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mtVariantCaller.py
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executable file
·1419 lines (1382 loc) · 56.4 KB
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#!/usr/bin/env python
"""
Written by Claudia Calabrese - claudia.calabrese23@gmail.com
and Domenico Simone - dome.simone@gmail.com
"""
import sys, os, glob, math
#print sys.version
import re
import ast
from collections import OrderedDict
import vcf
# provvisory reference
RSRS = """
GATCACAGGTCTATCACCCTATTAACCACTCACGGGAGCTCTCCATGCAT
TTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTG
GAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCCCATC
CCATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACCTACTA
AAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTAAAT
GTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAATTTCCACCA
AACCCCCCCTCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCA
AACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
TATCTTTTGGCGGTATGCACTTTTAACAGTCACCCCCCAACTAACACATT
ATTTTCCCCTCCCACTCCCATACTACTAATCTCATCAATACAACCCCCGC
CCATCCTACCCAGCACACACACNNCGCTGCTAACCCCATACCCCGAACCA
ACCAAACCCCAAAGACACCCCCCACAGTTTATGTAGCTTACCTCCTCAAA
GCAATACACTGAAAATGTTTAGACGGGCTCACATCACCCCATAAACAAAT
AGGTTTGGTCCTAGCCTTTCTATTAGCTCTTAGTAAGATTACACATGCAA
GCATCCCCGTTCCAGTGAGTTCACCCTCTAAATCACCACGATCAAAAGGG
ACAAGCATCAAGCACGCAACAATGCAGCTCAAAACGCTTAGCCTAGCCAC
ACCCCCACGGGAAACAGCAGTGATAAACCTTTAGCAATAAACGAAAGTTT
AACTAAGCTATACTAACCCCAGGGTTGGTCAATTTCGTGCCAGCCACCGC
GGTCACACGATTAACCCAAGTCAATAGAAGCCGGCGTAAAGAGTGTTTTA
GATCACCCCCTCCCCAATAAAGCTAAAACTCACCTGAGTTGTAAAAAACT
CCAGTTGACACAAAATAAACTACGAAAGTGGCTTTAACATATCTGAACAC
ACAATAGCTAAGACCCAAACTGGGATTAGATACCCCACTATGCTTAGCCC
TAAACCTCAACAGTTAAATCAACAAAACTGCTCGCCAGAACACTACGAGC
CACAGCTTAAAACTCAAAGGACCTGGCGGTGCTTCATATCCCTCTAGAGG
AGCCTGTTCTGTAATCGATAAACCCCGATCAACCTCACCACCTCTTGCTC
AGCCTATATACCGCCATCTTCAGCAAACCCTGATGAAGGCTACAAAGTAA
GCGCAAGTACCCACGTAAAGACGTTAGGTCAAGGTGTAGCCCATGAGGTG
GCAAGAAATGGGCTACATTTTCTACCCCAGAAAACTACGATAGCCCTTAT
GAAACTTAAGGGTCGAAGGTGGATTTAGCAGTAAACTGAGAGTAGAGTGC
TTAGTTGAACAGGGCCCTGAAGCGCGTACACACCGCCCGTCACCCTCCTC
AAGTATACTTCAAAGGACATTTAACTAAAACCCCTACGCATTTATATAGA
GGAGACAAGTCGTAACATGGTAAGTGTACTGGAAAGTGCACTTGGACGAA
CCAGAGTGTAGCTTAACACAAAGCACCCAACTTACACTTAGGAGATTTCA
ACTTAACTTGACCGCTCTGAGCTAAACCTAGCCCCAAACCCACTCCACCT
TACTACCAGACAACCTTAGCCAAACCATTTACCCAAATAAAGTATAGGCG
ATAGAAATTGAAACCTGGCGCAATAGATATAGTACCGCAAGGGAAAGATG
AAAAATTATAACCAAGCATAATATAGCAAGGACTAACCCCTATACCTTCT
GCATAATGAATTAACTAGAAATAACTTTGCAAGGAGAGCCAAAGCTAAGA
CCCCCGAAACCAGACGAGCTACCTAAGAACAGCTAAAAGAGCACACCCGT
CTATGTAGCAAAATAGTGGGAAGATTTATAGGTAGAGGCGACAAACCTAC
CGAGCCTGGTGATAGCTGGTTGTCCAAGATAGAATCTTAGTTCAACTTTA
AATTTGCCCACAGAACCCTCTAAATCCCCTTGTAAATTTAACTGTTAGTC
CAAAGAGGAACAGCTCTTTGGACACTAGGAAAAAACCTTGTAGAGAGAGT
AAAAAATTTAACACCCATAGTAGGCCTAAAAGCAGCCACCAATTAAGAAA
GCGTTCAAGCTCAACACCCACTACCTAAAAAATCCCAAACATATAACTGA
ACTCCTCACACCCAATTGGACCAATCTATCACCCTATAGAAGAACTAATG
TTAGTATAAGTAACATGAAAACATTCTCCTCCGCATAAGCCTGCGTCAGA
TTAAAACACTGAACTGACAATTAACAGCCCAATATCTACAATCAACCAAC
AAGTCATTATTACCCTCACTGTCAACCCAACACAGGCATGCTCATAAGGA
AAGGTTAAAAAAAGTAAAAGGAACTCGGCAAATCTTACCCCGCCTGTTTA
CCAAAAACATCACCTCTAGCATCACCAGTATTAGAGGCACCGCCTGCCCA
GTGACACATGTTTAACGGCCGCGGTACCCTAACCGTGCAAAGGTAGCATA
ATCACTTGTTCCTTAAATAGGGACCTGTATGAATGGCTCCACGAGGGTTC
AGCTGTCTCTTACTTTTAACCAGTGAAATTGACCTGCCCGTGAAGAGGCG
GGCATGACACAGCAAGACGAGAAGACCCTATGGAGCTTTAATTTATTAAT
GCAAACAATACCTAACAAACCCACAGGTCCTAAACTACCAAACCTGCATT
AAAAATTTCGGTTGGGGCGACCTCGGAGCAGAACCCAACCTCCGAGCAGT
ACATGCTAAGACTTCACCAGTCAAAGCGAACTACCATACTCAATTGATCC
AATAACTTGACCAACGGAACAAGTTACCCTAGGGATAACAGCGCAATCCT
ATTCTAGAGTCCATATCAACAATAGGGTTTACGACCTCGATGTTGGATCA
GGACATCCCGATGGTGCAGCCGCTATTAAAGGTTCGTTTGTTCAACGATT
AAAGTCCTACGTGATCTGAGTTCAGACCGGAGTAATCCAGGTCGGTTTCT
ATCTACNTTCAAATTCCTCCCTGTACGAAAGGACAAGAGAAATAAGGCCT
ACTTCACAAAGCGCCTTCCCCCGTAAATGATATCATCTCAACTTAGTATT
ATACCCACACCCACCCAAGAACAGGGTTTGTTAAGATGGCAGAGCCCGGT
AATCGCATAAAACTTAAAACTTTACAGTCAGAGGTTCAATTCCTCTTCTT
AACAACATACCCATGGCCAACCTCCTACTCCTCATTGTACCCATTCTAAT
