FB2026_03 , released September 17, 2026
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Citation
Samuels, T., Davis, I. (2020.8.21). Location data for pros deletions and insertions. 
FlyBase ID
FBrf0246592
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Personal communication to FlyBase
Abstract
PubMed ID
PubMed Central ID
Text of Personal Communication
Below are explanations of the modifications in the four lines produced for the paper FBrf0245606 Samuels et al., 2020, Biol. Open 9(5):bio049684.
1. proslongSTOP
This is a 26 base deletion introducing a stop codon downstream. Below is the final sequence (i.e. without the deleted 26 bases), including 50 bases upstream and downstream of the deletion.
CAGTTTCAGCAGCAACAGCAACAGCAACAGCAACAGCAACAGCACCATCAGCAACGGTCACACGTCACCAATACCCTCACAAGTCAACGGCGACGGCAGC
2. proslong-SV40 and proslong-REDr
These are two insertions that occur at the same site, inserting an SV40 and a dsRED sequence respectively. Below are the flanking region sequences upstream and downstream of the insertions.
Sequence upstream of insertions:
ACCAACCAACCAAACGACCAACCTCCGTCAGAAGAATTTTTGGCAATTGTCACCACAAAATTGGAACTGATTGGCAAGCACAACACGACCACCACCACCT
Sequence downstream of insertions:
TCACACATCTCACTAAACCACAGCCACGAAAACAAGTTCAACTAATCGGTGGAGCGCAGAGGCGAGAAGGGTAAGCGAAATTCATTAAAATTCATCTTAT 
3. prosΔprosUP
Deleted sequence in prosΔprosUP :
GCATGAGTTAGTAGGAATTTATGCTGGCTCTATTATTGTTGCTCTTGTTGTCGCGGATCCTTTTTGGCGGGGTATGAGTGCGGACGACGCTCTACATTTTTTTCAGCTGCAGTTTTCTTTGCTGGATATTTTAATGCCAACTCTGACGATATACCAATACCAGTGCCAATAACCAACACCCATAAATGGCGGCAAAATAAAATAGGAAAAAAATGTGTGTTGCATTCGCGCAGGGGCAACATAGAAAACTTTTACGTTTCGCTTAGGGTTTTGCTTTATTTTTTGCTTTCAGGTTTCCCTCTTCTTTTTTTGCGATTTTCATTTTGTTGCTTTGGCATTGCAAATGAAAACGAAAAAATTGCATTTTCCCCGCATATGGATGTGTGTGAGAAGCACGAAATCAAAACAAAACATGGCCACATGGCGGGTCCTGTCGGCTGGTGGGTGTGCGGATGGGATGTATGGATGCATGGACGGATGGGGCACATGAACAGTGCACAGCCAGGAGCAACAGCTCCCACAGCTGCCACACTACCTCCCTGCAGATGTATCTGTATCTGCGAAATGGTATGGTCCATCTGGCGGGAAAAGGGGCTGGGTTTTAGGTACACTTAGGCTCGATAGCTGCAGTTTTTCGCCACCCAGTCAGCGAAACAGACCACCACGCAGTTGCCCAGTCCAAAAACCACCTCATCAGTCGTTTGGGGGTTTGGGTGTTCCATACTTTTTGGCGTTGTTTGATTTTTAGGCGCAGCAAAATGCGTTTTGCTCTTGATTGAAAGTGTGAAGAGTGTGGGGCAGCATGCCAGCGTGTGTGTGTGCGATATGTGCATTGTCCGTGTCCTTCTCGCAGTGTGCATGTATTGGCGAGGACGCCGCTGCCGCTGTCGTCGCGCTTTGTTTTGATTTTTCGCGACTGAGCGCGCGTTGCTGTCTGTTTCTCTCTGTGTTTTTGGATTTGTCCAGCAATGCATATGTGCGCCCACTGTTCTAGTGGGTGTGTGTGTGTGTTTGTGGTTGTGTGCGAGGTTTGCATGTATATGTACACTAGCAGCTAGGAGCGGCGCTGACGTCGCAGTCGCAGCAATTTTTTGCGCCAAAGCCAAACCAAAAAGGACGAGGACAATTCGGTTGGCGCTGCAGCTGCGACGTAGCCGCGGAATTTTTTTGCGCGTTTCGCGCCCGGCCAGCGGCCACTTTCATCCGTATCCACGTATCCAAGTATCCACATCCGCATCATCCTACTCCATCAGCGTTAGCATCAGCGGCCGAGGGGCTGGCGTCCCTCATAATCAACGCGCTGCAGCGACGACGCCATCGACATCGACAGCGGCTCTGGCTTTGGCTTTGGCTCTGTGACTCTGGGGCCCGTCATCGTTAGCAATTTTTGCCAGGACATTGCAACAGAAAACTGCTAAACGCGAAACAAGTTGCGGCGCTTTTTTCTGCTCCTCGGGTTCTCGCTGTCTCCCTGTCCTGGCCTGTCCTGAATCGAACTGAGCCGTGCTGCCAGGATCAGGCAGCAGCAGGCAGCAGACAGCAGGCAAGGCACATCAGTAGGCAGTGCAAGGCAGGCAGGCAGGCAGTCGGCAGGCAGGTCGCCACTTCTCGCAGACTTCTTCGCATCTGCATAAATCAAACCCAGAGGCAGTAGCAGAAGCAGTTAGCCACCCCAAGAAAAAACTCTACAACAGAAAAATACCGAAAAACAAAAGAAAAACAAACAAACAAATAGAAATAGAAAAGAGAGACATCGAAGCAGAGAAACGATAGGAGAACGAAAAAAAGTGCCAAGTGAATGTGAAAGTGAAAGTGTGTGCAAAATGACTTGAAGTGCAAGACTAGACACCTATGTACGTACCACCTACACCACCCAGCCTGGAACACACTACGTATACGCAATGCGGCCCAGGCGCTCATACGCCCCGTTGGCCCGCCAGCCCTTCGAACTAAGACTCGGGCTGGGGCTCGAACAGCCATCGCTCGCCATGCCGTCTTGAGTGCAAAAAATTACCCGCCAAAAACCCAAAAACACACACGGCCGGCTTGCGCCAAAGACAATGTAAGCGCCGGCACTAGAATGTAGAGCAGTTTTTTCTTCATTTCCCAAAACTAACTAACAAAACCAGCCAGCCAACAACAAATAACAAAATAGACAAAGTTACATTTTTACCAATATCGATAATATTAATCACTTGATAATCAGCGCCAGTCAAACGCAACATTTCGTTCGTAAACAACAACTACAACTAGCCACAACAAAGCAAGTCAAAGCCAAGAAGCAACCAAATAAGCAGGCAATACCAGTCAGTCCGTAACGTCAGCAGCAGAAACCAACGAAAAACCAAAATAATAAAGTAAAACGATTGAGTAACTCCAGTTTCAGTACCGCACCGATTCCGATTTGAGCAAAAATTCAAGCGTCTGAATTTGATTTCGATATCGTCTGGCCCGTTCCGTCTTCAAGTCTCGGCCAAAGGTTCGTCATCGTCCCGACACACTCTCAGTTTCTACAAATTCAGACGTAGATCCTTAGTTAATTCACCTTTTGTATTGTGCATTTCGGCAAGCAAATATTTTGGAAAGGATCCCCAGAGAACAAAAAAAAAAAAAGGCGAAGAAGAGCAGAAGTCAACACTCGAAATCGAAAACTACGAAATTACCTGAAAATTTTTAAACAACCAAAAAGTCTATGAATGCAACAAAAATTACACGCTAAATTTTACAAGTGCAAAATTTTCTTATAATAATTTATCAAAAAAATAAAAATAAATTTACAAAAAAAAAAAAAATTAAAAAAGAAGCATAAAAAAACGGAACTTAGTGAGAAAATTAATCAAAGTTTAGAGAGAACATTAAATGCAAACGGAATATCAAAAATTGTTGTGATGTGATATTTTTTCGATGTACTTTTATTTGAGGGTAAGTAAAGATCACTATCAAAAATTCATTTTTCAACCATTACTCCATTCTTTTCATCAATCATTGACTCATTGGGGTTTATTTATCTTTTCAGAATTATAGAATTTAGATAGAGAAATAAGGGAAATAAATACATTCGAAGCGTATATTTTAAGATCTAGGTAATTTAAAGATGTTCTGATTAAGAAAAGTATCTATTATGGGATGCTTGATCATAAGAAAATGATTAACAGTGAGCATTTAACTACTGATCATTTTTGGAAGAGAACGAGAAGAGAACGACATTTAAGACAAATAGTAAATGGATAATATGAGTGTGAAACATTGAGCAGTATTGATTTTCATTAGAAAAATTAGGAAAAGGTTCATTCTTTAATTATAATGTTATCATCTAAGTTAAAATCAATTCAAAGATATACTCTTTTTAAGGCACAAAATCTATTTCACCAACGAAAGAAAGCAGGGCAGTCAAATTTTAGTAACTTAGCTAAACAGCATGTTTATTTCAAAGCGCCAAAATAATAACCATATTAATTGCTACAAGTAAATATTTAAGAGGAAATGTCTCCTTTGGAGTTCCTTAGTTCAGTGGGTCTGAAGATCGCAGAAGTCTTTCTCCGCGATTGAGCTCGGCACTTCCTCCCAAAGTTCTTCGTGTCCTGTCGTCGGGTGACGGCGTTCAGCTGCAGCAGCAACATGCAACAGCATCGTGTTGCTGGTGTGCACGCGGCTCTCCCCAGCAGCAGCAGGTTTAGTTGTAGTTGTAGACTTTTTGCTTTTCTACATCCTCACACACATACAGGCACACAAACGCACACAGCAACAAACACGAGTGCAAGACGCGAAGTTTTGGAGGCATGCACATAATGTAAACAAGGACATGCGCAATGCACCGCGCTGGCTTTCCCCGCTTCCACAACAGGAGAAGTGCATTGCAGGCAATGCAATTGCCAACTAGAAGATAGCAGCAGCCAAAGGGGCAGTGGGTGGCTGGGCAGGATTTTGGTCGCTTTTGGGGGGGGGGGGGGTGTGGTATTGGCGATGGGGTGTTGCTGGGTGGCTGCTTCATTTACCAACGGCTGCACTAGTAAATAGCAGATGGCAGCGAAGTCGGCGTCGGCATCGCTGTCGACGCCAACTTGCCACAGTTTAGATGGGAAAAAAGGAAAACTCCAAAGAGCCAGAGAGAAAGACAGAGTGAGGGAGAGAGAGCGAGCGAGAGTGGGTGAGAAAGAGAGAGCGAGGGCTGCGCAACGAGAGTGGCGAGTGCAGCCGAAAGGATGCAATGCTGCAAGGCAATTGCACTCCAGGACTCTCACACACACACTTACGCACACAAACGCATCCGCAAGCAGCTAGACTGAGGCGGTTGCTTCTTTTTTGGTTGTGTTGTCTCTTTTCGGCTTATTTTTAGAAGTCCTTTGCCCCCTCGCCGGCGCACATCCCACCCCAGCCCCCTTGGCTGCATTTTATTTACTTGACCAGGCCTCGGAAATTTACATGGCCAGCCGTGGGAGGGGGTTGCAGTATCCACAGCAGTAGCAGCAGCTGTTCCTGGAGCCCCAGCACGTGCAGCAAGCAACTGCCCTTCAGCCGCCCAGCCGCCCAGCCACCCAGCCACCCAGCTGCCTGCGTGATTTGTGCGTTGCCAGGATGCTGATGCTGATGATGATGGCGATGGCGATGATGAGGCATCTCGTAATGATCTGGGGCCGGGAAAAAAGGGAGCAGGAGGCGGTGGTGCAGCTGCATTTCCTTGCCAGCAACGCCGTGCGTGGTTGGTCGGCTCGAAAAAGGGTCGGCGGCACTGATGGGGGTTGGGCTGTGATGGGCTGGCTGGATGGATCGAAGTGTGGGCGCGTAGACATTGCGTAGAGTTGGAGCCAATTTTTTTCTATTTCTTGATGGGCAACCTGGTCCGACCGCCTACATCACCCATTCCACCGCCCCCTTTTTGGACCGCGCTTCATTCGCACATCGAGTGGTCAAAGTACATAGATACCCCATGCCCATGTGTCATGTGTGTGTGTGTGTGCTTTTTGCGCGCGCGAACTTTGGCCAAAGGAAAAAAACTTAAACAGAGATGCTTTTACATACGGAGGGGGGGTTTTTTCGGATGGCTCGCTGCATTTTGCGCGTCTGTAGCTTTTTTTGGCGGCCGTCGATGATGGGGTGCGAAGGGTTGGGGCGCGTGGTGTGTTCCCCGGCCTGGTGGAGGCCATGTACGCGTCGTCGTTTGCTAAAGTCCGTGTCCGTGTCGCGATGACGGAACGCCGAACGAACTGAACGCAACGCAACGCAACGCATCGCATCGCATCTATCGGCATCGGAAGGCATCGGCCGGGCACCGCAGTTGGCATACGGCTTTTGGACGTCTTTTGAGTAGAACATTGCTTTTTTATATTCTCGGCTCGACGCACCGCACCGAGCAAAAGAAGTAACGCCAACGCCGCGTAACGATAGCTGCCGCTCCAGCGAGGAGCCGCAGAGTTGGTCCAAGTCGTCGACGGTTCGGTTCAGTTTCGGACTTGCTTATTTTCTAAAAAATCCAGCAACCAGCAACTAGCACACACACACGCCGTCGAGTGGAGTGGCGTGGAGTGAGGCCGCATTATTATATATAAAATATATATATTGCATATATATATACGGTATAGAATATAGATATATATATATAAATGGGTGCAAAGTGCGCGCGCGTTTGCCGCCCCCAAGTCAACCGCCCATGCCTCTCAATCCGCTGAGGGGCTGAGGTTCAGTTGCAGTTCGAGTGCCGTCAAATACTATTTATATACAATAAATGAAATAAAATATATACAAATATATATAAATATATATATATATATGTCTAAAAATATATGTATCCGGTCGCGAGTATCCTTTCGTGTGCGTTCGTGTGTGTGCGTGTGTGTGTGTGCGTCAGCGGGTGTGTGTTACAATAACAGCTTCGATTGAAAGCAAACAACGAAATTCTAATGCAATCATCTGATTTTTTTGACATATCCAATTGATTATTAAACACTCCGCCGCTGCCCCCATAAAGACCAAAATTTAAAACGCTCCATTAAACCAAAACGTTTTGCTGACATCTTGAACCCAAAGATCCAGCCTCGATTGAAACAGTCCAGTCAACGGCGTCCACTCGTCTGCGTCGTCGTCTGCTGGCATCTAACTTCAGAAAACCAAAATTCATAAGATGCTAGTCCCAAGAGAACTGAATCATCCCATGATCGAGATGCTATTTAACTATTAATATTTGCAACGGGAAACCCGCAAAAAGTCCACTGACTGACCTCTCATGTTTGCACACACTCTGATCCTGGTGCAATCCGACCGATACTGCAAGGCACTGCAACCGTTCGAAAAGCCGCCAGATTTTCATAGCGATCCTCTGGAGCGGCTGTCTCAGCTTTTCCGGCTGGACTTGTCGCACCGTTACGCGTTCCCGGCGACGGCGACGCAGACAACGATGCTAGAGTGGCCAACGAACTGCCCTACAGGACTCACCAGGATCCTTGGGATCAGCCAGGTCATAGCCGTGGACACGAGAGAAAATCTGAACACCGTCATGGATAAATAACATCAGTAAATTGTCCTGTACGTGATCGAAAATCGCACATGTCCCATGCTAAAAACCCCCAATGCACTTGACCATCATAATATCATATATCATTCATATGTAGTTAGTTCATAGTGTGATATTCATTTATATTTTCAATTAGACGCTGAGTATAACCAACATTTGAGATTATGTTATGAATTTGAATCCCCTCAAAACATAACAAACTTGTTGTGTATAAAAACGTTTTATTCTGAAGGACATTAAATTTAGTGTTATAAAATGTCAAAATTAAGGACATTCTTTTAAGCTCAAAATTATTTTATATTGGGTGTGGAAAATTTAAAAATGAAAATATTCTTCCATATTTTCTTAATAGATAGATTCAAGTTAGATATTCATATTCATTTCATAGCTTTAACTATTATTTTCATTTTCTCTCCCGTTCTCAACCGCTTTGTTCCCATAAGCTGAACTACTTGTTAGCTTCATTTGAGTATCTCTCTAGCTTTAGCACGTGTTAGCTCGCTTAAACATAAAAAGACTATATTAAAATGGGGGCAAATGTGTAGCAAGTCGAGTTATTAAATGACACAAGCTTAGAGTCCTTTCCCCAGCGAAAGTACCGACGGCAACTCTGAGTGGTTTCTTGTCAGCAATCTGAAAGTAGGGTTCAGATTTTCGAGTATCTTGTGGAATGCATTTTGAACATTGGGGAATCTTCAGTAGAGGAGAATGTTCTGAGAAAGTCATTTTAGACGTGTGGGAGGGATGCTCTTTTTGCCATTCTCCCCTCACTAACACCGGCCTAACCAGGCTCACACACACATTCACACAACACACCCCCTGCCCATTCTCCATTTTGTTAAGCTGCCCCAACTGGCAGCGACGTCGACGTTGGCAGCGCTGCTTGCCCCTCCATGAACGAGTATTTGAAATGCGCACTAGCTCTAGCTCAAATGGCTTATGTGTCTGTGTGGGCTCCCCTCCGTTGTGGCGTTGTGTGCGTGTGTGGGAGAGTATCCGGCTTCGGGTGGGTGGGCAATTCAGGAAGTCCTGGCAGCGCTGCCGCTGATTTTATTTGCAAAGCCCCACTGTGTGTGTTTTTGCCGTTGCCTTTGGCTTTGCAATGCCTCCCTGGGATATATCCTCCTCCCCCCGGACATTCGCGTATTTTTTCGCGGCTGCGGCGGGCAAACATTTTTTGCTGCCAATACACATACTAGCGCACTCACACCCATACACACACACACACACACACACACTGGCTGGGGCAGAGAGCCGCGGCAACGACAACGCAACGACAACGACACCGTCAGCGGTCGTCCTCGGCCTATTCGCGGCGAAATAATTTTTCGCATTTTTAGTACAAAGCTTCACATCAACGTCGTCGTACAAACAAATTTTTATTTTCGGATTTTTCAATTACGTTTTCATTTATTTTTAAGTATTAAGTTTGCGTGCACTCAAAAAAAAAAAAAAAAACCAAAAACAAAAAGCAACTAAATCAGCAACTAAAACTCGAACAAAATCATAAGGAAATTCATATCCAGAAAACAGTTGATAGATCGTGTGTCCAAACATCGAAATCAAAAGCAAAAAAGCAAAAAGGAAACTCATTCAGACCAAAAAGAATCGAACCACATTTACCGGCTTCCAAAAAACGATTCTCAAGTGTTTTTTCGCCGTATCTCCAAAAGTCTCGACTAAACTCTCAACCGGCAGGAACTCTCGACGATTCTCAGTTTGTTATATGTTTCAACTTGTTTGCCCTCCCACAACACAATATCATCAGTCCATTTTAGTTCTTTAAAATATCAAAAAACGAATAGCGAATGATATTTGAAAAGCAAAGATTACGAACAAAGTCGCGAACAAATTGAAAACAAAAAACAAAAAAACACTAGACGAACAAGGACACAAGTTACAAAATTCAAATGTAAAATCAAAAGTACAAAGCAAAAAGATTGTTGGCAACATTTTTATAAGTATATATACGTATTATTATGATTTGTATATATTTTTTATACGAACTCAAAACTACAGAGTCCAAAACTCAATTTTGATACGCAGAATTGCTCATGTGATGCTCCGAATCCTCCGACGGGTAAGCAAATAGTGTGCGTTATCTTCTCCCGATTAGAAGACGCTGGCGGCAGAGCGAAAGAGTAGGGGCGACAGAAAGAGAGGGAGAGAGAGTGAGAGAGAAGTGAAGAGAAAGGGGCTCTATTCTCGGACTTCTCCTTTCGAAAGTGTCTGAACCGGCAATACGAAGACTGCCAGCCGCAGGCTTCGGGTCTTCGTGCCTTCGTGTCTGATTTTCGGCTGCTTCGTGTCCTGCTGCTTTCTAATTGCGTTCTCTCTCTGCCGGCGTCTGTGTGCGTATGTCTGAGTGTGCCAGTGTGAGTGTGTGCGACTGTGAGTGCATTACATTATCCTGAGGCAGCGGCTACACCTACACCTACGCAGCAGCTTCGGCATCCGACTTCCGATTCCGAATCCGCTCCGATTGCGACTCGGCAAGGACCTCAGCTTGCTGCGGCCGCTGCCTGCCTGCTTCTTCTCTTCTAGTCCTTCTTAAGCTACGCGCGCGTACGGTCGTACCACCCGCCCGCCCGCCGCTCATCCCGCTCATCGTCCCGTTCGTGGCCGCTCGTTTTGGCCATCGGCTCCTCCTTGGAGCGCTTCTTCGTGCAGGTATGCGTGCGATTGTGTGTGTGAGCAGGCGCACACTTACTTGCACTTACTGCGTGTAGGAAATTATCTGCTCCCTCTGTCGCTGCCGGCGTCGCCTAATACATATATAAATAATATATATTATTATACGGGATATACATATATTTAAAAGCGACGACGCTCGTGTATATAGAAAAGGCAGCTCGTTATCGCAGATGCCTGGATAAGGGATGCCAGGGAGTAGGGAGAAGGACCGCCTGCTTGCAAGAAAGTGTAGCACACTTATGTGGGCAGGCGTTGACTGAAGCAGCAGCAATAGCAGCAATAGCAGCGGCGGCAGCTGAGACGGAAACGGAAACGGAGTCCGAATCCTCGACTTCGACTTCGACTGAGGCAGCGCCTTGGTCTTCTGCCACTTTACTTTCGCAGTCTAGAATACAAAATTCAGTACGTTTCCAGTCACGCGCGCTGGCAGAAGTTTTGCTTGCGTATGTCTTCTATCGACGACGTCGACGAACGCCGCCTCGAATTGTGTAAAAATTCCAATCGCTCCACATAAATTATTAAAATAAAATAATAATAAAATATTAACAAAACAAAAAAAAAACCAAAAAAAAAAAAAAGTGTAGCGTGCATTAGCTGTGTGTCTGAGTTGAAGCATCAATTCAAATCAGTTTCAAATCAATCAAATCTAATAAAATATATTTATTTTAAATAAAATAAATAATAAATTTAAATTAAATAAATAAATAAATTGCATTATCACATAAACTAGAAATAACTATTTAAAGCCTAGTTCAGCCAGCTCAATCGTCTCGCCCATCGAACCCAGTCACAGATCCTCCTCAATTAGCTCAGGTGTCGCTGTCTTGTGGTACGTGCAACTTGCGGCGCGTTTATTCGCTGCCTTCTTTCGCGATTAGCCAACCAAAGGGCCACACACACTCTCCACAGAATGTGTAAAAAAAAATCGAAAAAATACTAAACAAAAAAACCATCGAACACACCAACACACACGCAATGGGGCGCCACTTGCTGCTGTTGCTGCGGCATTGGTGGCCACATTGCGCATACGACATGTTAGCCCGCAATTATCCTGCCTGCGCATTGGCAGGCGTCGCGTCTTGGCTTTGATGGGGAAAAACTTGGCAGGAAATTATCTAAAGCTCCCAAGGCAGCCAGAGACTCAGATTCGCCGCAGCCCCGCTCAACTTAGTCAGCAACTCTTCACAGACACTCGCACTCACACACACATACCAACAAGCAGGAGGCTATACTTATACTTATATAGTTGAGATACAGCGAGTCGTGTCTAATTTTATATAAATACTCTCACACAGACGCTGGCACACTCGGAGCCGAATATAAAAGCATTGGGGCTTCGTTTCTTGAAAGACATTTGATCGTCTTGGCTGGCAGCGACTGCAGCGCAGCAAAAGCGGTCAGTTAGGAGGTGGTTTGTCCTTAGTCAGTTGGTCACTCAGCTGGGGAACAAGAACAGCGCAATCAGCATTAGTCAGTAATCAGTTATCAGTTACCAGTTACCAGTTCAAGTCCACACTTTGATGATGGTACGTGCCAGGTTGGGGGATGATGAGAGCCTCTCAGAAGGATGTTTTAAATAAATAACTCGCTAAAACCGTGACAAAGTGAGACGAAATTTTACGACTGTGAAAAAAAAAACACAAATATATCAACTCGGAAAATAAATGTTGTGAATTCAAACAGTGCTACAAATAATACCAATAAATGACTAAATATGAAATAAATCAATTAAACATGTTTTAAAATTAAATAGATATTTGTATTATCTTTATATTTAATTTTAAGTTGTTACTTTCAGTAATGATCTTTACTGTCTCTTAAATTGTTTTATGTCTGTATTATTTTATGATGTTATTTACTGTGTAAAGATTTCTATATGTACTTCTTTAATACCATTTAAAGAAAAAGAAAATTTCTGAGAATAATGGATTTTTATTCTATTATTTTTGTAATCTTCGAACTTAAATTTTAATAAATATATTATATTTCTTCATGAACAGAATATCGAAATTTAGCTAAAAATAAAAACAAAGCCATAAAACAAAACACAAAAAAAGTCTTACAAAATAAATAAGAAAGCAAAAATGATCGAAATTCTAAATTAAACTTGTAAAATCGAAAGCGCTGCGGCAACAAACCTTTGGAAAACCCTTTCGAAAGAAACGAATAAAATAACTAATATATGCGAAATAACTACAACCAAATAACCGGAAATGCTCTGAAACAGTGAAAAGTGTGGCATAGTTTTCGGTGTGCCGCGAAATGAAGTGACAACAAAAGTAGCCAGCCGTGTGGCGGTGCCTTAAAAATAAAATGATAAATGATTCCGTTAGCGACTAAAGAAAAGTTACAAAAATTAGTGACCCCCGATGACCCCACTCCCCACGGCCCCCGTTGACCGCAGCGCTAGAGTGAATTGTGTTCGCCTCTCCCCAAGTCCCAAACGAAATTTACCCCCTGAAAGCAAAAAGTCTGTGCACAGCGACTCGGCCAGAGATATGAGTCGTCCTCATCCGAATTCCGAAATGCATCACCAGCGACCGGAGCGGTCAGCGGCCAACTCCCGCCCGCTCCTGCTCCTGCTCCTGGCAGCGGTACAGTTCCGCTCATCGGGAGCGACTGGCGCTGCCGCCGCTCCTGCCGCCAGCTGCCAACGCTGAACACACGGCCGCCATGAAGCGGTGCGATCCTCTGAAGCGGCTCGATTCGCACTTGCCACTCGCCACTGGCCACTGGCATTGTAACTTAAATTAAGGGTAAAATATCGCAAATGGTATTGGTGCAAAAAAAAAAAAAAAACAAAACAAACCAAACAAACAATGAAAACAAACCAAAAATCTATGAACATTTCATCCCAACTCGAACCGAACATTCAAGAAAAGCTTATAGGTTGCGTTTATACAAATTAGTATAGTAAATTTAGGTAATTGAGGGCGCAGATAAAATATAGAGAAGCTGCAAGTTTTTACATATTTTAAATTCATTATTTATTTATAATTTAAGATAGAAATGGAATGGATTGTGATATATTTTTATAACAAATACTGACATATATGTTTAATGATGTGAATTATTTGTAATAATTCTGAAGCTAAAAGTAAAATATAGATTTTATTTTTTAATATTTGTTATTGTAGCTTTTATTATTTATTTTGTTTTCGCTTGCAGCTTGTGACTTGCAAACCCATTCAATTACTGATAAATAATATGATAAATATATAAAAAAAAAACGCCAAATAGCTCGCACTCCAGTTGAGTTAGCTTTTCGACAGAAAAAGAATTCTTAAGACATAGGGCTTGTGAATACCCCCATTGAAAATTCTTCACAACATTTTCAGCCTACCATCTGAATCAATTGACCAGATTACTAATCTCACATTTACGTTGCGCCCTGTGCCATCGTCTGCTTTTTTACTTGCAGGTTACACCATATCGAGAAGTTATCCAATGAGAAAGCCGCTTAAATTTTGGTAAGTCAACTCCAGTTCATCCTCTTACTTTAAGTCTGGGTCCAGTCTTCGTCTAATGAAACGCCTTTGTGCTCGAGTGGACTTCATTTTTTAATTAGAAAGTCAACACACACACACACACACACACTCGCACGGGGGTGGGGCGAAGTATCCTTAATCGAAAAGTGCTGCCATATGGAGAGGCGCCTTTGTGAGCTGCAGGACTCTGCAACCCCCGCCCGCTTGTTTGCCTTTGTTTATTTGTGTGCTACTTAAGATGAAATGGCAAAGAAAACTGACAGAGATGGTTGTTGGGCTACTAGAACT
Flanking region sequence and sequence of inserted attP and loxP sites that replace the deleted sequence in prosΔprosUP :
AATTGCAGTGGCTGTCGCTGCACTCGCCCACCAATTTTTCTCCGCTTTTTTGATGCGCTTTCCCAGAACCCCCATGTgtagtgccccaactggggtaacctttgagttctctcagttgggggcgtagataacttcgtataatgtatgctatacgaagttatACAAGGATGAGGGTCGGGGCATCTGAATCCTGCATCTGCCCTGTGTCCGTTTCAATTTCTCCTACCAAGTCAGCTCTTCACGCAGACATTTTCTTTGACTTTCCACCCGC
DOI
Related Publication(s)
Research paper

Neuronal upregulation of Prospero protein is driven by alternative mRNA polyadenylation and Syncrip-mediated mRNA stabilisation.
Samuels et al., 2020, Biol. Open 9(5): bio049684 [FBrf0245606]

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    Alleles (4)
    Genes (1)
    Insertions (1)
    Experimental Tools (2)
    Transgenic Constructs (1)