PangenomeTIGR4

serotype 4

D39

serotype 2

D39V

serotype 2

Hungary19A-6

serotype 19A

EF3030

serotype 19F

670-6B

serotype 6B

6A-10

serotype 6A

70585

serotype 5

A026

serotype 19F

A66

serotype 3

AP200

serotype 11A

ASP0581

serotype 12F

ATCC 49619

serotype 19F

ATCC 700669

serotype 23F

BM6001

serotype 19F

BVJ1JL

serotype 1

CGSP14

serotype 14

G54

serotype 19F

HU-OH

serotype 3

Hu15

serotype 19A

Hu17

serotype 19A

INV104

serotype 1

INV200

serotype 14

JJA

serotype 14

MDRSPN001

serotype 19F

NCTC7465

serotype 1

NCTC7466

serotype 2

NU83127

serotype 4

OXC141

serotype 3

P1031

serotype 1

R6

serotype 2

SP49

serotype 19A

SPN032672

serotype 1

SPN034156

serotype 3

SPN034183

serotype 3

SPN994038

serotype 3

SPN994039

serotype 3

SPNA45

serotype 3

ST556

serotype 19F

TCH8431/19A

serotype 19A

Taiwan19F-14

serotype 19F

Xen35

serotype 4

gamPNI0373

serotype 1

NCBI: 11-FEB-2025

⊟Summary[edit | edit source]

organism: Streptococcus pneumoniae ATCC 700669
locus tag: SPN23F_RS12555 [old locus tag: SPN23F17820 ]
pan locus tag^?: PNEUPAN003229000
symbol: SPN23F_RS12555
pan gene symbol^?: psrP
synonym:
product: accessory Sec-dependent serine-rich glycoprotein adhesin

⊟Genome View[edit | edit source]

⊟Gene[edit | edit source]

⊟General[edit | edit source]

type: CDS
locus tag: SPN23F_RS12555 [old locus tag: SPN23F17820 ]
symbol: SPN23F_RS12555
product: accessory Sec-dependent serine-rich glycoprotein adhesin
replicon: chromosome
strand: -
coordinates: 1721443..1734897
length: 13455
essential: unknown

⊟Accession numbers[edit | edit source]

Location: NC_011900 (1721443..1734897) NCBI
BioCyc: SPN23F_RS12555 BioCyc
MicrobesOnline: see SPN23F17820
PneumoBrowse for strain D39V:

⊟Phenotype[edit | edit source]

Share your knowledge and add information here. [edit]

⊟DNA sequence[edit | edit source]