CGCAATGGCATTCCTAATGCTTACCGAACGAAAAATTCTAGGCTATATAC
AACTACGCAAAGGCCCCAACGTTGTAGGCCCCTACGGGCTACTACAACCC
TTCGCTGACGCCATAAAACTCTTCACCAAAGAGCCCCTAAAACCCGCCAC
ATCTACCATCACCCTCTACATCACCGCCCCGACCTTAGCTCTCACCATCG
CTCTTCTACTATGAACCCCCCTCCCCATACCCAACCCCCTGGTTAACCTC
AACCTAGGCCTCCTATTTATTCTAGCCACCTCTAGCCTAGCCGTTTACTC
AATCCTCTGATCAGGGTGAGCATCAAACTCAAACTACGCCCTGATCGGCG
CACTGCGAGCAGTAGCCCAAACAATCTCATATGAAGTCACCCTAGCCATC
ATTCTACTATCAACATTACTAATAAGTGGCTCCTTTAACCTCTCCACCCT
TATCACAACACAAGAACACCTCTGATTACTCCTGCCATCATGACCCTTGG
CCATAATATGATTTATCTCCACACTAGCAGAGACCAACCGAACCCCCTTC
GACCTTGCCGAAGGGGAGTCCGAACTAGTCTCAGGCTTCAACATCGAATA
CGCCGCAGGCCCCTTCGCCCTATTCTTCATAGCCGAATACACAAACATTA
TTATAATAAACACCCTCACCACTACAATCTTCCTAGGAACAACATATGAC
GCACTCTCCCCTGAACTCTACACAACATATTTTGTCACCAAGACCCTACT
TCTGACCTCCCTGTTCTTATGAATTCGAACAGCATACCCCCGATTCCGCT
ACGACCAACTCATACACCTCCTATGAAAAAACTTCCTACCACTCACCCTA
GCATTACTTATATGATATGTCTCCATACCCATTACAATCTCCAGCATTCC
CCCTCAAACCTAAGAAATATGTCTGATAAAAGAGTTACTTTGATAGAGTA
AATAATAGGAGTTTAAACCCCCTTATTTCTAGGACTATGAGAATCGAACC
CATCCCTGAGAATCCAAAATTCTCCGTGCCACCTATCACACCCCATCCTA
AAGTAAGGTCAGCTAAATAAGCTATCGGGCCCATACCCCGAAAATGTTGG
TTATACCCTTCCCGTACTAATTAATCCCCTGGCCCAACCCGTCATCTACT
CTACCATCTTTGCAGGCACACTCATCACAGCGCTAAGCTCGCACTGATTT
TTTACCTGAGTAGGCCTAGAAATAAACATGCTAGCTTTTATTCCAGTTCT
AACCAAAAAAATAAACCCTCGTTCCACAGAAGCTGCCATCAAGTATTTCC
TCACGCAAGCAACCGCATCCATAATCCTTCTAATAGCTATCCTCTTCAAC
AATATACTCTCCGGACAATGAACCATAACCAATACTACCAATCAATACTC
ATCATTAATAATCATAATGGCTATAGCAATAAAACTAGGAATAGCCCCCT
TTCACTTCTGAGTCCCAGAGGTTACCCAAGGCACCCCTCTGACATCCGGC
CTGCTTCTTCTCACATGACAAAAACTAGCCCCCATCTCAATCATATACCA
AATCTCTCCCTCACTAAACGTAAGCCTTCTCCTCACTCTCTCAATCTTAT
CCATCATAGCAGGCAGTTGAGGTGGATTAAACCAAACCCAGCTACGCAAA
ATCTTAGCATACTCCTCAATTACCCACATAGGATGAATAATAGCAGTTCT
ACCGTACAACCCTAACATAACCATTCTTAATTTAACTATTTATATTATCC
TAACTACTACCGCATTCCTACTACTCAACTTAAACTCCAGCACCACGACC
CTACTACTATCTCGCACCTGAAACAAGCTAACATGACTAACACCCTTAAT
TCCATCCACCCTCCTCTCCCTAGGAGGCCTGCCCCCGCTAACCGGCTTTT
TGCCCAAATGGGCCATTATCGAAGAATTCACAAAAAACAATAGCCTCATC
ATCCCCACCATCATAGCCACCATCACCCTCCTTAACCTCTACTTCTACCT
ACGCCTAATCTACTCCACCTCAATCACACTACTCCCCATATCTAACAACG
TAAAAATAAAATGACAGTTTGAACATACAAAACCCACCCCATTCCTCCCC
ACACTCATCGCCCTTACCACGCTACTCCTACCTATCTCCCCTTTTATACT
AATAATCTTATAGAAATTTAGGTTAAATACAGACCAAGAGCCTTCAAAGC
CCTCAGTAAGTTGCAATACTTAATTTCTGTAACAGCTAAGGACTGCAAAA
CCCCACTCTGCATCAACTGAACGCAAATCAGCCACTTTAATTAAGCTAAG
CCCTTACTAGACCAATGGGACTTAAACCCACAAACACTTAGTTAACAGCT
AAGCACCCTAATCAACTGGCTTCAATCTACTTCTCCCGCCGCCGGGAAAA
AAGGCGGGAGAAGCCCCGGCAGGTTTGAAGCTGCTTCTTCGAATTTGCAA
TTCAATATGAAAATCACCTCGGAGCTGGTAAAAAGAGGCCTAACCCCTGT
CTTTAGATTTACAGTCCAATGCTTCACTCAGCCATTTTACCTCACCCCCA
CTGATGTTCGCCGACCGTTGACTATTCTCTACAAACCACAAAGACATTGG
AACACTATACCTATTATTCGGCGCATGAGCTGGAGTCCTAGGCACAGCTC
TAAGCCTCCTTATTCGAGCCGAGCTGGGCCAGCCAGGCAACCTTCTAGGT
AACGACCACATCTACAACGTTATCGTCACAGCCCATGCATTTGTAATAAT
CTTCTTCATAGTAATACCCATCATAATCGGAGGCTTTGGCAACTGACTAG
TTCCCCTAATAATCGGTGCCCCCGATATGGCGTTTCCCCGCATAAACAAC
ATAAGCTTCTGACTCTTACCTCCCTCTCTCCTACTCCTGCTCGCATCTGC
TATAGTGGAGGCCGGAGCAGGAACAGGTTGAACAGTCTACCCTCCCTTAG
CAGGGAACTACTCCCACCCTGGAGCCTCCGTAGACCTAACCATCTTCTCC
TTACACCTAGCAGGTGTCTCCTCTATCTTAGGGGCCATCAATTTCATCAC
AACAATTATCAATATAAAACCCCCTGCCATAACCCAATACCAAACGCCCC
TCTTCGTCTGATCCGTCCTAATCACAGCAGTCCTACTTCTCCTATCTCTC
CCAGTCCTAGCTGCTGGCATCACTATACTACTAACAGACCGCAACCTCAA
CACCACCTTCTTCGACCCCGCCGGAGGAGGAGACCCCATTCTATACCAAC
ACCTATTCTGATTTTTCGGTCACCCTGAAGTTTATATTCTTATCCTACCA
GGCTTCGGAATAATCTCCCATATTGTAACTTACTACTCCGGAAAAAAAGA
ACCATTTGGATACATAGGTATGGTCTGAGCTATGATATCAATTGGCTTCC
TAGGGTTTATCGTGTGAGCACACCATATATTTACAGTAGGAATAGACGTA
GACACACGAGCATATTTCACCTCCGCTACCATAATCATCGCTATCCCCAC
CGGCGTCAAAGTATTTAGCTGACTCGCCACACTCCACGGAAGCAATATGA
AATGATCTGCTGCAGTGCTCTGAGCCCTAGGATTCATCTTTCTTTTCACC
GTAGGTGGCCTGACTGGCATTGTATTAGCAAACTCATCACTAGACATCGT
ACTACACGACACGTACTACGTTGTAGCTCACTTCCACTATGTCCTATCAA
TAGGAGCTGTATTTGCCATCATAGGAGGCTTCATTCACTGATTTCCCCTA
TTCTCAGGCTACACCCTAGACCAAACCTACGCCAAAATCCATTTCGCTAT
CATATTCATCGGCGTAAATCTAACTTTCTTCCCACAACACTTTCTCGGCC
TATCCGGAATGCCCCGACGTTACTCGGACTACCCCGATGCATACACCACA
TGAAATATCCTATCATCTGTAGGCTCATTCATTTCTCTAACAGCAGTAAT
