGCGCTGTCCCGCTTGCCAAAACACCAGCGAGGCGATACCCACGGAGTACCGTTGCATGTGCGGCGCTATTCGCTCCCCCGAGTACGTGCGAGGGGCGAGCGGCGCGCACACTTGCGGGAAATCCTGCAAACGGCCAAGAAACTGCCCGCATCCTTGCACATTGCTGTGTCATCCTGGACCCTGCCCGCCGTGTCAAGCCACAGTTAGCAAACAATGCGGTTGTGGTGCCGAAACCCGTTCAGTGCTGTGCAGCAGCAAGTTGCCGCAGGTGTGCGGCCGCGTGTGCCACCGCACCCTGTCGTGCGAGGTGCACACGTGTCAGAAGGAGTGCCACGAAGGCTCCTGCGACGAGTGCAAGGAGACTGTCGAACAAGTGTGCTACTGCCCGGGCGCGCGCTCGCGCTCGGTGCCGTGCGCGCGCGAGACGGGCCGCCAGGGCGCGTGGTCgtgcggcgcggcgtgcggccgCGTGCTGGCGTGCGGCGCGCACGTGTGCGCCGCGCCCTGCCACGCGCCGCCCTGCGCCGCCTGCCGGCTGCTGCCCGACTCCGTGCTCACCTGCCCCTGCGGGAAACGCaaATTAGAGAAAGACAAGCGGAAAGCATGCACGGACCCAATCCCGCTTTGCGGCAACATCTGCGCCAAGCCGCTGCAGTGCGGGCCCGCCGGGGACAAACACTTCTGCAAGCTCGACTGCCACGAAGGGCCATGCCCCACTTGCCCCGACAAGACACTTCTGCAGTGCCGCTGCGGGCACTCGAGTCGAGAGGTGCCGTGTGCCGACCTTCCAGAGATGTACAACAATGTGTTGTGCCAGAAGAAGTGCAACAAGAAGCTGTCGTGCGGGCGGCATCGCTGCCGCGTGCTGTGCTGCGCGGGCAGCTCGCACCGCTGCGCGCTGGTGTGCGGGCGCTCGCTCACGTGCCAGCTGCACCGCTGCGAGGACTTCTGCCACACCGGACACTGCGCGCCGTGCCCGAGACTCAGCTGGGACGAGCTCCGCTGCGAGTGCGGCCTGGAGGTGACGCTGCCGCCGGTGCGGTGCGGGGCGCGCCCCCCCGCGTGCAGCGCGCCGTGCTCGCGCACGCGCGGCTGCGGGCACGCGCCGCTGCACGCGTGCCACGCCGGCGACTGCCCGCCCTGCGTCGTGCTCACCACCAAGCGCTGCCACGGCGGGCACGAGGAACGGAAAACGATCCCGTGCTCGCAAGAAGAGTTCTCTTGTGGGTTGCCGTGTGGTAAGCCACTGCCTTGTGGGAAGCACACCTGCATAAAGACTTGTCATAAGGGACCCTGTGATACTAGCAAATGTACCCAACCGTGCAACGAGAAGCGGCCGAGCTGCGGGCACCCGTGCGCGGCCCCGTGCCACACGGGCAGCGACCCGCCCACGGCGTGCCCCAGCGCGGCGCCGTGTAAGAAGCTCGTGCGCGCAACCTGCCCGTGCGGCCGCCGCCACGCCGAGCGCGCCTGCGCAGACAACGCCAGAGACGTCGCTAAAATGATGAGCGCATTAGCTGCGACTAAAATACATGAGGGGGAATCTGTTGATCTCTCCGATGTCCAGCGTCCGATCAATATGTTGAAAACGCTGGAGTGCGACGACGCGTGCCGCATGGAGGCGCGCGCGCGGCAGCTGGCGCTGGCGCTGCAGATCCGCAACCCCGACGTGTCGGCCAAGCTGGCGCCGCGCTACTCCGACGCGCTGCGGGCGCTCGCGCAGCGCGAGCCCGCCTTCGCGCAGCTCGTGCACGACCACCTCTCCGAGCTCGTGCAGAAGGCCAAGAaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttACGGTGCTTTGGTTGGACAGATCCGCAACCCCGACGTGTCGGCCAAACTGGCGCCGCGCTACTCCGACGCGCTGCGGGCGCTCGCGCAGCGCGAGCCCGCCTTCGCGCAGCTCGTGCACGACCACCTCTCCGAGCTCGTGCAGAAGGCCAAGAaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttACGGTGCTTTGGTTGGACAGATCCGCAACCCCGACGTGTCGGCCAAACTGGCGCCGCGCTACTCCGACGCGCTGCGGGCGCTCGCGCAGCGCGAGCCCGCCTTCGCGCAGCTCGTGCACGACCACCTCTCCGAGCTCGTGCAGAAGGCCAAGAaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttACGGTGCTTTGGTTGGACAGATCCGCAACCCCGACGTGTCGGCCAAGCTGGCGCCGCGCTACTCCGACGCGCTGCGGGCGCTCGCGCAGCGCGAGCCCGCCTTCGCGCAGCTCGTGCACGACCACCTCTCCGAACTCGTGCAGAAGGCCAAGAaggtatatagctgcacttgttACAGTGCTTTGGTTGGACAGATCCGCAACCCCGACGTGTCGGCCAAGCTGGCGCCGCGCTACTCCGACGCGCTGCGGGCGCTCGCGCAGCGCGAGCCCGCCTTCGCGCAGCTCGTGCACGACCACCTCTCCGAGCTCGTGCAGAAGGCCAAGAaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttacggtgctttggttggacagatccgcaaccccgacgtgtcggccaagctggcgccgcgctactccgacgcgctgcgggcgctcgcgcagcgcgagcccgccttcgcgcagctcgtgcacgaccacctctccgagctcgtgcagaaggccaagaaggtatatagctgcacttgttACGGTGCTTTGGTTGGACAGATCCGCAACCCCGACGTGTCGGCCAAGCTGGCGCCGCGCTACTCCGACGCGCTGCGGGCGCTCGCGCAGCGCGAGCCCGCCTTCGCGCAGCTCGTGCACGACCACCTCTCCGAGCTCGTGCAGAAGGCCAAGAAGTCGAAGCAGAAAACGCGTTCGCACTCGTTCCCGTCCATGAACTGGCAGAAGAGACAGTTCATCCATGAGATGTGCGAGCACTTCGGCTGCGAGAGCGTCGCCTACGACGCCGAGCCCAACAGAAACGTCGTCGCCACCGCCGACAGGGAAAAGTCGTGGCTGCCCGCCATGAGCATCCTGGAGGTGGTGTCCCGCGAGGCGGGCAAGCGCCGCGTGCCGGGGCCCGTGCTGCGCGCGCCCGCCAACGCACCACTCAAGTCAAGCAGTAGCAGCGGTagcggcagcggcagcggcTGGGCGACACTGACGTCGACTAACGCGTGGGCAGCGCGCAGCGCGcggcagcagcagcagcaacagCAACCGCAACCGCAAGCCGCGCCCGACAAGATCGACTACTTCGACAACCCGCCCGACAACTAA
Protein Sequence: MSQWNNSYAYNNQYQGPNAWEGDVNGQYANQAFYSNRQYDPSNQYVSFNEFLSQMQPNGTTPANAASYNNVQYQNYDYNYQNMPSSSQTNQVESYSDYSQNHFNSALPPTDPTTNFTNSELLLKSNLTPTATEFVPKRSNVKPAASVQNIPEASSSSVEVVTEPKKIQGSSSDTNWRERPKPSQNGESSQRNEYNNHRDKDNYRQNEPRNRNRDYNRDRDQDGYRNRDSYRDRDGNRDSARERDNPRERNSARDRDSAKENQRDRDDNRDRYQDYNSRYDSNQESSSRNDRNQSKSNTKGKRKEELDAGRTFYNSRIQGGPEDRVRNGKEGSGRGKNWAGSQRVRPAERNYTEDEQYASNYLQYRDDKPDRQAKSDSVQSPVNYRNKYNDQDKKPRAQAHSEMTQRERLSEQLDKGTLECLVCCERVKQTDPVWSCTNCYHVLHLRCIRKWAMSSMVEGKWRCPACQNTSEAIPTEYRCMCGAIRSPEYVRGASGAHTCGKSCKRPRNCPHPCTLLCHPGPCPPCQATVSKQCGCGAETRSVLCSSKLPQVCGRVCHRTLSCEVHTCQKECHEGSCDECKETVEQVCYCPGARSRSVPCARETGRQGAWSCGAACGRVLACGAHVCAAPCHAPPCAACRLLPDSVLTCPCGKRKLEKDKRKACTDPIPLCGNICAKPLQCGPAGDKHFCKLDCHEGPCPTCPDKTLLQCRCGHSSREVPCADLPEMYNNVLCQKKCNKKLSCGRHRCRVLCCAGSSHRCALVCGRSLTCQLHRCEDFCHTGHCAPCPRLSWDELRCECGLEVTLPPVRCGARPPACSAPCSRTRGCGHAPLHACHAGDCPPCVVLTTKRCHGGHEERKTIPCSQEEFSCGLPCGKPLPCGKHTCIKTCHKGPCDTSKCTQPCNEKRPSCGHPCAAPCHTGSDPPTACPSAAPCKKLVRATCPCGRRHAERACADNARDVAKMMSALAATKIHEGESVDLSDVQRPINMLKTLECDDACRMEARARQLALALQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYSALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKVYSCTCYGALVGQIRNPDVSAKLAPRYSDALRALAQREPAFAQLVHDHLSELVQKAKKSKQKTRSHSFPSMNWQKRQFIHEMCEHFGCESVAYDAEPNRNVVATADREKSWLPAMSILEVVSREAGKRRVPGPVLRAPANAPLKSSSSSGSGSGSGWATLTSTNAWAARSARQQQQQQQPQPQAAPDKIDYFDNPPDN

Similar Transcription Factors

Sequence clustering based on sequence similarity using MMseqs2

100% Identity: -
90% Identity: -
80% Identity: -