#NEXUS

[characters 1-2657 are atpB-rbcL spacer and rbcL,] 
[characters 2658 - 4092 are trnL intron and trnL-F spacer,] 
[characters 4093 - 6831 are matK region]
[intervening "?" represent gaps or "hyphens" that were transformed into "?" when merging data files.]

BEGIN DATA;
DIMENSIONS NTAX=264 NCHAR=1509;
FORMAT MISSING=? GAP=-  DATATYPE=DNA ;
OPTIONS  MSTAXA=POLYMORPH ;

CHARLABELS

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STATELABELS

;

MATRIX

Baloskion_tetraphyllum
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????attcaactcctggcttacgaggattgcgacagccgcgttcgataagactgctacatccgctcaggtcgaagatcgtgtttccttcctcgataatccgtgcgatggtcctcactaagtgctcccataatttcggacccttcacgctggcccaatacg????????????????????gatttttggtaaaggacgtactgtcgatctct?cgaaggatgcttctccaattactcaattcgccaat??tatgatatattaatttt????gagatatgttgatctgaaaaagcaacgtgctttgatgggtacttc???agttgacttcgtggaaccttggaaac?tcccacggccctttc?acatggtctcaccccttaaggctgctaaggcatg?????ttggagcgaatcccttatggccctttttaac???????????ctattagtcccagg??catttcttacaaattttgttatgtctctgggatgaag???TACATCACGTTGATTTTTTTGACATCCAGACCTCAGTTCCGAGGAGCACTTTGTGTGTCCTTAGTTCTGAGGCACTTTTCCGAAGATAGCTGCGG??AGAGCGCTTTTAT???ATTG????GGGAGAA?ATT?AATAGGTTTATGTAAGCACTGGACGAGAGGTTCGCGTGCCCCTTCGTG?TCAACT?ACAACGTTACTGCCGCCTCCGCGGTTGCAGGAGCGGTACGAGAGTTCGTCATTATCCATGTCGTTGTTTTCCCATAACTCTTGACATATAGAGTGTTTTGACCAACGATGGATCGTGCACATTTACGCATGCGGCATGTAATTCAAGACCCGGAAATACTACAACTTCCTAAAAATCAATGAGAACACCCGATGTTACAGTCGCAGGATGCCTTACGAATATAGCCTCCGGAATACGCTCGTACATCCACGAGCTATGTTTTCCCTGCGTGGCCCTGACCTCACCTGGTCCATATACCGAGCACCTTGCCCTTCGAGCAATGCCAAGGAGCCCATCACGTACGATCATAAGCTACTGTTGGGTCATCAACTGACATTGGTAACTATGGGTCAGGAAGTTCCCTGTCTCACGCGGCACCGGCGCTTCGTGAAGTCAGACACTCTGACGTGGAGCGAGAATGACGCTACAGCCCGGACTTCCCCAGCGTCTCTTTCCATGACGGC?GGTGATCCCGCACACTAATTGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCTGTCAAGGGCACCC????????????GTTGCCGAGAGCAAGA
Sporodanthus_tasmanicus
??????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????tcgacacctggtttacgaggattgcgacggccgcgttcgataagactgctatatccgctaaggtcggggatcgcgttctcttccccgataatccgtgcaatggtcctcacttggtggtcctataatttcg????????????????????????????????????????????agttttaggcagaggacgtactgtcggtctct?cgaagaatgattcttcaattgctcaactcgccaat??tatgctc?a?????ttt????tagatatattg?tatgaaaaagcggagtgcctcgatgggt?cttc???agttgacttcgcgaaatcttggaaacctcccgccgccctttc?acatggcatcacccctcaagactgcta??gcatg?????atggagcgaatcacttgtggccctctctcac???????????ctataaatcc??????aatttcttgcaaatgattttatgt?cctgggatgaggAACTACATCACGTTGATTTTTTTAACATCCAGACCTCGG????GTTGAGCAATAGGTGTGTCTTTAGACCTGAGGCACTTGTCCAAAGATGGCTGTGGAGACGGCACTTATAT???ATTGCTACGGGAGA??AGTAAACACGTTGACTGAAGCACTGGATGGGAGGCTCGCGTGCCCCTTCGTGCTTAACT?ACAACGTTACTGCCGCCTCTGCCGGCGCGGGAGCGGTACGAGAGCTCGTCATCATCCATGTCGTAGCTTTCCCATAATTCTTGACATATAGAGCGTTTTGACCAACGAAGGACGGTGCGCATTTACGCATACGGCATGTAGCTCAAGATACGGGAATCCTAGAACTTCCCCGCACTTAATGAGAACATCCGATGTTCCAGTCGCAGGATGCCCCACGAATATAGTCTCCGGAATACGCTCGTACATCCACTAGCTATGTTCTCCCTGCGTGGCCCTGACCTCGCCTGACACGTGGCTCGACCACCCCGCCCTTCGAGCAATGCCAAGGAGCTCATCACGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTGATAACTATGAGTCAGAAAGTTCCCTAGCTCACGCGG??TCGGCGCTTCCTGAGGGCGGACACTCTGACGTGGAGCGAGAATGACGCTATAGCCCGGAGCTCCTCAGGGGCCCTTTCCATGACGGC?AGCGACCCTGCGCACCAATTGCCCTCAATGCCAGAGAAAAAAACTTCATGGCAAGGCCCAGTCA?GGGCATCC????????????GTAGCCGAGAGCAATA
Anthochortus_crinalis
??aggcacaacatacaatagaagtggggtgaggaa?gtgcgtgg??????tgagaggtcacatttacccacgcgtcgtttcagacctcttcatgtccgctc????????tagcttcggagcaatcagtacgcgttgtcaagggaa?cagtttgtggacct????agacctactcctagttgacctgagatatccttttacacggaacgt?cagtcaccgaattcaattcgtggcttacggggattgtgatggcctcacttgataagactgctacatcctatcagatcgggaatcgcattcccttccccaataatccttgcgatggacctcactcggtggccctataattgtggactctctacgctagcccagtacgagtgggcsgtgcggac????gggtttgggcagagaacagactatcggtctct?tggaggatgattctccaattgctcaacttgccaat??tatgatcg???tt?t??????taaatatattgatctgtaaaagcggattgcctcgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgccccttc?acatggcctcacccatcaagactgctaaggtatg?????atgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagtcccagt??aatttcc?gcaaatgattttatgtccctgggacgagaAACTACATCACATGGATTTTCTGAACTTCCAAACCTCAGTTTTTCGGAACACTGGGTGCGTCCTTAGTCCTGAGGCACTTTTCCGAAGATGGCTGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGACCGGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGTAGCCGCCTCTGTCAGCGCCGGAGCGGTACGGGAGCTCGTCATTATCCATGTGGTCGTATTCCCATAATTCTTGACATATATAGAGTTTTGATCAACTAAGGACCGTGCACCTTTACGCATGCGGCATGTAACnGAAGACCCGGGAATCCTAGAACTTCCGCAAAATCAATGAGAACACCCGTTGnTCCAGTCGCAGGATGCCCCACGAATATAGCCTCCGTAATACGCGCGTACATACACTAACTATGTTTTTCCTGCGTGGTCCTGACCTCACCTGGCACGTGGGCCGACCCCTCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAGCTCCTGTAGCCTCATCTACTAGCATTGGTATCTCTGAGTCAGAAAGTCCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGA?TCTCCCAGCGTCCCCTTCCATGACGGC?AGCGCCCCTGCGCGCTACTCGCCTTCAATACCAGGGGAAAAAACTTCATGGCACTGGCCAGTCAAGGGCTCCC????????????ATAGCCGAGAGCAAGA
Anthochortus_graminifolius
??aggcacaacatacaagaggagtggggtgatgaa?gtgcgtgggtattctgagaggtcacagttacccacatgtcgtttcagacctcttcatgtccgctc????????aatcttcggaacaatcactacgcgttgtcaagggaa?cagtttgtggacct????agacctacgcctagttgacctgagatatccttttgcacggaacgt?cagtcaccgaattcgattcgtggcttacggggattgtgatggcctcacttgataagactgctacatcctatcaggtcgggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggccctataattttggactctccacgctggcccagtacgactgggtsgtgcagac????gggtttgggcagagaacatactgtcggtctct?cggaagatgattctccaattagtcaactcgccaat??tatgatcg???tt?t??????tagatatgttaatccgcaaaagcggattgcctcgatgggtagttcatcagttgacttcacggaacattggaagcctcccaacgccccttc?acatggcctcacccatcaagactgctaaggtatg?????atgaggcgaatcccttgtggccctctctcactcccctccatt?gt?tagtcccagt??aatttcc?gcaaatgattttatgtccctgggacgagaAACTACATCACATTGATTTTCTGAACTTCCAAACCTTGGTTGTTCGGAACACTAGGTGCGTTCTTAGTCCTGAGGCACTTTTCCGAAGATAGCTGTGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGT??GGTAAATAGGTTGACGTAAGCATCAGACCGGGGGCCCGCGAGCCCCTTCGTGATCAGCC?ATAACGTTGCAGTCGCCTCTGCCAGCGCCGGAACGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTCTTGACATATAGAGCGTTTTGATCAACTAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCCTAGAACTTCCGCAAAATTAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGAATAGCCTCCAGAATACGCGCGTACATCCACTAACTATGTTGTTCCTGCGCGGCCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCTCTTATCGTACGGCCATGAGCTACTGTAGCCTCATTTATTTGCATTGGTATCTATGAGTTAGAAAGTCCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCTCGGACTCCCCCAGCGTCCCTTTCCATGACGGC?AGTGACCCTGCGCGCTACTCGCCCTCAATGCCAGAGGAAAAAACTTCATAGCACTGGCCAGTCAAGGGCACCC????????????ATAGCCGAGAGCAAGA
Anthochortus_singularis
??aggcacaacatataagagaagtggggtgatgaa?gtgcgtgggtattctgagaggtcacagttacccacgcgtcgttgaagacctcttcatgtccgctc????????tatcttcggagtgatcactacgcgttgtcaagggaa?cagtttgtggacct????agacctacgcctagttgacctgagatatccttttgcacggaacgt?cagtcaccgaattcgattcgtggcttacggggattgtgatggcctcacttgataagactgctacatcctataaggtcgggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggccctataattttggactctccacgctggcccagtacgactgggcsgtgcagac????gggtttgggcagagaacatactgtcggtccct?cggaggatgattctccaattagtcaactcgccaat??tatgttca???tc?tttttcattgatatgttgatctgcaaaagcagattgcctcgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgccccttc?acatggcctcacccatcaagactgctaaggtatg?????atgaagcgaatcccttgtggccctctctcactcccctccact??????gtcccagg??aatttcc?gcaaattattttatgtccctgggacgagaAACTACATCACGTTGATTTTCTGAACTTCCAAACCTCAGTTATTCGGAACACTAGGTGCGTCCTTAGTCCTGAGGCACTTTTCCAAAGATAGCTGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GGTAAGTAGGTTGACGTAAGCATCAGACCGGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCATTTGCCTTTGCCAGCGCCGGAACGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGCATTTCCATAATTCTTGACATATAGAGCGTTTTGATCTACTAAGGACCGTACACATTTACGCATGTGGCATGTAACTGAAGACCCGGGAATCCTAGAACTTCTGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGAATAGCCTCCAGAATACGCGCGTACACCCACTAACTATGTTTTTCCTGCGTGGCCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCTAGGAGCCCCTATCATACGGCCATGAGCTACTGTAGCCTCATTTATTAGAATTGGTATCTATGAGTCAGAAAGTCTCCTATCTCACATGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCAAGCGTTCCTTTCCATGACGGC?AGCGACCCTGCGCACTAATTGCCCTCAATGCCAGAGGAAAAATCTTTATGGCACTGGCCAGTCA?GGGCACCC????????????ATAGCCTCTCGCAAGA
Cannomois_arenicola
??aggcacaacatacaataggagtggggtgatgaa?gtgcgtgg??????tgagaggtcacagttacccacgcgtcgtttcagacctccccatgtccgctc????????tagcttcggagcaatcagtacgcgttgtcaagggaa?cagttaatggacct????agacctacgcttagttaacttgagatatccttttacacggaacg??cagtcaccgaattcgattcgtggcttacggggattgtgatggcctcacttgataagactactacatcctatcaagtcgggaatcgcgctcccttccccgataatccgtgcgatggacctcactcggtggccctatagttttggactctccacgctggcccaatacgattgggcggtgcatacct??gggtttgggcagggaacatactgtcgctctct?tggaggatgattctccaattagtcaactcgccaat??tatgatcg???tt?t??????tagatatgttgatctgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgcctcttc?acatggcctcacccatgaagactgctaaggtatg?????atgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagtctcagttaaatttcc?gcaaatgattttatgtccctgggacgagaAACTACATCACGTTGATTTTCTGAACTTCCAAACCTCAGTTGTTCGGAATACTAGGTGCGTCCTTAGACCTGAGGTACTTTTCCGAAGATAGCTGCGGAGGGGGCGCTTTGAT???ATTTCTACAAGAGA??GGTAAATAGGTTGACGTAAGCATCGGACCAGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCTGCCTCTGCCAGCGCCGGAGGGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGCATTCCCATAATTATTGACATATAGAGCGTTTTGATCAACTAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATAGCCTCCGTAATACGCGCGTACACTCACTAACTATGTTTTTCCTGCGTAGCCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAACTACTGTAGCCTCATTTATTAGCATTGGTATCTATGATTCAGAAAGTTCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACACTATAGCCCGGACTCCACCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAGACTTCATGGCACTGGCCAGTCA?GGTCCCCC????????????ATAGCCGAGAGCAACA
Cannomois_dolichocaryon
??aggcacaacatacaataggagtggggtgatga??gtgcgtgggtattttgagaggtcacagttacccacgcgtcgtttcagacctcctcatgtccgctc????????tatcttcggagcgatcagtacgtgttgtcaagggaa?cagtttgtggacct????agacctacgcttagttgacctgagatatccttttacaccgaacg??cagtcaccgaattcgattcgtggcttacggggactgtgatggcctcacttgataagattgctacatcctatcaggtcgggaatcgcgctcccttccccgataatccgtgcgatggacctcactcggtggccctatagttttggattctccacgctggcccagtacgactgggcggtgcatac????gggtttgtgcagagaacatactgtcggtctct?tggaggatgattctctaattagtcaactcgccaat??tatgctcg???tt?t??????tagatatgttgatccgcaaaagcggattgccttgatggatagttcatcagttgacttcacggaacattggaa?cctcccaacgccccttc?acatggcctcacccagcaagactgctaaggtatg?????ctgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagtcccagt??aatttcc?gcaaatgatgttatgtccctgggacgagaAACTACATAATGTTGATTTCCTGAACTTCCAAACCTCAGTTGTTCGGAACACTAGGTGGGTCCTTAGACCTGAGGCACTTTTCCGAAGATGGCCGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GTTTAATAGGTCTACGTAAGCATCGGACCAGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCCGCCTCTGCCAGCGCCGGAGCGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTATTGACATATAGAGCGATTTGATCAACTAAGGACCGTGCACATTTACGCTTGCGGCATGTAACTGAAGACACGGGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATGGCCTCCGTAATACGCGCGTACACCCACTAACTATGTTTTTCCTGCGTGGGCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAGCTACTGTAGCCTCATTTATTAGCATTGGTATCTATGGGTCAGAAAGTCCCCTATCTCACACAACACCGGCGCTTCGTGAAGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCCGTCAAGGGCACCC????????????ATAGCCGAGAGCAAGA
Cannomois_parviflora
??aggcrcaacatacaataggagtggggtgatgaa?gtgcgtgg??????tgagaggtcacagttacccacgcgtcgtttcagacctccccatgtccgctc????????tagcttcggagcaatcagtacgcgttgtcaagggaa?cagttaatggacct????agacctacgcttagttaacttgagatatccttttacacggaacgt?cagtcaccgaattcgattcgtggcttacggggattgtgatggcctcacttgataagactactacatcctatcaagtcgggaatcgcgctcccttccccgataatccgtgcgatggacctcactcggtggccctatagttttggactctccacgctggcccaatacgaynggg??????????????gggtttgggcagggaacatactgtcgctctct?tggaggatgattctccaattagtcaactcgccaat??tatgatcg???tt?t??????tagatatgttgatctgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgcctcttc?acatggcctcacccatgaagactgctaaggtatg?????atgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagtctcagttaaatttcc?gcaaatgattttatgtccctgggacgagaAACTACATCACGTTGATTTTCTGAACTTCCAAACCTCAGTTGTTCGGAATACTAGGTGCGTCCTTAGACCTGAGGTACTTTTCCGAAGATAGCTGCGGAGGGGGCGCTTTGAT???ATTTCTACAAGAGA??GGTAAATAGGTTGACGTAAGCATCGGACCAGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCTGCCTCTGCCAGCGCCGGAGGGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGCATTCCCATAATTATTGACATATAGAGCGTTTTGATCAACTAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCCTCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATAGCCTCCGTAATACGCGCGTACACTCACTAACTATGTTTTTCCTGCGTAGCCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAACTACTGTAGCCTCATTTATTAGCATTGGTATCTATGATTCAGAAAGTTCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACACTATAGCCCGGACTCCACCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAGACTTCATGGCACTGGCCAGTCA?GGTCCCCC????????????ATAGCCGAGAGCAACA
Cannomois_saundersii
??????????????????????????????????????????gg??????tgasaggtcacagttacccacgcgtcgtttcagacctccccatgtccgctc????????tagcttcggagcaatcagtacgcgttgtcaagggaa?cagttaatggacct????agacctacgcttagttaacttgagatatccttttacacggaacgt?cagtcaccgaattcgattcgtggcttacggggattgtgatggcctcacttgataagactactacatcctatcaagtcgggaatcgcgctcccttccccgataatccgtgcgatggacctcactcggtggccctatagttttggactctccacgcnnnnnnnnnnnnnnnn????????????????gggtttgggcagggaacatactgtcgctctct?tggaggatgattctccaattagtcaactcgccaat??tatgatcg???tt?t??????tagatatgttgatctgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgcctcttc?acatggcctcacccatgaagactgctaaggtatg?????atgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagtttcagttaaatttcc?gcaaatgattttatgtccctgggacgagaAACTACATCACGTTGATTTTCTGAACTTCCAAACCTCAGTTGTTCGGAATACTAGGTGCGTCCTTAGACCTGAGGTACTTTTCCGAAGATAGCTGCGGAGGGGGCGCTTTGAT???ATTTCTACAAGAGA??GGTAAATAGGTTGACGTAAGCATCGGACCAGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCTGCCTCTGCCAGCGCCGGAGGGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGCATTCCCATAATTATTGACATATAGAGCGTTTTGATCAACTAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATAGCCTCCGTAATACGCGCGTACACTCACTAACTATGTTTTTCCTGCGTAGCCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAACTACTGTAGCCTCATTTATTAGCATTGGTATCTATGATTCAGAAAGTTCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACACTATAGCCCGGACTCCACCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAGACTTCATGGCACTGGCCAGTCA?GGTCCCCC????????????ATAGCCGAGAGCAACA
Cannomois_schlechteri
????????????????????????ggggtgatgaa?gtgcgtgg??????tgagaggtcacagttacccacgcgtcgtttcagacctccccatgtccgctc????????tagcttcggagcaatcagtacgcgttgtcaagggaa?cagttaatggacct????agacctacgcttagttaacttgagatatccttttacacggaacgt?cagtcaccgaattcgattcgtggcttacggggattgtgatggcctcacttgataagactactacatcctatcaagtcgggaatcgcgctcccttccccgataatccgtgcgatggacctcactcggtggccctatagttttggactctccacgnnnnnnnnnnnnnnnnn????????????????gggtttgggcagggaacatactgtcgctctct?tggaggatgattctccaattagtcaactcgccaat??tatgatcg???tt?t??????tagatatgttgatctgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgcctcttc?acatggcctcacccatgaagactgctaaggtatg?????atgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagtctcagttaaatttcc?gcaaatgattttatgtccctgggacgagaAACTACATCACGTTGATTTTCTGAACTTCCAAACCTCAGTTGTTCGGAATACTAGGTGCGTCCTTAGACCTGAGGTACTTTTCCGAAGATAGCTGCGGAGGGGGCGCTTTGAT???ATTTCTACAAGAGA??GGTAAATAGGTTGACGTAAGCATCGGACCAGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCTGCCTCTGCCAGCGCCGGAGGGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGCTTTCCCATAATTATTGACATATAGAGCGTTTTGATCAACTAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATAGCCTCCGTAATACGCGCGTACACTCACTAACTATGTTTTTCCTGCGTAGCCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAACTACTGTAGCCTCATTTATTAGCATTGGTATCTATGATTCAGAAAGTTCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACACTATAGCCCGGACTCCACCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAGACTTCATGGCACTGGCCAGTCA?GGTCCCCC????????????ATAGCCGAGAGCAACA
Cannomois_scirpoides
??aggcacaacatacaagaggagtggggtgatga??gtgcgtgggtattttgagaggtcacagttacccacgcgtcgtttcagacctcctcatgtccgctc????????tatcttcggagcgatcagtacgtgttgtcaagggaa?cagtttgtggacct????agacctacgcttagttgacctgagatatccttttacaccgaacgt?cagtcaccgaattcgattcgtggcttacggggactgtgatggcatcacttgataagattgctacatcctatcaggtcgggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggccctatagttttggactctccacgctggcccagtacgnctgggcggtgc????????gggtttgtgcagagaacatactgtcggtctct?tggaggatgattctctaattagtcaactcgccaat??tatgctcg???tt?t??????tagatatgttgatccgcatttgcggattgccttgatggatagttcatcagttgacttcacggaacattggaa?cctcccaacgccccttc?acatggcctcacccagcaagactgctaaggtatg?????ctgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagccccagt??aatttcc?gcaaatgatgttatgtccctgggacgaga????????AATGTTGATTTCCTGAACTTCCAAACCTCAGTTGTTCGGAACACTAGGTGGGTCCTTAGACCTGAGGCACTTTTCCGAAGATGGCCACGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GTTTAATAGGTCGACGTAAGCATCGGACCAGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCCGCCTCTGCCAGCGCCGGAACGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTCTTGACATATAGAGCGTTTTGATCAACTAAGGACCGTGCACACTTACGCTTGCGGCATGTAACTGAAGACCCGCGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATGGCCTCCGTAATACGCGCGTACACCCACTAACTATGTTTTTCCTGCGTGGGCCTGACTTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAGCTACTGTAGCCTCATTTATTAGCATTGGTATCTATGGGTCAGAAAGTCCCCTATCTCACACAACACCGGCGCTTCGTGAAGGCGAACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATAGTACTGGCCCGTCAAGGGCACCC????????????ATAGCCGAGAGCAAGA
Ceratocaryum_caespitosum
??aggcacaacatacaataggagtggggtgatga??gtgcgtgggtattctgagaggtcacagttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggagcgatcagtacgcgttgtcaagggaa?cagtttgtggacct????agacctacgcttagttgacctgagatatccttttacacggaacgt?cagtcaccgaattcgattcgtggtttacggggattgtgatggcatcacttgataagactgctacatcctatcaggtcgggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggctatataattttggactctccacgctggcccagtacgactgggcggtgcatac????gggtttgggcagagaacatactgtcggtctct?tggaggatgattctccaattagtcaacgcgccaat??tatgatca???tt?t??????tagatatgttgatctgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgccccttc?acatggcctcacccatcaagacttctagggtatg?????atgaggcgaatcccttgtggccctctctc???????tccact?gt?tagtcctagt??agtttcc?gcaaatgattttatgtccctgggacgagaAACTACATAACGTTGATTTTCTGAACTTCCAAACCTCATTTGTTCGGAACACTAGGTACGTCCTTAGTCCTGAGGCACTTTTCCGAATATAGCTGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GATAAATAGGTTAACGTAAGCGTCGGACCAGGGACCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCCGCCTyTGCCAGCGCCGGAGCGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTCTTGACATATAGAGCGTTTTGATCAACGAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCTGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATAGCCTCCGTAATACGCGCGTACACTCACTAACTATGTTTTTCCTCCGTAGCCCTGATCTCACCTGGCACGTGGGCCGACCACCCCACCCCTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAGCTACTGTAGCCTCATTTATTAGCATTGGTATCTATGAGTCAGAAAGTCCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCCAGCGTCCCTTTCTATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCAGTCAAGGGCACCC????????????ATAGCCGAGAGCAAGA
Ceratocaryum_fimbriatum
??aggcacaacatacaacaggagtggggtgatgaa?gtgcgtgggtattctgagaggtcacagttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggagcgatcagtacgcgttgccaagggaa?cagtttgtggacct????agacctacgcctagttgacctgagatatccttctactcggaacg??cagtcaccgaattcgatacgtggcttacggggattgtgatggcctcacttggtaagactgctacatcctatcaggtcaggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggccctataattttggactctccacgctggcccagtacgactgggcggtgcagac????gggtttgggcagagaacatactgtcggtccct?ttgaggatgattctccaattagtcaactcgccact??tatgaggg???tc?t??????tagatatgttgatctgcaaaagcggatcgcctcgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgcccctttcacatggcctcacccatcaacactgctaaggtatg?????atgaggtgaatcccttggggccctctctcactcccttccact?gt?tggtcccagt??aatttcc?gcaaatgattgtatgtccctgggacgagaAACTACATCACGTAGATCTTCTGAACTTCCAAACCTCAGTTGTTCGGAACACTAGGTGCGTCCTTAGTCTTGAGGTACTTTTCCAAAGATGGCTGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGACCGGGGGTCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCCGCCTCTGCCAGTGCCGGAGCGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTCTTGACATATAGAGCGTTTTGATCTACTAAGGACCGTGCACACTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCGTACGAGTATAGCCTCCGTAATACGCGCGTGCACACACTAACTATGTTGGTCCTGCGTGGCCCTGACCTCACCTCGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCTTATCGTACGGCCATGAGCTACTGTAGCCTCATTTATTAGCATTGGTATCTATGAGTCAGAAAGTGCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCAGTCAAGGGCACCC????????????ATAGCCGGGAGCTAGA
Ceratocaryum_fistulosum
??aggcacaacatacaacaggagtggggtgatgaa?gtgcgtgggtattctgagaggtcacagttacccacgcgtcgtttcagacctcttcacgtccgctc????????tatcttcggagcgatcagtacgcgttgccaagggaa?cagtttgtggacct????agacctacgcctagttgacctgagatatccttctactcggaacgt?cagtcaccgaattcgattcgtggcttacggggattgtgatggcctcacttggtaagactgctacatcctatcaggtcaggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggccctataattttggactctccacgctggcccagtacgactgggcggtgcagac????gggtttgggcagagaacatactgtcggtctct?tggaggatgattctccaattagtcaactcgccact??tatgaggg???tc?t??????tagatatgttgatctgcaaaagcggattgcctcgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgcccctttcacatggcctcacccatcaacactgctaaggtatg?????atgaggtgaatcccttgtggccctctctcactcccttccact?gt?tggtcccagt??aattccc?gcaaatgattgtatgtccctgggacgggaAACTACATCACGTAGATTTTCTGAACTTCCAAACCTCAGTTGTTCGGAACACTAGGTGCGTCCTTAGTCCTGAGGTACTTTTCCAAAGATAGCTGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GTTAAATAGGTTGACGTAAGCATCGGACCGGGGGTCCGCGTGCCCCTTTGTGATCAACC?ATAACGTTGCAGCCGCCTCTGCCAGTGCCGGAGCGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTCTTGACATATAGAGCGTTTTGATCTACTAAGGACCGTGCACACTTACGCATGCGGCATATAACTGAAGACCCGGGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCTATGTTCCAGTCGCAGGATGCCTCACGAGTATAGCCTCCGTAATACGCGCGTACACTCACTAACTATGTTGGTCCTGCGTGGCCCTGACCTCACCTCGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATTGTACGGCCATGAGCTACTGTAGCCTCATTTATTAGCATTGGTATCTATGAGTCAGAAAGTCCCCTATCTCACACGACACCGGCGCTTTGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCAGTCAAGGGCACCC????????????ATAGCCGAGAGCTAGA
Ceratocaryum_pulchrum
ctaggcacaacatacaataggagtggggtgatgaa?gtgcgtgggtattctgagaggtcacagttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggagcgatcagtacgcgttgtcaagggaa?cagtttgtggacct????agacctacgcttagttgacctgagatatccttttacacggaacgt?cagtcaccgaattcgattcgtggcttacggggattgtgatggcatcacttgataagactgctacatcctatcaggtcgggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggctatataattttggactctccacgctggcccagtacgactgggcggtgcatacct??gggtttgggcagagaacatactgtcggtctcc?tggaggatgattctccaattagtcaactcgccaat??tatgatca???tt?t??????tagatatgttgatatgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgccccttc?acatggcctcacccatcaagacttctagggtatg?????atgaggcgaatcccttgtggccctctctc???????tccact?gt?tagtcctagt??agtttcc?gcaaatgattttatgtccctgggacgagaAACTACATAACGTTGATTTTCTGAACTTCCAAACCTCATTTGTTCGGAACACTAGGTACGTCCTTAGTCCTGAGGCACTTTTCCGAATATAGCTGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GATAAATAGGTTAACGTAAGCGTCGGACCAGGGACCCGCGTGCCCCTTCGTGATCAACC?ATAATGTTGCAGCCGCCTCTGCCAGCGCCGGAGCGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTCTTGACATATAGAGCGTTTGGATCAACGAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCTGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATAGCCTCCGTAATACGCGCGTACACTCACTAACTATGTTTTTCCTCCGTAGCCCTGATCTCACCTGGCACGTGGGCCGACCACCCCACCCCTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAGCTACTGTAGCCTCATTTATTAGCATTGGTATCTATGAGTCAGAAAGTCCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACTCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCCAGCGTCCCTTTCTATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCAGTCAAGGGCCCCC????????????ATAGCCGAGAGCAAGA
Ceratocaryum_xerophilum
??aggcacaacatacaataggagtggggtgatgaa?gtgcgtgggtattctgagaggtcacagttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggagcgatcagtacgcgttgtcaagggaa?cagtttgtggacct????agacctacgcttagttgacctgagatatccttttacacggaacgt?cagtcaccgaattcgattcgtgccttacggggattgtgatggcctcacttgataagactgctacatcctatcaggtcgggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggccctataattttggactctccacgctggcccagtacgactgggcggtgcatac????gggtttgggcagaaaacatactgtcggtctct?ttgaggatgattctccaattagtcaactcgccaat??tatgatca???tt?t??????tagatatgttgatcttcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgccccttc?acatggcctcacccatcaagactgctagggtatg?????atgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagtcctagt??agtttcc?gcaaatgattttatgtccctgggacgagaAACTACATCACGTTGATTTTCTGAACTTCCAAACCTCATTTGTTCGGAACACTAGGTACGTCCTTAGTCCTGAGGCACTTTTCCGAATATAGCTGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GATAAATAGGTTCACGTAAGCGTCGGACCAGGGACCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGTCGCCTCTGCCAGCGCCGGAGCGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTATTGACATATAGAGCGTTTGGATCAACTAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCTGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATAGCTTCCATAATACGCGCGTACACTCACTAACTATGTTTTTCCTCCGTAGCCCTGATCTAACCTGGCACGTGGGCCGACCACCCCACCCCTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAGCTACTGTAGCCTCATTTATTAGCATTGGTATCTATGAGTCAGAAAGTCCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACACTATAGCCCGGACTCCCCCAGCGTCCCTTTCTATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCATTGGCCAGTCAAGGGCACCC????????????ATTGCCGAGAGCAAGA
Hypodiscus_montanus
???????caacatacaataggagtggggtgaggaaagtgcgtgggtattttgagaggtcacagttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggagcgatcagtacgtgttgtcaagggaa?cagtttgtggacct????agacccacgcttagttgacctgagatatccttttacaccgaacgt?cagtcaccgaattcgattcgtggcttatggggactgtgatggcctcacttgataagattgctacatcctatcaggtcgggaatcgcgctccctttcccgataatccttgcgatggacctcactcggtggccctataatcttgaactctccacgctggcccagtacgactggg??????????????gggtttgtgcagggaacatactgtcggtctct?tggaggatgattctccaattagtcaactcgccaat??tatgatcg???tt?t??????tagatatgttgatctgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaagcctcccaacgccccttc?acatggcctcacccagcaagactgctaaggtatg?????ctgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagtcccagt??aatttcc?gcaaatgatgttatgtccgtgggacgaga???TACATCACGTTGATTTTCTGAACTTCCAAACCTCAGTTGTTCGGAACACTAGGTGGGTCCTTAGTCCTGAGGCACTTTTCCGAAGATGGCTGCGGAGGGGGCGCTTTGAT???ATTGCTATAGGAGA??GGTAAATAGGTCGACGTAAGCATCGGA???????CCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCCGCCTCTGCCAGCGCCGGAGCGGGACGGGATCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTCTTGACATATAGAGCGTTTTGATCAACAAAGGACCGTGCACATTTAAGCTTGCGGCATGTAACTGAAGACCCGGGAGTCATATAACTTTCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGAATAGCCTCCGTAATATGCGCGTACACCCACTAACTAGGTTTTTCCTGCGTGGGCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCCATGAGCTACTGTTGCCTCATTTATTAGCATTGGTATCTATGGGTCAGAAAGTCCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACTCTGACGTGAAGCGAGAATGACGCTATAGCCCGGGCTCTCCCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCCGTCAAGGGAACCC????????????ATAGCAGAGAGCAAGA