ATTAATAATTTTCATGATTTGAGAAGCCTTCGCTTCGAAGCGAAAAGTCC
TAATAGTAGAAGAACCCTCCATAAACCTGGAGTGACTATATGGATGCCCC
CCACCCTACCACACATTCGAAGAACCCGTATACATAAAATCTAGACAAAA
AAGGAAGGAATCGAACCCCCCAAAGCTGGTTTCAAGCCAACCCCATGGCC
TCCATGACTTTTTCAAAAAGATATTAGAAAAACCATTTCATAACTTTGTC
AAAGTTAAATTATAGGCTAAATCCTATATATCTTAATGGCACATGCAGCG
CAAGTAGGTCTACAAGACGCTACTTCCCCTATCATAGAAGAGCTTATCAC
CTTTCATGATCACGCCCTCATAATCATTTTCCTTATCTGCTTCCTAGTCC
TGTATGCCCTTTTCCTAACACTCACAACAAAACTAACTAATACTAACATC
TCAGACGCTCAGGAAATAGAAACCGTCTGAACTATCCTGCCCGCCATCAT
CCTAGTCCTCATCGCCCTCCCATCCCTACGCATCCTTTACATAACAGACG
AGGTCAACGATCCCTCCCTTACCATCAAATCAATTGGCCACCAATGGTAC
TGAACCTACGAGTACACCGACTACGGCGGACTAATCTTCAACTCCTACAT
ACTTCCCCCATTATTCCTAGAACCAGGCGACCTGCGACTCCTTGACGTTG
ACAATCGAGTAGTACTCCCGATTGAAGCCCCCATTCGTATAATAATTACA
TCACAAGACGTCTTGCACTCATGAGCTGTCCCCACATTAGGCTTAAAAAC
AGATGCAATTCCCGGACGTCTAAACCAAACCACTTTCACCGCTACACGAC
CGGGGGTATACTACGGTCAATGCTCTGAAATCTGTGGAGCAAACCACAGT
TTCATGCCCATCGTCCTAGAATTAATTCCCCTAAAAATCTTTGAAATAGG
GCCCGTATTTACCCTATAGCACCCCCTCTACCCCCTCTAGAGCCCACTGT
AAAGCTAACTTAGCATTAACCTTTTAAGTTAAAGATTAAGAGAACCAACA
CCTCTTTACAGTGAAATGCCCCAACTAAATACTACCGTATGGCCCACCAT
AATTACCCCCATACTCCTTACACTATTCCTCATCACCCAACTAAAAATAT
TAAACACAAACTACCACTTACCTCCCTCACCAAAGCCCATAAAAATAAAA
AATTATAACAAACCCTGAGAACCAAAATGAACGAAAATCTGTTCGCTTCA
TTCATTGCCCCCACAATCCTAGGCCTACCCGCCGCAGTACTGATCATTCT
ATTTCCCCCTCTATTGATCCCCACCTCCAAATATCTCATCAACAACCGAC
TAATTACCACCCAACAATGACTAATCAAACTAACCTCAAAACAAATGATA
GCCATACACAACACTAAAGGACGAACCTGATCTCTTATACTAGTATCCTT
AATCATTTTTATTGCCACAACTAACCTCCTCGGACTCCTGCCTCACTCAT
TTACACCAACCACCCAACTATCTATAAACCTAGCCATGGCCATCCCCTTA
TGAGCGGGCGCAGTGATTATAGGCTTTCGCTCTAAGATTAAAAATGCCCT
AGCCCACTTCTTACCACAAGGCACACCTACACCCCTTATCCCCATACTAG
TTATTATCGAAACCATCAGCCTACTCATTCAACCAATAGCCCTGGCCGTA
CGCCTAACCGCTAACATTACTGCAGGCCACCTACTCATGCACCTAATTGG
AAGCGCCACCCTAGCAATATCAACCATTAACCTTCCCTCTACACTTATCA
TCTTCACAATTCTAATTCTACTGACTATCCTAGAAATCGCTGTCGCCTTA
ATCCAAGCCTACGTTTTCACACTTCTAGTAAGCCTCTACCTGCACGACAA
CACATAATGACCCACCAATCACATGCCTATCATATAGTAAAACCCAGCCC
ATGACCCCTAACAGGGGCCCTCTCAGCCCTCCTAATGACCTCCGGCCTAG
CCATGTGATTTCACTTCCACTCCATAACGCTCCTCATACTAGGCCTACTA
ACCAACACACTAACCATATACCAATGATGGCGCGATGTAACACGAGAAAG
CACATACCAAGGCCACCACACACCACCTGTCCAAAAAGGCCTTCGATACG
GGATAATCCTATTTATTACCTCAGAAGTTTTTTTCTTCGCAGGATTTTTC
TGAGCCTTTTACCACTCCAGCCTAGCCCCTACCCCCCAACTAGGAGGGCA
CTGGCCCCCAACAGGCATCACCCCGCTAAATCCCCTAGAAGTCCCACTCC
TAAACACATCCGTATTACTCGCATCAGGAGTATCAATCACCTGAGCTCAC
CATAGTCTAATAGAAAACAACCGAAACCAAATAATTCAAGCACTGCTTAT
TACAATTTTACTGGGTCTCTATTTTACCCTCCTACAAGCCTCAGAGTACT
TCGAGTCTCCCTTCACCATTTCCGACGGCATCTACGGCTCAACATTTTTT
GTAGCCACAGGCTTCCACGGACTTCACGTCATTATTGGCTCAACTTTCCT
CACTATCTGCTTCATCCGCCAACTAATATTTCACTTTACATCCAAACATC
ACTTTGGCTTCGAAGCCGCCGCCTGATACTGGCATTTTGTAGATGTGGTT
TGACTATTTCTGTATGTCTCCATCTATTGATGAGGGTCTTACTCTTTTAG
TATAAATAGTACCGTTAACTTCCAATTAACTAGTTTTGACAACATTCAAA
AAAGAGTAATAAACTTCGCCTTAATTTTAATAATCAACACCCTCCTAGCC
TTACTACTAATAATTATTACATTTTGACTACCACAACTCAACGGCTACAT
AGAAAAATCCACCCCTTACGAGTGCGGCTTCGACCCTATATCCCCCGCCC
GCGTCCCTTTCTCCATAAAATTCTTCTTAGTAGCTATTACCTTCTTATTA
TTTGATCTAGAAATTGCCCTCCTTTTACCCCTACCATGAGCCCTACAAAC
AACTAACCTGCCACTAATAGTTATGTCATCCCTCTTATTAATCATCATCC
TAGCCCTAAGTCTGGCCTATGAGTGACTACAAAAAGGATTAGACTGAGCC
GAATTGGTATATAGTTTAAACAAAACGAATGATTTCGACTCATTAAATTA
TGATAATCATATTTACCAAATGCCCCTCATTTACATAAATATTATACTAG
CATTTACCATCTCACTTCTAGGAATACTAGTATATCGCTCACACCTCATA
TCCTCCCTACTATGCCTAGAAGGAATAATACTATCGCTGTTCATTATAGC
TACTCTCATAACCCTCAACACCCACTCCCTCTTAGCCAATATTGTGCCTA
TTGCCATACTAGTTTTTGCCGCCTGCGAAGCAGCGGTAGGCCTAGCCCTA
CTAGTCTCAATCTCCAACACATATGGCCTAGACTACGTACATAACCTAAA
CCTACTCCAATGCTAAAACTAATCGTCCCAACAATTATATTACTACCACT
GACATGACTCTCCAAAAAACACATAATTTGAATCAACACAACCACCCACA
GCCTAATTATTAGCATCATCCCCCTACTATTTTTTAACCAAATCAACAAC
AACCTATTTAGCTGCTCCCCAACCTTTTCCTCCGACCCCCTAACAACCCC
CCTCCTAATACTAACTACCTGACTCCTACCCCTCACAATCATGGCAAGCC
AACGCCACTTATCCAGTGAACCACTATCACGAAAAAAACTCTACCTCTCT
ATACTAATCTCCCTACAAATCTCCTTAATTATAACATTCACAGCCACAGA
ACTAATCATATTTTATATCTTCTTCGAAACCACACTTATCCCCACCTTGG
CTATCATCACCCGATGAGGCAACCAGCCAGAACGCCTGAACGCAGGCACA
TACTTCCTATTCTACACCCTAGTAGGCTCCCTTCCCCTACTCATCGCACT