1
61
121
181
241
301
361
421
481
541
601
661
721
781
841
901
961
1021
1081
1141
1201
1261
1321
1381
1441
1501
1561
1621
1681
1741
1801
1861
1921
1981
2041
2101
2161
2221
2281
2341
2401
2461
2521
2581
2641
2701
2761
2821
2881
2941
3001
3061
3121
3181
3241
3301
3361
3421
3481
3541
3601
3661
3721
3781
3841
3901
3961
4021
4081
4141
4201
4261
4321
4381
4441
4501
4561
4621
4681
4741
4801
4861
4921
4981
5041
5101
5161
5221
5281
5341
5401
5461
5521
5581
5641
5701
5761
5821
5881
5941
6001
6061
6121
6181
6241
6301
6361
6421
6481
6541
6601
6661
6721
6781
6841
6901
6961
7021
7081
7141
7201
7261
7321
7381
7441
7501
7561
7621
7681
7741
7801
7861
7921
7981
8041
8101
8161
8221
8281
8341
8401
8461
8521
8581
8641
8701
8761
8821
8881
8941
9001
9061
9121
9181
9241
9301
9361
9421
9481
9541
9601
9661
9721
9781
9841
9901
9961
10021
10081
10141
10201
10261
10321
10381
10441
10501
10561
10621
10681
10741
10801
10861
10921
10981
11041
11101
11161
11221
11281
11341
11401
11461
11521
11581
11641
11701
11761
11821
11881
11941
12001
12061
12121
12181
12241
12301
12361
12421
12481
12541
12601
12661
12721
12781
12841
12901
12961
13021
13081
13141
13201
13261
13321
13381
13441
ATATTTTTTAGACGTCAGAAGGGTGAATATAGAGAAACAGACCGAGTAACTCGGTTCAAA
TTAATCAAATCAGGGAAGCATTGGCTACGGGCCTCGACTTCTCTTTTTGGCTTGTTTAAG
GTCATGCGTGGTGGTGTTGATACTACTCAGGTCATGACCGAAACGGTAGAAGATAAAGTA
AGTCATTCAATTACTGGGCTTGATATCCTCAAGGGGATAGTTGCTGCGGGAACTGTCATA
AGTGGAACCGTTGCAACTCAAACGAAGGTATTTACAAATGAGTCGGCAGTACTTGAAAAA
ACTGTAGAGAAAACGGATGCTTTGGCAACAAATGATACAGTAGTTCTAGGTACGATATCT
ACAAGTAATTCAGCGAGTTCAACTAGTTTGTCAGCTTCAGAGTCGGCAAGTACATCTGCA
TCTGAGTCAGCCTCAACCAGCGCTTCGACCTCAGCGAGTACAAGTGCATCAGAATCAGCA
AGTACATCGGCTTCGACAAGTATTTCTGCATCATCTACTGTGGTAGGTTCACAAACAGCT
GCCGCTACAGAAGCAACTGCTAAGAAGGTCGAAGAAGATCGTAAGAAACCAGCTAGTGAT
TATGTAGCATCAGTTACAAATGTCAATCTCCAATCTTATGCTAAGCGACGCAAGCGTTCA
GTAGATTCCATCGAGCAATTGCTGGCTTCTATAAATGCTGCTGTTTTTTCTGGCAATACG
ATTGTAAATGGCGCCCCTGCAATTAATGCAAGTCTAAACATTGCTAAAAGTGAGACAAAA
ATTTACACGGGTACAGGTAGAGATTCATTTTATAATATTCCAATTTACTATAAATTGACA
GTGACAAATGATGGTTCAAAATTGACCTTTACCTATACGGTTACGTATGTAGATCCTATC
ACAAAGACTCTTGGAAATCTTTCAAGAATGTCTCGTGGATATTCTATCTATAATACAGGA
ACAATTTATCAAACGATGTTAACGTTAGGAAAGGGATTGAAAACACCTTCAAGTGTAAAG
AACTACATTACTGACAAAGATGGTGTACAGGTTCAATACTATAATATGTCTACAATGACG
ACGCAGGGTAGTGGGTATACTTGGGGAAATGGTGCCCAAATGAATGGTTTATTTGCTAAG
CGAGGATATGGATTAACATCATCTTGGACTGTACCAATTACTGGAACGGATACATCCTTT
ACATTTACCCCTTACGCTGCTAAAACAGATAAAATTAGAACTAACTACTTCAATAGTAAA
GGAAAGATAGTTGAATCTAGCACGACCAGTCAGTCACTTTCACAGTCTAAGTCACTCTCA
GTAAGTGCTAGTCAAAGCGCCTCAGCGTCTGAATCGGCATCAACGAGTGCGTCGGCTTCA
GCAAGCACGTCAGCAAGTACATCGGCGTCAACAAGCGCGTCGACCTCAGCAAGTACGTCC
GCATCAACAAGCGCAAGTACGTCAGCAAGCACGTCAGCATCAACAAGCGCAAGTACGTCA
GCAAGTACGTCCGCATCAACAAGCGCAAGTACGTCAGCAAGCACGTCCGCATCAACAAGC
GCAAGTACGTCAGCAAGTACATCGGCATCAACGAGTGCTTCGGCTTCAGCAAGTACCTCA
GCGTCTGAATCGGCATCAACGAGTGCGTCAGTCTCAGCAAGTACTAGTGCATCAGCTTCA
GCATCAACGAGTGCTTCGGCTTCAGCGTCAACCAGTGCATCAGAGTCAGCAAGTACCAGT
GCGTCAGCTTCAGCGTCAACCAGCGCCTCAGCCTCAGCAAGTACCAGTGCGTCAGCTTCA