Hypodiscus_squamosus
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????attcgattcgtggcttatggggactgtgatggcctcacttgataagattgctacatcctatcaggtcgggaatcgcgctccctttcccgataatccttgcgatggacctcactcggtggccctataattttggactctccacgctggcccagtacgactgggcggtgcatac????gggtttgtgcagagaacatactgtcggtccct?tggaggatgattctccaattagtcaactcgccaat??tatgatcg???tt?t??????tagatatgttgatctgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaagcctcccaacgccccttc?acatggcctcacccagcaagactgctaaggtatg?????ctgaggcgaatcccttctggccctctctcactcccctccact?gt?tagtcccggt??aatttcc?gcaaatgatgttatgtctctgggacgaga??????????????????????????TTCCAAACCTCAGTTGTTCGGAACACTAGGTGGGTCCTTAGTCCTGAGGCACTTTTCCGAAGATGGCTGCGGAGGGGGCGCTTTGAT???ATTGCTATAGGAGA??TGTAAATAGGTCGACGTAAGTATCGGACCAGGGGCTCGCGTGCCCCTTTGTGATCAACC?ATAACGTTGCAGCCGCCTCTGCCAGCGCCGGAGCGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGCATTCCCATAATTCTTGACATATAGAGCGTTTTGATCAACAAAGGACCGTGCACATTTACGCTTGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGAATAGCCTCCGTAATACGCGCGTACACCCACTAACTAGGTTTTTCCTGCGTGGGCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGTCATGAGCTACTGTTGCCTCATTTATTAGCATTGGTATCTATGGGTCAGAAAGTCCCCTATCTCACACGACACCGGCGCTTCGTGAGGGCGGACACTCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCTGTCAAGGGAACCC????????????ATAGCAGAGAGCAAGA
Mastersiella_spathulata
??aggcacaacatacaataggagtggggtgatgaa?gtgcgtgggtattttgagaggtcacagttacccacgcgtcgtttcagacctcttcatgtccgctt????????tatcttcggagcgatcagtacgtgttgtcaagggaa?cagtttgtggacct????agacctacgcttagttgacctgagatatccttttacaccgaacgt?cagtcaccgaattcgattcgtggcttacggggactgtgatggcatcacttgataagattgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggacctcactcggtggccctatagttttggactctccacgctggcccagtacgaccgggcggtgcatac????gggtttgtgcagagaacatactgtcggtctct?tggaggatgattctctaattagtcaactcgtcaat??tatgctcg???tt?t??????ttgatatgttgatccgcaaaagcagattgccttgatggatagttcatcagttgacttcacggaacattggaa?cctcccaacgcccatc??acatggcctcacccagcaagactgctaaggtatg?????ctgaggcgaatcccttgtggccctctctcactcccctccact?gt?tagttccagt??aatttcc?gcaaatgatgttatgtccttgggacgagaAACTACATAACGTTGATTTTCTGAACTTCCAAACCTCAGTTGTTCGGAACACTAGGTGGGTCCTTAGTCCTGAGGCACTTTTCCGAAGATGGCTGCGGAGGGGGCGCTTTGAT???ATTGCTACAGGAGA??GTTTAATAGGTCGACGTAAG??TCGGACCAGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCCGCCTCTGCCAGCGCCGGAGCGGGACGGGAGCTCGCCGTTATCCGTGTGGTCGTATTCCCATAATTCTTGACATATAGAGCGTTTTGATCAACTAAGGACCGTGCACATTTACGCTTGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTCCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAGTATGGCCTCCGGAATACGCGCGTACACCCACTAACTATATTTTTCCTGCGTGGGCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCGTACGGCTATGAGCTACTGTAGCCTCATTTATCAGCATTGGTATCTATGGGTCAGAAAGTCCCCTATCTCACACAACACCGGCGCTTCGTTAAGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCCAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCCGTCAAGGGCACCC????????????ATAGCCGAGAGCAAGA
Willdenowia_arescens
??aggcacaacatacaaa?ggagtggggtgatga??gtgcgtgggtattctgagaggtcacagttacccacgcgtcgtttcagacttcttcatgtccgctc????????tatcttcggagccatcagtacgcgttgtcaagggaa?cagtttgaggacct????agacctacgcttagttgacctgagatatccttttacacggaacgt?cagtcaccgaattcgattcgtggcttacggggactgtgatggcctcacttgataagactgctacatcctatcaggtcgggaatcgcgctcccttccccgataatccttgcgatggacctcactcggtggccctataattttggactctccacgctggcccggtacgactgggcggtgcatac????gggtttgggcagagaacagactgtcgctctct?tggaggatgattctccaattagtcaactcgccaat??tatgatcg???tt?tt?????taaatatgttgatatgcaaaagcggattgccttgatgggtagttcatcagttgacttcacggaacattggaa?cctcccaacgccccttc?acacggcctcacccatcaagactgctaaggtatg?????atgaggcgaatccctagtggccctctctcactcccctccact?gt?tagtcccagt??aatttcc?gcacattattttatgtccctgggacgagaAACTACATCACGTTGATTTTCTGAACTTCCAAACCTCAGTTGTTCGGAACACTAGGTGCGTTCTTAGTCCTGAGGCACTTTTCCGAAGATAGCTGCGGAGGGGGCGCTTTGAC???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGACCAGGGGCCCGCGTGCCCCTTCGTGATCAACC?ATAACGTTGCAGCCGCCTCTGCCAGCGCCGGAGCGGGACGGGAGCTCGCCGTTATCCATGTGGTCGTCTTCCCATAATTCTTGACATATAGAGCGTTTTGATCAACTAAGGACCGTGCACATTTACGCATGCGGCATGTAACTGAAGACCCGGGAATCATAGAACTTCCGCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGGCCCACGAGTATAGCCTCCGTAATACGCGCGTACACTCACTAACTATGTTTTTCCTGCGTGGCCCTGACCTCACCTGGCACGTGGGCCGACCACCCCACCCTTCGAGCAATGCCAAGGAGCCCCTATCATACGGCCATGAGCTACTGTAGCCTCATTTATTAGCATTGGTATCTATGAGTCAGAAAGTCCCCTATCTCATACGACACCGGCGCTTCGTGAGGGCGGACACCCTGACGTGAAGCGAGAATGACGCTATAGCCCGGACTCCCCAAGCGTCCCTTTCCATGACGGC?AGCGACCCTGCGCGCTAATCGCCCTCAATGCCAGAGGAAAAAACTTCATGGCACTGGCCAGTCAAAGGCACCC????????????ATAGCCGAGAGCAAGT
Askidiosperma_albo_aristata
???????cagcatagaagtggactggggtgatggaagagcgtgg??????tgagaggtcatttttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgttgtcaaggagatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggaaattgcgatggcctcacttgataagactgctacctctgatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttgggggtcccataattttggactctccacgccggcccaatacgattgggtggtgcagac??????ttctgggcc?agaatgtactgtcggtctct?cgaaggatgatttgccgattgctgagctcgcgaat??tat??tccaattgattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaaacctccctacgccccttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggctctctctcactaccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgaga???????????????????????????????????????????GGGGAACACTAGGCGTATCCTTTGTCCCGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGAGCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTTAACTAAGGACCGCACACGCTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCGATCAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACACGCGTACATCCACTAACTATGTCGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGGGCTATGCCAAGGAGCCCATTGCGTACGGCCATATGCGACTGTAGGCTCATTTACTGGCATTTGTATCTATGAGTCAGACAGTTCCCTAACTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCTTTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCTTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAAATTCATGGCAGTGGCCAGTCA?GCGTACCCTCACACAA????GTAGCCGAGAGTAAG?
Askidiosperma_alticolum
??????????????????tggactggggtgatggaagtgcgtgg??????tgagaggtcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcggggaaatccattggtggacct????aggcttacgcctagttggcctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcgggaattgcgatggcctcacttgataagactgctacatcctatcaggtcgggggtcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccatagttttggactctccacgccggcccaatacgnnnn??????????????????ttttgggccgagaatgtactgtcggtccct?cgaaggataattcgccgattgctgggctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaaacctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggctccctctc???????tccatt?gtttagtcccagt??aatttt??gtacatcatttgatgtccctgaggcgagaAACTACATCTAGTTGATCCTCCGAACATCCAGACCTCGGTGATGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCTGAAAATCGCTTCGGAGGGGGCGCTTTTATATAAATGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCGTTGGATCGGAGACCCGCGTGCCCCTTCGTCCTCAACC?ATAACGGTGCTCTCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTCTTGATATACAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACACGCGTACATCGGCTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTACTGTAGGCTCATTTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCTTGACGTGGAACGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCTGGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCC????????????GTAGCCGAGAGTAAG?
Askidiosperma_andreaeanum
???????cagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcggggaaatccattggtggacct????aggcttacgcctagttggcctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcgggaattgcgatggcctcacttgataagactgctacatcctatcaggtcgggggtcgcgctcccttccccgataatccttgcgatggtcctcacttggtggccccatagttttggactctccacgccggcccaatacgaccgggtggtgcagac??????ttttgggccgagaatgtactgtcggtccct?cgaaggataattcgccgattgctgggctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggctccctctc???????tccatt?gtttagtcccagt??aatttt??gtacatcatttgatgtccctgaggcgagaAACTACATCTAGTTGATCCTCCGAACATCCAGACCTCGGTGATGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCTGAAAATCGCTTCGGAGGGGGCGCTTTTATATAAATGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCGTTGGATCGGAGACCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTTTCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTCTTGATATACAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACACGCGTACATCGGCTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTAAGCTACTGTAGGCTCATTTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCTTGACGTGGAACGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCTGGAGGAAAAAACTTCATGGCAGTGGCCAGTCA?GCGCACC?TCACACAA????GTAGCCGAG?GTAAG?
Askidiosperma_capitatum
???????cagcatagaagtggactggggtgatggaagtgcgtgg??????tgagagatcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgctttggtatggaacagtcaatcaccgaatttgacacctggttttcgggaattgcgatggccgcacttgataagactgctacatcctataaggtcggggatcgcgctcccttctccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgccggcccgatatgcctggatggtgcagac??????ttttgggccgagaatgtactggcggtctct?cgaaggatgattcgccgattgctgagctcgtcaat??tat??tccaatttcttt????taggtatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaaacctccttacgcccttc??acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggct?tctctcactaccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTTCATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGACGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGAGCGGAGGTCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGTGTCATGCTCAACTAAGGATCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGGGCCCCACGAATATAGCCTTCAGAATATGCGCGTACATCCACTAACTGTGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTACTGTAGGCTCATTTACTGGCACTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCTTTGACGTGGAGCGAGAATGACACTGCAGCCCGCACTTCTCCAGTGTCCTTTTCCACGACGGC?AGCGAAGCTGCGCGCTAATTGCCCTTAACGTCAGAGGAAAAAACTTCATGGCACTGGCCAGTCAAGCGCACCCT?ACACAACCACGTAGCCGAGAGTAAG?
Askidiosperma_chartaceum
????????????????????????????????ggaagtgcatgg??????tgagaggtcattgttacccacgcgtcgtttcaggcctcttcatgtccgctc????????tatcttccgaactatcagcccgcgtcgtcagggaaatccattggtggacct????aggcctacgcctagttggcctaaaatatgcttttgtatggaacagtcagkcaccgaatttgacacctggttttcgggaattgcgatggtctcacttgataagactgctacatcctatcaagtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacnnnnnnnnnnnnnnnnnn??????????????????tattgggccgagaatgtactgtcggtctct?cgaaggatgatttgccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaagcctccctacgccctttc?aaatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgcggctctctctcactcccctccatt?gtttagtcccagt??aacttt??gtacatgatttgatgtccctgggacgagaAACTACATCTCGTTGATCCTCTGAACATCCAGACCTCGGTGATGGGGAACACTAGGCGTATCCTTTGTCCTAAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCTCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTTCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCATGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGCTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCAATGAGAACACCTTATGTTCCAGTCGCAGGGTGCCCCnCGAATATAGCCTCCGGAATACACGCGTACATCCGCTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCTCATTGCGTACGGCCATAAGCTACTTTAGGCTCATTTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCTTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCGGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGAACCCTTACACAATACC????????????????
Askidiosperma_esterhuyseniae
???????cagcatagaagtggactggggtgatgaaagtgcgtgg??????tgagaggtcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcagggaaatccattggtggacct????aggcctacgcctagttggcctaaaatatgcttttgtatggtacagtcagtcaccgagtttgnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggccgagaatgtactgttggcctct?cgaaggatgcttcgccgattgctgagctcgccaat??tat??tcctatttattt????tagaaatgttgatctgcaaaagcggattgcctcgatgggtcgttcatcagttggcttcgcggaaccttagaaacctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaacccctagtggctctctctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACATCTTCTTGATCCTCTGAACATCCAGACCTCGGTGATGGGGAACACTGGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGTCCCTTCGTCCTCAACCGATAACGGTGCTTCCGCCTCTGCCAATGCCGTAGCAGTAGGAGAGCGCnTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGTACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAACATCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACACGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTACTGTAGGCTCATTTACTGGCATTTGTATCTATGAGTCnGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCTTGACGTGGAGCGAGAATGACACTGCAGCCCAGACTTCTCAAGTGTCCCTTTCCACGACGGC?AGTGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAAATTTATGGCAGTGGCCAGT?A?GCGCACCCTCACACAA????GTAGCCGAGAG?????
Askidiosperma_insigne
???????cagcatagaagtggactggggtgatgga?gtgcgtgg??????tgagagatcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggaggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcaatcaccgaatttgacacctggttttcgggaattgcgatggccgcacttgataagactgctacatcctataaggtcggggatcgcgctcccttctccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgccggcccaatatgattggatg??????????????atttgggccgagaatgtactggcggtctct?cgaaggatgattcgccgattgctgagctcgtcaat??aat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaaacctccctacgcccttc??acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggct?tctctcactaccctccatt?gtttagtcccaat??aatttt??gtacatgatttgatgtccctgggacgaga??????ATCTCGTTGATCCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGACGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTA??????????CGGAGGTCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCnTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGATCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGGGCCCCACGAATATAGCCTTCGGAATATGCGCGTACATCCACTAACTGTGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGnCACCCCGCCCTTCGAGGTACACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATTTACTGGCACTTGTATCTATGAGTCnGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCTTTGACGTGGAGCGAGAATGACACTGCAGCCCGCACTTCTCCAGTGTCCTTTTCCATGACGGC?AGCGAAGCTGCGCGCTAATTGCCCTTAACGTCAGAGGAAAAAACTTCATGGCAGTGGCCAGT?AAGCGCACCCTCACACAACCACGTAGCCGAGAGTAAG?
Askidiosperma_longiflorum
???????cagcatagaagtggactggggtgatggaagtgcgtgg??????tgagagatcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcatcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcaataaccgaatttgacacctggttttcgggaattgcgatggccgcacttgataagactgctacatcctataaggccggggatcgcgctcccttctccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgccggcccaatatgactgga?ggtgcagac??????ttttgggtcgagaatgtactggcggtctct?cgaaggatgatttgccgattgctgagctcgtcaat??tat??tcccatttcttt????aagatatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaaacctccctacgcccttc??acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggct?tctctcactaccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgaga????????????????????????????????????????????????ACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGACGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGAGCGGAGGTCTGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCAGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCnTCATCATCCATGTGGCAGCATGCCCAAAATTGTTGATATATAGAGCGTCATGCTCAACTAAGGATCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGGGCCCCACGAATATAGCCTACGGAATATCCGCGTACATCCACTAACTGTGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGnCACCCCGCCCTTCGAAGTACACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATTTACTGGCACTTGTATCTATGAGTCnGAGAGTTCCCkAACTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCTTTGACGTGGAGCGAGAATGACACTGCAGCCCGCACTTCTCCAGTGTCCTTTTCCATGACGGC?AGCGAAACTGCGCGCTAATTGCCCTTAACGTCAGAGGAAAAAACTTCATGGCAGTGGCCAGT?AAGCGCACCCTCACACAACCACGTAGCCGAGAGTAAG?
Askidiosperma_nitidum
???????cagcatagaagtggactggggtgatggaagagcgtgg??????tgagaggtcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggagatccattggtggacct????aggcctacgcctagttgacctaaaatatgctttggtatggaacagtcagtcaccgaatttgacacctggttttcggaaattgcgatgacctcacttgataagattgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttgggggtcccataattttggactctccacgccggcccaatacgattcggtggtgcagac??????ttttgggcc?agaatgtactgtcggtctct?cgaaggatgatttgcggattgctgagctcgcgaat??tat??tccaattgattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaaacctccctacgccccttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggctctctctcactaccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgaga??CTACATCTCGTTGATCCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCCGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGAGCGGAGGCCCGCGTGCCCTTTCGTCCTnAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCnTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGCTTGTGCATGTGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCGATCAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACACGCGTACATCCACTAACTATGTCGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTAAGCGACTGTAGGCTCATTTACTGGCATTTGTATCTATGAGTCnGACAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCTTTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCTTTTCCATGACGGC?AGCGAACCTGCGCGCTAATAGCCCTTAACGCCAGAGGAAAAAAATTCATGGCAGTGGCCAGT?A?GCGTACCCTCACACAACCACGTAGCCGAGAGTAA??
Askidiosperma_paniculatum
???????cagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcggggaaatccattggtggacct????aggcttacgcctagttggcctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcgggaattgcgatggcctcacttgataagactgctacatcctatcaggtcgggggtcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccatagttttggactctccacgccggcccaatacgaccgggtggtgcagac??????ttttgggccgagaatgtactgtcggtccct?cgaaggataattcgccgattgctgggctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtccttcatcagttggcttcgcggaaccttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggctccctctc???????tccatt?gtttagtcccagt??aatttt??gtacatcatttgatgtccctgaggcgagaAACTACATCTAGTTGATCCTCCGAACATCCAGACCTCGGTGATGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCTGAAAATCGCTTCGGAGGGGGCGCTTTTATATAAATGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCGTTGGATCGGAGACCCGCGTGCCCCTTCGTCCTCAACCGATAACGGTGCTTTCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCnTCATCATCCATGTGGCAGTGTGCCCATAATTCTTGATATACAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACACGCGTACATCGGCTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGnCATAAGCTACTGTAGGCTCATTTACTGGCATTTGTATCTATGAGTCnGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCTTGACGTGGAACGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCTGGAGGAAAAAACTTCATGGCAGTGGCCAGT?A?GCGCACCCTCACACAC????GTAGCCGAGAGTAA??
Askidiosperma_rugosum
????????????????????????ggggtgatg?aagtgcgtgg??????tgagaggtcattgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcagggaaatccattggtggacct????aggcctacgcctagttggcctaaaatatgcttttgtatggtacagtcagtcaccgagtttgacacctggttttcgggaattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtagtcccataattttggactctccacgccggcccaatacgcccg??????????????????ttttgggccgagaatgtactgttggtctct?cgaaggatgcttcgccgattgctgagctcgccaat??tat??tcctatttattt????tagaaatgttgatctgcaaaagcggattgcctcgatgggtcgttcatcagttggcttcgcggaaccttagaaacctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaacccctagtggctctctctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgaga???????????????????????????????????????????GGGGAACACTGGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGTCCCTTCGTCCTCAACC?ATAACGTTGCTTCCGCCTCTGCCAATGCCGTAGCAGTAGGAGAGCGCnTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGTACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAACATCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACACGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGnCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATTTACTGGCATTTGTATCTATGAGTCnGAGAGTTCCCTCGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCTTGACGTGGAGCGAGAGTGACACTGCAGCCCAGACTTCTCAAGTGTCCCTTTCCACAACGGC?AGTGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAAATTTATGGCAGTGGCCAGT?A?GCG?????????????????????????????????
Calopsis_adpressa
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattgcggtggcctcacttgataagactgctacatcctataaggtcggggatcacgcccccttccccgataatccgtgcgatggtcctcacttggtggtccgataattttggactctccacgctagcccaatacgattgggcggtgcggac????ggtttggggccgag?atgtactgtcggtctct?cgaag?atgattctccgattgctgagctcgccaat??tat??tcccattt????????tagatatgttgatctgtcaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????agggggagaaccccttgtgggtctccctcactcccctccatt?gtttagtcccatg??aacttt??gtacatgattttatgtccctgggacgagaAATTACATCTTGTTGCTTCTCTAAACATCCAGACCTCGGTGGTGGGGAACACGAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGGAAGCATCGGATCAGAGGCCCGCGTGCCTCCTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTTGGAGATGGCnTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTTGCAAGGTGCCCCATGACTATAGCCCCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGnCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTAnGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTCCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTACGGCAGGGGCTAGT?AAGCGCAC??TCATACAACTACGTAG?CGAGAGCAA??
Calopsis_andreaeana
???ggcacagcatagaagtggactggggtgatggaagtgcgkgg??????tgggagggcnctgttacccacgcgtcgtttgagacctcttcatgttcgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaagtatgcttttgtatagaacagtcagtcaccamatttgacacctggttttcggggattatgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattggg??????????????ggtttggggccgag?atgcactgtcggtctct?cgaag?atgattctccgattgctgagctcgccaat??tat??tccaattt????????tagatatgttgatctgtcaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gcacatgattttatgtccctgggacgaga??????????????GCTTCTCTGAACATCCAGACCTCGGTGGCGGGGAACACTAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGmCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??nCTAAATAGGTTGnCGCATCCATnGGATCAGAGGCCCGCATGCCTCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTAGGAGAGCGCnTCATCATCCATGTGGCAGCGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTCACAAGGTGCCCCATGAATATAGCCTCCGGAATATGCGCGTnCATCCACTAAGTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCATATGGGCCGGnCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCnGAGAGTTCCCCAGCTCGCACGATACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCAAACCTGCGCGCTATGAnCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCTAGT?AAGCGCAC??TCATA?AACTA?????????????????
Calopsis_aspera
ctaggcacagcatagaagtggactggggtgatgaa?gtgcgtgg??????agggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccagtggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgatacgattgctacatcctataaggtcggcgatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactagcggtt????gccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaat??tat??tccaatttcttt????tagatatgttgatctgtaaaagcgatttgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagttccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTTGTTGCTTCTCTGCACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTCTGTCCGGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???CTTGCTACGGGAGA??GGTAAATGGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCnTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTATACATGCGGCATGTAACTCACGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGAGTGCTCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAATTATGTTGTCTTTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGnCACCCCGCCCTTCAAACTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGATTCnGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTACGGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCTCTCAACGCCAGAGGACAAAACATTATGGCAGGGGCCAGT?AAGCGCACCCTCATACAA?TACGTAGCCGAGAGCAAGA
Calopsis_burchellii
ctaggcatagcatagaagtggactggggtgatggaagtgcgtggaaattctggcaggtcactgttacccacgcctcgtttcagacctcttcatgtccgctc????????tatcttcggaactaccagcccgcgtcgtcaa?gaaatccattggtggacct?taaaagcctacgcctagttgatctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacgcctggttttcggggattacggtggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcatttggtggtcccataattttggactctccacgctagcccaatatgactgggcggtgcagactagcggtttggggccgag?atggactgtcggtctct?tgaag?atgattctccgattgctgagctcgccaat??tat??tcccattt????????tagatatgttcatctgtcaaagcatattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????atgcggagaaccccttgtggctctccctcactcccgtccatt?gtttagtcccagt??aatttt??gcacatgattttatgtccctgggacgaga??????????????????CTCTGAACATCCAGACCTCGGTGGCGGGGAACACTAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACAGAAGCATCGGATCAGAGGCCCGCATGCCTCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGGCCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCAGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTCGCAAGGGGCCCCATGAATATAGCCTCCGGAAGACGCGCGTACATCCATTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCTCAGCTCGCACGATACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGAAACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTATAAACTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCTAGTCAAGCGCAC??TCAkACAATT??????????????????
Calopsis_clandestina
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????nnttgacgcctggttttcggggattatgatggcctmacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtagtcccataattttggactctccacgctggcccaatacgaytgggcggtgcag??????ggttttgggccgag?atgtattgtcggtctct?tgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattattttaagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcgtcgcggagccttagaaagctccttacgccctttttacatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactc??????????gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgaga??????????????????????????????????????????????????????????????????????????????????????????????????????????yTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTkACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTyAACC?ATAACGTTGCTGCCGyCTCTGCCAACGCCGTTGCAGTAGGAGAGCGCGTCATCATCCATGTkGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGyTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAkCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCsACTAACTATGkTGTCyCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCyTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGAyACTnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn?nnnnnnnnnnnnnnnnnnnnn????????????????????????????????????????????????????????????????????????????????