AATTTACACTCACAACACCCTAGGCTCACTAAACATTCTACTACTCACTC
TCACTGCCCAAGAACTATCAAACTCCTGAGCCAACAACTTAATATGACTA
GCTTACACAATAGCTTTTATAGTAAAGATACCTCTTTACGGACTCCACTT
ATGACTCCCTAAAGCCCATGTCGAAGCCCCCATCGCTGGGTCAATAGTAC
TTGCCGCAGTACTCTTAAAACTAGGCGGCTATGGTATAATACGCCTCACA
CTCATTCTCAACCCCCTGACAAAACACATAGCCTACCCCTTCCTTGTACT
ATCCCTATGAGGCATAATTATAACAAGCTCCATCTGCCTACGACAAACAG
ACCTAAAATCGCTCATTGCATACTCTTCAATCAGCCACATAGCCCTCGTA
GTAACAGCCATTCTCATCCAAACCCCCTGAAGCTTCACCGGCGCAGTCAT
TCTCATAATCGCCCACGGACTTACATCCTCATTACTATTCTGCCTAGCAA
ACTCAAACTACGAACGCACTCACAGTCGCATCATAATCCTCTCTCAAGGA
CTTCAAACTCTACTCCCACTAATAGCTTTTTGATGACTTCTAGCAAGCCT
CGCTAACCTCGCCTTACCCCCCACTATTAACCTACTGGGAGAACTCTCTG
TGCTAGTAACCACATTCTCCTGATCAAATATCACTCTCCTACTTACAGGA
CTCAACATACTAGTCACAGCCCTATACTCCCTCTACATATTTACCACAAC
ACAATGGGGCTCACTCACCCACCACATTAACAACATAAAACCCTCATTCA
CACGAGAAAACACCCTCATGTTCATACACCTATCCCCCATTCTCCTCCTA
TCCCTCAACCCCGACATCATTACCGGGTTTTCCTCTTGTAAATATAGTTT
AACCAAAACATCAGATTGTGAATCTGACAACAGAGGCTTACGACCCCTTA
TTTACCGAGAAAGCTCACAAGAACTGCTAACTCATGCCCCCATGTCTAAC
AACATGGCTTTCTCAACTTTTAAAGGATAACAGCTATCCATTGGTCTTAG
GCCCCAAAAATTTTGGTGCAACTCCAAATAAAAGTAATAACCATGCACAC
TACTATAACCACCCTAACCCTGACTTCCCTAATTCCCCCCATCCTTACCA
CCCTCGTTAACCCTAACAAAAAAAACTCATACCCCCATTATGTAAAATCC
ATTGTCGCATCCACCTTTATTATCAGTCTCTTCCCCACAACAATATTCAT
GTGCCTAGACCAAGAAGTTATTATCTCGAACTGACACTGAGCCACAACCC
AAACAACCCAGCTCTCCCTAAGCTTCAAACTAGACTACTTCTCCATAATA
TTCATCCCTGTAGCATTGTTCGTTACATGGTCCATCATAGAATTCTCACT
GTGATATATAAACTCAGACCCAAACATTAATCAGTTCTTCAAATATCTAC
TCATTTTCCTAATTACCATACTAATCTTAGTTACCGCTAACAACCTATTC
CAACTGTTCATCGGCTGAGAGGGCGTAGGAATTATATCCTTCTTGCTCAT
CAGTTGATGATACGCCCGAGCAGATGCCAACACAGCAGCCATTCAAGCAA
TCCTATACAACCGTATCGGCGATATCGGTTTCATCCTCGCCTTAGCATGA
TTTATCCTACACTCCAACTCATGAGACCCACAACAAATAGCCCTTCTAAA
CGCTAATCCAAGCCTCACCCCACTACTAGGCCTCCTCCTAGCAGCAGCAG
GCAAATCAGCCCAATTAGGTCTCCACCCCTGACTCCCCTCAGCCATAGAA
GGCCCCACCCCAGTCTCAGCCCTACTCCACTCAAGCACTATAGTTGTAGC
AGGAGTCTTCTTACTCATCCGCTTCCACCCCCTAGCAGAAAATAGCCCAC
TAATCCAAACTCTAACACTATGCTTAGGCGCTATCACCACTCTGTTCGCA
GCAGTCTGCGCCCTTACACAAAATGACATCAAAAAAATCGTAGCCTTCTC
CACTTCAAGTCAACTAGGACTCATAGTAGTTACAATCGGCATCAACCAAC
CACACCTAGCATTCCTGCACATCTGTACCCACGCCTTCTTCAAAGCCATA
CTATTTATGTGCTCCGGGTCCATCATCCACAACCTTAACAATGAACAAGA
TATTCGAAAAATAGGAGGACTACTCAAAACCATACCTCTCACTTCAACCT
CCCTCACCATTGGCAGCCTAGCATTAGCAGGAATACCTTTCCTCACAGGT
TTCTATTCCAAAGACCACATCATCGAAACCGCAAACATATCATACACAAA
CGCCTGAGCCCTATCTATTACTCTCATCGCTACCTCCCTGACAAGCGCCT
ATAGCACTCGAATAATTCTTCTCACCCTAACAGGTCAACCTCGCTTCCCT
ACCCTTACTAACATTAACGAAAATAACCCCACCCTACTAAACCCCATTAA
ACGCCTGGCAGCCGGAAGCCTATTCGCAGGATTTCTCATTACTAACAACA
TTTCCCCCGCATCCCCCTTCCAAACAACAATCCCCCTCTACCTAAAACTC
ACAGCCCTCGCTGTCACTTTCCTAGGACTTCTAACAGCCCTAGACCTCAA
CTACCTAACCAACAAACTTAAAATAAAATCCCCACTATGCACATTTTATT
TCTCCAACATACTCGGATTCTACCCTAGCATCACACACCGCACAATCCCC
TATCTAGGCCTTCTTACGAGCCAAAACCTGCCCCTACTCCTCCTAGACCT
AACCTGACTAGAAAAGCTATTACCTAAAACAATTTCACAGCACCAAATCT
CCACCTCCATCATCACCTCAACCCAAAAAGGCATAATTAAACTTTACTTC
CTCTCTTTCTTCTTCCCACTCATCCTAACCCTACTCCTAATCACATAACC
TATTCCCCCGAGCAATCTCAATTACAATATATACACCAACAAACAATGTT
CAACCAGTAACTACTACTAATCAACGCCCATAATCATACAAAGCCCCCGC
ACCAATAGGATCCTCCCGAATCAACCCTGACCCCTCTCCTTCATAAATTA
TTCAGCTTCCTACACTATTAAAGTTTACCACAACCACCACCCCATCATAC
TCTTTCACCCACAGCACCAATCCTACCTCCATCGCTAACCCCACTAAAAC
ACTCACCAAGACCTCAACCCCTGACCCCCATGCCTCAGGATACTCCTCAA
TAGCCATCGCTGTAGTATATCCAAAGACAACCATCATTCCCCCTAAATAA
ATTAAAAAAACTATTAAACCCATATAACCTCCCCCAAAATTCAGAATAAT
AACACACCCGACCACACCGCTAACAATCAATACTAAACCCCCATAAATAG
GAGAAGGCTTAGAAGAAAACCCCACAAACCCCATTACTAAACCCACACTC
AACAGAAACAAAGCATACATCATTATTCTCGCACGGACTACAACCACGAC
CAATGATATGAAAAACCATCGTTGTATTTCAACTACAAGAACACCAATGA
CCCCAATACGCAAAATTAACCCCCTAATAAAATTAATTAACCACTCATTC
ATCGACCTCCCCACCCCATCCAACATCTCCGCATGATGAAACTTCGGCTC
ACTCCTTGGCGCCTGCCTGATCCTCCAAATCACCACAGGACTATTCCTAG
CCATGCACTACTCACCAGACGCCTCAACCGCCTTTTCATCAATCGCCCAC
ATCACTCGAGACGTAAATTATGGCTGAATCATCCGCTACCTTCACGCCAA
TGGCGCCTCAATATTCTTTATCTGCCTCTTCCTACACATCGGGCGAGGCC
TATATTACGGATCATTTCTCTACTCAGAAACCTGAAACATCGGCATTATC
CTCCTGCTTGCAACTATAGCAACAGCCTTCATAGGCTATGTCCTCCCGTG
AGGCCAAATATCATTCTGAGGGGCCACAGTAATTACAAACTTACTATCCG