GCATCAACCAGTGCGTCGGCTTCAGCGTCAACAAGTGCTTCAGCCTCAGCAAGCACCTCA
GCGTCTGAATCTGCATCAACGAGTGCTTCAGCTTCAGCAAGTACTAGTGCATCAGCTTCA
GCATCAACGAGTGCATCAGCTTCAGCAAGTACTAGCGCCTCAGCAAGTACAAGTGCTTCG
GCTTCAGCGTCAACGAGTGCGTCTGAGTCAGCATCAACGAGTGCGTCAGCTTCAGCATCA
ACGAGTGCTTCGGCTTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGCACAAGCGCCTCA
GCTTCAGCATCAACAAGTACATCGGCTTCAGCATCAACAAGTGCCTCTGAATCCGCATCA
ACAAGTGCATCGGCTTCAGCAAGCACCAGTGCGTCGGCTTCAGCATCAACGAGTGCATCG
GCTTCAGCGTCAACCAGTGCATCAGAGTCAGCAAGTACCAGTGCGTCAGCTTCCGCATCA
ACGAGTGCATCGGCTTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGCACAAGCGCCTCA
GCTTCAGCGTCAACGAGTGCGTCAGCTTCAGCATCAACAAGTGCATCAGCTTCAGCATCA
ACCAGTGCATCAGCCTCAGCAAGTACCAGCGCCTCAGCTTCAGCATCGACAAGTGCGTCA
GCTTCAGCAAGCACATCAGCTTCTGAATCCGCATCAACGTCTGCCTCAGCCTCAGCAAGT
ACAAGTGCTTCAGCTTCAGCATCAACCAGTGCGTCAGCCTCAGCATCAACGAGTGCTTCG
GCTTCAGCAAGCACCTCAGCATCTGAATCAGCCTCAACGAGTGCGTCTGAATCCGCATCA
ACGAGTGCGTCAGCCTCAGCAAGTACCAGCGCCTCAGCCTCAGCATCAACGAGTGCTTCG
GCATCAGCAAGTACCAGTGCTTCAGCTTCAGCGTCAACCAGTGCGTCAGCTTCCGCATCA
ACGAGTGCGTCGGCTTCAGCGTCAACCAGTGCCTCGGCTTCCGCATCAACGAGTGCTTCG
GCATCAGCAAGTACAAGTGCCTCAGCCTCAGCATCAACGAGTGCGTCAGCGTCGGCTTCA
GCAAGTACCTCAGCGTCTGAATCGGCATCAACGAGTGCTTCAGCTTCAGCATCAACGAGT
GCGTCAGCCTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGCACGTCAGCATCAACAAGC
ACAAGTACATCGGCAAGCACGTCAGCATCGACAAGTGCAAGCACATCGGCGTCAACAAGT
GCAAGTACGTCAGCATCTGAATCGGCCTCAACCAGTGCGTCGACTTCAGCAAGTACAAGC
GCCTCAGCCTCAGCAAGTATCTCAGCGTCTGAATCGGCATCAACCAGCGCCTCAGCCTCA
GCATCAACCAGTGCATCAGCCTCAGCAAGTATCTCAGCGTCTGAATCAGCATCAACAAGT
GCCTCGGCTTCAGCATCAACGAGTGCATCAGCTTCAGCATCAACAAGTGCTTCAGCTTCA
GCAAGTACCAGTGCGTCGGCTTCAGCATCAACGAGTGCTTCAGTCTCAGCGTCAACCAGT
GCCTCTGAATCCGCATCAACCAGTGCATCAGAGTCAGCAAGTACTAGCGCCTCAGCCTCA
GCATCAACCAGTGCATCAGCCTCAGCAAGTATCTCAGCGTCTGAATCGGCATCAACGAGT
GCGTCAGCCTCAGCGTCAACCAGCGCCTCAGCCTCAGCAAGTACCAGTACCTCAGCGTCT
GAATCGGCATCAACCAGTGCATCAGCTTCAGCATCAACGAGTGCTTCGGCTTCAGCAAGT
ACCAGTGCGTCAGCTTCCGCATCAACAAGTGCTTCAGCTTCCGCATCAACGAGTGCGTCG
GCTTCCGCATCAACGAGTGCGTCAGCTTCCGCATCAACCAGTGCGTCGGCTTCAGCATCA
ACAAGTGCTTCAGCATCAGCAAGTACTAGCGCCTCAGCCTCAGCGTCAACCAGTGCGTCA
GCTTCAGCGTCAACCAGTGCCTCGGCTTCAGCAAGTACATCAGCTTCTGAATCTGCATCA
ATAAGTGCGTCGGCTTCAGCGTCAACCAGTGCCTCGGCTTCAGCAAGCACATCAGCATCT
GAATCAGCGTCAACCAGTGCGTCGGCTTCAGCAAGCACCAGCGCCTCAGCATCCGCGTCA
ACCAGCGCCTCGGCTTCAGCATCAACGTCTGCCTCAGCCTCAGCATCGACAAGTGCCTCG
GCTTCAGCATCAACGAGTGCTTCGGCTTCAGCATCGACAAGCGCTTCAGCCTCAGCATCA
ACCAGTGCTTCGGCTTCAGCGTCGACAAGTGCCTCTGAATCGGCATCAACCAGTGCGTCA
GCCTCAGCAAGCACAAGTGCATCAGCTTCAGCAAGTACAAGTGCGTCAGCCTCAGCATCG
ACAAGTGCGTCAGCTTCGGCAAGCACATCAGCATCTGAATCCGCATCAACCAGTGCTTCA
GCTTCAGCGTCAACCAGCGCCTCAGCCTCAGCATCGACAAGCGCTTCAGCTTCAGCATCA
ACCAGTGCGTCGGCTTCAGCAAGCACTAGCGCGTCAGCCTCAGCAAGCACCTCAGCGTCT
GAATCGGCATCAACGAGCGCCTCAGCTTCCGCATCAACCAGTGCTTCGGCTTCAGCAAGT
ACCAGTGCTTCGGCTTCAGCAAGCACGTCAGCATCAACAAGCGCAAGTACATCGGCAAGC
ACGTCAGCATCGACAAGTGCAAGCACATCGGCGTCAACAAGTACTAGTGCATCAGCTTCA
GCGTCAACGAGTGCTTCGGCTTCAGTATCTGCAAGCACATCAGCATCTGAATCCGCATCA
ACGAGTGCCTCAGCCTCAGCATCAACAAGTGCATCGGCTTCAGCATCAACAAGTGCGTCT
GAATCCGCATCAACGAGTGCTTCGGCTTCAGCAAGTACCAGTGCGTCAGCTTCAGCGTCA