Calopsis_dura
ctaggcacagcatagaagtggactggggtgatggaagtgcgtggaaattctggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactaccagcccgcgtcgtcaa?gaagtccattggtggacct?taaaagcctacgcctagtcgatctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcggtggcctcacttgataagactgctacatcctataaggtcggggatcacgcccccttccccgataatccgtgcgatggtcctcacttggtggtccgataattttggactctccacgctagcccaatacgattgggcggtgcagac????ggtttggggccgag?atgtactgtcggtctct?cgaag?atgattctccgattgctgagctcgccaat??tat??tcccattt????????tagatatgttgatctgtcaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????agggggagaaccccttgtgggtctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattttatgtccctgggacgagaAATTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGTGG???GGAACACGAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGAGGCCCGCGTGCCTCCTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTTGGAGATGGCnTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTTGCAAGGTGCCCCATGACTATAGCCCCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGnCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCnGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTCCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTACGGCAGGGGCTAGT?AAGTGCAC??TCATACAACTACGTAGCCGAGAGCAAGA
Calopsis_esterhuyseniae
ctaggcactgcatagaagtggactggggtgatgggagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagaccttttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccataggtggacttc???aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggatagcgatggcctcacttgataagattgctacatcctatcaggtcggggatcgcgctcccttccccaataatccttgcgatggtcctcacttggtagtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggcagagaatgtactgtcggtctct?tgaaggatgattctccgattgctga?ctcgccaat??tat??tcccattcattt????tagatatgttgatctgcaaaagtggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacaccctttc?acatggcgtcaccccgcaagactgctaaggcagg?????atggggaaaaccccttgtagttctctctcactccc?tccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTG????GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCCCTGCCAACGCCGTAGCAGTATGAGAATGCnTCATCATCCATGTGGCAGCGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCTGAGAACTTCCCCGAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGTGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATCGCGTACAGCCTTAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTTAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTTAAGCGCACTCTCACCCAA????GTAGTCGAGAGCAAGA
Calopsis_filiformis
ctaggcatagcatagaagtggactggggtgatgaaagtgcgtggaaattctggcagggcactgttacccacgcctcgtttcagacctcttcatgtccgctc????????tatcttcggaactaccagcccgcgtcgtcaa?gaaatccattggtggacct?taaaagcctacgcctagttgatctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacggtggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgaactctccacgctagcccaatacgactgggcg????????????ggtttggggccgag?atgtactgtcggtctct?cgaag?atgattctccgattgctgagctcgccaatatta???tcccattt????????tagatatgttgatctgtcaaagcagattgcctcggtgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg????tatggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gcacatgattttatgttcctgggacgagaAATTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGTGGCAGGGAACACTAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGATGTAAGCATCGGATCAGAGGCCCGCATGCCTCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGTTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGGATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGATACCGGTGCTTCGTGAGGGCGGACACCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGACTAGTCAAGGGCAC??TCATACAACTACGTAGCCGAGAGCAAGA
Calopsis_fruticosa
ctaggcatagcatagaagtggactggggtgatggaagtgcgtggaaattctggcaggtcactgttacccacgcctcgtttcagaccccttcatgtccgctc????????tatcttcggaactaccagcccgcgtcgtcaa?gaaatccattggtggacct?taaaagcctacgcctagttgatctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacggtggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcatttggtggtcctataattttggactctccacgctagcccaatangactggg??????????????ggtttggggccgag?atggactgtcggtctct?tgaag?atgattctccgattgctgagctcgccaat??tat??tcccattt????????tagatatgttcatctgtcaaagcatattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccttt?gtttagtcccagt??aatttt??gcacatgattttatgtccctgggacgagaAnTTACnTCTnGTTGCTTCTCTGAACATCCAGACCTCGGTGGCGGGGAACACTAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGGAAGCATCGGATCAGAGGCCCGCATGCCTCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTAGGAGAGCGCGTCATCACCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGGCCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCAGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGTAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCTCAGCTCGCACGATACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGGGAACCTGCGCGCTCTTAACTCTCAACCCCAGAGGACAAAACTTTATGGCAGGGGCTAGTCAAGCGCAC??TCATACAATTAC????????????????
Calopsis_gracilis
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattgcggtggcctcacttgataagactgctacatcctataaggtcggggatcacgcccccttccccgataatccgtgcgatggtcctcacttggtggtccgataattttggactctccacgctagcccaatacgattgggcggtgcagac????ggtttggggccgag?atgtactgtcggtccct?cgaag?atgattctccgattgctgagctcgccaat??tat??tcccattt????????tagatatgttgatctgtcaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????agggggagaaccccttgtgggtctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattttatgtccctgggacgagaAATTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACGAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGAGGCCCGCGTGCCTCCTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTTGGAGATGGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTTGCAAGGTGCCCCATGACTATAGCCCCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTCCCATGACGGC?AGCGAACCTGCGCGCTAATAGCTCTCAACGCCAGAGGACAAAACTTTACGGCAGGGGCTAGTCAAGCGCAC??TCATACAACTACGTAGCCGA????????
Calopsis_hyalina
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????agggaggtcactgttacccacgcgtcgtttcagaccccttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctagaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttcccctataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagac????ggtt????gccgag?atgtattgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagttccttacgccctttt?acatggcgtcacccctcaagactgctaagacatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTTATTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTCTGTCCGGAGGTACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATGGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAATC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTTATCATCCATGTAGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGAGCGCACACGCTTGTACATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGAGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCTCTGCGTGGCCCTGACCTCACCTGGTACATGGGCCGGCCACCCCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACGGTCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATATATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGTGAACCTGCACACTAATAGCTCTCAACGCCAGAGGATAAAACATTATGGCAGGGGCCAGTCAAGCGCACCCTCCTACAA????GTAGCCGAGAGCAAGA
Calopsis_impolita
ttaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????agggaggtcactgttgcccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctagaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgatacgactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatgatcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggtt????gccgag?atgtactgtcggtcttt?tgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcggattgccttgatgggtactttatcagttggcttcgcggaaccttagaaagttccttacgccctttt?acatggcgtcacccctcaagactgctaagacatg????tatggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgagacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTCTGTCCGGAGGCACTTATCCGAAAATGGGTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATGGGTTGACGTAAGCATCGGATCAGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAATAGGAGAGCGCGTCATCATCCATGTGGCGGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGAGCGCACACGTTTGTACATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGAGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACGGCCGTAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACGCGACACCGGCGCTTCGTGAGGGCGGGCGCCCTGACGTGGAGCGAGAATGATACCGCAGCCCGGACTTCTCCAGGGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCTCTCAACGCCAGAGGACAAAACATTATG??AGGGGCCAGTCAAGCGCACCCTCCTACAA????GTAGCCGAGAGCAAGA
Calopsis_marlothii
????gcacagcatagaagtggactggggtgatggaagtgcgtggaaattctggcaggtcactgttacccacacgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactaccagcccgcgtcgtcaa?gaagtccattggtggacct?taaaagcctacgcctagtcgatctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcggtggcctcacttgataagactgctacatcctataaggtcggggatcacgcccccttcccccataatccgtgcgatggtcctcacttggtggtccgataattttggactctccacgctagcccaatacgattgggy?????????????ggtttggggccgag?atgtactgtcggtccct?cgaag?atgattctccgattgctgagctcgccaat??tat??tcccattt????????tagatatgttgatctgtcaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????agggggagaaccccttgtgggtctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattttatgtccctgggacgagaAATTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGTGGTGGGGAACATGAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGAGGCCCGCGTGCCTCCTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTTGAAGATGGCGTCATCATCCATGTGGCAGTGCGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTTGCAAGGTGCCCCATGACTATAGCCCCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCCCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCGAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGATTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTCCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACACAACTTTACGGCAGGGGCTAGTCAAGCGCAC??TCATACAACTACGTAGCCGAGAGCAAGA
Calopsis_membranacea
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????agggaggtcactgttacccacgcgycgtttcagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatmaggtcggggatcgcgctcccttccccaataatccttgcgatagtcctcacttggtggtcccataattttggactctccacgctggcccaatacgannn????????????????ggtt????gccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaactttagaaagttccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggcgagaaccccttgtggctctccctcactcccctccatt?gtttagtcccggt??aatttt??gtacatgattgtatgtccctgggacgagaAnCTACATCTTGTTGATTCTCTGAACATCCAGATCTCGGTGGTGGGGAACACTAGGCGTATCCTCTGTCCGGAGTCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATGGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTyTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGCTTGTACATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGrGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCrArCTATGCCAAGGAGCCCmyTGCGTACGGCmATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCrCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCCAGAATGATACTGCAGCCCGGACTTCTCCAGAGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCTCTCAACGCCAGAGGACAAAACATTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Calopsis_monostylis
ctaggcactgcatagaagtggactggggtgatgggagtgcgtgg??????tgagaggtcactgttactcacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccataggtggacctc???aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggatagcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtagtcccataattttggactctccacgctggcccaatacgattgggcggwgcag??????ggttttgggcagagaatgtactgtcggtctct?tgaaggatgattctctgattgctgagctcgccaat??tat??tcccattcatttt???tagatatgttgatctgcaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgcccctc??acatggcgtcaccccagaagactgctaaggcatg?????atggggaaaaccccttgtagttctctctcactccc?tccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGAGCTCGGT?GTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAGTGCGTCATTATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATACGCGCGTACATTCACTAACGATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACAAGGGCCGACCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATCGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTAGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCCCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAAAGGAAAAAACTTCATGGCAGTGGCCAGTTAAGCGCACTCTCACCCAA????GTAGCCGATAGCAAGA
Calopsis_muirii
ctaggcatagcatagaagtggactggggtgatggaagtgcgtggaaattctggcaggtcactgttacccacgcctcgtttcagacctcttcatgtccgctc????????tatcttcggaactaccagcccgcgtcgtcaa?gaaatccattggtggacct?taaaagcctacgcctagttgatctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacggtggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcatttggtggtcccataattttggactctccacgctagcccaatatgactgggcggtgcaggc????ggtttggggccgag?atggactgtcggtctct?tgaag?atgattctccgattgctgagctcgccaat??tat??tcccattt????????tagatatgttcatctgtcaaagcatattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????atgcggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gcacatgattttatgtccctgggacgagaAnTTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGTGGCGGGGAACACTAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGGAAGCATCGGATCAGAGGCCCGCATGCCTCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGGCCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCAGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCTCAGCTCGCACGATACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTATGAACTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCTAGTCAAGCGCAC??TCATACAATTAC????????????????
Calopsis_nudiflora
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgttccagacctcttcatgtccgctc????????tatcttcggaactgtcagcccgcgtcgtcaaggaaatcca?tggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacgcctggttttcggggattatgatggcctaacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtagtcccataattttggactctccacgnnnnnnnnnnnnnnnnn????????????????ggttttgggccgag?atgtactgtcggtctct?tgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattattttaagatatgttgatctgtaaaagcaaattgcctcgatgggtactttatcagttggcgtcgcggagccttagaaagctccttacgccctttttacatggcgtcacccctcaagactgctaaggcatg???atatggggagaaccccttgtggctctccctcactc??????????gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgaga???????????????????????AACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTTAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTTGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAGTCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGGTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCATGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCTAGCGAACCTGCGCGCTAATTGCTCTCAACGCCGGAGGACAAAACTTTATGGCAGGAGCCAGTCAAGCGCACTCTCCTACAA????GTAGCCTCTCGCGAGA
Calopsis_paniculata
??aggcacagcatagaagtggactggggtgatgga?gtgcgtgg??????tgagaggtcacttttccccacgcgttgtttcagacctcttcatgtccgctc????????tatcttcggaactatgagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctagttttcggggattgcgatggccgcacttgataagactgccacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggtttttggccgag?atgtactgtcggtctct?cgaacgatgattctacgattgctgagctcgacaat??tct??ttccatttatt?????tagatcggtcgatctgtaaaagcagattgcctcgatgggtacttcatcagttggctttgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcactctcccccatt?gtttagtcccagt??aatttt??gtacattattttatgtccctgggacgagaAnCTACATCTCGTTGATTCTCTGACTATCCAGACCTCGGTGGTGCGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATATCCGCGTACATCCACTAACTATCTAGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACGGCCGTAAGCTACTGTAGGCTCATCTACTGGCATTTGGATCTATGAGTCAGAGGGTTCCCTAGCTCGCACGACACCGGCGTTTCGTGAGGGTGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCTAGAGGACAAAACTTCATGGCAGGGGCCAGTCAAGGGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Calopsis_pulchra
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????agggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtccttacttggtggtcccataattttggactctccacgctggcccaatacgactggg??????????????ggtt????gccgcg?atgtactgtcggcctct?cgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagttccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg???aaatggggagaaccccttgtggctctccctc???????tccatt?gtttagtgccagt??aatttt??gtacatgattgtatgtccctggaatgagaAnCTACATCTnGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTATGTCCGGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATGGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTATGCCAACGTCGTAGCAGTAGGCGGGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTACATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGAGTGCCCCATGAATATAGCCTCTGGATTACGCGCGTACATCCACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTATGCCAAAGAGCCCATTGCGTACGGCCATAAGCTCCTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTATCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCTCTCAACGCCAGAGGACAAAACATTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Calopsis_rigida
ctaggcacagcatagaagtggactggggtgatga??atgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgttc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatcccttggtggacct????aggcgcacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagattgctacatcctatcaggtcggggatcgcgctcccgtccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactagcggttctgggccaag?atgtactgtcagtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcctattgatt?????tagatctgttgatctgtaaaagcagattgcctcgatgggtactttatcaattggcctggcggaaccttagaaagctccctacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggagaacccattgtggctctccctcactcccctccattagtttagtcccagt??aatttt??gtacatgattttttgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCTCC?TCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTGGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCTCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGTCCATTGCGTACGGCCATATGCTATTGTAGGCTCATCAACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGCGGGCGGACACCCTGACGGGGAGCGAGAATGAAACTGCAGCCCGGACTTCTCCAGTGTCTCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTCATGGCAGGTGCCAGTCA?GCGCACCC????ACAA????GTAGCCGAGAGAAAGT
Calopsis_rigorata
??????????????????tggactggggtgatggaagtgcgtggaaattctggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcgaaactgccagcccgcgtcgtcaa?gaagtccattggtggacct?taaaagcctacgcctagtcgatctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcggtggcctcacttgataagactgctacatcctataaggtcggggatcacgcccccttcccctataatccgtgcgatggtcctcacttggtggtccgataattttggactctccacgctagcccaatacgattggg??????????????ggtttggggccgag?atgtactgtcggtctct?cgaag?atgattctccgattgctgagctcgccaat??tat??tccatttt????????tagatatgttgatctgtcaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????agggggagaaccccttgtgggtctccctcactc?cctccatt?gtttagtcccagg??aatttt??gtacatgattttatgtccctgggacgagaAATTACATCTnGbTGCTTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACGAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGTATCGGATCAGAGGCCCGCGTGCCTCCTCGTCATCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTTGGAGATGGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAAATAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTTGCAAGGTGCCCCATGACTATAGCCCCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTCTCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTACGGCAGGGGCTAGTCAAGCGCAC??TCATTCAACTA?????????????????
Calopsis_viminea
ctaggcacagcatagaagtggactggggtgatggaagtgcgtggaaattctggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactaccagcccgcgtcgtcaa?gaagtccattggtggacct?taaaagcctacgcctagtcgatctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcggtggcctcacttgataagactgctacatcctataaggtcggggatcacgcccccttcccccataatccgtgcgatggtcctcacttggtggtccgataattttggactctccacgctagcccaatacgattgggcagtgcagac????ggtttggggccgag?atgtactgtcggtccct?cgaag?atgattctccgattgctgagctcgccaat??tat??tcccattt????????tagatatgttgatctgtcaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????agggggagaaccccttgtgggtctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattttatgtccctgggacgagaAATTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGTGGTGGGGAACATGAGGCGTATCCTTGGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGAGGCCCGCGTGCCTCCTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTTGAAGATGGCGTCATCATCCATGTGGCAGTGCGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGACCGCCTGATGTTACAGTTGCAAGGTGCCCCATGACTATAGCCCCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCCCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCGAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGATTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTCCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACACAACTTTACGGCAGGGGCTAGTCAAGCGCAC??TCATACAACTACGTAGCCGAGAGCrA??
Chondropetalum_acockii
???????cagcatagaagtggactggggtgatgg??gtgcgcgg??????????ggatcactgttactcacacgtcgtttcagatctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggttgacct????aggcccacgcctagttgacctaacatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataagatcggggattgcgctcccttccccgataatccgtgcgatagtcctcacttggtggtcccataattttggaccctccacgccggcccaatacgactn??????????????????ttttgggcagagaatgtactgtcagtctct?cgaaggatgattctccgattgctgagctcgctaat??tat??tccaattt????????ttgatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactccccaccatt?gtttagccccagt??aattt???gtacatgatttgatgtccctgggacgaga?????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????TCAACC?ATAACGnTGCAGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGTGTCATCATCCATGTGGCAGCGTGCCCATATTTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATATCTGATGTCCCAGTTGCAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCnTAAGCTACTGCAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCACTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGATCT????????
Chondropetalum_aggregatum
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggggtcactgttacccacgcgttgtttcagacctcttcatgtccactc????????tattttcggaactatcagcccgcgtcgtcgaagaggtccatttgtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcgggaattgcgatggcctcgcttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatctgtgcgatggtcctcacttggtggtcccataattttggaccctccacgctggcccaatacgattgggcggcacagac??????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaactttaaaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgaga??????????????????????GAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGw??rrTAAATAGGTnGACGTAkGCmTCGGwyCGGAGGCCCsCGTGCCCTTCCGTCCTCAmCC?ATAACGTTGCTGCCACCTCTGCCAATGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCTGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTCGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTAGATCCACTAACTATGnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGGCTATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTTTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTATCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGAGCACTCTCACCCAC????GTAGCCCATAT?????
Chondropetalum_decipiens
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggggtcactgatacccacgcgttgtttcagacctcttcatgtccgctc????????tattttcggaactatcagcccgcgtcgtcgaagaggtccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcgggaattgcgatggcctcgcttgataagactgctacatcctataaggtcggggatcgcgctcccttccccaataatccgtgcgatggtcctcacttggtggtcccataattttggaccctccacgctggcccaatacgattcggc???????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTT?T???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTATGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACCCATACCGTTGTTGCCACCTCTGCCAATGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTCGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTAGATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTACTGTAAGCTCATCTAGTGGCATTTGTATnTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCGAGATCAAG?
Chondropetalum_deustum
???????cagcatagaagtggactggggtgatgga?gtgcgcgg??????tgaggggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttaacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttagtggtctcataattttggaccctccacgctggcccaatccgattgggcg??????????????ttttgggcagagaatgtactgtcggtttct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACnTCTCGTTGATCCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGCCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGGAGTATGAGAACGCGTTATCATCCATGTTGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCAGCTGGCACATGGGCCGGCCACCCCGCCCTCCGAGCTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCnnACTCACACGACACCGGCGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACGCTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA???CGTAGCCGAGATGAAA?
Chondropetalum_ebracteatum
???????????????????????????????????????cgcgg??????tgaggggtcactgttacccacgcgttgtttcagacctcttcatgtccactc????????tattttcggaactatcagcccgcgtcgtcgaagaggtccatttgtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcgggaattgcgatggcctcgcttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatctgtgcgatggtcctcacttggtggtcccataattttggaccctccacgccnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaactttaaaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTATGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCACCTCTGCCAATGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAArGACCGCACACGTTCGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTAGATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCAGCTGGCACATGGGCCGGCCACCCCGCCCTCCGAGCTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAAGCTCATCTAGTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGTGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCGAGATCAAG?
Chondropetalum_elephantinum
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggggtcactgttacccacgcgtcgtttccgacctcttcatgtccgcgc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaaattgacacctggttttcggggattgcgatgacctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatagtcctcacttggtagtcccataattttggaccccccacgctggcccagtacgattgagcggcacagac??????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatctgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atgggtagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??catttt??gtacatgatttgatgtgcccgggacgaga??????ATCTCGTTGATTCTCTGAACATCCAGACCTCGG????GGGGAACACTAGGCGTATCCTTTGTCCTGAGGCATTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCTCATAATTCTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGTAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCTTGCGTGGCCCTAACCTCAGCTGGCACATGGGCCGGCCACCCCGCCCTCCGAGCTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGCGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCCCTCGACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCGAGATCAAG?
Chondropetalum_hookerianum
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggggtcactgatacccacgcgttgtttcagacctcttcatgtccgctc????????tattttcggaactatcagcccgcgtcgtcgaagaggtccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcgggaattgcgatggcctcgcttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggaccctccacgctggcccaatacgattgggcg??????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgaga???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????TGCTGCCACCTCTGCCAATGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTCGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTAGATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTAAGCTACTGTAAGCTCATCTAGTGGCATTTGTATCTATGAGTCAAAGAGTTCCCTAACTCACACGACACCGACGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCA?GCGCACTCTCACCCAA????GTAGCCGAGATCAA??
Chondropetalum_microcarpum
??????????????????tggactggggtgatg?aagcgcgcgg??taagtgaggggtcactgttacccacgcgtcgtttcagacctcttcatgcccgctc????????tatcatcggaactatcagcccgcgtcgtcaaagaaatccattggtggactt????aggctcacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacccggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcatttggtggtcccataattttggaccctccatgctggcccgatacgnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattactgagctcgccaat??tat??tccaatttattt????taaagatattgatccacaaaagcagattgcctcgatgggtacttcatcagttggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggaaaaccccttgtggctctctctcgctcccctccatt?gtttagccccggt??catttt??gtacaagatttgatgtccctgggacgaga??CTACATCTTGTTGATTCTCTGAACATTCAGACCTCGGAGGTGGGGAACACTAGGCGTATCCTTTGTTCTGAGACACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGATACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGATCCGCGTGTCCTTCCGTCCTCAACC?ATAACGTTGCTACCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGTCCATAATTATTGATATATAGAGCGTCATGTTCTACTAAAGACCGTACACGTTTGTGTATGCGGGGTGTAACTCAAGATCCGG???TCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCGGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCAGCTGGCACATGGGCCGGCCACCCCGCCCTCCGAGCTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGAGCGGACGCCCTGACGTGGAGCGAGAATGGCACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGTGTGCTAATTGCCCTCAACGCCAGAGAAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA??CCGTAGCCGAGATCAAG?
Chondropetalum_mucronatum
???????cagcatagaagtggactggggtgatg?aagtgcgcgg??????tgaggggtcactgttcccaacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaagaaatccattagtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggccgcacttgataagactgctacatcctatcaggttggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggaccctccacgctggctcaatacgatta??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttagtttcgcggaaccttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctc???????tccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgaga???TACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGTGCTTTTAT???ATTGCTACArGAGA??GGTAAATAGGTTGACGTAArCmTCGGATCGGAGGCCCGCGTGCCCTTyCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATCGAGCGTCATGCTTAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTGACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATAGAGCCTCCAGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGACAGCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATAACGGT?GGCGAACCTGCGCACTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????????????????????
Chondropetalum_nudum
??????????????????????????????????????????????????????????????????????cgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgttgtcaaagaaatccattggtggacct?a?aaggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatgacctcacttgataagactactacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatagtcctcacttggtagtcccataactgtggacccnnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatttattgatctgcaaaagcggattgcctcgatgggtacttcatcagttggttttgcggaactttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??catttt??gtacatgatttgatgtgcccgggacgaga?ACTACATCTCGTTGATTCTCTGAAGATCCAGACCTCGG????GGGGAACACTAGGCGTATCCTTTGTCCTGAGGCATTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATAGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCTCATAATTCTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGTAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCTTGCGTGGCCCTAACCTCAGCTGGCACATGGGCCGGCCACTCCGCCCTCCGAGCTATGCCCAGGAGCCCATCGTGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAATTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGTGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCGAGATCAAG?
Chondropetalum_rectum
??????????????????????????????????????????????????tgaggggtcactgttacccacgcgtcgtttcagacctcttcatgcccgctcttaaagt?tatcatcggaactatcagcccgcgtcgtcaaagaaatccattggtggactt?a?aaggctcacgcctagttgacctaaaatatgcttttgtatggtacagtcagtgaccgaatttgacacccggttttcgggaattgcgatgacctgacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggaccctccatgnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?caaaggatgattctccgattactgagttcgccaat??tat??tccaatctattt????taaagatattgatccacaaaagcggattgcctcgatgggtacttcatcagtcggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatgcatatatggggagaaccccttgtggctctctcccgctcccctccata?gtttagccccggt??catttt??gtacaagatttgatgtccccgggacgagaAACTACATCTTGTTGATTCTCTGAACATyCAGmCCTCGGAGGTGGGGAACACTAGGCGTATCCTTkGTCCTGAGGCACTTGTCCGAAAATAGCTTCGGAAAGGGCGCTTTTAT???ATTGATACGGrAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGATCCGCGTGTCCTTCCGTCCTCAACC?ATAACGTTGCTACCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGTCCATAATTATTGATATATAGAGCGTCATGTTCTACTAAGGACCGCACACGTTTGTGTATGCGGCGTGTAACTCAAGATCCGG???TCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCGGTCGCAGGGTACCGCACGAATAGAGCCTCCGGAATACGTGCGTACATCCACTAACTATGTTGTCTCTGCGTGGCCCTAnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTAAGCTACTGTAAGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGGCACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGGCACTGCAGCCCGGACTTTTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGTGTGCTAATTGCCCTCAACGCCAGAGAAAAAAACTTCATGGCAGTGGCCAGTTAAGCGCACTCTCACCCAA????GTAGCCGAGATCAAG?
Chondropetalum_tectorum
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggggtcactgttacccacgcgtcgtttcagacctcttcatgtccgcgc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaaattgacacctggttttcggggattgcgatgacctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatagtcctcacttggtagtcccataattttggaccccccacgctggcccagtacgattgag????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatctgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??catttt??gtacatgatttgatgtgcccgggacgaga??????????????????????????????????CTCGG????GGGGAACACTAGGCGTATCCTTTGTCCTGAGGCATTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGCGCTCATAATTCTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGTAGGGTACCCCACGAATAGAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCTTGCGTGGCCCTAACCTCAGCTGGCACATGGGCCGGCCACCCCGCCCTCCGAGCTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCGCAAGCGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCCCTCGACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCGAG???????
Dovea_macrocarpa
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggggtcacttttacccatgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnntaaggtcggggatcgcgcccctttccccgataatccgtgcgatggtcctctcttggtggtcccataattttggatcctccacgctggcccaatacgaccgggcggcacagac??????tttggggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaaaactgctaagacatg????tatggggagaaccccttgtggctctctcttactcccctccatt?gtttagccccagt??aattct??gtagatgatttgatgtccctgggacgaga?ACTACATCTCGTTGATTCTCTGACTATCCAGACTTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCAGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGGAAGCATCGGATCGGAGGCCCGCGCGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACATGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGGATATCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGCTGTCCCTGCGTGGCCCTAACCTCAGCTGGCACATGGGCCGGCCACCCCGCCCTCCGAGCTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCAGACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGTCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AACGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAGACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCGAGATCAAG?
Elegia_amoena
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????agaggggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgttaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttcttt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaatacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagcccctgt??aattat??gtacatgatttgatggccctgggacgaga??????????????????????????ATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCTCTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCTATAATTATTGCTATATAGAGCGTCATGCTCAACAAAGGACCGCACACGTCTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTATsCCACGAAAAGAACCTCCGGAATATGTGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCCAACCTCAGCTGGCACATGGGTCGGCCACCCCGCCCTCCGAGCTATGCCAAGGAGCCCATCGCATmCGGCCATAAGCTATTTTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTTCCTAACTCACACGACnCCGACGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAA?CGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_asperiflora
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggagtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccatttgtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggtcgcacttgataagactgctacatcctataaggtcggggatcgcggccccttccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctccaccctggcccgatacgattg??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgcttgctgagctcgccaat??tat??tccaatttcttt????tagatatattgattcgtaaaagtggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaaccctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atgggtagaaccccttgtggctctctctc???????tccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctggagcgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGATGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTATTAAATAGCTACAGGAGA??GGTAAATAAGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAATGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGTGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGTACACGTTTGTGTATGCGGCATGTAACTCGAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTTCCTGCGnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnAAAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCA?GCGCACTCTCACCCAA????GTAGCCGAGATCAAG?
Elegia_atratiflora
???????cagcatagaagtggactggggtgatggaagtgcgtgg??????agaggggtcactgttacccacacgtcgtttcagacctcttaatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtgggcct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataaggctgctacctcttatcaggtcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttagtggtcccataattttggaccctccacgctggcccaatacgagcgggcggcacagac??????ttttgggcagagaatatactgtcggtctct?cgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttcttt????tagatatattgatccgcatttgcggattgcctcgatgg?tacttcatcagttggtttcgcggaattttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatgtatatatggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTATTTAATTGCTACAGGAGA??GGTAGATAGGATGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGGTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCTCCCATGTGGCAGCGTGCCCATAATTATTGCTATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAAAGAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCCAACCTCAGCTGGCACATGGGTCGGCCACCCCGCCCTCCGAGCTATGCCCAGGAGCCCATCGCGTACGGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGAGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACGCTCACCCAA????????????????????
Elegia_caespitosa
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggagtcactgttacccacgcgtcgtttcagacctct?catgtctgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtttttgtatggaacagtcagtcactgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcttcacttagtggtcccataattttggaccctccacgctggcccaatacgattgggcgacacggac??????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgcttgctgagctcgccaat??tat??tccaatttcttt????taaataaattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaaccctccctacgccctttc?acatagcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccttgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATAGCTACAGGACA??AGTAAATAGGTTGACGGGAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAA?GnTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCGAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATGTTGTTCCTGCGTGGnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCTATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTTTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGyAGCyCAGACTTCTCAAGTATCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGAGCACTCTCACCCAA????GTAGCCCATATCAAG?
Elegia_capensis
???????cagcatagaagtggactggggtgatggaattgcacga??????tgaggggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????ttatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagattgctacatcctaaaaggtcggggatcgggcccccttctttgataatccgtgcgatggtcctcccttggtggtcccataattttggacccttcacgctggcccaatacgactgggcggcacagac??????tttggggcagagaatgtactgtcggtctct?tgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctcttactaccctccatt?gtttagccccagt??aatttt??gtagatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAATATCCCGACTTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAGTGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACTTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCTAACGCCGTAGCAGTATGAGAATGCGTCACCACCCATGTGGCAACGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATATCTGATGTTCCAGTCGCAGGGTACCCCACGACTAGAGTCTCCGGAATACGCGTGTACATCCACTAACGATGCTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTACTGTAGGCTCATCAACTGGCATTTGTATCTATGAGTAAGAGAGTTCCCTAACTCACACGACACCGGGGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAAAATGACGCTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTC?AGCGCACTCTCACACAA????GTAGCCGAGATCAAG?