CCATCCCATACATTGGGACAGACCTAGTTCAATGAATCTGAGGAGGCTAC
TCAGTAGACAGTCCCACCCTCACACGATTCTTTACCTTTCACTTCATCTT
GCCCTTCATTATTGCAGCCCTAGCAGCACTCCACCTCCTATTCTTGCACG
AAACGGGATCAAACAACCCCCTAGGAATCACCTCCCATTCCGATAAAATC
ACCTTCCACCCTTACTACACAATCAAAGACGCCCTCGGCTTACTTCTCTT
CCTTCTCTCCTTAATGACATTAACACTATTCTCACCAGACCTCCTAGGCG
ACCCAGACAATTATACCCTAGCCAACCCCTTAAACACCCCTCCCCACATC
AAGCCCGAATGATATTTCCTATTCGCCTACACAATTCTCCGATCCGTCCC
TAACAAACTAGGAGGCGTCCTTGCCCTATTACTATCCATCCTCATCCTAG
CAATAATCCCCATCCTCCATATATCCAAACAACAAAGCATAATATTTCGC
CCACTAAGCCAATCACTTTATTGACTCCTAGCCGCAGACCTCCTCATTCT
AACCTGAATCGGAGGACAACCAGTAAGCTACCCTTTTACCATCATTGGAC
AAGTAGCATCCGTACTATACTTCACAACAATCCTAATCCTAATACCAACT
ATCTCCCTAATTGAAAACAAAATACTCAAATGGGCCTGTCCTTGTAGTAT
AAACTAATACACCAGTCTTGTAAACCGGAGATGAAAACCTTTTTCCAAGG
ACAAATCAGAGAAAAAGTCTTTAACTCCACCATTAGCACCCAAAGCTAAG
ATTCTAATTTAAACTATTCTCTGTTCTTTCATGGGGAAGCAGATTTGGGT
ACCACCCAAGTATTGACTCACCCATCAACAACCGCTATGTATTTCGTACA
TTACTGCCAGCCACCATGAATATTGTACAGTACCATAAATACTTGACCAC
CTGTAGTACATAAAAACCCAATCCACATCAAAACCCTCCCCCCATGCTTA
CAAGCAAGTACAGCAATCAACCTTCAACTGTCACACATCAACTGCAACTC
CAAAGCCACCCCTCACCCACTAGGATATCAACAAACCTACCCACCCTTAA
CAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAA
ATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGAC
CACCATCCTCCGTGAAATCAATATCCCGCACAAGAGTGCTACTCTCCTCG
CTCCGGGCCCATAACACTTGGGGGTAGCTAAAGTGAACTGTATCCGACAT
CTGGTTCCTACTTCAGGGCCATAAAGCCTAAATAGCCCACACGTTCCCCT
TAAATAAGACATCACGATG
""".replace('\n', '').replace('\r', '').upper()
RSRS=RSRS.replace('\t','')
#######################################################
#defines global variables for Indels
def varnames(i):
#global CIGAR, readNAME, seq, qs, refposleft, mate, refposright
CIGAR=i[3]
readNAME=i[0]
seq=i[7]
qs=i[8]
refposleft=int(i[2])-1
mate=int(i[6])
return CIGAR, readNAME, seq, qs, refposleft, mate#, refposright
#defines global variables for MT-table parsing
def varnames2(b,i):
#global Position, Ref, Cons, Cov, A,C,G,T
global Position, Ref, Cov, A,C,G,T
Position=int((i[0]).strip())
Ref=(i[1]).strip()
Cov=int((i[3]).strip())
A=b[0]
C=b[1]
G=b[2]
T=b[3]
return Position, Ref, Cov, A,C,G,T
#Heteroplasmic fraction quantification
def heteroplasmy(cov, Covbase):
try:
if Covbase >= cov:
Heteroplasmy=float(cov)/float(Covbase)
het=round(Heteroplasmy, 3)
return het
else:
return 1.0
except ZeroDivisionError:
het=1.0
return het
#defines mathematical operations
#sum
def sum(left):
s=0
for i in left:
s+=int(i)
return s
#median
def median(l):
try:
if len(l)%2 != 0:
median= sorted(l)[((len(l)+1)/2)-1]
else:
m1 = sorted(l)[(len(l)/2)+1-1]
m2 = sorted(l)[(len(l)/2)-1]
median= (float(m1)+float(m2))/2
return median
except ZeroDivisionError:
return 0
#mean
def mean(list):
try:
s=sum(list)
m=float(s)/float(len(list))
return m
except ZeroDivisionError:
m=0
return m
#defines function for value errors
def error(list):
try:
list.remove('')
except ValueError:
pass
#defines the function searching for and filtering indels within the read sequence
def SearchINDELsintoSAM(readNAME,mate,CIGAR,seq,qs,refposleft,tail=5):
m=re.compile(r'[a-z]', re.I)
if 'I' in CIGAR:
pcigar=CIGAR.partition('I')
if 'S' in pcigar[0]:
softclipping=int(pcigar[0].partition('S')[0]) # calc softclipped bases
else:
softclipping=0 # no softclipped bases
left=m.split(pcigar[0])
right=m.split(pcigar[-1])
numIns=int(left[-1])
left.pop(-1)
s=sum(left) # number of 5' flanking positions to Ins
lflank=s-softclipping # exclude softclipped bases from left pos calculation
error(right)
sr=sum(right) # number of 3' flanking positions to Ins
rLeft=refposleft+lflank # modified
Ins=seq[s:s+numIns]
qsInsASCI=qs[s:s+numIns]
qsInsASCI.split()
qsIns=[]
type='Ins'
if mate>0:
strand='mate1'
elif mate==0:
strand='nondefined'
else:
strand='mate2'
if s >= tail and sr>= tail:
for x in qsInsASCI:
numeric=(ord(x)-33)
qsIns.append(numeric)
else:
qsIns='delete'
res=[]
res.append(type)
res.append(readNAME)
res.append(strand)
res.append(int(rLeft))
res.append(Ins)
res.append(qsIns)
return res
elif 'D' in CIGAR:
pcigar=CIGAR.partition('D')
if 'S' in pcigar[0]:
softclipping=int(pcigar[0].partition('S')[0]) # calc softclipped bases