ACGAGTGCTTCGGCTTCCGCATCAACAAGTGCGTCAGCTTCAGCAAGCACCAGTGCTTCG
GCTTCAGCAAGTACTAGCGCCTCAGCCTCAGCATCAACAAGTGCTTCAGCTTCAGCAAGT
ACCAGTGCGTCGGCTTCAGCATCAACGAGTGCTTCAGTCTCAGCGTCAACCAGTGCCTCT
GAATCCGCATCAACCAGTGCATCAGAGTCAGCAAGTACTAGCGCCTCAGCCTCAGCATCA
ACCAGTGCATCAGCCTCAGCAAGTATCTCAGCGTCTGAATCGGCATCAACGAGTGCGTCA
GCCTCAGCGTCAACCAGCGCCTCAGCCTCAGCAAGTACCAGTACCTCAGCGTCTGAATCG
GCATCAACCAGTGCATCAGCTTCAGCATCAACGAGTGCTTCGGCTTCAGCAAGTACCAGT
GCGTCAGCTTCCGCATCAACAAGTGCTTCAGCTTCCGCATCAACGAGTGCGTCGGCTTCC
GCATCAACGAGTGCGTCAGCTTCCGCATCAACCAGTGCGTCGGCTTCAGCATCAACAAGT
GCTTCAGCATCAGCAAGTACTAGCGCCTCAGCCTCAGCGTCAACCAGTGCGTCAGCTTCA
GCGTCAACCAGTGCCTCGGCTTCAGCAAGTACATCAGCTTCTGAATCTGCATCAATAAGT
GCGTCGGCTTCAGCGTCAACCAGTGCCTCGGCTTCAGCAAGCACATCAGCATCTGAATCA
GCGTCAACCAGTGCGTCGGCTTCAGCAAGCACCAGCGCCTCAGCATCCGCGTCAACCAGC
GCCTCGGCTTCAGCATCAACGTCTGCCTCAGCCTCAGCATCGACAAGTGCCTCGGCTTCA
GCATCAACGAGTGCTTCGGCTTCAGCATCGACAAGCGCTTCAGCCTCAGCATCAACCAGT
GCTTCGGCTTCAGCGTCGACAAGTGCCTCTGAATCGGCATCAACCAGTGCGTCAGCCTCA
GCAAGCACAAGTGCATCAGCTTCAGCAAGTACAAGTGCGTCAGCCTCAGCATCGACAAGT
GCGTCAGCTTCGGCAAGCACATCAGCATCTGAATCCGCATCAACCAGTGCTTCAGCTTCA
GCGTCAACCAGCGCCTCAGCCTCAGCATCGACAAGCGCTTCAGCTTCAGCATCAACCAGT
GCGTCGGCTTCAGCAAGCACTAGCGCGTCAGCCTCAGCAAGCACCTCAGCGTCTGAATCG
GCATCAACGAGCGCCTCAGCTTCCGCATCAACCAGTGCTTCGGCTTCAGCAAGTACCAGT
GCTTCGGCTTCAGCAAGCACGTCAGCATCAACAAGCGCAAGTACATCGGCAAGCACGTCA
GCATCGACAAGTGCAAGCACATCGGCGTCAACAAGTACTAGTGCATCAGCTTCAGCGTCA
ACGAGTGCTTCGGCTTCAGTATCTGCAAGCACATCAGCATCTGAATCCGCATCAACGAGT
GCCTCAGCCTCAGCATCAACAAGTGCATCGGCTTCAGCATCAACAAGTGCGTCTGAATCC
GCATCAACGAGTGCTTCGGCTTCAGCAAGTACCAGTGCGTCAGCTTCAGCGTCAACGAGT
GCTTCGGCTTCCGCATCAACAAGTGCGTCAGCTTCAGCAAGCACCAGTGCGTCGGCTTCA
GCATCGACAAGTGCTTCAGCTTCAGCGTCAACCAGTGCGTCGGCTTCAGCGTCAACCAGT
GCGTCAGCCTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGTACTAGCGCCTCAGCCTCA
GCATCAACAAGTGCTTCAGTCTCAGCGTCAACCAGTGCCTCTGAATCCGCATCAACCAGT
GCATCGGCTTCAGCAAGTACTAGTGCATCAGCTTCAGCATCAACGAGTGCTTCGGCTTCA
GCAAGCACCAGTGCGTCTGAATCCGCATCAACGTCTGCCTCAGCCTCAGCAAGTACCAGT
GCGTCAGCTTCAGCAAGTACTAGTGCATCAGCTTCCGCATCAACAAGTGCTTCAGCTTCA
GCGTCAACCAGCGCCTCAGCCTCAGCAAGTACCAGTGCGTCAGCTTCAGCAAGCACAAGC
GCCTCTGAGTCAGCGTCAACCAGTGCGTCAGCTTCAGCAAGCACATCAGCTTCAGCATTA
ACCAGTGCATCAGAGTCAGCAAGTACTAGCGCCTCAGCCTCAGCATCAACCAGTGCATCA
GCCTCAGCAAGTATCTCAGCGTCTGAATCGGCATCAACGAGTGCGTCAGCCTCAGCGTCA
ACCAGCGCCTCAGCCTCAGCAAGTACCAGTACCTCAGCGTCTGAATCGGCATCAACCAGT
GCATCAGCTTCAGCATCAACGAGTGCTTCGGCTTCAGCAAGTACCAGTGCGTCAGCTTCC
GCATCAACAAGTGCTTCAGCTTCCGCATCAACGAGTGCGTCGGCTTCCGCATCAACGAGT
GCGTCAGCTTCCGCATCAACCAGTGCGTCGGCTTCAGCATCAACAAGTGCTTCAGCATCA
GCAAGTACTAGCGCCTCAGCCTCAGCGTCAACCAGTGCGTCAGCTTCAGCGTCAACCAGT
GCCTCGGCTTCAGCAAGTACATCAGCTTCTGAATCTGCATCAATAAGTGCGTCGGCTTCA
GCGTCAACCAGTGCCTCGGCTTCAGCAAGCACATCAGCATCTGAATCAGCGTCAACCAGT
GCGTCGGCTTCAGCAAGCACCAGCGCCTCAGCATCCGCGTCAACCAGCGCCTCGGCTTCA
GCATCAACGTCTGCCTCAGCCTCAGCATCGACAAGTGCCTCGGCTTCAGCATCAACGAGT
GCTTCGGCTTCAGCATCGACAAGCGCTTCAGCCTCAGCATCAACCAGTGCTTCGGCTTCA
GCGTCGACAAGTGCCTCTGAATCGGCATCAACCAGTGCGTCAGCCTCAGCAAGCACAAGT
GCATCAGCTTCAGCAAGTACAAGTGCGTCAGCCTCAGCATCGACAAGTGCGTCAGCTTCG
