BLASTN 2.2.26+
Reference:
Zheng Zhang, Scott Schwartz, Lukas Wagner, and Webb Miller (2000),
"A greedy algorithm for aligning DNA sequences", J Comput Biol 2000;
7(1-2):203-14.
Database: TAIR10_cdna_20110103_representative_gene_model_updated
33,602 sequences; 51,074,197 total letters
Query= Ahg905243
Length=375
Score E
Sequences producing significant alignments: (Bits) Value
AT4G29180.2 | Symbols: RHS16 | root hair specific 16 | chr4:143... 115 3e-25
AT3G25495.1 | Symbols: | pseudogene of leucine-rich repeat pro... 110 1e-23
> AT4G29180.2 | Symbols: RHS16 | root hair specific 16 | chr4:14385593-14389689
FORWARD LENGTH=2945
Length=2945
Score = 115 bits (62), Expect = 3e-25
Identities = 110/130 (85%), Gaps = 16/130 (12%)
Strand=Plus/Plus
Query 261 GAAAG-AAAATGAGTGTATTCAGGAGCTTATTCAGGACCACTTCTGCCTTCGGGAAAGAG 319
||||| ||||| | ||||||||||||| ||||||||||||||||||||||||||||||||
Sbjct 1644 GAAAGCAAAAT-AATGTATTCAGGAGCATATTCAGGACCACTTCTGCCTTCGGGAAAGAG 1702
Query 320 AAGGTTCACAT---GT-A-G-CA-T--TA--A-AAACAACTTCAA-AA-GTGATCGGTAA 365
||||||||||| || | | | | || | |||||||||||| || ||||| |||||
Sbjct 1703 AAGGTTCACATATAGTGAAGTCTCTAGTATTACAAACAACTTCAATAAAGTGATTGGTAA 1762
Query 366 AGGAGGGTTT 375
||||||||||
Sbjct 1763 AGGAGGGTTT 1772
> AT3G25495.1 | Symbols: | pseudogene of leucine-rich repeat protein
| chr3:9244325-9250768 FORWARD LENGTH=6444
Length=6444
Score = 110 bits (59), Expect = 1e-23
Identities = 72/78 (92%), Gaps = 2/78 (3%)
Strand=Plus/Plus
Query 168 GAATTT-AAAAGAAGATAACTTGACTGGGTTTGTCCCAAGATCTCTTAGGAAAAGAACAA 226
|||||| ||||||| |||||||||||||||||||||||||||||| |||||||||||||
Sbjct 4087 GAATTTGAAAAGAA-ATAACTTGACTGGGTTTGTCCCAAGATCTCACAGGAAAAGAACAA 4145
Query 227 TGGCTAGTGGACTTGCAC 244
| ||||||| ||||||||
Sbjct 4146 TTGCTAGTGAACTTGCAC 4163
Lambda K H
1.33 0.621 1.12
Gapped
Lambda K H
1.28 0.460 0.850
Effective search space used: 17643979899
Database: TAIR10_cdna_20110103_representative_gene_model_updated
Posted date: Sep 25, 2014 6:13 PM
Number of letters in database: 51,074,197
Number of sequences in database: 33,602
Matrix: blastn matrix 1 -2
Gap Penalties: Existence: 0, Extension: 2.5