else:
softclipping=0 # no softclipped bases
left=m.split(pcigar[0])
right=m.split(pcigar[-1])
nDel=int(left[-1])
left.pop(-1)
s=sum(left) # number of 5' flanking positions to Del
error(right)
sr=sum(right) # number of 3' flanking positions to Del
lflank=s-softclipping # exclude softclipped bases from left pos calculation
rLeft=(refposleft+lflank)
lowlimit=rLeft+1
rRight=lowlimit+nDel
Del=range(lowlimit,rRight)
type='Del'
qsDel=[]
if s>=tail and sr>=tail:
qsLeft=qs[(s-5):s]
qsRight=qs[s:(s+5)]
qsL=[]
qsR=[]
for x in qsLeft:
qsL.append(ord(x)-33)
for x in qsRight:
qsR.append(ord(x)-33)
medL=median(qsL)
medR=median(qsR)
qsDel.append(medL)
qsDel.append(medR)
else:
qsDel='delete'
if mate>0:
strand='mate1'
elif mate==0:
strand='nondefined'
else:
strand='mate2'
res=[]
res.append(type)
res.append(readNAME)
res.append(strand)
res.append(int(rLeft))
res.append(Del)
res.append(qsDel)
return res
else:
pass
#defines function searching for point mutations. It produces both the consensus base and variant(s) as output
def findmutations(A,C,G,T,Position, Ref, Cov):
oo = []
var=[]
bases=[]
if A>=5:
var.append(A)
bases.append('A')
if C>=5:
var.append(C)
bases.append('C')
if G>=5:
var.append(G)
bases.append('G')
if T>=5:
var.append(T)
bases.append('T')
if len(var)>=2:
if Ref in bases:
indexRef=bases.index(Ref)
bases.remove(Ref)
var.remove(var[indexRef])
o=[Position, Ref, Cov, bases, var]
return o
elif len(var)==1 and Ref not in bases:
o=[Position, Ref, Cov, bases, var]
return o
else:
return oo
#Wilson confidence interval lower bound
def CIW_LOW(het, Covbase):
'''The function calculates the heteroplasmic fraction and the related
confidence interval with 95% of coverage probability,
considering a Wilson score interval when n<=40
CIw= [1/(1+(1/n)*z^2)] * [p + (1/2n)*z^2 +- z(1/n *(p*q) + ((1/(4n^2))*z^2))^1/2]
'''
p=het
n=Covbase
z=1.96
q=1-het
num=p*q
squarez=z*z
squaren=n*n
wilsonci_low=round((p+(z*z)/(2*n)-z*(math.sqrt(p*q/n+(z*z)/(4*(n*n)))))/(1+z*z/n),3)
if wilsonci_low<0.0:
return 0.0
else:
return wilsonci_low
#Wilson confidence interval upper bound
def CIW_UP(het, Covbase):
'''The function calculates the heteroplasmic fraction and the related
confidence interval with 95% of coverage probability,
considering a Wilson score interval when n<=40
CIw= [1/(1+(1/n)*z^2)] * [p + (1/2n)*z^2 +- z(1/n *(p*q) + ((1/(4n^2))*z^2))^1/2]
'''
p=het
n=Covbase
z=1.96
q=1-het
num=p*q
squarez=z*z
squaren=n*n
wilsonci_up=round((p+(z*z)/(2*n)+z*(math.sqrt(p*q/n+(z*z)/(4*(n*n)))))/(1+z*z/n),3)
if wilsonci_up>1.0:
return 1.0
else:
return wilsonci_up
#Agresti-Coull confidence interval lower bound
def CIAC_LOW(cov,Covbase):
'''The function calculates the heteroplasmic fraction and the related confidence interval
for heteroplasmic fraction with 95% of coverage probability,considering the
Agresti-Coull interval when n>40'''
z=1.96
n=Covbase
X=cov+(z*z)/2
#print X, "X"
N=n+(z*z)
#print N, "N"
P=X/N
#print P, "P"
Q=1-P
#print Q, "Q"
agresticoull_low=round(P-(z*(math.sqrt(P*Q/N))),3)
if agresticoull_low<0.0:
return 0.0
else:
return agresticoull_low
#Agresti-Coull confidence interval upper bound
def CIAC_UP(cov,Covbase):
'''The function calculates the heteroplasmic fraction and the related confidence interval
for heteroplasmic fraction with 95% of coverage probability,considering the
Agresti-Coull interval when n>40'''
z=1.96
n=Covbase
X=cov+(z*z)/float(2)
#print "X",X
N=n+(z*z)
#print "N", N
P=X/N
#print "P", P
Q=1-P
#print "Q",Q
agresticoull_up=round(P+(z*(math.sqrt(P*Q/N))),3)
if agresticoull_up>1.0:
return 1.0
else:
return agresticoull_up
#IUPAC dictionary
dIUPAC={'R':['A','G'],'Y':['C','T'],'S':['G','C'],'W':['A','T'],'K':['G','T'],'M':['A','C'],'B':['C','G','T'],'D':['A','G','T'],'H':['A','C','T'],'V':['A','C','G'],'N':['A','C','G','T']}
#searches for IUPAC codes and returns the ambiguity
#returns '' if nucleotide in reference is N
def getIUPAC(ref_var, dIUPAC):
iupac_code = ['']
for i in dIUPAC.iteritems():
i[1].sort()
if ref_var == i[1]:
iupac_code= [i[0]]
return iupac_code