GCAAGCACATCAGCATCTGAATCCGCATCAACCAGTGCTTCAGCTTCAGCGTCAACCAGC
GCCTCAGCCTCAGCATCGACAAGCGCTTCAGCTTCAGCATCAACCAGTGCGTCGGCTTCA
GCAAGCACTAGCGCGTCAGCCTCAGCAAGCACCTCAGCGTCTGAATCGGCATCAACGAGC
GCCTCAGCTTCCGCATCAACCAGTGCTTCGGCTTCAGCAAGTACCAGTGCTTCGGCTTCA
GCAAGCACGTCAGCATCAACAAGCGCAAGTACATCGGCAAGCACGTCAGCATCGACAAGT
GCAAGCACATCGGCGTCAACAAGTACTAGTGCATCAGCTTCAGCGTCAACGAGTGCTTCG
GCTTCAGTATCTGCAAGCACATCAGCATCTGAATCCGCATCAACGAGTGCCTCAGCCTCA
GCATCAACAAGTGCATCGGCTTCAGCAAGTACTAGCGCCTCAGCCTCAGCATCAACAAGT
GCTTCAGTCTCAGCGTCAACCAGTGCCTCTGAATCCGCATCAACCAGTGCATCGGCTTCA
GCAAGTACTAGTGCATCAGCTTCAGCATCAACGAGTGCTTCGGCTTCAGCAAGCACCAGT
GCTTCGGCTTCAGCAAGTACTAGCGCCTCAGCCTCAGCATCAACAAGTGCTTCAGTCTCA
GCGTCAACCAGTGCCTCGGCCTCAGCAAGCACCAGTGCGTCTGAATCCGCATCAACGTCT
GCCTCAGCCTCAGCAAGTACCAGTGCGTCAGCTTCAGCAAGTACTAGTGCATCAGCTTCC
GCATCAACAAGTGCTTCAGCTTCAGCGTCAACCAGCGCCTCAGCCTCAGCAAGTACCAGT
GCGTCAGCTTCAGCAAGCACAAGCGCCTCTGAGTCAGCGTCAACCAGTGCGTCAGCTTCA
GCAAGCACATCAGCTTCAGCATTAACCAGTGCATCAGAGTCAGCAAGTACTAGCGCCTCA
GCCTCAGCATCAACCAGTGCATCAGCCTCAGCAAGTATCTCAGCGTCTGAATCGGCATCA
ACGAGTGCGTCAGCCTCAGCGTCAACCAGCGCCTCAGCCTCAGCAAGTACCAGTACCTCA
GCGTCTGAATCGGCATCAACCAGTGCATCAGCTTCAGCATCAACGAGTGCTTCGGCTTCA
GCAAGTACCAGTGCGTCAGCTTCCGCATCAACAAGTGCTTCAGCTTCCGCATCAACGAGT
GCGTCGGCTTCCGCATCAACGAGTGCGTCAGCTTCCGCATCAACCAGTGCGTCGGCTTCA
GCATCAACAAGTGCTTCAGCATCAGCAAGTACTAGCGCCTCAGCCTCAGCGTCAACCAGT
GCGTCAGCTTCAGCGTCAACCAGTGCCTCGGCTTCAGCAAGTACATCAGCTTCTGAATCT
GCATCAATAAGTGCGTCGGCTTCAGCGTCAACCAGTGCCTCGGCTTCAGCAAGCACATCA
GCATCTGAATCAGCGTCAACCAGTGCGTCGGCTTCAGCAAGCACCAGCGCCTCAGCATCC
GCGTCAACCAGCGCCTCGGCTTCAGCATCAACGTCTGCCTCAGCCTCAGCATCGACAAGT
GCCTCGGCTTCAGCATCAACGAGTGCTTCGGCTTCAGCATCGACAAGCGCTTCAGCCTCA
GCATCAACCAGTGCTTCGGCTTCAGCGTCGACAAGTGCCTCTGAATCGGCATCAACCAGT
GCGTCAGCCTCAGCAAGCACAAGTGCATCAGCTTCAGCAAGTACAAGTGCGTCAGCCTCA
GCATCGACAAGTGCGTCAGCTTCGGCAAGCACATCAGCATCTGAATCCGCATCAACCAGT
GCTTCAGCTTCAGCGTCAACCAGCGCCTCAGCCTCAGCATCGACAAGCGCTTCAGCTTCA
GCATCAACCAGTGCGTCGGCTTCAGCAAGCACTAGCGCGTCAGCCTCAGCAAGCACCTCA
GCGTCTGAATCGGCATCAACGAGCGCCTCAGCTTCCGCATCAACCAGTGCTTCGGCTTCA
GCAAGTACCAGTGCTTCGGCTTCAGCAAGCACGTCAGCATCAACAAGCGCAAGTACATCG
GCAAGCACGTCAGCATCGACAAGTGCAAGCACATCGGCGTCAACAAGTACTAGTGCATCA
GCTTCAGCGTCAACGAGTGCTTCGGCTTCAGTATCTGCAAGCACATCAGCATCTGAATCC
GCATCAACGAGTGCCTCAGCCTCAGCATCAACAAGTGCATCGGCTTCAGCATCAACAAGT
GCGTCTGAATCCGCATCAACGAGTGCTTCGGCTTCAGCAAGTACCAGTGCGTCAGCTTCA
GCGTCAACGAGTGCTTCGGCTTCCGCATCAACAAGTGCGTCAGCTTCAGCAAGCACCAGT
GCGTCGGCTTCAGCATCGACAAGTGCTTCAGCTTCAGCGTCAACCAGTGCGTCGGCTTCA
GCGTCAACCAGTGCGTCAGCCTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGTACTAGC
GCCTCAGCCTCAGCATCAACAAGTGCTTCAGTCTCAGCGTCAACCAGTGCCTCTGAATCC
GCATCAACCAGTGCATCGGCTTCAGCAAGTACTAGTGCATCAGCTTCAGCATCAACGAGT
GCTTCGGCTTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGTACTAGCGCCTCAGCCTCA
GCATCAACAAGTGCTTCAGTCTCAGCGTCAACCAGTGCCTCGGCCTCAGCAAGCACCAGT
GCGTCTGAATCCGCATCAACGTCTGCCTCAGCCTCAGCAAGTACCAGTGCGTCAGCTTCA
GCAAGTACTAGTGCATCAGCTTCCGCATCAACAAGTGCTTCAGCTTCAGCGTCAACCAGC
GCCTCAGCCTCAGCAAGTACCAGTGCGTCAGCTTCAGCAAGCACAAGCGCCTCTGAGTCA
GCGTCAACCAGTGCGTCAGCTTCAGCAAGCACATCAGCTTCAGCATTAACCAGTGCCTCA
