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= Ahg936862

Length=251
                                                                      Score     E
Sequences producing significant alignments:                          (Bits)  Value

  AT4G20820.1 | Symbols:  | FAD-binding Berberine family protein ...   239    1e-62


> AT4G20820.1 | Symbols:  | FAD-binding Berberine family protein 
| chr4:11150160-11151758 FORWARD LENGTH=1599
Length=1599

 Score =  239 bits (129),  Expect = 1e-62
 Identities = 194/224 (87%), Gaps = 10/224 (4%)
 Strand=Plus/Plus

Query  28   ATGAAACTCCAAAGCTTCCTT-GCCTCTGTATTGATGATCTTCTTCCCTACCATTACCTT  86
            |||||| ||||||||||| || | |||||  ||  ||||||||||| |||| | ||| ||
Sbjct  1    ATGAAATTCCAAAGCTTCTTTAG-CTCTG--TT-CTGATCTTCTTCACTACTAGTACTTT  56

Query  87   ACTTCTATCAATAT-CTCATCCGGTTTCAGCTAACCGATCCAAT-AACGCCGGTTTCCTC  144
            |||||||||||| | |||||||||||||||||||||| || ||| ||  || ||||||||
Sbjct  57   ACTTCTATCAAT-TCCTCATCCGGTTTCAGCTAACCGGTCTAATCAA-TCCAGTTTCCTC  114

Query  145  CAATGTCTCTCTTTTCGGTTTAACGACTCTAACATCGTC-CAAAAGTCATACACACACCA  203
            |||||||| ||| | | ||| |||||||| ||||||||| ||||||||||||||||||||
Sbjct  115  CAATGTCTATCTCTCCAGTTAAACGACTCCAACATCGTCTCAAAAGTCATACACACACCA  174

Query  204  AACGACACTTATTTATCCTCTGTCTTAGCTTCATCAATACAAAA  247
            |||||||||| ||| ||||| |||||||||||||||||||||||
Sbjct  175  AACGACACTTCTTTCTCCTCAGTCTTAGCTTCATCAATACAAAA  218



Lambda     K      H
    1.33    0.621     1.12 

Gapped
Lambda     K      H
    1.28    0.460    0.850 

Effective search space used: 11410779023


  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