Elegia_coleura
???????cagcaaagaagtggaccggggtgatggaagtgcgcag??????tgaggggtcactgttacccgcacgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtttttgtatggaatagtcagtcaccgaatttgacacctggttttcgggrattgcgatggcctcacttgataagactgctacatcctataaggtcgaggatcgcgcctccttccccgataatccgtgcgatggtcctcacttggtggtcccataatttnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaacgatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatggatacttcatcagttggtttcgcggaattttaggagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagaca??????????????????????????????????????????????????????????????????????????????????????????cctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACCCATAACGGTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGTCCATAATTTTTGATATATAGAACGCCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAGCTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAGTGACACTGTAGCTCAGACTTCTCCAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAATACCAAAGGAAAAAACTTAATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGC???????????
Elegia_cuspidata
???????cagcattgaagtggactggggtgatggaagtgcgcgg??????tgaggggtcactgtaacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggccgggaatcgcgcccccttccccgataatccgcgcgatgatcctcacttggtggtcccataattttggaccctccacgctggcccaatccgattgggcggcacagac??????tattgggcagagaatggactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttattt????taaatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaaccttagaagcctccctacgcctcttc?acaaggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctc???????tccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctgggacgagaAGCTACATCTnGTTGATTCTCTGCnCATCCnGCCCTCGGnGGTGGGGAACACTAnGCGTAnCCTnGGTCCTGAGnCACTnGTCCGAAAAnGGCTnCGGAGAGGGCGCTTTTAT???ATTnCTACAnAAGT??nnTnAATnGGTnGCCGTAAnCCTCnAnTCGGAGGCCCnCGnGCCCTTCCGTCATTmwCmCrTrCwmykhhhdh?GCTbCTGChAA?GCCGTAGCAGTATGAGAATGCGTCATCATCTATGTGGCAGCGTGTCCATAATTATTGATATATCGAGCGTCATGCTCAACTAAGGACCGCACACATTTGTGTATGCGGCATGTGACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTACTGTAGGCTCATCTACTGACATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTTGTGAGGGCGGACGCTCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCCAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGACCAGTCAAGTGCACTCTCACCCAA????GTAGCCGAGATAAAG?
Elegia_equisetacea
?????????????????gtggactagggtgatggaagtgcgtgg??????agaggggtcactkttacccacgcgtcgtttcagacctcttaatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcatcgaatttgacacccggttttcggggattgcgatggcctcacttgataaggctgctacatcctataaggtcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttagtggtcccataattttggaccctccacgctggcccaatacgaccaggcggcacaga???????ttttgggcagagaatatactgtcggtctct?cgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttctt?????tagatatattgatccgcatttgcggattgcctcgatgg?tacttcatcagttggtttcgcggaattttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatgcatatatggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACGTCTCGTTGATTCTCTGAACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTACTTTATTGCTACAGGAGA??GGTAGATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGnTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCTTCCATGTGGCAGCGTGCCCATAATTATTGCTATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAGAGAGCCTCCGGAAGATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGTGAACCAGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????????????????????
Elegia_esterhuyseniae
???????cagcatagaagtggacgggggtgatggaagtgcgcga??????tgaggggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctaaaaggtcggggatcgcgcccccttccccgataatccttgcgatggtcctctcttggtggtcccataattttggaccctccacgctggcccaatacgactgggcggcacagac??????tttggggcagagattgtactgtcggtctct?tgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctcttactaccctccatt?gtttagccccagt??aatttt??gtagatgatttgatgtccctgggacgagaAACTACACCTCGTTGATTCTCTGAATATCCCGACTTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAGTGGCTTCGGAGAGGGCACTTTTAT???CTTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGGTGCTGCCGCCTCTGCTAACGCCGTAGCAGTATGAGAATGCGTCATCACCCATGTGGCAACGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATATCTGATGTTCCAGTCGCAGGGTACCCCACGACTAGAGTCTCCGGAATACGCGTGTACCTCCACTAACGATGCTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTAAGAGAGTTCCCTAACTCCCACGACACCGGGGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAAAATGACGCTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCA?GCGCACTCTCACCCAA????????????????????
Elegia_extensa
??????????????????????????????????????????????????????????????????cccacacgtcgtttcagagctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct???taggcc?acgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctgaattgataagactgctacatcctataaggtcgaggatcacgcccccttccccgataatccgagcgatggtcttcacttggtggtcccataattttggaccctnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcagtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaattcattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttgcttccgcggaattttagaag?ctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atgcggagaaccccttgtggctctctctcactcccc???att?gtttagccccagt??aacttt??gtacatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCAGAGAGGGCGCTTTTAT???ATTrCTACAGGAGA??rrTAAATrGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACCCATAACGGTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGAAGTTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTGACTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCCCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGTGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_fenestrata
???????????????????????????????????????????????????????????????ttacccacacgtcgtttcagacctcttaatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacccggttttcggggattgcgatggcctcacttgataaggctgctacatcctataaggtcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttagtggtcccataattttggaccctnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatatactgtcgatctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttctt?????tagatatattgatccgcatttgcggattgcctcgatgg?tacttcatcagttggtttcgcggaattttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatgcatatatggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTACTTTATTGCTACAGGAGA??GGTAGATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGnTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCTTCCATGTGGCAGCGTGCCCATAATTCTTGCTATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAAAGAGCCTCCGGAAGATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACCGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCACGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAAATCAAG?
Elegia_filacea
???????cagcatagaagtggactagggtgatggaagtgcgtgg??????agaggggtcactgttacccacgcgtcgtttcagacctcttaatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcatcgaatttgacacccggttttcggggattgcgatggcctcacttgataaggctgctacatcctataaggtcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttagtggtcccataattttggaccctccacgctggcccgatacgaccaggcggcacagac??????ttttgggcagagaatatactgtcggtctct?cgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttctt?????tagatatattgatccgcatttgcggattgcctcgatgg?tacttcatcagttggtttcgcggaattttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatgcatatatggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACGTCTCGTTGATTCTCTGAACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTACTTTATTGCTACAGGAGA??GGTAGATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCTTCCATGTGGCAGCGTGCCCATAATTATTGCTATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAGAGAGCCTCCGGAAGATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGTGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCA?ATCAAG?
Elegia_fistulosa
???????????????aagtggaccagggtgatggaagtgcgcag??????tgaggggtc?ctgttacccgcacgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtttttgtatggaatagtcagtcaccgaatttgacacctgattttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcgaggatcgcgcctccttccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctccacactggcccaatacgattcgg????????????????ttttgggcagagaatgtactgtcggtctct?cgaacgatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatggatacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagaca??????????????????????????????????????????????????????????????????????????????????????????cctgggacgaga?ACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACCCATAACGnTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGTCCATAATTTTTGATATATAGAACGCCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAGCTCAAGATCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATGTTGTCCCTGCGTnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTTGCTCAGACTTCTCCAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAATGCCAAAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAC????GTAGCCCAGATCAT??
Elegia_fucata
???????cagcaaagaagtggaccggggtgatggaagtgtgcag??????tgaggggtcactgttacccgcacgtcgtttcagacctcttcacgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaagtccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcgaggatcgcgcctccttccccgataatccgtgcgatggtcttcacttggtggtcccatagttttggaccctccacgctggcccaatacgattgggcggcacagac????????ttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaattcattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttaaaagcctccctacgccctttc?acatggcgtcaccccgcaaaactgctaagacatg?????atggggagaaccccttgtggctctctcttactcccctccatt?gtttagcctcagt??aatttt??gtacatggtttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACCCATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCCATAATTTTTGATATATAGAGCGCCATGTTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAAACCCGGGAATTCGAGAACCTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATCTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTATTGTACGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_galpinii
????????????????????????ggggtgatggaagtgcgcgg??????tgaggggtcactgttacccacgcgtcgtctcagacctcttcatgtccgctc????????tatcttcggaactgtcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatagtcttcacttggtggtcccataattttggaccctccacgnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatttattgatccgcatttgcggattgcctcgatgggtacttcaccagttggtttcgcggaattttagaagcctccctacgccctttc?acatgtcgtcaccccgcaaaactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtctctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCT?CCGTCCTCAACCCATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGAACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCTGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACAAATAGAGCCTCCGGAATATGCGCGTACTTCCAATAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTCACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGCGTCCCTTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCTTCAACGCCAGAGGAAAAGACTTCATGGCTGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCTAGATCAAG?
Elegia_glomerata
???????cagcatagaagtggactggggtgatggaagtgcgcgg??????tgaggagtcactgttacccacgcgtcgtttcagacctct?catgtctgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtttttgtatggaacagtcagtcactgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcttcacttagtggtcccataattttggaccctccacgctggcccaatacgattgggcgacacggac??????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgcttgctgagctcgccaat??tat??tccaatttcttt????taaataaattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaaccctccctacgccctttc?acatagcgtcaccccgcaagactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccttgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATAGCTACAGGACA??AGTAAATAGGTTGACGTGAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACCCATAA?GnTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCGAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATGTTGTTCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCTATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTTTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGAGCACTCTCACCCAA????GTAGCCCATATCAAG?
Elegia_grandis
???????cagcgtagaagtggactggagtgatggaagtgcgcga??taagtgaggggtcactgttacccacgcgtcgtttcagaccttttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgttaaagaaa?ccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagccagtcaccgaatttgacacctggttttcggggattgtgatggcctcacttgataagactgctacatcctaaaaggtcggggatcgcgcccccttccccgataattcgtgcgatggtgctctcttggtggtcccataattttggaccctccacgctggcccaatacgnccgggcggcacagac??????tttggggccgagaatgtactgtcggtccct?cgaaggatgattctccgattgctgagctcaccaat??tag??tcctatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagccttcctacgccctttc?acatggcgtcaccccgcaagactgccaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtagatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAATATCCAGACTTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGGGACCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATAAGAACGCATCATCATCCATGTGGTAGCGTGCCCATAATTTGTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACACAAGACCCGGGAATCCAAGAACTTCCCCAAGATCAATGAGAATATCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCTGAATACGCGCGTACATCCACTAACTATGCTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTACTGTAGGTCCATCTACTGGCATTTGTATCTACGAGTAAGAGGGTTCCCTAACTCACACGACACCGGGGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTTCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCACACCCAA????GTAG????????????
Elegia_grandispicata
???????cagcaaagaagtggacgagggtgatggaagtgcgcgg??????tgaggggtcactgttacccgcacgtcgtttcagacctcttcatgtccgctc????????tatcttcagaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtatttgtatggaatagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcgaggatcgcgcctcctcccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctccacgctggcccaatccgattgggcggcacagac??????ttttgggcagagaatgtactgtcggtctct?cgaacgatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatggatacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagaca??????????????????????????????????????????????????????????????????????????????????????????cctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATAGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGTCCATAATTTTTGATATATAGAACGCCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAGCTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATGTTGTCCCTGCGTAGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCCAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAATGCCAAAGGAAAAAACTTAATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_hutchinsonii
???????cagcatagaagtggactggggtgatggaagtgcgcga??????tgaggggtcactgttacccacgcgtcgtttcagacctcttcctgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaattcattggtggacct????aggcccacgcctagttgacctaaaatatgtttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattatgatggcctcacttgataaaactgctacatcctaaaaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctctcttggtggtcccataattttggaccctccacgctggcccaatacgactgggcggcacagac??????tttggggcagagaatgtactgtcggtctct?tgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatg?????atggggagaatcccttgtggccctctcttactaccctccatt?gtttagccctagt??aatttt??gtagatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAATATCCCGACTTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAGTGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCTAATGCCGTAGCAGTATGAGAATGCGTCATCACCCATGTGGCAACGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATATCTGATGTTCCAGTCGCAGGGTACCCCACGACTAGAGTCTCCGGAATACGCGCGTACATCCACTAACGATGCTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCGTAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTAAGAGAGTTCCCTAACTCACACGACACCGGGGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAAAATGACGCTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGTGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTCCATGGCAGTGGCCAGTTA?GCGCACTCTCACCCAA????GTAGCCGGGATCAAG?
Elegia_intermedia
??????????????????????????????????????????????????tgaggggtcactgttacccgcaagtcgtttcagacctcttcatgtccactc????????tatcttcggaactatcagcccgcgtcgtca??????????????tggacct????aggcccacgtctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcgaggatcgcgcctccttccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaaat?ttt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatg?????atagggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatggtttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???TTTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCCATAATTTTTGATATATAGAGCGCCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACTCAAAACCCGGGAATTTGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATCCTGTCCCTGCGTGGnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGGGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_juncea
???????cagcatagaagtggactagggtgatggaagtgcgtgg??????agaggggtcactgttacccacgcgtcgtttcagacctcttaatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcatcgaatttgacacccggttttcggggattgcgatggcctcacttgataaggctgctacatcctataaggtcgaggatcgcgcccccttccccgataatccnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatatactgtcggtctct?cgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttctt?????tagatatattgatccgcatttgcggattgcctcgatgg?tacttcatcagttggtttcgcggaattttaggagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatgcatatatggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACGTCTCGTTGATTCTCTGAACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTACTTTATTGCTACAGGAGA??GGTAGATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCTTCCATGTGGCAGCGTGCCCATAATTATTGCTATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAGAGAGCCTCCGGAAGATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGATTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGTGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAAATCAAG?
Elegia_muirii
???????cagcatagaagtggactggagtgatggaagtgcgcga??????tgaggggtcactgttacccacgcgtcgtttcagaccttttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaa?ccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgtgatggcctcacttgataagactgctacatcctaaaaggtcggggatcgcgcccccttccccgataattcgtgcgatggtgctctcttggtggtcccataattttggaccctccacgctggcccaatacgaccgggcggcacagac??????tttggggccgagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcaccaat??tag??tcctatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagccttcctacgccctttc?acatggcgtcaccccgcaagactgccaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtagatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAATATCCAGACTTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGGGACCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATAAGAACGCATCATCATCCATGTGGCAGCGTGCCCATAATTTGTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACACAAGACCCGAGAATCCAAGAACTTCCCCAAGATCAATGAGAATATCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCTGAATACGCGCGTACATCCACTAACTATGCTGTCCCTGCGTGGCCTTAAnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTACTGTAGGTCCATCTACTGGCATTTGTATCTACGAGTAAGAGAGTTCCCTAACTCACATGACACCGGGGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTTCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCGAGATCAAG?
Elegia_neesii
?????????????????????????????????????????????????????????????????????????gtcgtttcagaccttttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaa?ccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgtgatggcctcacttgataagactgctacatcctaaaaggtcggggatcgcgcccccttccccgataattcgtgcgatggtgctctcttggtggtcccataattttggaccctccacgctggctcaatacgnccgggcggcacagac??????tttggggccgagaatgtactgtcggtctct?tgaaggatgattctccgattgctgagctcaccaat??tag??tcctatttattt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagccttcctacgccctttc?acatggcgtcaccccgcaagactgccaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtagatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAATATCCAGACTTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGGGACCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATAAGAACGCATCATCATCCATGTGGTAGCGTGCCCATAATTTGTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACACAAGACCCGGGAATCCAAGAGCTTCCCCAAGATCAATGAGAATATCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCTGAATACGCGCGTACATCCACTAACTATGCTGTCCCTGCGTGGCCTTAACTTCAGCTGGCACATGGGCCGGCCACCCCGCCCTCCGAGCTATACCAAGGAGCTCATCGCGTACGGCCATAAGCTACTGTAGGTCCATCTACTGGCATTTGTATCTACGAGTAAAAGAGTTCCCTAACTCACACGACACCGGGGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTTCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGACAGTGGCCAGTCA?GCGCACTCACACCCAA????????????????????
Elegia_persistens
???????????????aagtggactggggtgatggaagtgcgcgg??????agaggggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgttaaagaaatccattggtggacct???taggcccaggcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataaaaccgctacatcctataagatcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctccacgctggcccaatacgccacgg????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttcttt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaatacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagcccctgt??aattat??gtacatgatttgatggccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTG?GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCTATAATTATTGCTATATAGAGCGTCATGCTCAACAAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAAAGAGCCTCCGGAATATGTGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTTCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTATCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_prominens
???????cagcatagaagtggactggagtgatggaagtgcgcga??????tgaggggtcactgttacccacgcgtcgtttcagaccttttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaa?ccatcggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgtgatggcctcacttgataagactgctacatcctaaaaggtcggggatcgcgcccccttccccgataattcgtgcgatggtgctctcttggtggtcccataattttggaccctccacgctggcccaatacgaccgggcggcacagac??????tttggggccgagaatgtactgtcggtctct?ggaaggatgattctccgattgctgagctcaccaat??tag??tcctatttattt????tagatatattgatccgcaaaagcggattgtctcgatgggtacttcatcagttggtttcgcggaattttagaagccttcctacgccctttc?acatggcgtcaccccgcaagagtgccaagacatg?????atggggagaaccccctgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtagatgatttgatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAATATCCAGACTTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGGGACCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATAAGAACGCATCATCATCCATGTGGCAGCGTGCCCATAATTTGTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAACACAAGACCCGGGAATCCAAGAACTTCCCCAAGATCAATGAGAATATCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCTGAATACGCGCGTACATCCACTAACTATGCTGTCCCTGCGTGGCCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTACTGTAGGTCCATCTACTGGCATTTGTATCTACGAGTAAGAGAGTTCCCTAACTCACACGACACCGGGGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCAAGTGTTCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCGAGATCAT??
Elegia_racemosa
???????????????????????????????????????????????????????????????ttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgttaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagaccgctacatcctataaggtcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttcttt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaatacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagcccctgt??aattat??gtacatgatttgatggccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCTCTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCTATAATTATTGCTATATAGAGCGTCATGCTCAACAAAGGACCGCACACGTCTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTATCCCACGAAAAGAACCTCCGGAATATGTGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTATTTTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTTCCTAACTCACACGACACCGACGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_rigida
???????cagcaaagaagtggacgggggtgatggaagtgcgcgg??????tgaggggtcactgttacccgcacgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtatttgtatggaatagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcgaggatcgcgcctcctcccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctccacgctggcccaatacgattgggcggcacaga???????ttttgggcagagaatgtactgtcggtctct?cgaacgatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatggatacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagaca??????????????????????????????????????????????????????????????????????????????????????????cctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGTCCATAATTTTTGATATATAGAACGCCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAGCTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAGTGACACTGTAGCTCAGACTTCTCCAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAATGCCAAAGGAAAAAACTTAATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_spathacea
???????cagcaaagaagtggacgggggtgatggaagtgcgcgg??????tgaggggtcactgttacccgcacgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtatttgtatggaatagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcgaggatcgcgcctcctcccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaacgatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatggatacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagaca??????????????????????????????????????????????????????????????????????????????????????????cctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGTCCATAATTTTTGATATATAGAACGCCATGCTCAACTAAGGACTGCACACGTTTGTGTATGCGGCATGTAGCTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATGTTGTCCCTGCGTGGCCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCCAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAATGCCAAAGGAAAAAACTTAATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_squamosa
???????cagcgtagaagtggactggggtgatggaagtgcgtgg??????agaggggtcactgttacccacgcgtcgtttcagacctcttaatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataaggctgctacatcctataaggtcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttagtggtcccataattttggaccctccacgctggcccaatacgaccgggcggcacagac??????ttttgggcagagaatatactgtcggtctct?cgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttcttt????tagatatattgatccgcatttgcggattgcctcgatgg?tacttcatcagttggtttcgcggaattttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacaggcatatatggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgaga???TACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTATTTAATTGCTACAGGAGA??GGTAAATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCTCCCATGTGGCAGCGTGCCCATAATTTTTGCTATATAGAGCGTCATGCTCAACTAAGGATCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTAATGTTCCAGTCGCAGGGGACCCCACGAAAAGAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCCAACCTCAGCTGGCACATGGGTCGGCCACCCCGCCCTCCGAGCTATGCCTAGGAGCCCATCGCGTACGGCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAGGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGTGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAAATCAAG?
Elegia_stipularis
?????????????????????actggggtratggaagtgcgcgg??????rgak?ggtckctgktrcccasgcgwcktttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgttaaagaaatccatttgtggacct???taggcccaggcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagaccgctacatcctttaagatcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttggtggtcccataattttggacccnnnnnnnnnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttcttt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaatacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagcccctgt??aattat??gtacatgatttgatggccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTG?GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCCTTTAT???ATTGCTACAGGAGA??GGTAAATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCTATAATTATTGCTATATAGAGCGTCATGCTCAACAAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAAAGAGCCTCCGGAATATGTGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAATCAGAGAGTTTCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_stokoei
??????????????????????????????????????????????????????????????????????cgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgttaaagaaatccattggtggacct???taggcccaggcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagaccgctacatcctataagatcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctccacgctnnnnnnnnnnnnnnn??????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttcttt????tagatatattgatccgcaaaagcggattgcctcgatgggtacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaatacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagcccctgt??aattat??gtacatgatttgatggccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTG?GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGACTTCGGAGAGGGCGCCTTTAT???ATTGCTACAGGAGA??GGTAAATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGCCTATAATTATTGCTATATAGAGCGTCATGCTCAACAAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAAAGAGCCTCCGGAATATGTGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAATCAGAGAGTTTCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_thyrsifera
???????cagcaaagaagtggacgggggtgatggaagtgcgcgg??????tgaggggtcactgttacccgcatgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgtatttgtatggaatagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggttgaggatcgcgcctcctcccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctccacgctggcccaatacgattgggcagcacagac??????ttttgggcagagaatgtactgtcggtctct?cgaacgatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatattgatccgcaaaagcggattgcctcgatggatacttcatcagttggtttcgcggaattttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagaca??????????????????????????????????????????????????????????????????????????????????????????cctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTAAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCT?TTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAATGCGTCATCATCCATGTGGCAGCGTGTCCATAATTTTTGATATATAGAACGCCATGCTCAACTAAGGACCGCACACGTTTGTGTATGCGGCATGTAGCTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAATAGAGCCTCCGGAATATGCGCATACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCATAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCCAGTGTCCCCTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCCTCAATGCCAAAGGAAAAAACTTAATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCAGATCAAG?
Elegia_thyrsoidea
???????yagcataaaagtggactggggtgatggaagtgcgcgg??????tgaggggtcactgttacccacgcgtcgtctcagacctcttcatgtccgctc????????tatcttcggaactgtcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcttcacttggtggtcccataattttggaccctccacgctggcycaatacgattggg????????????????ttttgggcagagaatgtactgtcggtctct?cgaaggatgattctctgattgctgagctcgccaatattat??tccaatttattt????tagatttattgatccgcatttgcggattgcctcgatgggtacttcaccagttggtttcgcggaattttagaagcctccctacgccctttc?acatgtcgtcaccccgcaaaactgctaagacatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtctctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGAACCGCACACGTTTGTGTATGCGGCATGTAACTCAAGACCCGGGAATCTGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACAAATAGAGCCTCCGGAATATGCGCGTACTTCCAATAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnTAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTCACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGCGTCCCTTTCCATGGCGGC?AGCGAACCTGCGCGCTAACTGCCTTCAACGCCAGAGGAAAAGACTTCATGGCTGTGGCCAGTCAAGCGCACTCTCACCCAA????????????????????
Elegia_vaginulata
???????cagcatagaagtggactagggtgatggaagtgcgtgg??????agaggggtcactgttacccacgcgtcgtttcagacctcttaatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccattggtggacct????aggcccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcatcgaatttgacacccggttttcggggattgcgatggcctcacttgataaggctgccacatcctataaggtcgaggatcgcgcccccttccccgataatccgtgcgatggtcttcacttagtggtcccataattttggaccctccacgctrgcccnnnnnnnnnn??????????????????ttttgggcagagaatatactgtcggtctct?cgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttctt?????tagatatattgatccgcatttgcggattgcctcgatgg?tacttcatcagttggtttcgcggaattttagaagcctccctacgccccttc?acatggcgtcaccccgcaagactgctaagacatgcatatatggggagaaccccttgtggctctctctcactcccctccatt?gtttagccccagt??aatttt??gtacatgatttgatgtccctgggacgagaAACTACGTCTCGTTGATTCTCTGAACATCCAGACCTCGGTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTACTTTATTGCTACAGGAGA??GGTAGATAGGGTGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCTTCCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAATGCGTCATCTTCCATGTGGCAGCGTGCCCATAATTATTGCTATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTATATGCGGCATGTAACTCAAGACCCGGGAATTCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTACCCCACGAAGAGAGCCTCCGGAAGATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnCCTAAGCTATTGTAGGCTCATCTACTGGCATTTGTTTCTATGAGTCAGAGAGTTCCCTAACTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGTAGCTCAGACTTCTCAAGTGTCCCCTTCCATGGCGGC?AGTGAACCTGCGCGCTAACTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA????GTAGCCCA????????
Elegia_verreauxii
???????cagtatagaagtggactggggtgatgaaagcgcgcgg??????tgaggggtcactgttacccacgcgtcgtttcagacctcttcatgcccgctcttaaagt?tatcatcggaactatcagcccgcgtcgtcaaagaaatccattggtggactt?aaaaggctcacgcctggttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacccggttttcgggaattgcgatgacctgacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggaccctccatgctggcccaatacgactgggcggcacagac??????ttttgggcagagaatgtactgtcggtctct?caaaggatgattctccgattactgagctcgccaat??tat??tccaatctattt????taaagatattgatccacaaaagcggattgcctcgatgggtacttcatcagtcggtttcgcggaactttagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaagacatgcatatatggggagaaccccttgtggctctctcccgctcccctccatt?gtttagccccggt??aatttt??gtacaagatttgatgtccccgggacgagaAACTACATCTTGTTGATTCTCTGAACATTCAGACCTCGGAGGTGGGTAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATAGCTTCGGAAAGGGCGCTTTGAT???ATTGATACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGATCCGCGTGTCCTTCCGTCCTCAACC?ATAACGTTGCTACCGCCTCTGCCAACGCCGTAGCAGTATGAGAACGCGTCATCATCCATGTGGCAGCGTGTCCATAATTATTGATATATAGAGCGTCATGTTCTACTAAGGACCGCACACGTTTGTGTATGCGGCGTGTAACTCAAGATCGGG???TCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCGGTCGCAGGGTACCGCACGAATAGAGCCTCCGGAATACGTGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAACTCACACGGCACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGGCACTGCAGCCCGGACTTCTCAAGTGTCCCTTTCCATGACGGC?AGCGAACCTGTGTGCTAATTGCCCTCAACGCCAGAGAAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACTCTCACCCAA??CCGTAGCCGAGATCAAG?
Ischyrolepis_anomala
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcaaacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggaatcttagaaagctccctacgcccttt??acatggcgtcacccctcaaaactgataaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCTTTTGTCCTGAGGCACTTGCCCGAAAATGGCTTCGGAGAGGGCGCTCTTAT???ATTGCTACAGGAGAATGGTAAATAGGTTGACGTAAGCATCGGATC?GAGGCCCGCATGCCCCTTCCTCCTTAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAACGTCATGCTCAACTAAGGACCGCGCACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCCGGCACATGGGTCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCGTCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGAACGCCCTGACGTGGAGGGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATAACGAC?AGCGAACCTGCGCGCTAATTGGTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCnGAGAGCAAG?
Ischyrolepis_arida
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcacgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaaccccttggtggacct?taagggcctacgcctggttgacctaaaataagcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgacaatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggttttgggccgag?atgtgctgtcggtctct?cgagggatgattctcccattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatggatactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGCGGCACTTGTCCGACAACGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATGATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCAGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGCGGGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCGGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_caespitosa
ctaggcacagcatagaagtggactggggtgatgaaagt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggcctacgcgtagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcagggattgcgatggcctcacttgatatgactgctacatcctataaggtcggggattgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggtggtgcagactaccggttttgggccgag?gtgtactgtcggtctct?cgaggaatgattctccgattgctgagctcgccaat??tat??tccaattt?ttt????aagatatgttgatctgtaaaagcggcttgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcctg?????atggggagaaccccttgtggctctccctcacccccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgaga????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????AATAGGTTGACGTAGGCATCGGATCGTAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCATAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATCCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGGCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTCTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGTTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTC????CGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAG?
