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: halleri_transcript_ahg.fa 32,672 sequences; 38,939,717 total letters Query= AT2G43375.1 Length=1576 Score E Sequences producing significant alignments: (Bits) Value Ahg902344 jgi|Araly1|902344|Al_scaffold_0004_2994 169 7e-41 Ahg483451 jgi|Araly1|483451|fgenesh2_kg.4__2511__AT2G43410.3 150 3e-35 > Ahg902344 jgi|Araly1|902344|Al_scaffold_0004_2994 Length=906 Score = 169 bits (91), Expect = 7e-41 Identities = 112/121 (93%), Gaps = 6/121 (5%) Strand=Plus/Minus Query 363 CAACCTTTTGCATGGTGCCTACATTATTTATTAGCTTCTTATCACGATTGGAGGCAGTCT 422 ||| |||||||||||||||| | ||||| |||||||||||||||||||||||||||||| Sbjct 432 CAA-CTTTTGCATGGTGCCT--A-TATTTTTTAGCTTCTTATCACGATTGGAGGCAGTCT 377 Query 423 TGATCTGATGTCTTCTCATGTCTTCCTCTAAATTAAAAGCAGCTACAGTTTT-GT-CTTT 480 |||||||||||||||||||||||||||| |||||||||||||||||| |||| || |||| Sbjct 376 TGATCTGATGTCTTCTCATGTCTTCCTCCAAATTAAAAGCAGCTACATTTTTTGTTCTTT 317 Query 481 T 481 | Sbjct 316 T 316 > Ahg483451 jgi|Araly1|483451|fgenesh2_kg.4__2511__AT2G43410.3 Length=3371 Score = 150 bits (81), Expect = 3e-35 Identities = 116/132 (88%), Gaps = 5/132 (4%) Strand=Plus/Plus Query 1159 ACATTTATTCTGTTTTGCTTGCAATTTCATTATTGATGTCTACTTTGGTACTACTTTCTT 1218 |||||| |||||| ||||||||| ||||| | |||||||||| ||||||||| ||||||| Sbjct 3136 ACATTTTTTCTGTGTTGCTTGCATTTTCAATGTTGATGTCTATTTTGGTACTTCTTTCTT 3195 Query 1219 TGATCCTTCTGTAG-ATCTAGTCTAGTAGTATTACATGCAACATCTAATCTGTTATTATT 1277 |||| |||| || | |||||| ||||||||| |||| ||||| |||||||||||||||| Sbjct 3196 TGATTCTTCAGT-GAATCTAGCCTAGTAGTA-TACA--CAACAGCTAATCTGTTATTATT 3251 Query 1278 CTTATCACATGT 1289 |||||||||||| Sbjct 3252 CTTATCACATGT 3263 Lambda K H 1.33 0.621 1.12 Gapped Lambda K H 1.28 0.460 0.850 Effective search space used: 59039879750 Database: halleri_transcript_ahg.fa Posted date: Sep 25, 2014 2:02 AM Number of letters in database: 38,939,717 Number of sequences in database: 32,672 Matrix: blastn matrix 1 -2 Gap Penalties: Existence: 0, Extension: 2.5