# HG changeset patch # User iuc # Date 1564339559 14400 # Node ID d6181de75bdd0077829af905578b957be10f5a4c # Parent 4afb4a5f09244dfc2070cfc6c24f98aeb53489a8 planemo upload for repository https://github.com/galaxyproject/tools-iuc/tree/master/tool_collections/samtools/sam_to_bam commit a972815cbd43dea553b3c0e4ad548f35d0023228-dirty diff -r 4afb4a5f0924 -r d6181de75bdd macros.xml --- a/macros.xml Tue May 09 11:18:00 2017 -0400 +++ b/macros.xml Sun Jul 28 14:45:59 2019 -0400 @@ -1,11 +1,131 @@ - samtools + samtools - 1.3.1 + 1.9 + #set $flags = sum(map(int, str($filter).split(','))) + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + ^[^\s'\":]+(:\d+(-\d+){0,1}){0,1}$ + + + + + + + + + @@ -49,21 +169,4 @@ - ------ - -.. class:: warningmark - -**No options available? How to re-detect metadata** - -If you see a "No options available" within the "**Select references (chromosomes and contigs) you would like to restrict bam to**" drop down, you need to re-detect metadata for the dataset you are trying to process. To do this follow these steps: - -1. Click on the **pencil** icon adjacent to the dataset in the history -2. A new menu will appear in the center pane of the interface -3. Click **Datatype** tab -4. Set **New Type** to **BAM** -5. Click **Save** - -The medatada will be re-detected and you will be able to see the list of reference sequences in the "**Select references (chromosomes and contigs) you would like to restrict bam to**" drop-down. - diff -r 4afb4a5f0924 -r d6181de75bdd test-data/cached_locally/chr_m.fasta --- a/test-data/cached_locally/chr_m.fasta Tue May 09 11:18:00 2017 -0400 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,335 +0,0 @@ ->chrM -GTTAATGTAGCTTAATAATATAAAGCAAGGCACTGAAAATGCCTAGATGA -GTATTCTTACTCCATAAACACATAGGCTTGGTCCTAGCCTTTTTATTAGT -TATTAATAGAATTACACATGCAAGTATCCGCACCCCAGTGAGAATGCCCT -CTAAATCACGTCTCTACGATTAAAAGGAGCAGGTATCAAGCACACTAGAA -AGTAGCTCATAACACCTTGCTCAGCCACACCCCCACGGGACACAGCAGTG -ATAAAAATTAAGCTATGAACGAAAGTTCGACTAAGTCATATTAAATAAGG -GTTGGTAAATTTCGTGCCAGCCACCGCGGTCATACGATTAACCCAAATTA -ATAAATCTCCGGCGTAAAGCGTGTCAAAGACTAATACCAAAATAAAGTTA -AAACCCAGTTAAGCCGTAAAAAGCTACAACCAAAGTAAAATAGACTACGA -AAGTGACTTTAATACCTCTGACTACACGATAGCTAAGACCCAAACTGGGA -TTAGATACCCCACTATGCTTAGCCCTAAACTAAAATAGCTTACCACAACA -AAGCTATTCGCCAGAGTACTACTAGCAACAGCCTAAAACTCAAAGGACTT -GGCGGTGCTTTACATCCCTCTAGAGGAGCCTGTTCCATAATCGATAAACC -CCGATAAACCCCACCATCCCTTGCTAATTCAGCCTATATACCGCCATCTT -CAGCAAACCCTAAACAAGGTACCGAAGTAAGCACAAATATCCAACATAAA -AACGTTAGGTCAAGGTGTAGCCCATGGGATGGAGAGAAATGGGCTACATT -TTCTACCCTAAGAACAAGAACTTTAACCCGGACGAAAGTCTCCATGAAAC -TGGAGACTAAAGGAGGATTTAGCAGTAAATTAAGAATAGAGAGCTTAATT -GAATCAGGCCATGAAGCGCGCACACACCGCCCGTCACCCTCCTTAAATAT -CACAAATCATAACATAACATAAAACCGTGACCCAAACATATGAAAGGAGA -CAAGTCGTAACAAGGTAAGTATACCGGAAGGTGTACTTGGATAACCAAAG -TGTAGCTTAAACAAAGCATCCAGCTTACACCTAGAAGATTTCACTCAAAA -TGAACACTTTGAACTAAAGCTAGCCCAAACAATACCTAATTCAATTACCC -TTAGTCACTTAACTAAAACATTCACCAAACCATTAAAGTATAGGAGATAG -AAATTTTAACTTGGCGCTATAGAGAAAGTACCGTAAGGGAACGATGAAAG -ATGCATTAAAAGTACTAAACAGCAAAGCTTACCCCTTTTACCTTTTGCAT -AATGATTTAACTAGAATAAACTTAGCAAAGAGAACTTAAGCTAAGCACCC -CGAAACCAGACGAGCTACCTATGAACAGTTACAAATGAACCAACTCATCT -ATGTCGCAAAATAGTGAGAAGATTCGTAGGTAGAGGTGAAAAGCCCAACG -AGCCTGGTGATAGCTGGTTGTCCAGAAACAGAATTTCAGTTCAAATTTAA -ATTTACCTAAAAACTACTCAATTCTAATGTAAATTTAAATTATAGTCTAA -AAAGGTACAGCTTTTTAGATACAGGTTACAACCTTCATTAGAGAGTAAGA -ACAAGATAAACCCATAGTTGGCTTAAAAGCAGCCATCAATTAAGAAAGCG -TTCAAGCTCAACGACACATCTATCTTAATCCCAACAATCAACCCAAACTA -ACTCCTAATCTCATACTGGACTATTCTATCAACACATAGAAGCAATAATG -TTAATATGAGTAACAAGAATTATTTCTCCTTGCATAAGCTTATATCAGAA -CGAATACTCACTGATAGTTAACAACAAGATAGGGATAATCCAAAAACTAA -TCATCTATTTAAACCATTGTTAACCCAACACAGGCATGCATCTATAAGGA -AAGATTAAAAGAAGTAAAAGGAACTCGGCAAACACAAACCCCGCCTGTTT -ACCAAAAACATCACCTCTAGCATTTCCAGTATTAGAGGCACTGCCTGCCC -AGTGACATCTGTTtaaacggccgcggtatcctaaccgtgcaaaggtagca -taatcacttgttccctaaatagggacttgtatgaatggccacacgagggt -tttactgtctcttacttccaatcagtgaaattgaccttcccgtgaagagg -cgggaatgactaaataagacgagaagaccctatggagcttTAATTAACTG -ATTCACAAAAAACAACACACAAACCTTAACCTTCAGGGACAACAAAACTT -TTGATTGAATCAGCAATTTCGGTTGGGGTGACCTCGGAGAACAAAACAAC -CTCCGAGTGATTTAAATCCAGACTAACCAGTCAAAATATATAATCACTTA -TTGATCCAAACCATTGATCAACGGAACAAGTTACCCTAGGGATAACAGCG -CAATCCTATTCCAGAGTCCATATCGACAATTAGGGTTTACGACCTCGATG -TTGGATCAAGACATCCTAATGGTGCAACCGCTATTAAGGGTTCGTTTGTT -CAACGATTAAAGTCTTACGTGATCTGAGTTCAGACCGGAGTAATCCAGGT -CGGTTTCTATCTATTCTATACTTTTCCCAGTACGAAAGGACAAGAAAAGT -AGGGCCCACTTTACAAGAAGCGCCCTCAAACTAATAGATGACATAATCTA -AATCTAACTAATTTATAACTTCTACCGCCCTAGAACAGGGCTCgttaggg -tggcagagcccggaaattgcataaaacttaaacctttacactcagaggtt -caactcctctccctaacaacaTGTTCATAATTAACGTCCTCCTCCTAATT -GTCCCAATCTTGCTCGCCGTAGCATTCCTCACACTAGTTGAACGAAAAGT -CTTAGGCTATATGCAACTTCGCAAAGGACCCAACATCGTAGGCCCCTATG -GCCTACTACAACCTATTGCCGATGCCCTCAAACTATTTATCAAAGAGCCA -CTACAACCACTAACATCATCGACATCCATATTCATCATCGCACCAATCCT -AGCCCTAACCCTGGCCTTAACCATATGAATCCCTCTGCCCATACCATACC -CACTAATCAACATAAACCTAGGAATTCTATTCATACTAGCCATGTCCAGC -CTAGCTGTCTACTCAATCCTTTGATCAGGATGGGCCTCAAACTCAAAATA -CGCCCTAATTGGAGCTCTACGAGCAGTAGCACAAACCATCTCATACGAAG -TAACTCTAGCAATCATCCTACTCTCAGTCCTCCTAATAAGCGGATCATTC -ACATTATCAACACTTATTATTACCCAAGAATACCTCTGATTAATCTTCCC -ATCATGACCCTTAGCCATAATGTGATTCATCTCAACATTAGCCGAAACCA -ACCGAGCTCCATTTGACCTAACAGAAGGAGAATCAGAACTCGTCTCTGGA -TTCAACGTTGAATACGCAGCCGGCCCATTTGCTCTATTCTTCCTAGCAGA -ATACGCAAACATCATCATGATAAACATCTTCACAACAACCCTATTTCTAG -GAGCATTTCACAACCCCTACCTGCCAGAACTCTACTCAATTAATTTCACC -ATTAAAGCTCTCCTTCTAACATGTTCCTTCCTATGAATCCGAGCATCCTA -CCCACGATTCCGATATGACCAACTTATACACCTCCTATGAAAGAACTTCC -TACCACTCACACTAGCCCTCTGCATATGACACGTCTCACTTCCAATCATA -CTATCCAGCATCCCACCACAAACATAGGAAATATGTCTGACAAAAGAGTT -ACTTTGATAGAGTAAAACATAGAGGCTCAAACCCTCTTATTTctagaact -acaggaattgaacctgctcctgagaattcaaaatcctccgtgctaccgaa -ttacaccatgtcctaCAAGTAAGGTCAGCTAAATAAGCTATCGGGCCCAT -ACCCCGAAAATGTTGGATTACACCCTTCCCGTACTAATAAATCCCCTTAT -CTTCACAACTATTCTAATAACAGTTCTTCTAGGAACTATAATCGTTATAA -TAAGCTCACACTGACTAATAATCTGAATCGGATTTGAAATAAATCTACTA -GCCATTATCCCTATCCTAATAAAAAAGTACAATCCCCGAACCATAGAAGC -CTCCACCAAATATTTTCTAACCCAAGCCACCGCATCAATACTCCTCATAA -TAGCGATCATCATTAACCTCATACACTCAGGCCAATGAACAATCACAAAA -GTCTTCAACCCCACAGCGTCCATCATTATAACTTCAGCTCTCGCCATAAA -ACTTGGACTCACACCATTCCACTTCTGAGTACCCGAAGTCACACAGGGCA -TCTCATTAACATCAGGTCTCATCCTACTTACATGACAAAAACTAGCCCCA -ATATCAATCCTATATCAAATCTCACCCTCAATTAACCTAAATATCTTATT -AACTATAGCCGTACTGTCAATCCTAGTAGGAGGCTGAGGCGGTCTCAACC -AAACCCAACTACGAAAAATCATAGCATACTCGTCAATCGCGCATATAGGA -TGAATAACAGCTGTCCTAGTATATAACCCAACACTAACAATACTAAACAT -ATTAATTTACATTATAATAACACTCACAATATTCATACTATTTATCCACA -GCTCCTCTACTACAACACTATCACTCTCCCACACATGAAACAAAATACCT -CTAACCACTACACTAATCTTAATTACCTTACTATCCATAGGAGGCCTCCC -CCCACTATCAGGATTCATACCCAAATGAATAATCATTCAAGAGCTCACCA -AAAATAGCAGCATCATCCTCCCCACACTAATAGCCATTATAGCACTACTC -AACCTCTACTTCTACATACGACTAACCTATTCCACCTCACTGACCATATT -CCCATCCACAAACAACATAAAAATAAAATGACAATTCGAAACCAAACGAA -TTACTCTCTTACCCCCGTTAATTGTTATATCCTCCCTACTCCTCCCCCTA -ACCCCCATACTATCAATTTTGGACTAGGAATTTAGGTTAACATCCCAGAC -CAAGAGCCTTCAAAGCTCTAAGCAAGTGAATCCACTTAATTCCTGCATAC -TAAGGACTGCGAGACTCTATCTCACATCAATTGAACGCAAATCAAACTCT -TTTATTAAGCTAAGCCCTTACTAGATTGGTGGGCTACCATCCCACGAAAT -TTTAGTTAACAGCTAAATACCCTAATCAACTGGCTTCAATCTACTTCTCC -CGCCGCCTAGAAAAAAAGGCGGGAGAAGCCCCGGCAGAAATTGAAGCTGC -TCCTTTGAATTTGCAATTCAATGTGAAAATTCACCACGGGACTTGATAAG -AAGAGGATTCCAACCCCTGTCTTTAGATTTACAGTCTAATGCTTACTCAG -CCATCTTACCTATGTTCATCAACCGCTGACTATTTTCAACTAACCACAAA -GACATCGGCACTCTGTACCTCCTATTCGGCGCTTGAGCTGGAATAGTAGG -AACTGCCCTAAGCCTCCTAATCCGTGCTGAATTAGGCCAACCTGGGACCC -TACTAGGAGATGATCAGATCTACAATGTCATTGTAACCGCCCATGCATTC -GTAATAATTTTCTTTATGGTCATACCCATTATAATCGGAGGATTCGGAAA -CTGATTAGTCCCCCTGATAATTGGAGCACCTGATATAGCTTTCCCCCGAA -TAAACAACATAAGCTTCTGATTACTTCCCCCATCATTCCTACTTCTTCTC -GCTTCCTCAATAATTGAAGCAGGTGCCGGAACAGGCTGAACCGTATATCC -TCCTCTAGCTGGAAATCTGGCGCATGCAGGAGCCTCTGTTGACTTAACCA -TTTTCTCTCTCCACCTAGCTGGGGTGTCCTCGATTTTAGGTGCCATCAAC -TTTATTACCACAATCATTAACATAAAACCACCAGCCCTATCCCAATATCA -AACCCCCCTATTCGTTTGATCTGTCCTTATTACGGCAGTACTCCTTCTCC -TAGCCCTCCCGGTCCTAGCAGCAGGCATTACCATGCTTCTCACAGACCGT -AACCTGAACACTACTTTCTTCGACCCCGCAGGAGGAGGGGATCCAATCCT -TTATCAACACCTATTCTGATTCTTCGGACACCCCGAAGTCTATATTCTTA -TCCTACCAGGCTTCGGTATAATCTCACACATCGTCACATACTACTCAGGT -AAAAAGGAACCTTTTGGCTACATGGGTATAGTGTGAGCTATAATATCCAT -TGGCTTTCTAGGCTTCATCGTATGGGCTCACCACATGTTTACAGTAGGGA -TAGACGTTGACACACGAGCATACTTCACATCAGCTACCATAATCATCGCT -ATCCCTACTGGTGTAAAAGTATTCAGCTGACTAGCCACCCTGCACGGAGG -AAATATCAAATGATCTCCAGCTATACTCTGAGCTCTAGGCTTCATCTTCT -TATTCACAGTAGGAGGTCTAACAGGAATCGTCCTAGCTAACTCATCCCTA -GATATTGTTCTCCACGATACTTATTATGTAGTAGCACATTTCCATTATGT -CCTGTCTATAGGAGCAGTCTTCGCCATTATGGGGGGATTTGTACACTGAT -TCCCTCTATTCTCAGGATACACACTCAACCAAACCTGAGCAAAAATCCAC -TTTACAATTATATTCGTAGGGGTAAATATAACCTTCTTCCCACAACATTT -CCTTGGCCTCTCAGGAATGCCACGACGCTATTCTGATTATCCAGACGCAT -ATACAACATGAAATACCATCTCATCCATAGGATCTTTTATCTCACTTACA -GCAGTGATACTAATAATTTTCATAATTTGAGAAGCGTTCGCATCCAAACG -AGAAGTGTCTACAGTAGAATTAACCTCAACTAATCTGGAATGACTACACG -GATGCCCCCCACCATACCACACATTTGAAGAACCCACCTACGTAAACCTA -AAAtaagaaaggaaggaatcgaaccccctctaactggtttcaagccaata -tcataaccactatgtctttctcCATCAATTGAGGTATTAGTAAAAATTAC -ATGACTTTGTCAAAGTTAAATTATAGGTTAAACCCCTATATACCTCTATG -GCCTACCCCTTCCAACTAGGATTCCAAGACGCAACATCCCCTATTATAGA -AGAACTCCTACACTTCCACGACCACACACTAATAATCGTATTCCTAATTA -GCTCTCTAGTATTATATATTATCTCATCAATACTAACAACTAAATTAACC -CATACCAGCACCATAGATGCTCAAGAAGTAGAGACAATTTGAACGATTTT -ACCAGCCATCATCCTTATTCTAATCGCCCTCCCATCCCTACGAATTCTAT -ATATAATAGATGAAATCAATAATCCGTCCCTCACAGTCAAAACAATAGGC -CACCAATGATACTGAAGCTACGAGTATACCGATTACGAAGACTTGACCTT -TGACTCCTACATGATCCCCACATCAGACCTAAAACCAGGAGAATTACGTC -TTCTAGAAGTCGACAATCGAGTGGTTCTCCCCATAGAAATAACCATCCGA -ATGCTAATTTCATCCGAAGACGTCCTACACTCATGAGCTGTGCCCTCCCT -AGGCCTAAAAACAGACGCTATCCCTGGGCGCCTAAATCAGACAACTCTCG -TGGCCTCTCGACCAGGACTTTACTACGGTCAATGCTCAGAGATCTGCGGA -TCAAACCACAGCTTTATACCAATTGTCCTTGAACTAGTTCCACTGAAACA -CTTCGAAGAATGATCTGCATCAATATTATAAAGTCACTAAGAAGCTATTA -TAGCATTAACCTTTTAAGTTAAAGATTGAGGGTTCAACCCCCTCCCTAGT -GATATGCCACAGTTGGATACATCAACATGATTTATTAATATCGTCTCAAT -AATCCTAACTCTATTTATTGTATTTCAACTAAAAATCTCAAAGCACTCCT -ATCCGACACACCCAGAAGTAAAGACAACCAAAATAACAAAACACTCTGCC -CCTTGAGAATCAAAATGAACGAAAATCTATTCGCCTCTTTCGCTACCCCA -ACAATAGTAGGCCTCCCTATTGTAATTCTGATCATCATATTTCCCAGCAT -CCTATTCCCCTCACCCAACCGACTAATCAACAATCGCCTAATCTCAATTC -AACAATGGCTAGTCCAACTTACATCAAAACAAATAATAGCTATCCATAAC -AGCAAAGGACAAACCTGAACTCTTATACTCATATCACTGATCCTATTCAT -TGGCTCAACAAACTTATTAGGCCTACTACCTCACTCATTTACACCAACAA -CACAACTATCAATAAACCTAGGCATAGCTATTCCCCTATGGGCAGGGACA -GTATTCATAGGCTTTCGTCACAAAACAAAAGCAGCCCTAGCCCACTTTCT -ACCTCAAGGGACGCCCATTTTCCTCATCCCCATACTAGTAATTATCGAGA -CTATCAGCCTATTTATTCAACCTGTAGCCCTAGCCGTGCGGCTAACCGCT -AACATTACCGCCGGACACCTCCTAATACACCTCATCGGAGGGGCAACACT -AGCCCTCATAAGCATCAGCCCCTCAACAGCCCTTATTACGTTTATCATCC -TAATTCTACTAACTATCCTCGAATTCGCAGTAGCTATAATCCAAGCCTAC -GTATTCACTCTCCTGGTAAGCCTTTACTTACACGACAACACCTAATGACC -CACCAAACCCACGCTTACCACATAGTAAACCCCAGCCCATGACCACTTAC -AGGAGCCCTATCAGCCCTCCTGATAACATCAGGACTAGCCATGTGATTTC -ACTTTAACTCAACCTTACTTCTAGCTATAGGGCTATTAACTAACATCCTT -ACCATATATCAATGATGACGAGACATCATCCGAGAAAGCACATTCCAAGG -CCATCACACATCAATCGTTCAAAAGGGACTCCGATATGGCATAATCCTTT -TTATTATCTCAGAAGTCTTCTTCTTCTCTGGCTTCTTCTGAGCCTTTTAC -CACTCAAGCCTAGCCCCCACACCCGAACTAGGCGGCTGCTGACCACCCAC -AGGTATCCACCCCTTAAACCCCCTAGAAGTCCCCTTACTCAACACCTCAG -TGCTCCTAGCATCTGGAGTCTCTATCACCTGAGCCCACCATAGCCTAATA -GAAGGAAACCGTAAAAATATGCTCCAAGGCCTATTCATCACAATTTCACT -AGGCGTATACTTCACCCTTCTCCAAGCCTCAGAATACTATGAAGCCTCAT -TTACTATTTCAGATGGAGTATACGGATCAACATTTTTCGTAGCAACAGGG -TTCCACGGACTACACGTAATTATCGGATCTACCTTCCTCATTGTATGTTT -CCTACGCCAACTAAAATTCCACTTTACATCCAGCCACCACTTCGGATTCG -AAGCAGCCGCTTGATACTGACACTTCGTCGACGTAGTCTGACTATTCTTG -TACGTCTCTATTTATTGATGAGGATCCTATTCTTTTAGTATTGACCAGTA -CAATTGACTTCCAATCAATCAGCTTCGGTATAACCCGAAAAAGAATAATA -AACCTCATACTGACACTCCTCACTAACACATTACTAGCCTCGCTACTCGT -ACTCATCGCATTCTGACTACCACAACTAAACATCTATGCAGAAAAAACCA -GCCCATATGAATGCGGATTTGACCCTATAGGGTCAGCACGCCTCCCCTTC -TCAATAAAATTTTTCTTAGTGGCCATTACATTTCTGCTATTCGACTTAGA -AATTGCCCTCCTATTACCCCTTCCATGAGCATCCCAAACAACTAACCTAA -ACACTATACTTATCATAGCACTAGTCCTAATCTCTCTTCTAGCCATCAGC -CTAGCCTACGAATGAACCCAAAAAGGACTAGAATGAACTGAGTATGGTAA -TTAGTTTAAACCAAAACAAATGATTTCGACTCATTAAACTATGATTAACT -TCATAATTACCAACATGTCACTAGTCCATATTAATATCTTCCTAGCATTC -ACAGTATCCCTCGTAGGCCTACTAATGTACCGATCCCACCTAATATCCTC -ACTCCTATGCCTAGAAGGAATAATACTATCACTATTCGTCATAGCAACCA -TAATAGTCCTAAACACCCACTTCACACTAGCTAGTATAATACCTATCATC -TTACTAGTATTTGCTGCCTGCGAACGAGCTCTAGGATTATCCCTACTAGT -CATAGTCTCCAATACTTATGGAGTAGACCACGTACAAAACCTTAACCTCC -TCCAATGCTAAAAATTATCATTCCCACAATCATACTTATGCCCCTTACAT -GACTATCAAAAAAGAATATAATCTGAATCAACACTACAACCTATAGTCTA -TTAATCAGCCTTATCAGCCTATCCCTCCTAAACCAACCTAGCAACAATAG -CCTAAACTTCTCACTAATATTCTTCTCCGATCCCCTATCAGCCCCACTTC -TGGTGTTGACAACATGACTACTGCCACTAATACTCATAGCCAGCCAACAC -CATCTATCTAAGGAACCACTAATCCGAAAAAAACTCTACATCACCATGCT -AACCATACTTCAAACTTTCCTAATCATGACTTTTACCGCCACAGAACTAA -TCTCCTTCTACATCCTATTTGAAGCCACATTAGTTCCAACACTAATTATC -ATCACCCGCTGAGGCAACCAAACAGAACGCCTGAACGCAGGCCTCTACTT -CCTATTCTACACACTAATAGGTTCCCTCCCACTCTTAGTTGCACTAATCT -CTATCCAAAACCTAACAGGCTCACTAAACTTCCTATTAATTCAATACTGA -AACCAAGCACTACCCGACTCTTGATCCAATATTTTCCTATGACTAGCATG -TATAATAGCATTCATAGTCAAAATACCGGTATATGGTCTTCACCTCTGAC -TCCCAAAAGCCCATGTAGAAGCCCCAATTGCCGGATCCATAGTGCTAGCA -GCCATTCTACTAAAACTAGGAGGCTACGGAATACTACGAATTACAACAAT -ACTAAACCCCCAAACTAGCTTTATAGCCTACCCCTTCCTCATACTATCCC -TGTGAGGAATAATCATAACTAGTTCCATCTGCTTGCGACAAACCGATCTA -AAATCACTTATTGCATACTCCTCTGTCAGCCACATAGCCCTAGTAATCGT -AGCCGTCCTCATCCAAACACCATGAAGTTATATAGGAGCTACAGCCCTAA -TAATCGCTCACGGCCTTACATCATCAATACTATTCTGCCTGGCAAACTCA -AATTACGAACGTACCCATAGCCGAACTATAATCCTAGCCCGCGGGCTTCA -AACACTTCTTCCCCTTATAGCAGCCTGATGACTATTAGCCAGCCTAACCA -ACCTGGCCCTCCCTCCCAGCATTAACCTAATTGGAGAGCTATTCGTAGTA -ATATCATCATTCTCATGATCAAATATTACCATTATCCTAATAGGAGCCAA -TATCACCATCACCGCCCTCTACTCCCTATACATACTAATCACAACACAAC -GAGGGAAATACACACACCATATCAACAGCATTAAACCTTCATTTACACGA -GAAAACGCACTCATGGCCCTCCACATGACTCCCCTACTACTCCTATCACT -TAACCCTAAAATTATCCTAGGCTTTACGTACTGTAAATATAGTTTAACAA -AAACACTAGATTGTGGATCTAGAAACAGAAACTTAATATTTCTTATTTAC -CGAGAAAGTATGCAAGAACTGCTAATTCATGCCCCCATGTCCAACAAACA -TGGCTCTCTCAAACTTTTAAAGGATAGGAGCTATCCGTTGGTCTTAGGAA -CCAAAAAATTGGTGCAACTCCAAATAAAAGTAATCAACATGTTCTCCTCC -CTCATACTAGTTTCACTATTAGTACTAACCCTCCCAATCATATTATCAAT -CTTCAATACCTACAAAAACAGCACGTTCCCGCATCATGTAAAAAACACTA -TCTCATATGCCTTCATTACTAGCCTAATTCCCACTATAATATTTATTCAC -TCTGGACAAGAAACAATTATCTCAAACTGACACTGAATAACCATACAAAC -CCTCAAACTATCCCTAAGCTTCAAACTAGATTACTTCTCAATAATTTTCG -TACCAGTAGCCCTATTCGTAACATGATCTATTATGGAATTCTCCCTATGA -TACATGCACTCAGATCCTTACATTACTCGATTTTTTAAATACTTACTTAC -ATTCCTCATCACTATAATAATTCTAGTCACAGCTAACAACCTTTTCCAAC -TGTTCATCGGATGGGAGGGAGTAGGCATCATGTCATTCTTACTAATCGGA -TGATGATACGGCCGAACAGATGCCAACACCGCGGCCCTTCAAGCAATCCT -TTATAACCGCATCGGGGATATCGGCTTCATCATGGCCATAGCCTGATTCC -TATTCAACACCAACACATGAGACCTCCAACAAATCTTCATACTCGACCCC -AACCTTACCAACCTCCCGCTCCTAGGCCTCCTCCTAGCCGCAACTGGCAA -ATCCGCTCAATTTGGACTCCACCCATGACTTCCTTCAGCCATAGAGGGCC -CTACACCAGTCTCAGCCCTACTCCACTCCAGCACAATAGTTGTAGCAGGC -GTCTTCCTGCTAATCCGCTTCCATCCACTAATAGAAAACAACAAAACAAT -CCAGTCACTTACCCTATGCCTAGGAGCCATCACCACACTATTCACAGCAA -TCTGCGCACTCACTCAAAACGATATCAAAAAAATCATTGCTTTCTCCACC -TCCAGCCAACTAGGCCTGATAATCGTAACCATCGGTATCAATCAACCCTA -CCTAGCATTCCTCCACATTTGCACTCACGCATTCTTCAAAGCTATACTAT -TTATATGTTCCGGATCCATTATCCACAGCCTAAATGACGAGCAAGATATC -CGAAAAATAGGCGGACTATTTAATGCAATACCCTTCACCACCACATCTCT -AATTATTGGCAGCCTTGCACTCACCGGAATTCCTTTCCTCACAGGCTTCT -ACTCCAAAGACCTCATCATCGAAACCGCCAACACATCGTACACCAACGCC -TGAGCCCTACTAATAACTCTCATTGCCACATCCCTCACAGCTGTCTACAG -TACCCGAATCATCTTCTTTGCACTCCTAGGGCAACCCCGCTTCCTCCCTC -TGACCTCAATCAACGAAAATAACCCCTTTCTAATTAACTCCATCAAACGC -CTCTTAATTGGCAGCATTTTTGCCGGATTCTTCATCTCCAACAATATCTA -CCCCACAACCGTCCCAGAAATAACCATACCTACTTACATAAAACTCACCG -CCCTCGCAGTAACCATCCTAGGATTTACACTAGCCCTAGAACTAAGCTTG -ATAACCCATAACTTAAAACTAGAACACTCCACCAACGTATTCAAATTCTC -CAACCTCCTAGGATACTACCCAACAATTATACACCGACTCCCACCGCTCG -CTAACCTATCAATAAGCCAAAAATCAGCATCACTTCTACTAGACTCAATC -TGACTAGAAAACATCCTGCCAAAATCTATCTCCCAGTTCCAAATAAAAAC -CTCGATCCTAATTTCCACCCAAAAAGGACAAATCAAATTATATTTCCTCT -CATTCCTCATCACCCTTACCCTAAGCATACTACTTTTTAATCTCCACGAG -TAACCTCTAAAATTACCAAGACCCCAACAAGCAACGATCAACCAGTCACA -ATCACAACCCAAGCCCCATAACTATACAATGCAGCAGCCCCTATAATTTC -CTCACTAAACGCCCCAGAATCTCCAGTATCATAAATAGCTCAAGCCCCCA -CACCACTAAACTTAAACACTACCCCCACTTCCTCACTCTTCAGAACATAT -AAAACCAACATAACCTCCATCAACAACCCTAAAAGAAATACCCCCATAAC -AGTCGTATTAGACACCCATACCTCAGGATACTGCTCAGTAGCCATAGCCG -TTGTATAACCAAAAACAACCAACATTCCTCCCAAATAAATCAAAAACACC -ATCAACCCCAAAAAGGACCCTCCAAAATTCATAATAATACCACAACCTAC -CCCTCCACTTACAATCAGCACTAAACCCCCATAAATAGGTGAAGGTTTTG -AAGAAAACCCCACAAAACTAACAACAAAAATAACACTCAAAATAAACACA -ATATATGTCATCATTATTCCCACGTGGAATCTAACCACGACCAATGACAT -GAAAAATCATCGTTGTATTTCAACTATAAGAACACCAATGACAAACATCC -GGAAATCTCACCCACTAATTAAAATCATCAATCACTCTTTTATTGACCTA -CCAGCCCCCTCAAACATTTCATCATGATGAAACTTCGGCTCCCTCCTAGG -AATCTGCCTAATCCTCCAAATCTTAACAGGCCTATTCCTAGCCATACACT -ACACATCAGACACGACAACTGCCTTCTCATCCGTCACTCACATCTGCCGA -GACGTTAACTACGGATGAATTATTCGCTACCTCCATGCCAACGGAGCATC -AATATTTTTTATCTGCCTCTTCATTCACGTAGGACGCGGCCTCTACTACG -GCTCTTACACATTCCTAGAGACATGAAACATTGGAATCATCCTACTTTTC -ACAGTTATAGCTACAGCATTCATGGGCTATGTCCTACCATGAGGCCAAAT -ATCCTTTTGAGGAGCAACAGTCATCACGAACCTCCTATCAGCAATTCCCT -ACATCGGTACTACCCTCGTCGAGTGAATCTGAGGTGGATTCTCAGTAGAC -AAAGCCACCCTTACCCGATTTTTTGCTTTCCACTTCATCCTACCCTTCAT -CATCACAGCCCTGGTAGTCGTACATTTACTATTTCTTCACGAAACAGGAT -CTAATAACCCCTCAGGAATCCCATCCGATATGGACAAAATCCCATTCCAC -CCATATTATACAATTAAAGACATCCTAGGACTCCTCCTCCTGATCTTGCT -CCTACTAACTCTAGTATTATTCTCCCCCGACCTCCTAGGAGACCCAGACA -ACTACACCCCAGCTAACCCTCTCAGCACTCCCCCTCATATTAAACCAGAA -TGGTACTTCCTGTTTGCCTACGCCATCCTACGCTCCATTCCCAACAAACT -AGGCGGCGTATTAGCCCTAATCCTCTCCATCCTGATCCTAGCACTCATCC -CCACCCTCCACATATCAAAACAACGAAGCATAATATTCCGGCCTCTCAGC -CAATGCGTATTCTGACTCTTAGTGGCAGACTTACTGACACTAACATGAAT -CGGCGGACAGCCAGTGGAACACCCATACGTAATTATCGGCCAACTGGCCT -CAATCCTCTACTTCTCCCTAATTCTCATTTTTATACCACTCGCAAGCACC -ATCGAAAACAATCTTCTAAAATGAAGAGTCCCTGTAGTATATCGCACATT -ACCCTGGTCTTGTAAACCAGAAAAGGGGGAAAACGTTTCCTCCCAAGGAC -TATCAAGGAAGAAGCTCTAGCTCCACCATCAACACCCAAAGCTGAAATTC -TACTTAAACTATTCCTTGATTTCTTCCCCTAAACGACAACAATTTACCCT -CATGTGCTATGTCAGTATCAGATTATACCCCCACATAACACCATACCCAC -CTGACATGCAATATCTTATGAATGGCCTATGTACGTCGTGCATTAAATTG -TCTGCCCCATGAATAATAAGCATGTACATAATATCATTTATCTTACATAA -GTACATTATATTATTGATCGTGCATACCCCATCCAAGTCAAATCATTTCC -AGTCAACACGCATATCACAGCCCATGTTCCACGAGCTTAATCACCAAGCC -GCGGGAAATCAGCAACCCTCCCAACTACGTGTCCCAATCCTCGCTCCGGG -CCCATCCAAACGTGGGGGTTTCTACAATGAAACTATACCTGGCATCTGGT -TCTTTCTTCAGGGCCATTCCCACCCAACCTCGCCCATTCTTTCCCCTTAA -ATAAGACATCTCGATGGACTAATGACTAATCAGCCCATGCTCACACATAA -CTGTGATTTCATGCATTTGGTATCTTTTTATATTTGGGGATGCTATGACT -CAGCTATGGCCGTCAAAGGCCTCGACGCAGTCAATTAAATTGAAGCTGGA -CTTAAATTGAACGTTATTCCTCCGCATCAGCAACCATAAGGTGTTATTCA -GTCCATGGTAGCGGGACATAGGAAACAAgtgcacctgtgcacctgtgcac -ctgtgcacctgtgcacctgtgcacctgtgcacctgtgcacctgtgcacct -gtgcacctgtgcacctgtgcacctgtgcacctgtgcacctgtgcacctgt -gcacctgtgcacctgtgcacctgtgcacctgtgcacctgtgcacctgtgc -acctgtgcacctgtgcacctgtgcacctgtgcacctgtgcacctgtgcac -ctgtgcacctACCCGCGCAGTAAGCAAGTAATATAGCTTTCTTAATCAAA -CCCCCCCTACCCCCCATTAAACTCCACATATGTACATTCAACACAATCTT -GCCAAACCCCAAAAACAAGACTAAACAATGCACAATACTTCATGAAGCTT -AACCCTCGCATGCCAACCATAATAACTCAACACACCTAACAATCTTAACA -GAACTTTCCCCCCGCCATTAATACCAACATGCTACTTTAATCAATAAAAT -TTCCATAGACAGGCATCCCCCTAGATCTAATTTTCTAAATCTGTCAACCC -TTCTTCCCCC diff -r 4afb4a5f0924 -r d6181de75bdd test-data/cached_locally/chr_m.fasta.fai --- a/test-data/cached_locally/chr_m.fasta.fai Tue May 09 11:18:00 2017 -0400 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,1 +0,0 @@ -chrM 16660 6 50 51 diff -r 4afb4a5f0924 -r d6181de75bdd test-data/cached_locally/fasta_indexes.loc --- a/test-data/cached_locally/fasta_indexes.loc Tue May 09 11:18:00 2017 -0400 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,1 +0,0 @@ -equCab2chrM equCab2 Horse (Equus caballus): equCab2 chrM ${__HERE__}/chr_m.fasta