Ischyrolepis_capensis
ctaggcacagcatagaagtggactggggtggtggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcacgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaagccc?ttggtggacct?taaaggcctacgtctagttgacctaaaataagcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgacaatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggttttgggccgag?atgggctgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatggatactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGCGGCACTTGTCCGACAACGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATGATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCAGTATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCACACGACACCGGCGCCTCGCGGGGGCGGACGCCCTGACGTGGAGCGAGAATGATGCTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCGGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_cincinnata
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattagtggacctctaaaggcctacgcgtagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggtggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tcccatttatta????aagatatgttgatctgtaaaagtggcttgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagttccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACCTCTTGTTGATTCTCTGAACATCCAGACCTCGCTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCTCTTGTACGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCATAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACACCATAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATCCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTCTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGTTCGCACGACACCGGCGCCTCGTGAGGGCAGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTC????CGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_coactilis
ctaggcacagcatagaagtggactggggtgatgaaagt??gtgg??????tggcaggtcactgttagccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaaatatcagcccgcatcgtcaa?gaaatccattggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgatacctggttttcggggtttgcgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactagcggttttgggccgag?atgtgctgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaatcttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGACTCTCTGAACATCCAGACCTCGGTGGTGGGGAACGCTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGAAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCTGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAAAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGTAATATGCGCGTACATACACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGTACATGGGCCGGCCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGGGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACTCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_constipata
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcatttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggcctacgcctagtt?????aaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgaactctccacgctggcccaatacgaccgggcggtgcagactagcggttttgggccaag?atgtactgtcggtctcttcgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatggtgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccttccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTTCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTTACGTAAGCATCCGATTGGAGGCCCGCATGCCCCTTCGCCCTCAACC?GTAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGCGCGTCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATATAACTCAAGACCCGGGAATCCTTGCACTTCCTCAAGAGCAATGAGAACGCCCGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATACACGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACTTGGCATATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATACGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGAAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTGTCCATGACGGC?AGTAAACCTGCGCGCTAATGGCTCTCAGCGCCAGAGGACAAAACATTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_curvibracteata
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcacgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaagccccttggtggacct?taaaggcctacgcctagttgacctaaaataagcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccggtaatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggttttgggccgag?atgggctgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGCGGCACTTGTCCGACAACGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATGATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCAGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGCGGGGGCGGACGCCCTGACGTGGAGCGAGAATGATGCTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCGGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_curviramis
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggcctacgcgtagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataacccgtgtgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgaccgggtggtgcagactagcggtttggggccgag?atgtactgtcggtctct?cgagggatgcttctccgattgctgagctcgccaag??tat??tccaatttcttt????aagatatgttgatctgtaaaagtggcttgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaaccccttgtggctctccctcactcccctccatt?gtttactcccagt??catttt??gtacatgattttatgtccctgggacgagaAGCTACATCTTGTTGATTCTCTGAAGATCCAGACCTCGCTGGTGGGGAACACTTGGCGTATCCTTTGTCCTGAGGCTCTTGTACGAAAATGGCCTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGAATCGTAGGCC?GCAGGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGC?ATAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAACGACCGCACACGTTTGTGCACGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATCCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACAAGGGCCGGCCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTTTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGTTCGCACGACAGCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTC????CGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAGGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_distracta
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggtttgcgatggcctcacttgataagactgctacattctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccgcgctggcccaatacgactgggcggtgcagac????ggttttgggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttactt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acacggcggcatccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCCCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCTGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGGGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGCGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCGATGAGAACGCCTGACGTTCCAGTCGCAAGGTGCCCTATGAATGTAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCGAGGAGCCCCTTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTCCGTAGCCGAGAGCAAGA
Ischyrolepis_duthieae
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggcctacgcgtagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataacccgtgtgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgaccgggtggtgcagactagcggtttggggccgag?atgtactgtcggtctct?cgagggatgcttctccgattgctgagctcgccaag??tat??tccaatttctta????aagataggttgatctgtaaaagtggcttgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaaccccttgtggctctccctcactcccctccatt?gtttactcccagt??catttt??gtacatgattttatgtccctgggacgagaAGCTACATCTTGTTGATTCTCTGAACATCCAGACCTCGCTGGTGGGGAACACTTGGCGTATCCTTTGTCCTGAGGCTCTTGTACGAAAATGGCCTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGAATCGTAGGCC?GCAGGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGC?ATAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGCGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAACGACCGCACACGTTTGTGCACGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATCCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACAAGGGCCGGCCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTCTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGTTCGCACGACAGCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTC????CGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCTAGTCAGGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_eleocharis
ctaggcacagcatagaagtggacgggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacctctaaaggcctacgcctagttgacctaaaatatgcttttgtataaaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacattctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgmctgggcggtgcagacta??ggtttggggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTTTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGGGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTCCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_elsieae
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaaccccttggtggacct?taaaggcctacgcctagttgacctaaaataagcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccggtaatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggttttgggctgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagcacgccaat??tat??tcccatttattt????tagatatgttggtctgtaaaagcggattgcctcgatggttactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGCGGCACTTGTCCGACAACGGCTTCGGAGAGGGCGCCTTTAT???ATTGCTACGGGGGA??GGTAAATAGCTTTACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATGATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTTGCAAGGTGCCCTATGAATATAGCCTCCAGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCGAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCATGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGGTACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCGGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_esterhuyseniae
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccggtaatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcg????????????ggttttgggccgag?atgtgctgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagaccgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGGGA??GGTAAATAGCTTTACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCCGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCGAGCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_feminea
ctaggtacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcaaacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgccaa?gaaatccattggtggacct?taaaggcctacgcctagttgacctaaaatattcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcctataattttggactctccacgcgggcccaatacgattgggcggtgcagacta??ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctctgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttttcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaaaactgatgaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGCACGAAAATGGCTTCGGAGAGGGCGCTCTTAT???ATTGCTACAGGAGAATGGTAAATAGGTTGACGTAACCATCGGATC?GAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAAATAAGGACCGCGCACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATACGCGCGTGCATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCCGGCACATGGGTCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGACATTTGTATCTATGACTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGGGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATAACGAC?AGCGAACCTGCGCGCTAATTGGTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_gossypina
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgtaacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacct?taaaggcctacgcctagttgacctaaaataagcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcggtggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactag?ggttttgggccgag?atgtgctgtcggtccct?tgagggatgattctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaggactgctaaggcatg?????atggggagaaccccttgtggctctccctcacc????ttaatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAnCTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTACGGCACTTGTCCGACAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGCTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACACCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGCGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACTTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA??ACGTAGCCGAGAGCAAG?
Ischyrolepis_hystrix
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tgacaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacattctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgggctctccacgctggcccaatacgactgggcgatgcagactagcggttttgggccgag?atgtactgtcggtcttt?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatccgttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggct?tccctcactcccctccatt?gtttagtcccggt??catttt??gtacatgattttatgtccctgggacgaga?????????TTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGACCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGCCGCAAGGTGCCCTATGAATATAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTAGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGATTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCCTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_karooica
ctaggcacagcatagaagtggactggggtgatgaaagt??gtgg??????tggcaggtcactgttagccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaaatatcagcccgcatcgtcaa?gaaatccattggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgatacctggttttcggggtttgcgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagcacgccaat??tat??tcccatttattt????tagatatgttggtctgtaaaagcggattgcctcgatggttactttatcagttggcttcgcggaaccttagaaagctccctacgctctt???acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGACTCTCTGAACATCCAGACCTCGGTGGTGGGGAACGCTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCCTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGAAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCTGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAAAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAACATAGCCTCCGTAATATGCGCGTACATACACTAACTATGTTGTCCCTGCGTGGCCCTAACTTCACCTGGTACATGGGCCGGCCACCTCGCCCTTCGAGCTATGCCTAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACTCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_laniger
ctaggcacagcatagaagtggactggggtgatgaaagt??gtgg??????tggcaggtcactgttacccacacgtcgtttcagacctcttcatgtccgctc????????tatcttcggaaatatcagcccgcatcgtcaa?gaaatccattggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgatacctggttttcggggtttgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagcacgccaat??tat??tcccatttattt????tagatatgttggtctgtaaaagcggattgcctcgatggttactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAnCTACATCTnGTTGACTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGAAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAAAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGTAATATGCGCGTACATACACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGTACATGGGCCGGCCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACTCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_leptoclados
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtataaaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacattctataaagtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggtttggggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaa?gctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAmCTACATCTnGTTGATTCTCTGAACATCCAGATCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGGGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCCTACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_longiaristata
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgccggcccaatacgactgggcggtgcagac????ggttttgggctgag?atgtactgtcggtctct?cgaaggatgcttcgctgattgctgagctcaccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcagtttgcctcgatgggtactttatccattggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aattt???gtacatgattttatgtccctgtgacaagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGT?GTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCTTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACTGCACACGTTTGTGCATGCGGCATATAACTCAAGACCCGGGAATCCTTGAACTTCCCCAGGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCGCATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGCACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTATCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_macer
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcagacctctgcatgtcccctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccagtggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtccgggatcacgcccccttccccgataatccgtgcgatggtcctcacttggtggccccataattttggcctctccacgctggcccaatacgactgggcggtgcagactagcggttttgggtcgag?atgtactgtcggtctct?cgagggatgattctccaattgctgagctcgccaat??tat??tccaatttatta????aagataggttgatctgtaaaagcggcttgcctcgatgtgtactttatcagttggcttcgcggaaccatagaaagctccctatgcccctt??acatggcgtcacctctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??cctttt??gtacatgattttatgtccctgggacgagaAnCTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGCTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCTCTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAACAGGATGACGTAAGCATCGGATCATAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCATAGCAGTAGAAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTTTGGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATCCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGTTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTCTAGGCTCATCTACTGGCATTTGTATCTATGAGTCCGAGAGTTCCCCAGTTCGCACGACACCGGCGCCCCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCTGGACTTCTCCAGTGTCCCTTTTC????CGGC?AGCGAACCTGCGCGCCAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_marlothii
ctgggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcatttcagacctct?catgtccgctt????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgaactctgcacgctggcccaatacgactgggcggtgcagactagcggttttgggccaag?atgtactatcggtctct?cgaaggatgattctccgattgctgatctcgccaat??tat??tccaatttattt????tagatatggggatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactccctttcatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctgggacgagaAnCTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCCGATCGGAGGCCCGCATGCCCCTTCGCCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAATGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATATAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCCGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATACACGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACTTGGCATATGGGCCGGCCACCCCGCTCTTCAAGCTATGCCAAGGAGCCCATTTCGTACGGCCATACGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGAAGCGAGAATGATACTGCAGCCCAGACTTCTCCAGGGTCCCTTTCCATGACGGC?AGTAAACCTGCGCGCTAATGGCTCTCAGCGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCA?GCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_monanthos
ctaggcacagcatagaagtggactggggtaatgaaagt??gtgg??????tggcaggtcactgttacccaagcgccgtttcagacctcttcatgtccgctc????????tatctctggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggccttcgcctagttgacctaaaatatgcttttgtatagaacattcagtcaccgaatttgacacccggttttcggggattgcgatggcctcacttgacaagactgctacatcctatagggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactagcggttttgggccgag?atggactgtcggtctct?cgagggatgagtctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttttttcatggcgttacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccata?gtttagtcccagt??catttt??gtacgtgattttatgtccctgggacgagaAnCTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGGGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGAGGCCCACATGCTCCTTCGTCCTCAACC?ATAA?GTTGCTGCCGCCTCTGCCAACGCCGTAGGAGTAAGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATTCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAAGTTCCTCAAGAGCAATGAGAACGCTTGATGTTCCAGTCGCAAGGTGCCCTTTGAATATAGCCTCCGGAATTCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTTTAGGCTTATCTACTGGCATTTGTATCTATCAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTCACGTGGAGCGAGAATGATACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAGTGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_nana
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggcctacgcgtagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataacccgtgtgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgaccgggtggtgcagacta??ggtttggggccgag?atgtactgtcggtctct?cgagggatgcttctccgattgctgagctcgccaag??tat??tccaatttctta????aagataggttgatctgtaaaagtggcttgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaaccccttgtggctctccctcactcccctccatt?gtttactcccagt??catttt??gtacatgattttatgtccctgggacgaga???????TCTTGTTGATTCTCTGAACATCCAGACCTCGCTGGTGGGGAACACTTGGCGTATCCTTTGTCCTGAGGCTCTTGTACGAAAATGGCCTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGAATCGTAGGCC?GCAGGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGC?ATAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGCGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAACGACCGCACACGTTTGTGCACGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATCCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACAAGGGCCGGCCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTCTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGTTCTCACGACAGCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTC????CGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAGGCGCACCCTCATACAA????GTAGCCGAGAGCAA??
Ischyrolepis_nubigena
??aggcacagcatagaagtggactggggtgatggaggt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatacaacagtcagtcaccgaatttgacacctggttttcggggtttgcgatggcctcacttgataagactgctacattctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccgcgctggcccaatacgactgggcggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttactt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acacggcggcatccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTTCATCTTGTTGATTCTCTGAACATCCAGACCCCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCTGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGGGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGCGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTCTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCGATGAGAACGCCTGACGTTCCAGTCGCAAGGTGCCCTATGAATGTAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCGAGGAGCCCCTTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAGAACTTTATGGCAGGGGCCAGTCGAGCGCACCCTCATACAACTCCGTAGCCGAGAGCAAGA
Ischyrolepis_ocreata
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaaccccttggtggacct?taaaggcctacgcctagttgacctaaaataagcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccggtaatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggttttgggccgag?atgtgctgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatacgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??atacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGCGGCACTTGTCCGACAACGGCTTCGGAGAGGGCGCCTTTAT???ATTGCTACGGGGGA??GGTAAATAGCTTTACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATGATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTTGCAAGGTGCCCTATGAATATAGCCTCCAGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCGAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCGGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_paludosa
ctaggcacagtatagaagtggactagggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcttcaa?gaaatccattggtagacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctataaggtcggagaccgtgcccccttccccgatgatccgtgcgatggtcctcacttggtggtcccataactttggactctccacgctggcccaatacgattggacggtgcagacta??gattttgggctgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tagt?tccaattcattt????tagatatgttgatctgtaaaagcagattgcttcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcataagataatcgggagaaccccttatggctctccctcactcctctgcatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctgggacgagaAATTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAAGCACTTGTCCGGAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGTCCGCATGCCTCTTCGCCATCGACC?ATAACGTTGCTGCCGCTTCTGCAAACGCCGTAGCAGTAGGAGATCGCGTCATCATCTATGTGGCTGTGCGCCCATAACTATTGATCTATAGAGCGTCATGCTCAACTAAGGACCGCACGCGCTTGTGCTTGCGGTATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGTCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACTTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTGTGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGCCGGACGCCCTGAGGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGTGAACCTGCGCATTACTTGCTCTCAACGCTAGAGGACCAAACTTTATGGCAGGGGCCAGTCA?GCGCATCCTCATACAATTACGTAGCCGAGAGCAAGA
Ischyrolepis_papillosa
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctataaggtcggagaccgtgcccccttccccgatgatccgtgcgatggtcctcacttggtggtcccataactttggactctccacgctggcccaatacgaytggacggtgcagac????gattttgggctgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tagt?tccaattcattt????tagatatgttgatctgtaaaagcagattgcttcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcataagataatcgggagaaccccttatggctctccctcactcctctgcatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctgggacgagaAATTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAAGCACTTGTCCGGAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGTCCGCATGCCTCTTCGCCATCGACC?ATAACGTTGCTGCCGCTTCTGCAAACGCCGTAGCAGTAGGAGATCGCGTCATCATCTATGTGGCTGTGCGCCCATAACTATTGATCTATAGAGCGTCATGCTCAACTAAGGACCGCACGCGCTTGTGCTTGCGGTATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGTCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACTTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTGTGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGCCGGACGCCCTGAGGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGTGAACCTGCGCATTACTTGCTCTCAACGCTAGAGGACCAAACTTTATGGCAGGGGCCAGTCA?GCGCATCCTCATACAATTACGTAGCCGAGAGCAAGA
Ischyrolepis_parthenocarpos
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattgcgatggcctcacttgacaagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccgag?atggactgtcggtctct?cgagggatgagtctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???tcatggcgttacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccata?gtttagtcccagt??catttt??gtacgtgattttatgtccctgggacgagaAACTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGAGGCCCGCATGCCCCTTCGTCATCAACC?ATAA?GTTGCTGCCGCCTCTGCCAACGCCGTAGGAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAACGTCATTCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAAGTTCCTCAAGAGCAATGAGAACGCTTGATGTTCCAGTCGCAAGGTGCCCTTTGAATATAGCCTCCGGAATTCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTTTAGGCTCATCTACTGGCATTTGTATCTATCAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTCACGTGGAGCGAGAATGATACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAGTGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_pratensis
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtccgggatcacgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgaactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccgag?atgtactgtcggtccct?cgagggatgattctccgatcgctgagctcgtcaat??tat??tcctatttatta????aagatatgttgatctgtaaaagcggcttgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacctctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccttccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAGCTACATCTTGTTGATTCTCTGAACGTCCAGACCTCGCTGGT??GGAACACTAGGCGTATCCTTTGTCCTGAGGCTCTTGTCCGAAAATGGCTTCGGAGAGAGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAACAGGTTGACGTAAGCATCGGATCGTAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCTGCCTCTGCCAACGCCATAGCAGTAGGAGATCGTCTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGTAATCCGCGCGTACATCCACTAAATATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCACCCTTCAAGCTATGCCAAAGAGTCCATTGCGTACAGCCATAAGCTACTCTAGGCTCATCTACTGGCATTTGTATCTATGAGTCCGAGAGTTCCCCAGTTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCAAGTGTCCCTTTTC????CGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_rivula
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcccttccccgatagtccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaacacgaccgggcggtgcagac????ggttttgggccaag?atgtactgtcggtctct?cgaagaatgattctccgattgctgagctcgcaaatcctat??tcccatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctacatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggactagaAACTGCATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACCTGCCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTATGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCCCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGCGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGTGCACGTTTATGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTCAACTTCCTCAAGAGCAATGAGAACGCCTGATGTGCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACCATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATCCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTTGGCTCATCTCCTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCGCGCACGACACCGGCGCCTCGTGAGGGCGGACGCTCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATAACGAC?AGCGAACCTGCGCGCTAATGGCTCTCAATGCCAGAGGACAAAACATTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_rottboellioides
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattacgatggcctcacttgataagactgccacatcctataaggtcggagaccgtgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataactttggactctccacgctggcccaatacgaytsgacgstgcagac????gattttgggctgag?atggactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tagt?tccaattcattt????tagatatgttgatctgtaaaagcagattgcttcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcataggat?atggggagaaccccttatggctctccctcactcccctgcatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctgggacgagaAATTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAAGCACTTGTCCGGAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGACA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGTCCGCATGCCTCTTCGCCATCGACC?ATAACGTTGCTGCCGCTTCTGCAAACGCCGTAGCAGTAGGAGATCGCGTCATCATCTATGTGGCTGTCCGCCCATAACTATTGATCTATAGAGCGTCATGCTCAACTAAGGACCGCACGCGTTTGTGCTTGCGGTATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGTCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACTTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTGTGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGCCGGACGCCCTGAGGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGTGAACCTGCGCGTTACTTGCTCTCAACGCTAGAGGACCAAACTTTATGGCAGGGGCCAGTCA?GCGCATCCTCATACAATTACGTAGCCGAGAGCAAG?
Ischyrolepis_sabulosa
ctaggcacagtatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcttcaa?gaagtccattggtagacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacctgataagactgctacatcctataaggtcggggatcgtgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacactggcccaatacgattgggcggtgcagactagcgattttgggctgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaattcattt????tagatatgttgatctgtaaaagcagattgcttcgatgggtactttatcagttggcttcgcggaaccttagaaggctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttatcgctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacaagattttatgtccctgggacgagaAACTACATCTCGTTTATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGGGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGCCCTCAACC?ATAACGTTGCTGCCGCTTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCTATGTGGCAGTGCGCCCATAATTATTGATATATAGACCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCTTGCGGTATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGTCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACTTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGTGAACCTGCGCGTTACTTGCTCTCAACGCCAGAGGACAAAAATTTATGGCAGGGGCCAGTCAAGCGCATCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_schoenoides
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcatttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggcctacgcctagtt?????aaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgaactctccacgctggcccaatacgaccgggcggtgcagactagcggttttgggccaag?atgtactgtcggtctcttcgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatggtgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccttccatt?gtttagtcctagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCCGATTGGAGGCCCGCATGCCCCTTCGCCCTCAACC?GTAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGCGCGTCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATATAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCCGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATACACGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACTTGGCATATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATACGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGAAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGTAAACCTGCGCGCTAATGGCTCTCAGCGCCAGAGGACAAAACATTATGGCAGGGGCCAGTCAAGGGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_sieberi
ctaggcacagcatagaagtggactggggtaatgaaagt??gtgg??????tggcaggtcactgttaccaaagcgccgtttcagacctcttcatgtccgctc????????tatctctggaactatcagcccgcgtcgtcaa?gaaatccattggtggacct?taaaggccttcgcctagttgacctaaaatatgcttttgtatagaacattcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgacaagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattgtggactctccacgctggcccaatacgattgggcggtgcagactagcggttttgggccgag?atggactgtcggtctct?cgagggatgagtctctgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgccctt???tcatggcgttacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccata?gtttagtcccagt??catttt??gtacgtgattttatgtccctgggacgagaAACTACATCTTGTTGCTTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCAGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAA?GTTGCTGCCGCCTCTGCCAACGCCGTAGGAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATTCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAAGTTCCTCAAGAGCAATGAGAACGCTTGATGTTCCAGTCGCAAGGTGCCCTTTGAATATAGCCTCCGGAATTCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTTTAGGCTCATCTACTGGCATTTGTATCTATCAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTCACGTGGAGCGAGAATGATACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAGTGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Ischyrolepis_sporadica
??aggcacagcatngaagtggactggggtgatggaggt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcagacctcttcatgtcccctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatccagtggtggacct?taaaggcctacgcctagttgacccaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtccgggatcacgcccccttccccgataatccgtgcgatggtcctcacttggtggccccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggttttgggccaag?atgtactgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????aagatatgttgatctgtaaaagcggcttgcctcgatgtgtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacctctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACGACATCTTGTTGATTCTCTGAACATCCAGACCTCGCTGG???GGAACACTAGGCGTATCCTTTGTCCTGAGGCTCTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAACAGGTTGACGTAAGCATCGGATCGTAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCATAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACGCGCTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATTCGTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATCCGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCGTAAGCTACTCTAGGCTCATCTACTGGCATTTGTATCTATGAGTCCGAGAGTTCCCCAGTTCGCACGGCACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCTGGACTTCTCCAGTGTCCCTTTTC????CGGC?AGCGAACCTGCGCGCCAATGGCTCTCAACGCCAGAGGACAAGACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGATCAAGA
Ischyrolepis_subverticellata
??aggcacagcatagaag???actggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaagtcccttggtggacct?taaaggcctacgcctagttgacttaaaatatgcttttgtataaaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacattctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgac??ggcggtgcag??????ggtttggggccgag?atgtactgtcggtctct?cgagggatgatcctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagtggcttgcctcgatgggtactctatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atg???agaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgaga???????????GTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTATGGGGGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATGAGGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGCGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGGATACGCGCGTACATACACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGTCCTTCAAGCTATGCCAAGGAGCCCATTGCATACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGCTCTCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTAC????????????????
Ischyrolepis_tenuissima
ctaggcacagcatagaagtggactggggtgatgga?gt??gtgg??????tggcaggtcactgttacccacgcgtcgtttcaaacctcttcatgtccgctc????????tatcttcgaaactatcagcccgcgtcgtcaa?gaaa?cccttggtggacct?taaaggcctacgcctggttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttaataagactgctacatcctataagatcggggaccgcgctcccttccccgataatccgtgcgatggtcctcacttggtggccccataattttggactctccacactggcccaacacgactgggcggtgcagactagcggttttgggccaag?atgtactgtcggtctct?cgaagaatgattctccgattgctgagctcgcaaat??tat??tccaatctatttaaattagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggctccgcggaaccttagaaagctccctacgccctct??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGTACATCCAGACCTCGGTGGTGTGGAACACTAGGCGTATCCTTTGTCCTGAGGCACCTGCCCGAAAATGGCTTCGGAGAGGGTGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTATGCATCCGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCGCACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGCTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCCTGCGTACGGCCATAAGTTACTGTAGGCTCATCTCCTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCGCGCACGACACCGGCGCCTTGTGAGGGCGGACGCTCTGACGTGGAGCGAGAGTGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATAACGAC?AGCGAACCTGCGCGCTAATGGCTCTCAATGCCAGAGGACAAGACTTTATGGTAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_triflora
ctaggcacagcatagaag??aactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacct?taaaggcctacgcctagttgacttaaaatatgcttttgtataaaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacattctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgac??ggcggtgcagactagcggtttggggccgag?atgtactgtcggtctct?cgagggatgatcctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggcttgcctcgatgggtactctatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaaaactgctaaggcatg?????atg???agaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTATGGGGGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATGAGGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGCGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGGATACGCGCGTACATACACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGCTCTCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTATGTAGCCGAGAGCAAGA
Ischyrolepis_unispicata
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatacaacagtcagtcaccgaatttgacacctggttttcggggtttgcgatggcctcacttgataagactgctacattctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccgcgctggcccaatacgactgggcggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttactt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acacggcggcatccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgaga???????TCTTGTTGATTCTCTGAACATCCAGACCCCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCTGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGGGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGCGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCGATGAGAACGCCTGACGTTCCAGTCGCAAGGTGCCCTATGAATGTAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCGAGGAGCCCCTTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACT??????????????????