GCCTCAGCAAGTACCAGCGCCTCAGCTTCAGCATCGACAAGTGCTTCAGCTTCAGCAAGC
ACATCAGCTTCTGAATCCGCATCAACGTCTGCCTCAGCCTCAGCAAGTACAAGTGCGTCA
GCTTCAGCATCAACCAGTGCGTCAGCCTCAGCAAGTACTAGTGCATCAGCTTCAGCATCA
ACGAGTGCATCAGCTTCAGCAAGTACTAGCGCCTCAGCAAGTACAAGTGCTTCGGCTTCA
GCGTCAACGAGTGCGTCTGAGTCAGCATCAACGAGTGCGTCAGCTTCAGCATCAACGAGT
GCTTCGGCTTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGCACAAGCGCCTCAGCTTCA
GCATCAACAAGTGCATCGGCTTCAGCATCAACAAGTGCCTCTGAATCCGCATCAACAAGT
GCATCGGCTTCAGCAAGCACCAGTGCGTCGGCTTCAGCATCAACGAGTGCATCGGCTTCA
GCGTCAACCAGTGCATCAGAGTCAGCAAGTACCAGTGCGTCAGCTTCCGCATCAACGAGT
GCATCGGCTTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGCACAAGCGCCTCAGCTTCA
GCGTCAACCAGTGCGTCAGCCTCAGCAAGTACTAGTGCATCAGCTTCCGCATCAACGAGT
GCATCGGCTTCAGCAAGCACCAGTGCTTCGGCTTCAGCAAGCACAAGCGCCTCAGCTTCA
GCATCAACAAGTGCATCGGCTTCAGCATCAACAAGTGCATCAGCCTCAGCAAGCACATCA
GCTTCTGAGTCAGCGTCAACCAGTGCGTCAGCCTCAGCAAGCACAAGTGCATCAGCTTCA
GCAAGTACAAGTGCGTCAGCCTCAGCAAGCACAAGTGCATCAGCTTCAGCAAGTACAAGT
GCGTCAGCCTCAGCATCAACGAGTGCGTCAGCTTCCGCATCAACGAGTGCGTCAGCTTCA
GCGTCAACCAGTGCGTCGGCCTCAGCAAGCACATCAGCTTCTGAATCCGCATCAACAAGT
GCAAGTACGTCAGCTTCAGCAAGTACAAGTGCGTCAGCCTCAGCATCAACAAGTGCCTCA
GCTTCCGCATCAACGAGTGCGTCAGTCTCAGCATCAACGAGTGCCTCAGCTTCAGCAAGT
ACAAGTGCCTCAGCCTCAACGAGTGCGTCGGCTTCAGCAAGCACCTCAGCGTCTGAATCT
GCATCAACGTCTGCCTCAGCCTCAGCATCAACGAGTGCGTCAGCTTCAGCGTCAACCAGT
GCGTCGGCCTCAGCAAGCACATCAGCTTCTGAATCCGCATCAACAAGTGCAAGTACGTCA
GCTTCAGCAAGTACAAGTGCGTCAGCCTCAGCATCAACCAGTGCTTCGGCTTCAGCGTCG
ACAAGTGCCTCTGAATCGGCATCAACCAGTGCGTCAGCCTCAGCAAGCACCTCAGCATCT
GAATCAGCGTCAACCAGTGCGTCTGAGTCAGCATCAACGAGTGCCTCAGCTTCAGCGTCA
ACCAGCGCCTCGGCCTCAGCATCAACGAGTGCGTCGGCTTCAGCGTCAACCAGTGCGTCA
GCTTCAGCAAGTACCAGCGCCTCAGCTTCAGCGTCAACGAGTGCCTCAGCCTCAGCATCG
ACAAGTGCCTCAGCTTCAGCAAGTACAAGTGCGTCAGCCTCAGCATCAACCAGTGCTTCG
GCTTCAGCGTCGACAAGTGCCTCTGAATCGGCATCAACAAGTGCGTCAGCCTCAGCAAGC
ACCTCAGCATCTGAATCAGCATCAACGAGTGCTTCAGCTTCAGCAAGTACCTCAGCTTCT
GAATCGGCCTCAACGAGTGCATCAGCTTCAGCAAGCACCTCAGCGTCTGAATCGGCCTCA
ACGAGTGCTTCAGTTTCAGCGTCAACCAGTGCGTCAGCTTCAGCATCAACGAGTGCCTCG
GCCTCAGCAAGTACCAGTGCATCAGCTTCAGCAAGCACCTCAGCGTCTGAATCGGCCTCA
ACGAGTGCTTCAGTCTCAGCGTCAACCAGTGCGTCAGCTTCAGCAAGCACCTCAGCATCT
GAATCAGCGTCAACCAGTGCGTCTGAGTCAGCATCAACGAGTGCATCAGCTTCAGCGTCA
ACCAGCGCCTCGGCCTCAGCATCAACAAGTGCTTCAGTCTCAGCGTCAACCAGTGCCTCT
GAATCCGCATCAACCAGTGCCTCGGCTTCAGCAAGCACCAGTGCGTCAGCTTCCGCATCA
ACGAGTGCGTCGGCTTCAGCGTCAACCAGCGCCTCAGCCTCAGCAAGTACAAGTGCATCA
GAGTCAGCAAGTACCAGTGCCTCTGAATCCGCATCAACCAGTGCCTCGGCCTCAGCAAGC
ACAAGTGCGTCTGAATCCGCATCAACCAGTGCCTCTGAATCGGCATCAACCAGTGCGTCA
GCATCCGCATCAACAAGTGCTTCAGCCTCAGCCTCAACGAGTGCGTCAGCTTCAGCATCA
ACAAGTGCTTCAGCCTCAGCAAGTACTAGCGCCTCAGCATCAGCCTCAACAAGTGCTTCA
GCTTCAGCGTCAACGAGTGCTTCGGCTTCAGTATCTGCAAGCACATCAGCATCTGAATCC
GCATCAACAAGTGCCTCAGCCTCAGCTTTAGCAAGCACAAGCGCCTCAGCTTCAGCAAGT
ACATCAGTTTCAAATTCAGCAAACCATTCGAACTCACAAGTTGGAAATACTTCTGGATCG
ACAGGTAAATCCCAAAAAGAATTGCCTAATACAGGTACTGAGTCGTCAATTGGATCTGTG
TTACTTGGAGTTCTAGCAGCTGTTACAGGTATTGGATTGGTTGCGAAACGCCGTAAACGT
GATGAAGAAGAGTAA
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13455