def mtvcf_main_analysis(mtable, sam, name2, tail=5):
mtable=[i.split('\t') for i in mtable]
mtable.remove(mtable[0])
sam=sam.readlines()
sam=[i.split('\t') for i in sam]
#table of description of CIGAR characters
#M=alignment match (can be match or mismatch)
#I=insertion to the reference
#D=deletion from the reference
#N=skipped region from the reference
#S=soft clipping (clipped sequences present in SEQ)
#H=hard clipping (clipped sequences NOT presenti in SEQ)
#P=padding (silent deletion from padded reference)
#=sequence match
#X sequence mismatch
#deletes flag and maq values from rows
for i in sam:
i.remove(i[1])
i.remove(i[3])
#includes only values used for parsing
c=0
while c<len(sam):
sam[c]=sam[c][0:9]
c+=1
#assigns a null value to fields. NB: refpos is the leftmost position of the subject seq minus 1.
CIGAR=''
readNAME=''
seq=''
qs=''
refposleft=''
mate=''
#assembly mtDNA ref sequence from MT-table
mtDNA=[]
for i in mtable:
mtDNA.append((i[1]).strip())
mtDNAseq="".join(mtDNA)
#create list of the total depth per position across the mtDNA
Coverage=[]
for i in mtable:
Coverage.append((i[3]).strip())
#-----------------------------------------------------------------------------------------
#apply functions to sam file and write outputs into a dictionary
dic={}
dic['Ins']=[]
dic['Del']=[]
print "\n\nsearching for indels in {0}.. please wait...\n\n".format(name2)
for i in sam:
#print i
[CIGAR, readNAME, seq, qs, refposleft, mate] = varnames(i)
#print "varnames is", varnames(i)
#print "CIGAR", CIGAR
# varnames()
if 'I' in CIGAR or 'D' in CIGAR:
r=SearchINDELsintoSAM(readNAME,mate,CIGAR,seq, qs,refposleft,tail=tail)
dic[r[0]].append(r[1:])
#############
rposIns={}
rposDel={}
for i in dic['Ins']:
if i[2] not in rposIns:
if i[-1] == 'delete':
pass
else:
rposIns[i[2]]=[]
rposIns[i[2]].append(i[3:])
else:
if i[-1] == 'delete':
pass
else:
rposIns[i[2]].append(i[3:])
for i in dic['Del']:
if i[2] not in rposDel:
if i[-1]=='delete':
pass
else:
rposDel[i[2]]=[]
rposDel[i[2]].append(i[3:])
else:
if i[-1]=='delete':
pass
else:
rposDel[i[2]].append(i[3:])
#print "Ins mutations", rposIns.keys()
#print "Del mutations", rposDel.keys()
############
dicqsDel={}
dicqsIns={}
#########
for i in rposIns:
dicqsIns[i]=[]
for x in rposIns.get(i):
for j in range(len(x[-1])):
if int(x[-1][j])>=25:
pass
else:
x[-1][j]='-'
if '-' in x[-1]:
pass
else:
dicqsIns[i].append(x)
################
for i in rposDel:
dicqsDel[i]=[]
for x in rposDel.get(i):
for j in range(len(x[-1])):
if int(x[-1][j])>=25:
pass
else:
x[-1][j]='-'
if '-' in x[-1]:
pass
else:
dicqsDel[i].append(x)
#print "dicqsIns is", dicqsIns
#print "dicqsDel is", dicqsDel
##########
dicIns={}
dicDel={}
for i in dicqsIns:
dicIns[i]=[]
b=[]
a=dicqsIns.get(i)
for j in a:
b.append(str(j[0]))
s=set(b)
for x in s:
if b.count(x)>=5:
for z in a:
if x in z:
dicIns[i].append(z)
for i in dicqsDel:
dicDel[i]=[]
b=[]
a=dicqsDel.get(i)
for j in a:
b.append(str(j[0]))
s=set(b)
for x in s:
l=b.count(x)
if l>=5:
for z in a:
if x==str(z[0]):
dicDel[i].append(z)
#print "dicIns is", dicIns
#print "dicDel is", dicDel
Final={}
for i in dicIns:
Final[i]=[]
qs1=[]
bases1=[]
bases2=[]
a=dicIns.get(i)
l=len(dicIns.get(i))
depth=[]
if l>0:
for x in a:
bases2.append(x[0])
b=set(bases2)
for z in b:
n=bases2.count(z)
if n>=5:
qs2=[]
for x in a:
if str(x[0])==z:
qs2.extend(x[-1])
bases1.append(z)
qs1.append(median(qs2))
depth.append(n)
r=['ins', bases1, qs1, depth]
Final[i].append(r)
for i in dicDel:
if i in Final:
qs1=[]
bases1=[]
bases2=[]
a=dicDel.get(i)
l=len(dicDel.get(i))
depth=[]
if l>0:
for x in a:
bases2.append(str(x[0]))
b=set(bases2)
for z in b:
n=bases2.count(z)
if n>=5:
qs2=[]
for x in a:
if str(x[0])==z:
qs2.extend(x[-1])
bases1.append(z)
qs1.append(median(qs2))
depth.append(n)
r=['del', bases1, qs1, depth]
Final[i].append(r)
else:
Final[i]=[]
qs1=[]
bases1=[]
bases2=[]
a=dicDel.get(i)
l=len(dicDel.get(i))
depth=[]
if l>0:
for x in a:
bases2.append(str(x[0]))
b=set(bases2)
for z in b:
n=bases2.count(z)
if n>=5:
qs2=[]
for x in a:
if str(x[0])==z:
qs2.extend(x[-1])
bases1.append(z)
qs1.append(median(qs2))
depth.append(n)
r=['del', bases1, qs1, depth]
Final[i].append(r)
ref=sorted(Final)
#print name2, "ref is", ref
Indels={}
Indels[name2]=[]
for i in ref:
if len(Final.get(i))>0:
for x in Final.get(i):
if x[0]=='ins':
#print x, "is ins"
bases=x[1]
qs=x[2]
cov=x[3]
Refbase=mtDNAseq[int(i)-1]
Variant=map(lambda x:Refbase+x,bases)
InsCov=map(lambda x:int(x),cov)
Covbase=int(Coverage[int(i)-1])
Covbase=Covbase+sum(InsCov)
QS=map(lambda x:round(float(x),2),qs)
hetfreq=map(lambda x:heteroplasmy(x,Covbase),InsCov)
#print InsCov
if Covbase <=40:
het_ci_low=map(lambda x: CIW_LOW(x, Covbase), hetfreq)
het_ci_up=map(lambda x: CIW_UP(x, Covbase), hetfreq)
else:
het_ci_low=map(lambda x: CIAC_LOW(x,Covbase), InsCov)
het_ci_up=map(lambda x: CIAC_UP(x,Covbase), InsCov)
ins=[i, Refbase, Covbase, Variant, InsCov, QS, hetfreq, het_ci_low, het_ci_up,'ins']
Indels[name2].append(ins)
else:
#print x, "is del"
Refbase=[]
cov=x[3]
DelCov=map(lambda x:int(x),cov)
qs=x[2]
deletions=[]
Covbase=[]
for j in xrange(len(x[1])):
dels=ast.literal_eval(x[1][j])
delflank=dels[0]-2
delfinal=dels[-1]
covlist=Coverage[delflank:delfinal]
convert=map(lambda x:int(x), covlist)
Covbase.append(median(convert))
maxcovbase=max(Covbase)
Covbase=int(maxcovbase)+sum(DelCov)
hetfreq=map(lambda x:heteroplasmy(x,Covbase),DelCov)
#print DelCov
if Covbase <=40:
het_ci_low=map(lambda x: CIW_LOW(x, Covbase), hetfreq)
het_ci_up=map(lambda x: CIW_UP(x, Covbase), hetfreq)
else:
het_ci_low=map(lambda x: CIAC_LOW(x,Covbase), DelCov)
het_ci_up=map(lambda x: CIAC_UP(x,Covbase), DelCov)
for j in xrange(len(x[1])):
dels=ast.literal_eval(x[1][j])
delflank=dels[0]-2
delfinal=dels[-1]
deletions.append(mtDNAseq[delflank])
Refbase.append(mtDNAseq[delflank:delfinal])
dele=[(dels[0]-1), Refbase, Covbase, deletions, DelCov, qs, hetfreq, het_ci_low, het_ci_up, 'del']
Indels[name2].append(dele)
#print name2, "Indels:", Indels
Subst={}
Subst[name2] = []
print "\n\nsearching for mismatches in {0}.. please wait...\n\n".format(name2)
for i in mtable:
b=ast.literal_eval((i[-1]).strip())
# print b
varnames2(b,i)
#print "varnames2 is", varnames2(b,i)
#varnames2()
a=findmutations(A,C,G,T,Position,Ref,Cov)
if len(a) > 0:
hetfreq=map(lambda x:heteroplasmy(x,Cov),a[-1])
if Cov<=40:
het_ci_low=map(lambda x: CIW_LOW(x,Cov),hetfreq)
het_ci_up=map(lambda x: CIW_UP(x,Cov),hetfreq)
else:
het_ci_low=map(lambda x: CIAC_LOW(x,Cov), a[-1])
het_ci_up=map(lambda x: CIAC_UP(x,Cov), a[-1])
a.append('PASS')
a.append(hetfreq)
a.append(het_ci_low)
a.append(het_ci_up)
a.append('mism')
Subst[name2].append(a)
#print name2, "Subst:", Subst
Indels[name2].extend(Subst[name2])
return Indels # it's a dictionary
# dict_of_dicts.update(Indels)
# return dict_of_dicts
### END OF MAIN ANALYSIS
#The dictionary with all the samples variations found
#applies the analysis only to OUT folders with OUT.sam, mt-table.txt and fasta sequence files.
#print dict_of_dicts
def get_consensus_single(i, hf=0.8):
if len(i) != 0:
consensus_value = []
#for var in dict_of_dicts[i]:
for var in i:
#print var[0], var[-1], max(var[6])
if var[-1] == 'mism' and max(var[6]) >= hf:
index=var[6].index(max(var[6]))
basevar=var[3][index]
res=[var[0], [basevar], 'mism']
consensus_value.append(res)
#Consensus[i].append(res)
elif var[-1] == 'mism' and max(var[6]) < hf:
basevar=[var[1]]+var[3]
basevar.sort()
a=getIUPAC(basevar, dIUPAC)
res=[var[0], a, 'mism']
consensus_value.append(res)
#Consensus[i].append(res)
elif var[-1] == 'ins' and max(var[6]) >= hf:
index=var[6].index(max(var[6]))
basevar=var[3][index]
res=[var[0], [basevar], 'ins']
consensus_value.append(res)
#Consensus[i].append(res)
elif var[-1] == 'del' and max(var[6]) >= hf:
index=var[6].index(max(var[6]))
basevar=var[3][index]
del_length=len(var[1][0]) - len(basevar)
start_del=var[0]+1
end_del=start_del+del_length
res=[var[0], range(start_del,end_del), 'del']
consensus_value.append(res)
#Consensus[i].append(res)
else:
pass
return consensus_value
def get_consensus(dict_of_dicts):