Ischyrolepis_venustulus
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacct?taaaggcctacgcctagttgacctaaaatatgcttttgtatacaacagtcagtcaccgaatttgacacctggttttcggggtttgcgatggcctcacttgataagactgctacattctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccgcgctggcccaatacgactgggcggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttactt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acacggcggcatccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCyCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCAGAGGCACTTGTCTGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGGGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGCGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCGATGAGAACGCCTGACGTTCCAGTCGCAAGGTGCCCTATGAATGTAGCCTCCGGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGCCCTTCAAGCTATGCCGAGGAGCCCCTTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTCCGTAGCCGAGAGCAAGA
Ischyrolepis_virgea
??????????????gaagtggactggggtgatggaagt??gtgg??????tggcaggtcactgttacccacgcgtcatttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaaatcccttggtggacct?taaaggcctacgcctagtt?????aaaatatgcttttgtatagaacagtaagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgaactctccacgctggcccaatacgaccgggcggtgcag??????ggttttgggccaag?atgtactgtcggtctcttcgaaggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatggtgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccttccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTTCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCCGATTGGAGGCCCGCATGCCCCTTCGCCCTCAACC?GTAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGCGCGTCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATATAACTCAAGACCCGGGAATCCTTGCACTTCCTCAAGAGCACTGAGAACGCCCGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATACACGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACTTGGCATATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATACGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGAAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTGTCCATGACGGC?AGTAAACCTGCGCGCTAATGGCTCTCAGCGCCAGAGGACAAAACATTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCCGAGAGCAAGA
Ischyrolepis_wallichii
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacccggttttcggggattacgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaacacgattgggcggtgcagac????ggttttgggccaag?atgtactgtcggtctct?cgaagaatgattctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACCTGCCCGAAAATGGCTTCTGAGAGGGCTCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTATGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGTCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCGCACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACTCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTCCTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCGCGCACGACACCGGCGCCTCGTGAGGGCGGACGTTCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATAACGAC?AGCGAACCTGCGCGCTAATGGCTCTCAATGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAACTACGTAGCCGAGAGCTAGA
Ischyrolepis_wittebergensis
ctaggcacagcatagaagtggactggggtgatggaagt??gtgg??????tggcaggtcgctgttacccacgcgtcgtttcagacctcttcacgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaa?gaagccc?ttggtggacct?taagggcctacgcctagttgacctaaaataagcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccggcaatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactgggcggtgcagactagcggttttgggccgag?atgggctgtcggtctct?cgagggatgattctccgattgctgagctcgccaat??tat??tccaatttattt????tagatatgttgatctgtaaaagcggattgcctcgatggatactttatcagttggcttcgcggaaccttagaaagctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgattttatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGCGGCACTTGTCCGACAACGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCATGCCCCTTCGTCCTCAACC?ATAAGGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGATCGCGTCATCATCCATGTGGCAGTGCGCCCATGATTATTGATATATAGAGCGTCATGCTCAACTGAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAGGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCTATGAATATAGCCTCCAGGATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCTCGTCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCCAGCTCGCACGACACCGGCGCCTCGCGGGGGCGGACGCCCTGACGTGGAGCGAGAATGATGCTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGCGCGCTAATGGCTCTCAACGCCGGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Platycaulos_acutus
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atatgacatctagtttacggggattgcgatggcctcgcttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgcacgatggtcctcacttggtagtcgcatagttttggactctccacgttnnnnnnnnnnnnnnn????????????????ggttttgagcagggaatgtactgtcagtctct?cgaagggtgattctccaattgctcagctcgccaat??tat??ttcaatttatt?????tagatatgttgatctgcaaaagcggcttgcctcgatgggtacttcatcagttggcttcatggaacatgggaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgcggctctctctcacc??????aatt?gtttagtcccggt??aatttt??gtacatgattttatatctctgggacgagaAACTACATCTCATTGATTCTCTGAACATCCAGACCTCGGTGGTGCGGAACACTAGGCGTGTCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTTT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAACATCGGATCAGAGGCCCGCGTGCCCCTTTGTGCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGGAACAGTATGAAAGCTCGTCATCATCCATGTGGCAGCATGCCCATAATTCTTGATATATAGAGCGTCATGCTCAACTAGGAACCGCGCACGTTTGTGCATGCGGCACATAACTCAAGACCAAAGAATCCTAGAACTTCCCCAAAATCCATAAGAACACCCGACGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATTCGCGCGTACCTCCACTAACTATGTTGTCCCTGCGTGGCCCTGGCCTCACCTGGCGCATGGGCCGACCACCCCGCCCTTCGAGTTATGCCAGGGAGCCCATCGCGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAAAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTACAGCCCGGACTTCTCCAGCGCCCCTTTCCATGACGGC?AGCGAACCCGCGCGCTCATTGCCCTCAATGCCAGACGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA??ACGTAGTCGAGAGCAAGA
Platycaulos_anceps
ctaggcacagcatagaagtggcctgggatgatgaaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctt????????tatcttcggaaccatcagcctgcgtcgtcaaggaagtccattggtggacca????aggcctacgcctgattggcctaaaatatgcatttgtatggaacagtcagtcaccgaatatgacatctggtctacggggattgcgatggcctcacttgataagattgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtacgatggtcctcacttggtagtcccataattttggactctccatgctgacccaatactattaggcagtgcagac????ggttttgagcagggaatgtactgtcggtctct?cgaagggtgattctccaattgctcagctcgcaaat??tat??ttccttttattt????tagatatgttgatctgcaaaagcggcttgcctcgatggatacttcatcagttggcttcgcggaacatgggaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctctctc???????tccatt?gtttagtcccggt??aatttt??gtacaggattttatatatctgggacgaga???TACATCTCGTTGATTCTCTGAACATCCAGAGCTCGGTGGTGCGGAACACTAGGCGTGTCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???AATGCTACGGGAGA??GGTAAATAGGTTGACGTAAACATCGGATCAGAGGCCCGCGTGCCCCTTTGTGCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGGAACAGTATGAAAGCTCGTCATCATCCATGTGGCCGCTTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAGGAACCGCGTACATTTGTGCATGCGGCACATAACTCAAGACCCGGGAATCCTAGAACTTCCCCAAAATCAATAAGAACACCCGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGATTTTCGCGCGTACCTCCACTAACTATGTTGTCCCTGCGTGGCCCTGACCTCACCTGGCCCATGGCCCGACCACCCCGCCCTTCGAGTTATGCTGAGGAGCCCATCGCGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTTAGAAAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTACAGCCCGGACTTCTCCAGCGCCCCTTTCCATGACGGC?AGCGAACCCGCGCGCTCATTGCCCTTAACGCCAGACGAAAAAACTTCATGGCAGTGGCCAGTCAGGCGCACCCTCACACAA??ACGTAGTCGAGAGCAAGA
Platycaulos_cascadensis
ccgagcacagcatagaagtggcctgggatgatgaa?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctt????????tatcttcggaaccatcagcctgcgtcgtcaaggaaatccattggtggacca????aggcctacgcctggttgacctaaaatatgcttttatatggaacagtcagtcaccgaatatgacatctggtttacggggtttgcgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccgtacgatggtcckcacttggtagtcccatagttttggactctccacgttnnnnnnnnnnnnnnn????????????????ggttttgagcagggaatgtactgtcggtctct?cgaagggtgattctccaattgctcagctcgccaat??tat??tttaattt?ttt????tagatatgttgatctgcaaaagcggcttgcctcgatgggtacttcatcagttggcttcgcggaacatgggaaacctccctacgcccttt??acatggcgtcacccctcaagactgctgaggcatg?????atggggagaaccccttgtggctctctctc???????tccatt?gtttagtcccggt??aatttt??gtacatgattttatatctctgggacgagaAACTACATCTCGTTGCTTCTCTGAACATCCAGACCTCGGTGGTGCGGAACACTAGGCGTGTCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAACATCGGATCAGAGGCCCGCGTGCCCCTTTGTGCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGGAACAGTATGAAAGCTCGTCATCATCCATGTGGCAGCATGCCCATAATTCTTGATATATAGAGCGTCATGCTCAACTAAGAACCGCGCACGTTTGTGCATGCGGCACATAACTCAAGACCCGAGAATCACAGAACTTCCCCAAAATCAATAAGAACACCCGATGTTCCAGTCGCAGAGTGCCCCACGATTATAGCCTCCGGAATTCGCGCGTACCTCCACTAACTATGTTGTCCCTGCGTGGCCCTGGCCTCACCTGGCGCATGGGCCGACCACCCCGCCCTTCGAGTTATGCCAGGGAGCCCATCGCGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAAAGTTCCCTAGCTCACACGACACCGGCGCTTTGTGAGGGCGGACGCCCTGACATGGAGCGAGAATGACACTACAGCCCGGACTTCTCCAGCGCCCCTTTCCATGACGGC?AGCGAACCCGCGCGCTCATTGCCCTCAACGCCAGACGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA??ACGTAGTCGAGAGCAAGA
Platycaulos_compressus
??aggcacagcatagaagtggcctgggatgatgaa?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatatccgctt????????tatcttcggaaccatcagcctgcgtcgtcaaggaaatccattggtggacca????aggcctacgcctggttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatatgacatctggtttacggggattgcgatggcctcacttgatgagactgctacatcctataaggtcggggatcgcgcccccttccctgatagtccgcacgatggtcctcacttggtagtcctataattttggactctccacgctgacccaatacgattaggcggtgcaga?????ggttttgagcagggaatgtactgtcggtctct?cgaagggtgattctccaattgctcagctcgccaat??tat??ttcaatttattt????tagatatgttgatctgcaaaagcggcttgcctcgatggatacttcatcagttggcttcgcggaacatgggaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcctg?????atggggagaaccccttgtggctctctctc???????tccatt?gtttagtcccggt??aatttt??gtacagtatattatatctctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGAGCTCGGTGGTGCGGAACACTAGGCGTGTCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGTTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGGCGTAAACATCGGGTCAGAGGCCCGCGTGCCCCTTTGTGCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGGAACAGTATGAAAGCTCGTCATCATCCATGTGGCAGCTTGCCCATAATTATTGATATATAGAGCGTCATGCTTAACTAAGAACCGCGCAGGTTTGTGCATGCGGCACATAATTCAAGACCCGGGAATCCTAGAACTTCCCCAAAATCAATAAGAACACCCGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATTCGCGCGTACCTCCACTAACTATGTTGTCCCTGCGTGGCCCTGACCTCACCTGGCGCATGGGCCGAACACCCCGCCCTTCGAGTTATGTCGAGGAGCCCATCGCGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAAAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACGCTACAGCCCGGACTTCTCCAGCGCCCCTTTCCATGACGGC?AGCGAACCCGCGCGCTCATGGCCCTCAACGCCAGACGAAAAATTTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA??ACGTGGTCGAGAGCAAGA
Platycaulos_major
??aggcacagcatagaagtggcctgggatgatgaa?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatatccgctt????????tatcttcggaaccatcagcctgcgtcgtcaaggaaatccattggtggacca????aggcctacgcctggttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatatgacatctggtttacggggattgcgatggcctcacttgatgagactgctacatcctataaggtcggggatcgcgcccccttccccgatagtccgcacgatggtcctcacttggtagtcctataattttggactctccacgctgacccaatacgattaggcggtgcaga?????ggttttgagcagggaatgtactgtcggtctct?cgaagggtgattctccaattgctcagctcgccaag??tat??ttcaatttattt????tagatatgttgatctgcaaaagcggcttgcctcgatggatacttcatcagttggcttcgcggaacatgggaagcctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcctg?????atggggagaaccccttgtggctctctctc???????tccatt?gtttagtcccggt??aatttt??gtacagtattttatatctctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGAGCTCGGTGGTGCGGAACACTAGGCGTGTCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGTTTTTwT???wTTrCTAsGGAAkT??rATwAATAGGTTGGCGTAAACATCGGGTCAGAGGCCCGCGTGCCCCTTTGTGCTCAATC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGGAACAGTATGAAAGCTCGTCATCATCCATGTGGCAGCATGCCCATAATTATTGATATATAGAGCGTCATGCTTAACTAAGAACCGCGCAGGTTTGTGCATGCGGCACATAATTCAAGACCCGGGAATCCTAGAACTTCCCCAAAATCAATAAGAACACCCGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATTCGCGCGTACCTCCACTAACTATGTTGTCCCTGCGTGGCCCTGACCTCACCTGGCGCATGGGCCGAACACCCCGCCCTTCGAGTTATGTCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAAAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTACAGCCCGGACTTCTCCAGCGCCCCTTTCCATGACGGC?AGCGAACCCGCGCGCTCATGGCCCTCAACGCCAGACGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA??ACGTAGTCGAGAGCAAGA
Platycaulos_subcompressus
??aggcacagcatagaagtggactggggtggtgaaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtcggctc????????tatcttcgaaaccatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctggttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatatgacacctggtttacggggtttgcgatagccgcacttgataagactgctacatcctatcagatcggagatcacgctcccttccccgataatccttacgatggttctcacttggtggtcccatagttttggactctccacgctgacccaatacgattgggcggtgcag??????ggttttgggcggggaatgtactgtcagtttct?cgaaggatgattctccaattgctcagctcgccaat??tat??tccaattcattt????tagatatgttgatctgcaagagcggattgcctcgatgggtacttcatcagttggcttcgcggaacattggaagcccccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctctttcactcccctccata?gtttagtcccggt??aatttg??gtacatgatttaatgtccctgggacgaga????????????TTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGTGTGTCCTTTGTCCTGAAGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTGTTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGGAGCAGTATGAGAGCTCGTCATCATCCATGTGGCAGCATGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAGGGACCGCGCACGTTTGTGCATGCGGCACGTAACTCAAGACCCGGGAATCCTAGAACTTTCCCAAAATCAATGAGAACACCCGATGTTCCAGTCGCAGGATGCCCCACGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACGATGTTGTCCCTGCGTGGCCCTGACCTCACCTGGCACATGGGCCGACCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATCGTGTACGGCCATAAGCTACTGTAGGTTCATCTACTTGCATTTGTATCTATGAGTCAGAAAGTTCCCTAGCTCACACGACACCGGCGCTTCATGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTACAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGTGnTCATTGCCCTCAACGCCAGTCGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCTTCACACAA??ACGTAGC???????????
Restio_acockii
ctgggcacagcatagaagtagactgaggtgatggaagtgcgtgg??????tgagaggtcactgtgacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccatgggtggacct????aggcctacgcctagttgacctaaaacatgcttttgtatggaacagtcagtcgccgaatttggcacctggttttcggggattgtgatggcctcacttgataagactgctacatcctatcagatcggggaccgcgctcccttccccgataatccttgcgatggtccttacctggtcgtcccataattttggactctctacgcgggctcaatacgattgggcggtgcagacta??ggttttgggtcgagaatgtactgtcggtctct?cgaaggatgattctccaattgctgagctcgccaat??tat??tcccatttcttt????tagatgtgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcgtcgcagaacattagaaacccccctacgccctt???tcatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcacttccctccatt?gtttagtcccagtacaatttt??gtacatgattttacgtccctaggacgagaAACAACATCTCGTTGATTCTCTGAACATCCAGACCTCGGrAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTGGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCCCCGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCAGAATTATCGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGCGCATGCAGCATGTAACTCACGACCCGGGAATCCGAGAACTTCCTCAAGATCACCGGGGACACCCGATGTTCCAGTAGCAAGGTGCTCCACGAATATGGCCTCCGGAAGACGCGCGTACATACACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTACGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCTTGACGTGGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAAAGTCCCTTTCCGCGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_alticola
??aggcacagcatagaagtggactggggtgatgaaggtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactggtcggtgcagac????ggttttgggctgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaggactgctaagggatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aacttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATAGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGCCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGGCTTCTCCAGTGTCCCTTTCCATGACGGCTAGTGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAGACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_ambiguus
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggtttacggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatcctagcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgacggggcggtgcaga?????ggttttgggcagagaatgtactgtcggtccct?cgaaggatgattctccaattgctcaactcgccaat??tat??tccaattccttt????tagataggttgatctgcaaaagcggattgcctcgatgggtacttcattagttggcttcgcggaacattggaaacccccctacgccctttc?acatggcgtcacccctcaagactgttcaggcatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagtcccagt??aattttt?gtaaatgattttatgtccccgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGAGCTCGGTGGTGGGGAACACTAGGCGTGTCCTCTATCCTGAGGCACTTGTCCGGAAATGGCTTCGGAGAGAGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAGTAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTGCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGGAGCAGTATGAGAGCTCGTCATCATCCATGTGGCAGCATGCCCATAATTCTTGATAAATAGAGGGTCATGCTCAACTAAGGACCGCGCACGTTTGCGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAGCTTCCTCACAAGCAATGAGAACACCCGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACGCGCGTACATTCACTAACCATGTTCTCCCTGCGTGGCCCTGACCTCACCTGGCACATGGGCCGACCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCGATGAGTCAGAAAGTTCCCTAACTCACACGACACCGGCGCTTCGCGCGGGCGGACGTTCTGACATGGAGCCAGAATGACACTACAGCTCGGACTTCCCCAGTGTCTCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAACGCCAGAGGAAAAAACTTCACGGCAGTGGCCTATCAAGCGCACCCTCACACAA????GTAGCCAAGAGCAAGA
Restio_arcuatus
??aggcacagcatagaagtggactggggtgatgtaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgttgaagacctctncctgtccgctc???????atatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacaccyggttttcggggattacgatggccgcacttgataagactgctgcatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccaag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtccag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatggatactttatcagttggcttcgcggagccttagagagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtgactctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgaga?????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????GTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCACAATTATTGATATATAGAGCGTCATGCTTAACTAAAGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGsGGCCCTAACGTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCnATGCCAAGGAGCCCATTGCGTAyGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATCAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGAyrCTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCGAsCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTyATsGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_aureolus
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaccagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtccccacttgatggtcctataattttggactccccacgcgggcccannnnnnnnn????????????????ggttttgggccgagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttcttt????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcatcgcgggaccttagaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctgtggctctccctcactcccctccatt?gtttagtccctgt??aatttt??gtacatgattttatgtccctaggacgagaAACAACATCTCGTTTCTTCTCTCAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCGTGTAACTCAAGACCCGGGAAACCTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCTACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTCCTGGCGTTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA??ACGTAGCCGAGAGCAAGA
Restio_bifarius
ctaggcactgcatagaagtggactggggtgatgggagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccactc????????tatcttcggaactatcag????cgtcgtcaaagaaatccataggtggacctc???aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgagtttgacacctgattttcggggatagcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtagtcccataattttggactctccacgctggtccaatacgattgggcggtgcagactagcggtttggggcagagaatgtactgtcggtctct?tgaaggatgattctctgattgctgagctcgccaat??tat??tcccattcattt????tagatatgttgatctgcaaaaacggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgcccttc??acatggcgtcaccccgcgagactgctaaggcaag?????atggggaaaaccccttgtagttctctctcactccc?tccatt?gtttagtccctgt??aatttt??gtacatgatttgatgtccccgggacgagaCACTACATCTTGTTGATTCTCTGAACATCCAGAGCTCGGT?GTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTATGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAGTGCGTCATTATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGATCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATACACGCGTACATCTACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATCGCGTACAGCCATAAGCTACTGTAGGCTTATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTTAAGCGCACTCTCACCCAA????GTAGCCGAGAGCAAGA
Restio_bifidus
?????????gcatagaagtggactggggtgatggaggtgcgtgg??????tgagaggtcactgtaacccacgcgtcgtttcagacctcttcatgtccactc????????tatcttcgaaactatcag????cgtcgtcaaagaaatgcataggtggacctc???aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggatagcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtagtcccataattttggactctccacgctggcccantacgattgg?????????????????tttggggcagagaatgtactgtcggtctct?tgaaggatgattctctgattgctgagctcgccaat??tat??tcccattcattt????tagatatgttgatctgcaaaaacggattgcctcggtgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgcccttc??acatggcgtcaccccgcgagactgctaaggcatg?????agggggaaaaccccttgtagttctctctcactccc?tccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccccgggacgaga?????????TTGTTTATTCTCTGAACATCCAGAGCTCGGT?GTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTATGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGTGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAGTGCGTCACTATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCGCACGTTTGTGCATGCGGCACGTAACTCAAGATCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCGTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATCGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAATTAAGCGCACTCTCACCCAA????GTAGCCGAGAGCAAG?
Restio_bifurcus
??aggcacagcatagaagtggactggggagatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctccccttac?tatcttcggaactatcag????cgtcgtcaaggaaatccattggttgacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctgcttttcggggattgcgatggcctcacttgataagaccgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttgatggtcctataattttggactctccacgcgggctcaatacgattgggcggtgcagac????ggttttgggccgagaatatactgtcggtctct?cgaaggatgattctccaaatgctgagctcgccaat??tat??tcccattt?t??????tagatatgttgatccgcaaaagcggattgcctcaatgggtacttcatcagttagcatcgcgggaccttagaaacctccctacgcccttt??acatggcgtcaccccccaagactgctaaggcatg?????atgaggagaaccccctgtggctcttcctcactcccctccatt?gtttagccccagt??aatttt??gtacatgattttatgtccctaggacgagaAACAACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGTAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATGTAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACAGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_colliculospermus
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattacgatggccgcacttgataagactgctgcatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagacta??ggtktkgggccaag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtccag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactctatccgttggcttcgcggagccttagagagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccatgtggctctccctcactcccctcyatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGTAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCC?TCGTCCTCAACC?ATAACGTTGCTGCCGyCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTTAACTAAAGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACGTCACCTGGCACATGGGCCGGCCACCCCGCCCTyCGAGCTATGCCAAGGAGCCCATTGCGTAyGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCTTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGAGTCCCTTTCCATGmCGGCGAGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_communis
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacacgtcgtttcagacctcttcatgtccgctc???????atatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgctcttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctctt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt?attacatgattgtatgtccctgggacgagaAnCTACATCTCGTTGATCCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTTCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCACACACGTTTGTGCATGCGGTATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAAGATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACAACACCGGCGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACAGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTmGCCGAGAGCAAGA
Restio_confusus
??agacactgcatagacttggactggagtgatgaa?gtgcgtgg??????taagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccataggtggacctc?gaaggtctacgcttagttgacctaaaatatgcttttgtatggaacagtaagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtaatcccgtaattttggactttccacgctggcccaatacgactgggcggtgcagacta??ggttttgggcaaagaatgtactgtcggtctct?tgaaggatgattctccgatggctgagctcgccaat??tat??tcccttttattt????gagatatgttgatctgcaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaactccttgtggttatctctcactccg?tccattagtttagtcccagt??aatctt??gtacatgatttgatgtccctgggacgaga????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????AGAGTGCGTCATCTTCCATGTGGCCGCGTGACCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAAGCCGAGAACTTTCCCAAGATCAATGAGAATACCTGAAGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGTCCTAACCTCACCTGGTACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCTAAGGAGCCCATCGCGCACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGATTCAGAGAGTTCCCTAGCTCACACGACACCTGCGCTTCGTAAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACCGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACTTGCGTGCTAATTGCCCTTAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTAAAGCGCACTCTAA?????????GTAGCCGAGAGCAAGA
Restio_corneolus
??aggcacagcatagaagtggacgggggtgatgaaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatgagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggcctaacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????gattttgggccgag?atgtactgtcggtctct?tgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattt????aagatacgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttttacatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGAGGAACACTAGGCGTATCCTTkGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCCGCCAACGCCGTTGCAGTAGGAGAGCGCATCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCGGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACGCCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCTAGCGCACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTACGGCAGGAGCCAGTCAAGCGCACCCTCCTACAA????GTAGCCGAGAGCAAGA
Restio_debilis
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcacttttacccacgcgtcgtttcagacctcttcatgtctgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgtctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgacggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????agttctgggccgagaatgtactgtcggtctct?cgaaggatgattctccaattgctgagcttgccaat??tat??tccaatttattt????tagatatgttgatctgcaaaagcagattgcctcgatgggtacttcatcagttggcttcgcagaaccttagaaagctccctacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactc?cctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGCTTCTCTGAACACCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCATGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGCCCGTGCATGCGGCATGTAACTCAAGACCTGGGAATCCTTGAACCTCCTCACGATCAATGAGAACACCTGATGTTCCAGTCGCAAGGTGCCCCATGATTATAGTCTCCGAAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCTACTGCGTACGGCCATAAGCTACTGTAGGCTTATCTACTGACATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACATTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?ACCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTCTTGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GCAGCCGAGAGCAAGA
Restio_decipiens
ctaggcacagcatagaagtggactggggtgatggaagnnnnnnn??????nnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn????????nnnnntnnnnmctakcagcccgcatcgtcaaggaratccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacccggttttcggggattacgatggccgcacttgataagactgctgcatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccaag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtccag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatggatactttatcagttggcttcgcggagccttagagagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtgactctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaAnCTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGGATACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGTAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCC?TCGTCCACAACC?ATAACGTTGCTGCCGyCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCACAATTATTGATATATAGAGCGTCATGCTTAACTAAAGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGCGGCCCTAACGTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTAyGGCCATAAGCTACTGTAGGCTCATCkACTGGCATTTGTATCTATsAGTCAGAGAGTTCCyTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGAnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn????????????????????????????????????????????????????????????????????????????????
Restio_degenerans
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcacttttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcggcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttctccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactggcggttttgggccgag?atgtaccgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaat??tat??tctaattt?t??????ttgatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaagggatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTATTAAGTAGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGTGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGCCGCAGGGTGCCCCATGAATATAGCCTCCGGAAGACGCGCGTACATCGACTAACTATGTTGTCTCTGCGTGGCCTTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGTCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCTAGCGAACCTGCGCGCTAATTGTTCTCAACGCCAGAGGACAAGACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTTGCCGAGAGCAAGA
Restio_dispar
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????nwttgacacctggttttcggggattacgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcaggc????ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaAmCTACATCTCGTnGATCCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTTCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTsCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTGTGAGTCAGAGAGTTCCCTAGCTCGCACAACACCGGCGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACAGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_distans
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcacttttacccacgcgtcgtttcagacctcttcatgtctgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgyctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgayggtcctcacttggtggtcccataattttggactctccacgctggcccmnnnnnnnnn????????????????agttctgggccgagaatgtactgtcggtctct?cgaaggatgattctccaatygctgagcttgccaat??tat??tccaatttattt????tagatatgttgatctgcaaaagcagattgcctcgatgggtacttcatcagttggcttcgcagaaccttagaaagctccctacgccctttt?acatggcgtcacccctcaagactgctankgcang??wanatgggnnnaacccnnnnngsnyntncytcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccytgggacgagaAnCnACnTCTCGTTGCTTGTCTGAACACCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGmCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGCCTGTGCATGCGGCATGTAACTCAAGACCTGGGAATCCTTGAACCTCCTCACGATCAATGAGAACACCTGATGTTCCAGTCGCAAGGTGCCCCATGATTATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCTACTGCGTACGGCCATAAGCTACTGTAGGCTTATCTACTGACATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGTACGCCCTGACGTGGAGCGAGAATGACATTGCAGCCCGGACTTCTCmAGTGTCCCTTTCCATGACGGC?ACCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTCTTGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GCAGCCGAGAGCAAGA
Restio_distichus
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????agggaggtcactgttacccacgcgtcgtttcagacctctttatgtccgctc????????tatcttcggaaatatcag????cgtcgtcaaggaaatcctttggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcctttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactttccacgctggcccaatacgactgggcgatgcagac????ggtt????gccgag?atgtactgtcggtctct?cgaaggatgattctccg?ttgctgagctcgtcaat??tat??tctaattcattt????tagatatgttgatctgtaaaagcggattgcctcgatgggtactttatcagttggcttcgcggaaccttagaaagttccttatgcccttttaacatggcgtcacccctcaagagtgctaaggcatg?????atggggagaaccccttgtggctctccctcactc???tccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccccgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTCTGTCCGGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATGGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTAATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTACATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGAGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATTTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCCTGAGGGCGGACGCCCTGACGTGGAGCGAGAGTGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCTCTCAACGCCAGAGGACAAAACATTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_dodii_var_dodii
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggagatcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????atatcttcagaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaagcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggccgcacttgataaaactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattacctcgatgggtacttaatcagttggcgtcgcggaacctt???????????????????????acatggtgtcacccctcaagactgctaaggcatt?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgaga?ACTACATCTCGTTGATTCTCTGAACATCCAGACCTCAGTGGTGGGGGACACTAGGCGTATCCCTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTATAT???ATTCCTACGGGAGA??GTTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCACGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGCTTGTGCATGCGGCATGTAACTCAACACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGTAATACGCGCGTACATCGACTAACCATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCGCATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGGCAGAGAGTTCCCTAGCTCGCACGACACCGGCCCTTCGTGAAGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTTTCCAGTGTCCCTTTCCATGACGGCGAGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????G???????????????
Restio_dodii_var_purpurascens
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggagatcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????atatcttcagaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaagcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggccgcacttgataaaactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattacctcgatgggtactttatcagttggcgtcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatt?????ytggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgaga??CTACATCTCGTTGATTCTCTGAACATCCAGACCTCAGTGGTGGGGGACACTAGGCGTATCCCTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTATAT???ATTCCTACGGGAGA??GTTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCACGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGCTTGTGCATGCGGCATGTAACTCAACACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGTAATACGCGCGTACATCGACTAACCATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCGCATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGGCAGAGAGTTCCCTAGCTCGCACGACACCGGCCCTTCGTGAAGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTTTCCAGTGTCCCTTTCCATGACGGCGAGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????????????????????
Restio_egregius
??aggcacagcatagaagtggactagggtgatgaa?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcaggcttcttcatgtccgttc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtgaacct????aggcctacgcctggttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactactacatcctataagaccggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtagtcccataattttggactcttcacgckggcccaatacgawtgggcggtgcag??????ggttttgggccgagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggaaaaccccttgtggctctctctcactcccctccatt?gtttagtcccagt??aatttt??gtacataattggatgtccctgggacgagaAACTATATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCATATCCTTTATCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAC???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTACCGCCTCTGCCAACGCCGTCACAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAATTCAAGACCCGGGAATTCTAGAACTTCCTCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCCCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGCGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCCCTCAACGCCCGAGGAAAAAACTTTACGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_festuciformis
??aggcacagcatagaagtggactggggtgataaaagtgcgtcg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????????cttcgcaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgct????????????agtcagtcaccacatttgacacctggttttcggggattacgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcactcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcg????????????ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctggtcaat??tat??tctcatttattt????tagatatgttgatctgtaaaaggagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccttt?gtttagtccctgg??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGCTTCTCTGAACATTCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCACTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAATGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTCTAGGCTCATCGACTGGCATTTGTATCTATGATTCAGAGAGTTCCCTAGCTAGCACGACACCGGGGCTTCGTGAGGGCGGACGCCCCGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCGAGCGAAGCTGCGCGCTAATTGCCCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAACCGAGAGCAAGA
Restio_filiformis
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttaccaacgcgtcgttgaagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccattggt???cct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtccccacttgatggtcctataattttggactctccacgcgggcccaatacgattgggcggtgcaga?????ggttttgggccgagaatgtactgtcggtctct?tgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttcttt????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcatcgcgggaccttagaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgagaAACAACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGACACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGGGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTTGCAAGGTGCTCCACGAATATAACCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACATGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGATGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_fragilis
??aggcmcagcatagaagtggactggggtgatggaagtgcgtgg??????tgrgaggtcwctkttacccmcgcgtcgtttcagrcctcttcctgtccgctc???????atatcttcggaactatcagcccgcgtcgtcaaggaaatcccttggtggacctcagaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggccgcacttgataagactgctgcatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttagactctccacgctggcccaatacgattgggcggtgcagactactggttttgggccaag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtccag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactctatccgttggcttcgcggagccttagagagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctctatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgaga?????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????GTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTTAACTAAAGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGAmTAACTATGTTGTCTCTCCGTGGCCmTAACGTCACCTGGCACATGGGCCGGCCACCCsGCCCTyCGAGCTATGCCCAGGAGCCCATTGCGTAyGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCyTAGCTCwCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGAyGTGGAGsGAGAATGAyrCTGyAGCCCGGACTTCTCCAGwGTCCCTTTCCAnsmCksCkAsCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTCATsGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_galpinii
ttaggcacagcatagaagtggcctgggatgatgaa?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgattcagacctcttcatgtccgctt????????tatcttcggaaccatcagcctgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctggttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatatgacacctggtttacggggattgcgatggcctcacttaataagactgctacatcctataaggtcggggatcgcgcccccttccccgataatccgtacgatggtcctcacttggtagtcccataattttagactctccacgctgacccaatacgattaggcggtgcagactagcggttttgaacagggaatgtactgtcggtttct?cgaagggtgattctccaattgctcagctcgtcaat??tat??tccaatttattt????tagatatgttgatctgcaaaagcggcttgcctcgatgggtacttcatcagttggcttcgcggaacatgggaaacctccctacgcccttt??acctggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctctctc???????tccatt?gtttagtcccggt??aacttt??gtacatgattttatgtctctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGATGCGGAACACTAGGCGTGTCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??AGTAAATAGGTTGACGTAAACATCGGATCAGAGGCCCGCGTGCCCCTTTGTGCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGGAGCAGTATGAAAGCTCGTCATCATCCATGTGGCAGCATGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAGGGACCGCGCACGTTTGTGCATGCGGCACATAACTCAAGACCCGGGAATCCTAGAACTTCCCCAAAATCAATAAGAACACCCGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATTCGCGCGTACCTCCACTAACTATGTTGTCCCTGCGTGGCCCTGACCTCACCTGGCGCATGGGCCGACCACCCCGCCCTTCGAGTTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAAAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTACAGCCCGGACTTCTCCAGCGCCCCTTTCCATGACGGC?AGCGAACCCGCGCGCTCATTCCCCTCAACGCCAGACGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA??ACGTAGTCGAGAGCAAGA
Restio_inconspicuus
????gcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgttgaagacctcttcctgtccgctc???????atatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggccgcacttgataagactgctgcatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcactcggtggtcccataattttggactctccacgctggcccaatacgattggg??????????????ggttttgggccaag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtccag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatggatactttatcagttggcttcgcggagccttagagagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGATCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGTAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCC?TCGTCCACAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCACAATTATTGATATATAGAGCGTCATGCTTAACTAAAGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCTCGGCCCTAACGTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTATGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATCAGTCAGAGAGTTCCTTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCGAGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCsGAGAGCAAG?