⊟Protein[edit | edit source]

⊟General[edit | edit source]

locus tag: SPN23F_RS12555 [old locus tag: SPN23F17820 ]
symbol: SPN23F_RS12555
description: accessory Sec-dependent serine-rich glycoprotein adhesin
length: 4484
theoretical pI: 3.99371
theoretical MW: 389962
GRAVY: 0.0309322

⊟Function[edit | edit source]

TIGRFAM:
serine-rich repeat adhesion glycoprotein (TIGR04224; HMM-score: 69.9)
and 2 more
Cell structure Cell envelope Other LPXTG cell wall anchor domain (TIGR01167; HMM-score: 30.7)
KxYKxGKxW signal peptide (TIGR03715; HMM-score: 28.9)
TheSEED: see SPN23F17820
PFAM:
no clan defined Gram_pos_anchor; LPXTG cell wall anchor motif (PF00746; HMM-score: 49.7)
and 1 more
KxYKxGKxW_sig; KxYKxGKxW signal peptide (PF19258; HMM-score: 35.6)

⊟Structure, modifications & cofactors[edit | edit source]

domains:
modifications:
cofactors:
effectors:

⊟Localization[edit | edit source]

PSORTb: Cellwall
- Cytoplasmic Score: 0
- Cytoplasmic Membrane Score: 0
- Cellwall Score: 10
- Extracellular Score: 0
- Internal Helices: 2
DeepLocPro: Cell wall & surface
- Cytoplasmic Score: 0.0007
- Cytoplasmic Membrane Score: 0.0015
- Cell wall & surface Score: 0.8846
- Extracellular Score: 0.1132
SignalP: no predicted signal peptide
- SP(Sec/SPI): 0.028946
- TAT(Tat/SPI): 0.007405
- LIPO(Sec/SPII): 0.002248
predicted transmembrane helices (TMHMM): 1

⊟Accession numbers[edit | edit source]

GI:
RefSeq: WP_079199710 NCBI
UniProt:

⊟Protein sequence[edit | edit source]