Restio_ingens
ctgagcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????atatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcagggattacgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactagcggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctctttacgccctttt?acatggtgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATCCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTATTTAATTTCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTAATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAAAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACAACACCGGCGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACAGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_insignis
??????wcmgcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctccccttac?tatcttcggaaatatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgccaagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttgatggtcctataattttggactctccacgcgggcccaatacgattg????????????????ggttttgggccaagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tacc?????tt?????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcatcgcgggaccttagaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctatggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgagaAACAACATCTCGTTTATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???TTTGCTACGGGAGA??GGTAAATAAGTGAACGTAAGCATCGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGTAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACAGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCATACGACACCGGCGCTTCGTAAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAATCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGCCAAGCGCACCCTCACACAA??ACGTAGCCGAGAGCAAGA
Restio_inveteratus
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctcctcttac?tatcttcggaactatcagcccacggcgtcaaggaaatccagtggtggacct????aggcctaggcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttggcacctggttttcggggattgcgatggcctcacctgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgcgggccnnnnnnnnnnn????????????????ggttttgggccgagaatgtactgtcggtctct?cgaaggatgattctccgattgccgagctcgccaat??tat??tcccatttattt????gagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatctgttagcgttgcggaaccttagaaacctccctacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagtaaaatttt??gtacatgattttatgtccctaggacgagaAmCAACmTCTCGTTGrTTCTCTGAACATCC??ACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCCACGGGAGA??GGTAAATAAGTTAACGTAAGCATAGGATCGGAGGCC?GCGTGCTCCTTCATCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGACTGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATCGATAAATAGAGTGTCATGCTCAACTAAGGACCGCACACGTTT?TGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTTCTCAAGATCAATGAGAACACCTGATGTTCCAATCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACACGCATACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCATATGGACCGGCCACCCCGCCCTTCAAGCTATACCCAGGAGCCTATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCCCACGACACCGGCGCTTTGTGAGGGCGGACGCTCTGACGTGGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGGGTCCCTTTCCATGACGGC?AGCAAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCTCAC???TA??CAA????GTAGCCGAGAGCAAGA
Restio_leptostachyus
??aggcacagcatagaagtggacgggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatgagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggcctaacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattggg??????????????gattttgggcagag?atgtactgtcggtctct?tgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattt????aagatacgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgaga????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????CATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTTGCAGTAGGAGAGCGCATCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTnATGTTCCAGTCGCGGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACGCCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCTAGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGAGCCAGTCAAGCGCACCCTCCTACAA????GTAGCCGAGAGCAAG?
Restio_mahonii_ssp_mahonii
ctaggcacagcatagaagtggcctgggatgatgaa?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctt????????tatcttcggaaccatcagcctacgtcgtcaagtaaatccattggtggacct????aggcctacgcctggttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatatgacacctggtttacggggattgtgatggcctcacttaataagactgctacatcctataaagtcggggatcgcgctcccttccccgataatccgtacgatggtcctcacttggtagtcccataattttggactctccacgctgacccaatacgattaggcggtgcagacta??ggttttgagcagggaatgtactgtcggtctct?cgaagggtgattctccaattgctcagctcgtcaat??tat??tccaatctattt????tagatatgttgatctgcaaaagcggcttgcctcgacgggtacttcatcagttggcttcgcggaacatgggaaacctccctacgcccttt??acctggcgtcacccctcaagactgctaaggcatg?????atggggaggaccccttgtggctctctctc???????tccatt?gtttagtcc?ggt??aatttt??gtacatgattttatgtctctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGATGCGGAACACTAGGCGTGTCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAACATCGGATCAGAAGCCCGCGTGCCCCTTTGTGCTCAACC?ATAACGTAGCTGCCGCTTCTGCCAACGCCGGAGCAGTATGAAAGCTCGTCATCATCCATGTGGCAGCATGCCCATAATTCTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCGCACGTTTGTGCACGCGGCACATAACTCAAGACCCGGGAATCCTAGAACTTCCCCAAAATCAATAAGAACACCCGATGTTCCAGTCGCAGGGTGCCCCACGCCTATAGCCTCCGGAATTCGCGCGTACCTCCACTAACTATGTTGTCCCTGCGTGGCCCTGACCTCACCTGGCGCATGGGCCGACCACCCCGCCCTTCGAGTTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAAAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTACAGCCCGGCGTTCTCCAGCGCCCCTTTCCATGACGGC?AGCGAACCCGCGCGCTCATTGCCCTCAACGCCAGACGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA??ACGTAGTCGAGAGCAAGA
Restio_miser
??agacactgcatagacttggactggagtgatgaa?gtgcgtgg??????taagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccataggtggacctc?gaaggtctacgcttagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtaatcccgtaattttggactttccacgctggcccaatacgactgggcggtgcagac????ggttttgggcaaagaatgtactgtcggtctct?tgaaggatgattctccgatggctgagctcgccaat??tat??tccctttt?tttt???gagatatgttgatctgcaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaactccttgtggttatctctcactccg?tccattagtttagtcccagt??aatctt??gtacatgatttgatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGCCTTCGGT?GTGGGGAACACTAGGCGTATCCTTTGTCTTGAGGCACTTGTCCGAAAATGGCTTTGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACATTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAGTGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCTGGGAAGCCGAGAACTTTCCCAAGATCAATGAGAATACCTGAAGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGTACATGGGTCGGCCACCCCGCCCTTCAAGCTATGCTAAGGAGCCCATCGCGCACGACCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCTGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACCGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACTTGCGTGCTAATTGCCCTTAACGCCAGAGGAAAAAACTTCATGGCAGTGGCTAGTCAAGCGCACTCCTA??TAA????GTAGCCGAGAGCAAGA
Restio_mlanjiensis
ctaggcacagcatagaagtggcctgggatgatgaa?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctt????????tatcttcggaaccatcagcctacgtcgtcaaggaaatccattggtggacct????aggcctacgcctggttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatatgacacctggtttacggggattgtgatggcctcacttaataagactgctacatcctataaagtcggggatcgcgctcccttccccgataatccgtacgatggtcctcacttggtagtcccataattttggactctccacgctgacccaatacgattaggcggtgcagactagcggttttgagcagggaatgtactgtcggtctct?cgaagggtgattctccaattgctcagctcgtcaat??tat??tccaatttattt????tagatatgttgatctgcaaaagcggcttgcctcgacgggtacttcatcagttggcttcgcggaacatgggaaacctccctacgcccttt??acctggcgtcacccctcaagactgctaaggcatg?????atggggaggaccccttgtggctctctctc???????tccatt?gtttagtcc?ggt??aatttt??gtacatgattttatgtctctgggacgaga?ACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGATGCGGAACACTAGGCGTGTCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAACATCGGATCAGAAGCCCGCGTGCACCTTTGTGCTCAACC?ATAACGTAGCTGCCGCTTCTGCCAACGCCGGAGCAGTATGAAAGCTCGTCATCATCCATGTGGCAGCATGCCCATAATTATTGATATATAAAGCGTCATGCTCAACTAAGGACCGCGCACGTTTGTGCATGCGGCACATAACTCAAGACCCGGGAATCCTAGAACTTCCCCAAAATCAATAAGAACACCCGATGTTCCAGTCGCAGGGTGCCCCACGCCTATAGCCTCCGGAATTCGCGCGTACCTCCACTAACTATGTTGTCCCTGCGTGGCCCTGACCTCACCTGGCGCATGGGCCGACCACCCCGCCCTTCGAGTTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTTGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAAAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTACAGCCCGGCGTTCTCCAGCGCCCCTTTCCATGACGGC?AGCGAACCCGCGCGCTCATTGCCCTCAACGCCAGACGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA??ACGTAGTCGAGAGCAAGA
Restio_multiflorus
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattacgatggcctcacttgataagactgctatatcctatcagatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccgaa?atgtactgtcggtctct?cgaaggatgatcctccgattgctgagctcgtcaat??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctggatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgaga??????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????GCATGCGGCrTGTAACTCAAGmCCCGGGAATCCTTGAACTTCCTCAAGAkCAATGAGAACrCCTGrTGTTCCAGTCGCArGGTGCCCCATGAATATAGCCTCCGnAATACGCGCGTACAyCnnnnnnCTATGTnnnnnnnnnnnnnnnnnnnnnnnAnnnnnnnnnnnnnnnnnnnnnnnnnnCCTynGAGnnnnnnnnAGGAGCCCAyTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCGATGAGTCAGAGAGTTCCCTAGCTCrCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGAyACTnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn????????????????????????????????????????????????????????????????????????????????
Restio_nodosus
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctccccttac?tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctgcttttcggggattgcgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttgatggtcctataattttggactctccacgcgggcccaatacgattgggcggtgcagactagcggttttgggccgagaatatactgtcggtctct?cgaaggatgattctccgaatgctgagctcgccaat??aat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcatcgcgggaccttagaaacctccctacgcccctt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctgtggctcttcctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgagaAACAACATCTCGTTGCTTCTCTGAACATCCAGACCTCGGTAATGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCC?GTGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATCTAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATGTAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGGGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACAGGCATTTGTATCTATGAGTAAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_nuwebergensis
??aggcactgcatagaagtggactggggtgatgggagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagatctcttcatgtccactc????????tatcttcggaactatcag????cgtcgtcaaagaaatccataggtggacctc???aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggatagtgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatcctcgcgatggtcctcacttggtagtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggtttggggcagagaatgtactgtcggtctct?tgaaggatgattctctgattgctgagctcgccaat??tat??tcccattcattt????tagatatgttgatctgcaaaaacggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgcccttc??acatggcgtcaccccgcaagactgctaaggcatg?????atggggaaaaccccttgtagttctctttcactcccaccattt?gtttagtcccagt??aatttt?agtacatgatttgatgtccctgggacgagaCACTACATCTTGTTTATTCTCTAAACATCCAGAGCTCGGT?GTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTATGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTATGAGAGTGCGTCATTATCCATATGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGATCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATCGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACATGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCTCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTTAAGCGCACTCTCACCCAA????GTAGCCGAGAGCAAGA
Restio_obscurus
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctccccttac?tatctttggaactatcagcccgcggcgtcaaggaaatcccttggtggacct???taggcctaggcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttggcacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcctaatacgattgggcggtg?????????ggttttgggccgagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatctgttagcgtcgcggaaccttagaaacctccctacgccctttttacatggcgtcacccctcaagactgctaaggt????????atgaggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagtaaaatttt??gtacatgattttatgtccctaggacgaga????????????????????????ACATCCAGACCTCGGTAGTGGGGAACACTAGGCnTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCCACGGGAGA??GGTAAATAAGTTAACGTAAGCATAGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCAGCCGCCTCTGCCAACGCCGTAGCAGTATGAGACCGCGTCATCATCCATGTGACAGCGTGCCCATAATTATCGATATATAGAGCGTCATGCTCAATTAAGGACCGCACACGTTT?TGCATGCAGCATGTAAGTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTAGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCCAGGAGCCTATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCTCGGACTTCTCAAGGGTCCCTTTCCATGACGGC?AGCAAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_pachystachyus
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctccccttac?tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctgcttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttgatggtcctataattttggactctccacgcgggcccaatacgattgggcggtgcggac????ggttttgggccgagaatatactgtcggtctct?cgaaggatgattctccgaatgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcatcgcgggaccttagaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctgtggctcttcctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgagaAACAACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAATGGGGAACACTAGGCGTATCCTTTGTCATGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAAGGACCACACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATGTAGCCTCCGGAAAACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTAGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCAAGCTATACCGAGGAGCCCATTGTGTACGGCCATAAGCTACTGTAGGCTCATCTACAGGCATTTGTATCTATGAGTAAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_papyraceus
ctgggcactgcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????ttatcttcggaactatcagcccgcgtcgtcaaagaaatccataggtggacctc???aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggatagcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtagtcccataattttggactctccacgctggcccaatacgattgggcggtgcagacta??ggttttgggcagagaatgtactgtcggtctct?tgaaggatgattctctgattgctgagctcgccaat??tat??tcccattcattt????tagatatgttgatctgcaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgcccttc??acatggcgtcaccccgcaagactgctaaggcatg?????atggggaaaaccccttgtagttctctctcactccc?tccatt?gtttagtccctgt??aatttt??gtacatgatttgatgtccctgggacgaga??????ATCTTGTTGATTCTCTGAACATCCAGAGCTCGGT?GTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGm??GGTAAATAGGTTGACGTAAGCATCGGA??????????????????????????????????????????????????????????????????CAnTAnnAnAnnnnnTCATnATCCATGTGGCAGCGTGGCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACAAGGGCCGACCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATCGCGTACAGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCCCACGACACCGGCGTTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTACAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTCAACGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTTAAGCGCACTCTCACCCAA????GTAGCCGATAGCAAGA
Restio_patens
????gcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctccccttac?tatcttcggaactatcag????cgtcgtcaaggaaattcattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagattgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttgatggtcctataattttggactctccacgcgggcccaatacgattggg??????????????ggttttgggccaagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tctct????ttt????ttgatatgttgatctgcaaaagcggattgcctcaatgggtacttcagcagttagcatcgcgggaccttagaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctgtggctctccctcactcccttccatt?gtttagccccagt??aatttt??gtacatgattttatgtccctaggacgaga??????????????????????????????????CTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTGAACGTAAGCATCGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAGGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCATACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCATACGACACCGGCGCTTCGTAAGGGCGGACGCTCCGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAATCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????sTAGCCGAAAGCAAGA
Restio_pedicellatus
??agacactgcatagaagtggactggggtgatgaa?gtgcgtgg??????taagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccataggtggacctc?aaaggtctacgcttagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtaatcccataattttggactctccacgctggcccaatacgactggg??????????????ggttttgggcagagaatgtactgtcggtctct?tgaaggatgattctccgatggctgagctcgccaat??tct??tcccatttattt????gagatatgttgatctgtaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaactccttgtggttatctctcactccc?tccattagtttagtcccagt??aatctt??gtacatgatttgatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGCCTTCGGT?GTGGGGAACACTAAGCGTATCCTTTGTCTTGAGGCACTTGTCCGAAAATGGTTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCCGCCAATGCCGTAGCAGTATGAGAGTGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCTGGGAAGCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAAGGTGCCCCACGACTAGAGCCTCCGGAATATGCGCGTACATCCACTTACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCTAAGGAGCCCATCGCGCACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCTGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTTAACGCCAGAGGGAAAAACTTCATGGCAGTGGCCAGTCAAGCACACTCTAA?????????GTAGCCGAGAGCAAGA
Restio_perplexus
??????acagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtccccacttgatggtcctataattttggactctccacgcgggcccaatacgattgggcggtgcag??????ggttttgggccgagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttcttt????tagatatgttgttctgcaaaagcggattgcctcaatgg?tacttcatcagttagcatcgcgggaccttagaaacctccctacgcccttt??acatagcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctgtggctctccctcactcccctccatt?gtttagtccctgt??aatttt??gtacatgattttatgtccctaggacgagaAACAACATCTCGTTTATTCTCTCAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCGCGTAACTCAAGACCCGGGAAACCTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCTACGAATATAGCTTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCCAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTCCTGGCGTTTGTATCTATGAGTCAGAGAGTTCCCTGGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_perseverans
????gcacwgcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctcttcatgtccgctccccttac?tatcttcggaactatcag????catcgccaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacccggttttcggggattgcgatgacctcacttgataagactgctacattctataaggtcggggatcgcgctcccttccccggtaatccgtgcgatggtcctcacttgatggtcctataattttggactctccacgcgggcccagtacgnntngg??????????????ggttttgggccaagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcgtcgcggaaccttagaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgagaAACAACATCTCGTTGCTTCTCTGCATATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCT?GCGTGCCCCTTCGTCCCCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAGGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGACTATAGCCTCCGGAAGACGCGCGTATATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCTCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCC????????????GTAGCCGAGAGAAAGA
Restio_pillansii
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatgagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggcctaacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcgcttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????gattttgggccgag?atgtactgtcggtctct?tgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattt????aagatacgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggttctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgaga??????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????Cm?GCGTGCCCmTTmGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTTGCAGTAGGAGAGCGCATCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATAyAGAGCGTCATGCTCAACTAAGGAyCGCACACGTTTGTGCATGCGGCATGTAACTCArGACCCGGGAATCCTkGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCGGGGTGCCCCAkGAATATAGCCTCCGnAATACGCkCGTACATCGACTAACTAkGnTGTCnnTGCGTGGCCCTAACCkCACsTGGCACATGGGCCGGCCrCCCCGCCCTTsGAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACGCCGGCGCTTmGTGAGAGCGGACGCCCTGACGTGGAGCGAGAATsACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCTAGCGAACCTGCGCGCTAATTGCyCTCAACGCC?????????????????????????????????????????????????????????????????????
Restio_praeacutus
??aggcacagcatagaagtagactgaggtgatggaagtgcgtgg??????tgagaggtcactgtgacccacgcgtcgtttcagatctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccctgggtggacct????aggcctacgcctagttgacctaaaacatgcttttgtatggaacagtcagtcgccgaatttggcacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcggatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacctggtggtcccataattttggactctccacgcgggctcagtacgattgggcggtgcagac????ggttttgggccgagaatgtactgtcggtctct?tgaaggatgattctccaattgctgagctcgccaat??tat??tcccatttcttt????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcgtcgcggaaccttagaaacccccctacgccctt???tcatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcacttccctccatt?gtttagtcccattacaatttt??gtacatgattttacgtccctaggacgagaAACAACATCTCATTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTGGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTTT???ATTGCCCCGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTTTCGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGCGCATGCAGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCTCAAGATCACTGGGGACACCTGATGTTCCAATCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTCTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGGATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACATGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAAAATGACACTGCAGCTCGGACTTCTCCAATGTCCCTTTCCGTGACGGC?AGCAAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCTGAGAGCAAGA
Restio_pumilis
??aggcacagcatagaagtggactggggtgatgaaagtgcgtgg??????tgggaggttactgttacccacgcgtcgtttcagacctcttcatgttcgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggtcttcggggattatgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgactggg??????????????ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatttgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacggcctttttacatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtctagtcccagt??aatttt??gtacatgattgtatgtccttgggacgagaAACTACATCTTGTTGATTCTCTGAACATCTAGACCTCGGTGGTGGTGAACACTAGGTGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTATAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGTCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGTCGTCTCTGCCAACGCCGTTGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATATTTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGGATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCAAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCACGTACATCGACCAACTATGTTGTCTCTGCGTGGCCCTAACCTTACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGTCAAGGAGCCCATTACGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGAATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCACTTTGTGAGGGCGGATGCCCTGACGTGGAGCGAGAATGATACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCTAGCGAACCTACGCGCCAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCTCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_purpurascens
ctaggcacagcatagaagtggactggg?tgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????atatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaagacctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagacta??ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaangctccttacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaACCTACATCTCGTTGATCCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATATCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTTTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCTCACAACACCGGCGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACAGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA??ACGTAGCCGAGAGCAAGA
Restio_quadratus
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcacttttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgtgtcgtcaaggaaaccc?ttggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactcctacatcctatcaggtcggggatcgcgctcccttccccgataattcttgcgatggtcctcacttggtggtcccataattttggactctccacgctggctcaatacgattgggt?????????????ggtttttggccgag?atgtactgtcggtctct?cgaacgatgattctccgattgctgagctcgccaat??tct??tcccaatt?ttttt??tagataggttgatctgtaaaagcagattgcctcgatgggtacttcatcagttgctt?cgcggaaccttagaaagctccctacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcactctcccccatt?gtttagtcccagt??aatttt??gaacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTGTCTGAACATCCAGACCTCGGTGGTGCGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAGCTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAAAATGCGCGTACATCCACTAACTATCTAGTCCCTGCATGGCCCTAACCTCACCTGGCACATAGGCCGGCCACCCCACCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGGATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGTTTCGTGAGGGTGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACCTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTCATGGCAGGGGCCAGTCAAGTGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Restio_quinquefarius
????gcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaattcattagtggacct????aggcctacgcccagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccgcgcgatagtcctcacttggtggtcccataattttggactctccacgctggcccaatacgaccgagc?????????????agtttggggccgataatgtactgtcggtctct?cgaaggatgattctccgattgctgagcttgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggcttgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaagctccctacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??catttt??gtacatgtatctatctccctgggacgagaAACTACACCTCGTTGATTCTCTGAACACCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGCCTTCGGAGAGGACGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGTCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGTCAGCGTGCCCACAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGCTTGTGCATGCGGCGTGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCAGAATACGCGCGTACATCCACTAACTATGTTGTCCCCGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCCAGGAGCCCACTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCCCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAGTGACACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?ACCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTCATGGCAGGCGCCAGTCAAGAGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_rarus
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacgcctggttttcggggattacaatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgmctgggcggtgcagac????ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGATGGGGGACACTAGGCGTATCCTTTGTCCTGAGGTACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCTTTCGTCCTCAGCC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTCTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCTGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCAGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCGTCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCATGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCTAGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACC??CATACAA????GTAGCCGCGAGCAAGA
Restio_scaberulus
ctaggcacagcatcgaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????atatcttcggaacaatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaataagcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcaga?????ggttttgggccgaa?atgtactgtcggtctct?cgaaggatgattctccgattgctaagctcgtcaat??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctggatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctggaacaagaAnCTACnTCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGACGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGbCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGmCCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGCACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCACATGGGCCGrCCACCCsGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCkACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTTTCCAGTGTCCCTTTACATGACGGCTAGCGAACCTGCGCGCTAATTGCTCTCAACGTCAGAGGACAAAACTTTATGACAGGGGCCAGCCAAGCGCACCCTCATACTA????GTAGCCGAGAGCAAGA
Restio_secundus
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????nnttgacacctggttttcggggattacgatggccgcacttgataagactgctgcatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcaga?????ggttttgggccaag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtccag??tat??tctaattcattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagagagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGTAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCC?TCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAAGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTTAACTAAAGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGAAAATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACGTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTATGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCTTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCGAGCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCTAGTCAAGCGCACCCTCATACAA????AGTACCGAGAGCAAG?
Restio_similis
????gcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtgaacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctgacccaatacgattggg??????????????agtttagggccgagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctygccaat??tat??tccaatttattt????tagatatgttgatccgcaaaagcagsttgcctcgatgggnactt?atcagttg?cttcgcgaaa?gtt???????????????????????acatggtgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctcccttactcccctccatt?gtttagtcccagt??aatttt??gtacatgtatctatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACACCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAG??CGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTCTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCGCACGCCTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACCTCCTCACGATCAATGAGAACACCTGATGTTCCAGTTGCAAGGTGCCCCATGATTATAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCACTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACATTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?ACCGAACCTGCGCGCTAATTGCTCTCAACGCCAGAGGACAAAACTTCTTGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GCAGCCGAGAGCAAGA
Re_sp_affp
ctagacactgcatagaagtggactggggtgatgaa?gtgcgtgg??????taagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccgtaggtggacctc?aaaggtctacgcttagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggccgcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtaatcccataattttggactctccacgctggcccaatacgactgggcg????????????ggttttgggcagagaatgtactgtcggtctct?tgaaggatgattctccgatggctgagctcgccaat??tct??tcccatttattt????gagatatgttgatctgcaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaactccttgtggttatctctcactccc?tccattagtttagtcccagt??aatctt??gtacatgatttgatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGCCTTCGGT?GTGGGGAACACTAAGCGTATCCTTTGTCTTGAGGCACTTGTCCGAAAATGGTTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCCGCCAATGCCGTAGCAGTATGAGAGTGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAAGCCGAGAACTTCCCCAAGATCAATGAGAATACCTGATGTTCCAGTCGCAAAGTGCCCCACGACTAGAGCCTCCGGAATATGCGCGTACATCCACTTACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCTAAGGAGCCCATCGCGCACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACGTGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCCCTTAACGCCAGAGGGAAAAACTTCATGGCAGTGGCCAGTCAAGCACACTCTAA?????????GTAGCCGAGAGCAAGA
Restio_stokoei
??????ncagcatcgaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????atatcttcggaacgatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaataagcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggct????????????ggttttgggccgaa?atgtactgtcggtctct?cgaaggatgattctccgattgctaagctcgtcaat??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcgtggatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctggaacgagaAACTACATCTCsTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGACGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGyCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGCCCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGCACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTTTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATTGCTCTCAACGTCAGAGGACAAAACTTTATGGCAGGGGCCAGCCAAGCGCACCCTCATACTA????GTAGCCGAGAGCAAGA
Restio_strictus
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttgagacctcttcatgttcgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaagtatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattatgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgggcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttatt?????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttagcggagccttagaaagctccttacggcctttttacatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtctagtcccagt??aatttt??gtacatgattgtatgtccctaggacgaga?????CATCTCGTTGATTCTCTGAACATCTAGACCTCGGTGGTGGGnAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTnCGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGTCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTTGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGGATCCTTGAACTTCCTCAAGAGCAATGAGAACGTCTGATGTTCAAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATATGCGCGTACATCGACCAACTATGTTGTCTCTGCGTGGCCCTAACCTTACCTGGCrCATGGGCCGGCCACCTCGCCCTTCGArCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCCCrCACGACACCGGCACTTTGTGAGGGCGGACGCTCTGACGTGGAGCGAGAATGATnCTGCAACCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTACGCGCCAAkTGCTCCCAACGCnAGA??????????????????????????????????????????????????????????????????
Restio_strobilifer
????gcacagcatagaagtggactagggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctcttcctgtccgctccccttac?tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctgcttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttgatggtcctataattttggactctccacgcgggcccaatacgattggg??????????????ggttttgggccgagaatatactgtcggtctct?cgaaggatgattctccgaatgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcatcgcgggaccttagaaacctccctacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccctgtggctcttcctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgaga????ACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAATGGGGAACACTAGGC?TATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGGAGGCC?GTGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATGATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCTTAGAACTTCCTCAAGATTACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATGTAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATTTACAGGCATTTGTATCTATGAGTAAGAGAGTTCCCTAGCTAACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA???CGTAGCCGAGAGCAAGA
Restio_subtilis
????acactgcatagaagtggactggagtgatgaa?gtgcgtgg??????taagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaagaaatccataggtggacctc?gaaggtctacgcttagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtaatcccataattttggactctccacgctggcccaatacgactgggcggtgcagac????ggttttgggcagagaatgtactgtcggtctct?tgaaggatgattctctcatggctgagctcgctaat??tat??tcccatttattt????gagatatgttgatctgcaaaagcggattgcctcgatgggtactccatcagttggcttcgcggaaccttagaaacctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcagg?????atggggagaactccttgtggttatctctcactc?cctccattagtttagtcccagt??aatctt??gtacatgatttgatgtccctgggacgaga???TACATTTTGTTGATTCTCTGAACATCCAGCCTTCGGT?GTGGGGAACACTAGGCGTATCCTTTGTCTTGAGGCACTTGTCCGAAAATGGCTTTGGAAAGGGCGCTTTTATTTTATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGTGGCCCGCGTGCCCCTTTGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAATGCCGTAGCAGTATGAGAGTGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAACGTCATGCTCAACTAAAGACCGCACATGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAAGCCGAGAACTTCCCCAAGATCAATGAGAATACCTGAAGTTCCAGTCGCAGGGTGCCCCACGACTAGAGCCTCCGGAATATGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTATGCTAAGGAGCCCATCGCGCACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCTGCGCTTCGTGAGGGCGGACGCTCTGACGTGGAGCGAGAATGACGCTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACTTGCGCGCTAATTGCCCTTAACGCCAGAGGAAAAAACTTTATGGCAGTGGCCAGTCAAGCGCACTCTAA?????????GTAGCCGAGAACAAGA
Restio_tetragonus
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcacttttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaaccccttggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgatacgactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggctcaatacgattgggc?????????????ggttttgggccgag?atgtactgtcggtctct?cgaacgatgattctccgattgctgagctcgccaat??tct??tccaatttattt????tagatgggtcgatctgtaaaagcagcttgcctcgatgggtacttcatcagttggcttcgcggaaccttagaaagctccctacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccacttgtggctctccctcactctcccccatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTGTCTGAACATCCAGACCTCGGTGGTGCGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTCGACGTAAGCATCGGATCGGAGGCCCGTGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCAGGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAAGGTGCCCCATGAATATAGCCTCCGGAATATGCGCGTACATCCACTAACTATCTAGTCCCTGTGTGGCCCTAACCTCACCTGACACATGGGCAGGCCACCCCGCCCTTCAAGCTATGCCAAGGAGCCCCTTGCGTACGGCCATAAGATACTGTAGGCTCATCTACTGGCATTTGGATCTATGAGTAAGAGAGTTCCCTAGCTCGCACGACACCGGCGTTTCGTGAGGGTGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTACTTGCTCTCAACGCCAGAGGACAAAACTTCATGGCAGGGGCCAGTCAAGTGCACCCTCACACAA????GTAGCCGAGAGCAAGT
Restio_triticeus
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttgagacctcttcatgttcgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaagtatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattatgatggcctcacttgataagactgctacatcctataaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagactag?ggtgttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttatt?????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttagcggagccttagaaagctccttacggcctttttacatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatg?gtctagtcccagt??aatttt??gtacatgattgtatgtccctaggacgagaAACTACATCTCGTTGATTCTCTGAACATCTAGACCTCGGTGGTGGGTAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGTCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTTGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGGATCCTTGAACTTCCTCAAGAGCAATGAGAACGTCTGATGTTCAAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACCAACTATGTTGTCTCTGCGTGGCCCTAACCTTACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAACTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCCCACACGACACCGGCGCTTTGTGAGGGCGGACGCTCTGACGTGGAGCGAGAATGATACTGCGACCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTACGCGCCAATTGCTCCCAACGCTAGAGGACAAAACTCTATGGCAGGGGCCAGTCAAGCGCACCCTCATAC????TCGTAGCCGAGAGCAAGA
Restio_tuberculatus
???????cagcatcgaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc???????atatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaataagcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagac????ggttttgggccgaa?atgtactgtcggtctct?tgaaggatgattctccgattgctgagctcgtcaat??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctggatgggtactttatcagttggcttcgcggagccttagaaagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGCGGGGGACACTAGACGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??TGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCTCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGCCCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATATGCGCGTACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGCAGCCCGGACTTTTCCAGTGTCCCTTTACATGACGGCTAGCGAACTTGCGCGCTAATTGCCCTCAACGCCAGAGGACAAAACTTTATGGCAGGGGCCAGCCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Restio_vallis_simius
????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????atttgacacctggttttcggggattacgatggccgcacttgataagactgctgcatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctctcttggtggtcccataattttggactctccacgctggcccaatacgattgggcggtgcagacta??ggttttgggcc?ag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtccag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatggatactttatcagttggcttcgcggagccttagagagctccttacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgaga?????????????????TCTCnGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGTAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCC?TCGTCCACAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCACAATTATTGATATATAGAGCGTCATGCTTAACTAAAGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCyCAAGAGCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGnGGCCCTAACGTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCAAGGAGCCCATTGCGTATGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATCAGTCAGAGAGTTCCTTAGCTCGCACGACACCGGCGsTTCGTGAGGGCGGACGCnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn????????????????????????????????????????????????????????????????????????????????