MFFRRQKGEYRETDRVTRFKLIKSGKHWLRASTSLFGLFKVMRGGVDTTQVMTETVEDKVSHSITGLDILKGIVAAGTVISGTVATQTKVFTNESAVLEKTVEKTDALATNDTVVLGTISTSNSASSTSLSASESASTSASESASTSASTSASTSASESASTSASTSISASSTVVGSQTAAATEATAKKVEEDRKKPASDYVASVTNVNLQSYAKRRKRSVDSIEQLLASINAAVFSGNTIVNGAPAINASLNIAKSETKIYTGTGRDSFYNIPIYYKLTVTNDGSKLTFTYTVTYVDPITKTLGNLSRMSRGYSIYNTGTIYQTMLTLGKGLKTPSSVKNYITDKDGVQVQYYNMSTMTTQGSGYTWGNGAQMNGLFAKRGYGLTSSWTVPITGTDTSFTFTPYAAKTDKIRTNYFNSKGKIVESSTTSQSLSQSKSLSVSASQSASASESASTSASASASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASTSASASASTSASESASTSASVSASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSTSASASTSASESASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASESASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASASTSASESASTSASASASTSASASASTSASASASTSASTSTSTSASTSASTSASTSASTSASTSASESASTSASTSASTSASASASISASESASTSASASASTSASASASISASESASTSASASASTSASASASTSASASASTSASASASTSASVSASTSASESASTSASESASTSASASASTSASASASISASESASTSASASASTSASASASTSTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASISASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASTSASTSASTSASTSASTSASTSTSASASASTSASASVSASTSASESASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASVSASTSASESASTSASESASTSASASASTSASASASISASESASTSASASASTSASASASTSTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASISASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASTSASTSASTSASTSASTSASTSTSASASASTSASASVSASTSASESASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASVSASTSASESASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASALTSASESASTSASASASTSASASASISASESASTSASASASTSASASASTSTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASISASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASTSASTSASTSASTSASTSASTSTSASASASTSASASVSASTSASESASTSASASASTSASASASTSASASASTSASVSASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASVSASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASALTSASESASTSASASASTSASASASISASESASTSASASASTSASASASTSTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASISASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASTSASTSASTSASTSASTSASTSTSASASASTSASASVSASTSASESASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASVSASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASVSASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASALTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASTSASASTSASASASTSASASASTSASVSASTSASASASTSASASTSASASASTSASESASTSASASASTSASASASTSASASASTSASESASTSASTSASASTSASASASTSASASASTSASESASTSASASASTSASESASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASESASTSASASASTSASESASTSASASASTSASESASTSASASASTSASESASTSASVSASTSASASASTSASASASTSASASASTSASESASTSASVSASTSASASASTSASESASTSASESASTSASASASTSASASASTSASVSASTSASESASTSASASASTSASASASTSASASASTSASASASTSASESASTSASESASTSASASASTSASESASTSASESASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASASTSASASVSASTSASESASTSASASALASTSASASASTSVSNSANHSNSQVGNTSGSTGKSQKELPNTGTESSIGSVLLGVLAAVTGIGLVAKRRKRDEEE

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Contents

⊟Summary[edit | edit source]

⊟Genome View[edit | edit source]

⊟Gene[edit | edit source]

⊟General[edit | edit source]

⊟Accession numbers[edit | edit source]

⊟Phenotype[edit | edit source]

⊟DNA sequence[edit | edit source]

⊟Protein[edit | edit source]

⊟General[edit | edit source]

⊟Function[edit | edit source]

⊟Structure, modifications & cofactors[edit | edit source]

⊟Localization[edit | edit source]

⊟Accession numbers[edit | edit source]

⊟Protein sequence[edit | edit source]

⊟Experimental data[edit | edit source]

⊟Expression & Regulation[edit | edit source]

⊟Operon[edit | edit source]

⊟Regulation[edit | edit source]

⊟Expression data[edit | edit source]

⊟Biological Material[edit | edit source]

⊟Mutants[edit | edit source]

⊟Expression vector[edit | edit source]

⊟lacZ fusion[edit | edit source]

⊟GFP fusion[edit | edit source]

⊟two-hybrid system[edit | edit source]

⊟FLAG-tag construct[edit | edit source]

⊟Antibody[edit | edit source]

⊟Other Information[edit | edit source]

⊟Literature[edit | edit source]

⊟References[edit | edit source]

⊟Relevant publications[edit | edit source]

Search

Navigation menu

⊟Summary[edit | edit source]

⊟Genome View[edit | edit source]

⊟Gene[edit | edit source]

⊟General[edit | edit source]

⊟Accession numbers[edit | edit source]

⊟Phenotype[edit | edit source]

⊟DNA sequence[edit | edit source]

⊟Protein[edit | edit source]

⊟General[edit | edit source]

⊟Function[edit | edit source]

⊟Structure, modifications & cofactors[edit | edit source]

⊟Localization[edit | edit source]

⊟Accession numbers[edit | edit source]

⊟Protein sequence[edit | edit source]

⊟Experimental data[edit | edit source]

⊟Expression & Regulation[edit | edit source]

⊟Operon[edit | edit source]

⊟Regulation[edit | edit source]

⊟Expression data[edit | edit source]

⊟Biological Material[edit | edit source]

⊟Mutants[edit | edit source]

⊟Expression vector[edit | edit source]

⊟lacZ fusion[edit | edit source]

⊟GFP fusion[edit | edit source]

⊟two-hybrid system[edit | edit source]

⊟FLAG-tag construct[edit | edit source]

⊟Antibody[edit | edit source]

⊟Other Information[edit | edit source]

⊟Literature[edit | edit source]

⊟References[edit | edit source]

⊟Relevant publications[edit | edit source]