Restio_verrucosus
??aggcacagcatagaagtggactgggatgatggaagtgcgtgg??????tgggaggtcactgttacccacgcgtcgtttcagacctcttcatgttcgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtgggcct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccgcatttgacacctggttttcggggattacgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtgctcccataattttggactctccacgctggcccaatacgactgggcggtgcagacta??ggttttgggccaag?atgtactgtcggtctct??gaaggatgattctccgattgctgagctcgtcaag??tat??tctaattt????????ttgatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcagagccttagaaagctccttacggcctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggaaaaccccttgtggctctccctc???????tccatt?gtctagtcccagt??aatttt??gtacatgattgtatgtccctgggacgaaaAACTACATCTGATTGATTCTCTGAACATCTAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGTAGGTCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGTCGTCTCTGCCAACGCCGTTGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCATACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGGATCCTTGAACTTCGTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAAAATAGCCTCCGGAATACGCGCGTACATCGACCAACTATGTTGTCTCTGCGTGGCCCTAACCTTACCTGGCACATGGGCCGGCCACCCCACTCTTCGAGCTATGCCAAGGAGCCCATTACGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTTGTGAGGGCGGACGCCCTGACGTGGAGCGAGAGTGATACTGCGGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCTAGCGAACCTACGCGCCAATTGCTCTCAACGCCAGAGGACAAAACTCTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA??ACGTAGCCGAGAGCAAGA
Restio_versatilis
???ggcacagcatagaagtggactggggtgatggaagtgcgtgg??????agggaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcag????cgtcgtcaaggaaatccattggtggacct????aagcctacgcctagttgacctagaatatgcttttgtatagaacagtcagtcaccgaatttgacacctggttttcggggattacgatggcctcacttgatacgactgctacatcctatcagatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggccccataattttggactctccacgctggcccaatacgactggg??????????????ggtt????gccgag?atgtactgtcggtctct?tgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcggattgcttcgatgggtactttatcagttggcttcgcggaaccttagaaagttctttacgccctttt?acatggcgtcacccctcaagactgctaagacatg????tatggggagaaccccttgtggctctccctcactcccctcgatt?gtttagtcccagt??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTTGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTCTGTCCGGAGGCACTTGTCCGAAAATGGGTTCGGAGAGGGCGTTTTTAT???ATTGCTACGGGAGA??GGTAAATGGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAATAGGAGAGCGCGTCATCATCCATGTGGCGGCGTGCTCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGAGCGCACACGTTTGTACATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACACCTGATGTGCCAGTCGCAGAGTGCCCCATGAATATAGCCTCTGGAATACGCGCGTACATCCACTAACTATGTTGTCTCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCAAGCTATGCCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGGCGCCCTGGCGTGGAGCGAGAATGATACTGCAGCCCGGACTTCTCCAGGGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATTGCTCTCAACGCCAGAGGACAAAACATTATGGCAGGGGCCAGTCAAGCGCACCCTCCTACAA????GTAGCCGAGAGCAAGA
Restio_zuluensis
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgggaggtcactgttacccatgcgtcgtttcagacctcttcatgtacgctc???????atatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct?agaaggcctacgcctagttgacctaaaatatgcttttgtatagaacagtcagtcaccacatttgacacctggttttcggggattacgatggccgcacttgataagactgctgcatcctatcaggtcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgctggcccaatactattgggcggtgcagacta??ggttttgggccgag?atgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaag??tat??tctaatttattt????tagatatgttgatctgtaaaagcagattgcctcgatgggtactttatcagttggcttcgcggagccttagagagctccttacgctctttt?acatggcgtcacccctcaagactgctaaggcatg?????ctggggagaactccttgtggctctccctcactcccctccatt?gtttagtcccagg??aatttt??gtacatgattgtatgtccctgggacgagaAACTACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTGGTGGGGGACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATCGGAGGCCCGCGTGCCCC?TCGTCCTCAACC?ATAACGTTGCTGCCGTCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGTGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTTGAACTTCCTCAAGAGCAATGAGAACGCCTGATGTTCCAGTCGCAGGGTGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCGACTAACTATGTTGTCTCTCCGTGGCCCTAACGTCACCTGGCACATGGGCCGGCCACCCCGCCCTTCGAGCTATGCCCAGGAGCCCATTGCGTATGGCCATAAGCTACTGTAGGCTCATCGACTGGAATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCGCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGATACTGTAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGCGAGCGAACCTGCGCGCTAATTGCTCTCAACGCTAGAGGACAAAACTTTATGGCAGGGGCCAGTCAAGCGCACCCTCATACAA????GTAGCCGAGAGCAAGA
Rhodocoma_alpina
??????????????????tggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcccgtccccgataatccgtgcgatggtcctcacttggtggtcccataatcttggactctccacgcgggcccaatacgacnn????????????????ggttttgggctgagaatgtactgtcggtctct?cgaaggatgattctccgattgctaagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgtctcaatgggtacttcatcagttagcgtcgcggaaccttagaaacctccttacgcccttt??acatggcgtcactcctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgaga???AACCTCTCGTTGCTTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCTTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGGGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGG?GGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTAGCTGCCGCCTCTACCAACGCCGTAGCAGTAGGAGAGCGCGTCATCACCCATGTGGCATCGTGCCCATAATTATTGATATATAGGGCATCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAAGATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGAACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCACCTACTGGCATTTGTATCTATGAATCAGAGAGTTCTCTAGCTTCCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAACCAC????????????????
Rhodocoma_arida
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcacttttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattagtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacaacctatcagatcggggatcgcgctctcttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagattagcggtttcgggccgagaatggactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggtttgcctcaatgggtacttcatcagttagcgtcgcggaacctgagaaacctccttacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctaggacgagaAACAACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAAGGCGCTTTTAT???ATTGCTACGGGAGA??GGTTAATAAGTTAATGTAAGCATCGGATCGG?GGCC?GCGTACCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCACCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCTCTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGAACCGGCCCCCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAATCAGAGAGTTCCCTAGCTTCCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGGCGTGGAGCGAGAATGACACTGCAGCCTGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGTGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAACCAGGTAGCCGAGAGCAAGA
Rhodocoma_capensis
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????gttcttcggaactatcagcccgcgtcgtcaaggaaatcccttggtggacct????aggcctacgcctagttgacctaaaatattcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacaacctatcagatcggggatcgcgctctcttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgggctctccacscgggcccaatacgattgggcgg???????????ggtttcgggccgagaatggactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttattt????tcgatatgttgatctgcaaaagcggattacctcaatgggtacttcatcagttagcgtcgcggaaccttagaaacctccttacgcccttt??acatggcgtcacccctcaaggctgctaaggcatg?????atgaggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aacttt??gtacatgatttgatgtccctaggacgaga????????????????????????ACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAAGGCGCTTTTAT???ATTGCTACGGGAGA??GGTTAATAAGTTAACGTAAGCATCGGATCGG?GGCC?GCGTACCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCACCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGyTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCTCCGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGAACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAATCAGAGAGTTCCCTAGCTTCCACGACACCGGCGTTTCGTGAGGGCGGACGCCCTGGCGTGGAGCGAGAACGACACTGCAGCCTGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGTGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCTTCACACAACCAGGTAG????????????
Rhodocoma_foliosa
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgtaacccacgcgtcgtttcagacctcttcatgtctgctc????????tatcttcggaactatcggcccgcgtcgtcaaggaaatccatgggtggacct????aggcctacgcctagttgacccaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttctcggggattgcgatggcctcacttgataagactgctacaacctataagatcggggatcgcgccctcttccccgataatccgtgcaatggtcctcacttggtggtcccataattttggactctccacacgggcccaatacgattgggcggtgcagac????ggtttcgggccgagaatggactgtcggtctct?cgaaggatgattctccaattgctgagctcgccaat??tat??tcccatttattt????tagatttgttgatctgcaaaagcggattgcctcaatggatatttcatcagttagcgtcgcggaaccttagaaacctccttacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagacccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctaggacgagaAACAACATCTCGTTGCTTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAAAGGCTTCGGAGAAGGCGCTTTTAT???ATTGCTACGGGAGA?AGGTTAATAAGTTAACGTAAGCATCGGATCGG?GGCC?GCGTACCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCACCCATGTGGCAGCGTGCCCGTAATTATTGATATCTAGAGCGTCATGCTCAGCTAAGGACCGCACACGTTTGTGCATGCAGCATGCAACTCAACACCCGGGAATCCTAGAACTTCCTCAAGGTCACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCTACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGTACATGAACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAATCAGAGAGTTCCCTAGCTTCCATGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCTGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGTGCTAATGGCCCTCAATGCCAGAGGAAAAAACTCCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAACCAG????????????????
Rhodocoma_fruticosa
??aggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcagatcggggatcgcgctcccgtccccgataatccgtgcgatggtcctcacttggtggtcccataatcttggactctccacgcgggcccaatacgactgggcggtgcagac????ggttttgggctgagaatgtactgtcggtctct?cgaaggatgattctccgattgctaagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgtctcaatgggtacttcatcagttagcgtcgcggaaccttagaaacctccttacgcccttt??acatggcgtcactcctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgagaAACAACCTCTCGTTGCTTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCTTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGGGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGG?GGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTAGCTGCCGCCTCTACCAACGCCGTAGCAGTAGGAGAGCGCGTCATCACCCATGTGGCATCGTGCCCATAATTATTGATATATAGGGCATCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAAGATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGAACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCACCTACTGGCATTTGTATCTATGAATCAGAGAGTTCTCTAGCTTCCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAACCAC????????????????
Rhodocoma_gigantea
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgtaacccacgcgtcgtttcagacctcttcatgtctactc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccatgggtggacct????aggcctacgcctagttgacccaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttctcggggattgcgatggcctcacttgataagactgctacaacctataagatcggggatcgcgccctcttccccgataatccgtgcaatggtcctcacttggtggtcccataattttggactctccacacgggcccaatacgattgggcggtgcagactagcggtttcgtgccgagaatggactgtcggtctcc?cgaaggatgattctccaattgctgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgcctcaatggatatttcatcagttatcgtcgcggaaccttagaaacctccttacgcccttt??acatggcgtcacccctcaagactgctaaggcatg?????atgaggagacccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctaggacgagaAACAACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAAAGGCTTCGGAGAAGGCGCTTTTAT???ATTGCTACGGGAGA??GGTTAATAAGTTAACGTAAGCATCGGATCGG?GGCC?GCGTACCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCACCCATGTGGCAGCGTGCCCGTAATTATTGATATATAGAGCGTCATGCTCAGCTAAGGACCGCACACGTTTGTGCATGCAGCATGCAACTCAACACCCGGGAATCCTAGAACTTCCTCAAGGTCACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGTACATGAACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAATCAGAGAGTTCCCTAGCTTCCACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCTGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGTGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAACCAGGTAGCCGAGAGCAAGA
Rhodocoma_gracilis
ctaggcacagcatagaagtggactggggtgatgtaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????gttcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatattcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacaacctatcagatcggggatcgcgctctcttccccgataatccgtgcgatggtcctcacttggtggtcccataattttgggctctccacgcgggcccaatacgattgggcggtgcagattagcggtttcgggccgagaatggactgtcggtctct?cgaaggatgcttctctgattgctgagctcgccaat??tat??tcccatttattt????tcgatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttagcgtcgcggaaccttagaaacctscttacgcccttt??acatggcgtcacccctcaaggctgctaaggcatg?????atgaggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgatttgatgtccctaggacgagaAmCnACATCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTGGGAGAAGGCGCTTTTAT???ATTGCTACGGGAGA??GGT?AATAAGTTAACGTAAGCATCGGATCGG?GGCC?GCGTACCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCACCCATGTGGTAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCTCTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGAACCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAATCAGAGAGTTCCCTAGCTTCCACGACACCGGCGTTTCGTGAGGGCGGACGCCCTGGCGTGGAGCGAGAACGACACTGCAGCCTGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGTGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTAGCCAGTCA?GCGCACCTTCACACAACCA?GTAGCCGAGAGCAAGA
Rhodocoma_vleibergensis
ctaggcacagcatagaagtggactggggtgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttcataagactgctacatcctataagatcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataatcttggactctccacgcgggcccaatacgactgggcggtgcagacta??ggttttgggctgagaatgtactgtcggtctct?cgaaggatgattctccgattgccgagctcgccaat??tat??tcccatttattt????tagatatgttgatctgcaaaagcggattgtctcaatgggtacttcatcagttagcgttgcggaaccttagaaacctccttacgcccttt??acatggcgtcactcctcaagactgctaaggcatg?????atgaggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctaggacgagaAACAACCTCTCGTTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCTTTTGTCCTGAGGCACTTGTTCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAAGTTAACGTAAGCATCGGATCGG?GGCC?GCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTACCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCATCGTGCCCACAATTCTTGATATATAGGGCATCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAAGGTGCTCCACGAATATAGCCTCCGGAAGACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGAACCGGCCACCCCGCCCTTCGAGCCATACCAAGGAGCCCATTGCGCACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAATCAGAGAGTTCTCTAGCTTCTACGACACCGGCGCTTCGTGAGGGCGGACGCTCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCGCTAATGGCCCTCAATGTCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAACCAC????????????????
Staberoha_aemula
ctgggtacggcatagaagtagcctggggtgataaaattacgcgg??????ggagagctcactattacccacgcgtcgattcagacctcttcatgtccgctc????????tatcttcgggactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggtccacacctgattgacctaaaatatgcttttgtatggaacagtcagttaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactactacatcctataaggtcggggatcgcgttcccttccccgataatccgtgcgatggtcctcacttggtggtcccacagttttggactcttcacgctggcccaatacgattgggcagtgcaaactagcggtattgggcttagaatgtactgtcgatctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttatt?????taaatatgttgatctgtaaaagcggattgcctcgatgggtacttcatcagttggcgtcgcgaaaccttagaaacctccctacgccctttt?acatggcgtcaacccgcaagactgctaaggcata?????atggggagaaccctttgtggctctctctcacttccctcaatt?gtttagtcccagt??aatttt??gtccatgatttgatgtccctgggacgaga?ACTACATCTTGTTGCTTCTCTGAACATTCAGACCTAGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTTT???ATTGCTATGGGAGA??GGGAAATAGATTGACGTAAGCATCGGATTGGAAGCCCGCGTGCCCCTTTGTCCTCAATC?ATAACGTTGCAGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGGGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCATACGTCTGTGCATGCGACATGTAACTCAAGACCCAGGAATCCTAGAACTTCCCCAGGATCAATGAGAACACCTGATATTCCAGTCGCAGGATGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTACGTGGCACTAACCTCGCTTGGCGCATGGGCCGGCTACTCCGCCCTTCGAGCTATGCCAAGGATCCCATCGCGTGCGGCCATAAGATACGGTAGGTTCATCAACTGGCATTTGTATCTATGAATCAGAGGGTTCCCTAGCTCACACGACACCGGCGATTCGTGAGGGCGGACACCCTGACGTGGAGCGAGGATCACACTACAGCCCCGACTTCTCCGGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCCCTAATGGCCCTTAATGCCAGAGGAAAAA?CTTTATCGCAGTGGCCAGTCA?GCGCACCCTCACACAA????GTAGCCAAGAGCAAGA
Staberoha_banksii
??aggcacggcatagaagtagactggggtgataaa?ttacgcgg??????tgagaggtcactattacccacgcgtcgattcagacctcttcatgtccgctc????????tatcttcgggactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggtccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcaatggccttacttgataagactgctacatcctatcaggtcggggatcgcgttcccttccccgataatccgtgcgatggtcctcacttggtggtcccatagttttggactcttcacgctggcccaatacgactggg??????????????ggttttgggcttagaatgtactgtcgatctct?cgaaggatgattctccgattgctgacctcgccaat??tat??tcccatttatt?????aaaatatgttgatctgtaaaagcggattgcctcgataggtacttcatcagttggcttcgcggaaccttagaagcctccctacgccctttt?acatggcgtcaccccgcaagactgctaaggcatc?????atggggagaaccctttgtggctctctctcactcccctccatt?gtttagtcccagt??aatttt??gtccatgagttgatgtccctgggacgaga?ACTACATCTTTTTGCTTCTCTGAACATTCAAACCTCAGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTTT???ATTGCTACAGGAGA??GGTAAATAGGTTTACGTAAGCATCGGATTGGAAGTCCGCGTGCCCCTTCGTCCTCAATC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCATTATGACAGCGCGTCATCATTCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCATACGTTTGTGCATGCGGCATGTAATTCAAGACCCAGGAATCCTAGAACTTCCCCAGGATCAATGAGAACACCTAAGGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTACGTGGCCCTAACCTCCCTTGGCGCATGGGCCGGCCACTCCGCCTTTCGAGCTATGCTAAGGAGCCCATCGTGTGCGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTTAGAGGGTTCCCTAGCTCACACGACACCGGCGATTCGTGAGGGCGGACACCCTGACGCGAAGCGAGAATCTCGCTGCAGCCCCGACTTCTCCGGTGTCCCTTTCCATGACGGT?AGTGAACCTGCGCCCTAATTGCCCTCAACGCCAGAGGAAAAA?CTTCATGGCAGTGGGCAGTCA?GCGCACCCTCACACAA????ATAGCCAAGAGCAAGA
Staberoha_cernua
??gggtacggcatagaagtagactggggtgataaaattacgcgg??????ggagagctcactattacccacgcgtcgattcagacctcttcatgtccgctc????????tatcttcgggactatcagcccgcgtcgtcaaggaaatc?attggtggacct????aggtccacacctgattgacctaaaatatgcttttgtatggaacagtcagttaccgaatttgacacctggttttcggggattgcgatggccgcacttgataagactactacatcctatcaggtcggggatcgcgttcccttccccgataatccgtgcgatggtcctcacttggtggtcccacggttttggactcttcacgctggcccaatacgattggg??????????????ggttttgggcttagaatgtactgtcgatctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttatt?????taaatatgttgatctgtaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaagcctccctacgccctttt?acatggcgtcaccccgcaagactgctaaggcata?????atggggagaaccctttgtggctctctctcactcccctcaatt?gtttagtcccagt??aatttt??gtccatgatttgatgtccctgggacgagaAACTACATCTTGTTGCTTCTCTGAACATTCAGACCTAGGTGGTGGGGAACACTAGGCGTATCCTTTGTCyTGAGGCAyTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTTT???ATTGCTATGGGAGA??GGGAAATAGATTGACGTAAGCATCGGATTGGAAGCCCGCGTGCCCCTTTGTCCTCAATC?ATAACGTTGCAGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGGGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACAAAGGACCGCATACGTCTGTGCATGCGACATGTAACTCAAGACCCAGGAATCCTAGAACTTCCCCAGGATCAATGAGAACACCTGATATTCCAGTCGCAGGATGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTACGTGGCACTAACCTCGCTTGGCGCATGGGCCGGCTACTCCGCCCTTCGAGCTATGCCAAGGATCCCATCGCGTGCGGCCATAAGCTACGGTAGGCTCATCAACTGGCATTTGTATCTATGAATCAGAGGGTTCCCTAGCTCACACGACACCGGCGATTCGTGAGGGCGGACACCCTGACGTGGAGCGAGGATCACACTACAGCCCCGACTTCTCCGGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCCCTAATGGCTCTTAATGCCAGAGGAAAAA?CTTTATCGCAGTGGCCAGTCA?GCGCACCCTCACACAA????rTAG????????????
Staberoha_distachyos
ctnggnacggcatagaagtagactggggtgataaaattacgcgg??????ggagagctcactattacccacgcgtcgattcagacctcttcatgtccgctc????????tatcttcgggactatcagcccgcgtcgtcaaggaaatc?attggtggacct????aggtccacacctgattgacctaaaatatgcttttgtatggaacagtcagttaccgaatttgacacctggttttcggggattgcgatggccgcacttgataagactactacatcctatcaggtcggggatcgcgttcccttccccgataatccgtgcgatggtcctcacttggtggtcccacggttttggactcttcacgctggcccaatacgattgggcatgca????????ggttttgggcttagaatgtactgtcgatctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttatt?????taaatatgttgatctgtaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccttagaagcctccctacgccctttt?acatggcgtcaccccgcaagactgctaaggcata?????atggggagaaccctttgtggctctctctcactcccctcaatt?gtttagtcccagt??aatttt??gtccatgatttgatgtccctgggacgagaAACTACmTCTTGTTGCTTCTCTGAACATTCAGACCTAGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTTT???ATTGCTATGGGAGA??GGGAAATAGATTGACGTAAGCATCGGATTGGAAGCCCGCGTGCCCCTTTGTCCTCAATC?ATAACGTTGCAGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGGGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAACAAAGGACCGCATACGTCTGTGCATGCGACATGTAACTCAAGACCCAGGAATCCTAGAACTTCCCCAGGATCAATGAGAACACCTGATATTCCAGTCGCAGGATGCCCCATGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTACGTGGCACTAACCTCGCTTGGCGCATGGGCCGGCTACTCCGCCCTTCGAGCTATGCCAAGGATCCCATCGCGTGCGGCCATAAGCTACGGTAGGCTCATCAACTGGCATTTGTATCTATGAATCAGAGGGTTCCCTAGCTCACACGACACCGGCGATTCGTGAGGGCGGACACCCTGACGTGGAGCGAGGATCACACTACAGCCCCGACTTCTCCGGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCCCTAATGGCTCTTAATGCCAGAGGAAAAA?CTTTATCGCAGTGGCCAGTCA?GCGCACCCTCACACAA????????????????????
Staberoha_multispicula
??aggcacggcatagaagtagactggggtgataaaattacgcgg??????tgagaggtcactattacccacgcgtcgattcagacctcttcatgtccgctc????????tatcttcgggattatcagcccgcgtcgtcaaggaaatccattggtggacct????aggtccacgcctagttggcctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattacgatggccttacttgataagactgctacatcctatcaggtcggggatcgcgttcccttccccgataatccgtgcgatggtcctcacttggtggtcccatagttttggactcttcacgctggtccaatacgaccgggcg????????????ggttttgggcttagaatgtactgtcgatctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttatt?????taaatatgttgatctgtaaaagcggattgcctcgctaggtacttcatcagttggcttcgcggaaccttagaagcctccctacgccctttttacatggcgtcaccccgcaagactgctaaggcata?????atggggagaaccctttgtggctctctctc???????tccatt?gtttagtcccagt??aatttt??gtccatgagttgatgtccctgggacgagaAACTACmTCTTGTTGCTTCTCTGAACATTCCGACCTCAGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTTT???ATTACTACAGGAGA??GGTAAATAGGTTGACGTAAGTATCGGATTGGAAGTCCGCGTGCCCCTTCGTCCTCAATC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGTCCATAATTATTGATATATAGAGCGTCATGCTCAACTAGGGACCGCATACGTTTGTGCATGCGGCATGTAATTCAAGACCCAGGAATCCTAGAACTTCCCCAGGATCAATGAGAACACCTAATGTTCCAGTCGCAGGGTGCCCCACGAATATGGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTACGTGGCTTTAACCTCCCTTGGCGCATGGGCCGGCCACTCCGCATTTCGAGCTATGCCAAGGAGCCCATCGTGTGCGGCAATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGGGTTCCCTAGCTCACACGACACCGGCGATTCGTGAGGGCGGACACCCTGACGTGGAGCGAGAATCACGCTGCAGCTCCGACTTCTCCGGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCCCTAATTGCCCTCAACACCAGAGGAAAAA?CTTCATGGCAGTGGGCAGTCA?GCGCACCCTCACACAA????ATAGC???????????
Staberoha_ornata
????gcacggcatagaagtagactggggagataaaattacgcgg??????tgagaggtcactattacccacgcgtcgattcagacttcttcatgtccgctc????????tatcttcgggactatcagcccgcatcgtcaaggaaatccctgggtggacct????aggtccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgatacctggttttcggggattgcgatggccttacttgataagactgctacatcctataaggtcggggatcgcgttcccttccccgataatccgtgcggtggtcctcacttggtggtcgcatagttttggactcttcacgctggcccaatacgactggg??????????????ggttttgggcttagaatgtactgtcgatctct?cgaaggatgaatctccgattgctgagctcgccaat??tat??tcccatttatt?????taaatatgttgatctgtaaaagcggattgcctcgataggtacttcatcagttggcttcgcggaaccttagaagcctccctacgccctttt?acatggcgtcaccccgcaagactgctaaggcata?????atggggagaaccctttgtggctctctctcactcccctccatt?gtttagtcccagt??catttt??gtccatgagttgatgtccctgggacgagaAGCTATATCTTGTTGCTTCTCTGAACATTCCGATCTCAGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTTT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATTGGAAGTCCGCGTGCCCCTTCGTCCTCAATC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTCTTGATATCTAGAGCGTCATGCTCAACTAAGGACCGCATATGTTTGTGCATGCGGCATGTAATTCAAGACCCAGGAATCCTAGAACTTCCCCAGGATCATTGAGAACACCTAATGTTCCAGkTGCAGGGTGCCCCACGAATATAGCCTCCAGAATACGCGCGTACATCCACTAACTATGTTGTCCCTACATGGCCCTAACCTCCCTTGGCGCATGGGCCGGCCACTCCGCCTTTCGAGCTATGCCAAGGAGCCCATCGTGTGCGGCCATAAGTTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGGGTTCCCTAGCTCACACGACACCGGCGATTCGTGAGGGCGGACACCCTGACGTAGAGCGAGAATCACGCTGCAGCCCCGACTTCTACGGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCCCTAATTGCCCTCAACGCCAGAGGAAAAA?CTTCATGGCAGTGGGCAGTCA?GCGCACCCTCACACAA????????????????????
Staberoha_remota
ctaggcacggcatagaagtagactggggtgataaaattgcgtgg??????tgagaggtcactattacccacgcgtcgattcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggtctacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgctggcctaatacgactgggcggtgcagactagcggttttgggcttagaatgtactgtcgatctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttatt?????tagatatgttgatctgcaaaagcggattgcctcgatgggtacttcatcagttggcttcgcggaaccatagaagcctccctacgccctttc?acatggcgtcaccccgcaagactgctaaggcata?????atggggagaaccctttgtggctctctctcactcccctccatt?gtttagtcccagt??aatttt??gtccatgatttgatgtccctgggacgaga????ACATCTTGTTGCTTCTCTGAACATTCAGACCTCGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACAGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATTGGAAGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCATACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCCCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCTTGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCGCTTGGCACATGGGCCGGCCACTCTGCCCTTCGAGCTATGCCAAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATGAGTCAGAGGGTTCCCTAGCTCACACGACACCGGCGATTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATCACACTGCAGCCCCGACTTCTCCGGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCCCTAATTGCCCTCAACGCCAGAGGAAAAA???TCATGGCAGTGGCCAGTCA?GCGCACCCTCACACAA????GTAGCCAAGAGCAAGA
Staberoha_stokoei
??aggcacagcatagaagtggactggggtgatgaaagtgcgtgg??????tgagaggtcactattacccacgcgtcgattcagacctcttcatgtccgctc????????tatcttcggaactatcagcccgcgtcgtcaaggaaatccattggtggacct????agacctacgcctagttgacctaaaatatgcttttgtatggaccagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgctacatcctatcaggtcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttagtggtcccataattttggactttccacgctggcctaatacgattgggcg????????????ggttttggactgagaatgtactgtcgacctct?cgaaggatgattctccgattgctgagctcgccaag??tat??tcc?atttattt????taggtatgttgatctgcaaaagcggattgcctcgatgggtacttcattagttggcttcgcggaaccttagaaaccttcctacgccctttc?acatggcgtcaccccgcaagactgctaaggcatg?????atggggagaaccccttgtggctctctctcactcccctccatt?gtttagtcctagt??aatttt??gtacatgatttgatgtccctgggacggga???TACATCTnGTTGATnCTnTGAACATTCCGrCCTAGGTGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGA?GTCCGCGTGCCCCTTCATC????????ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGTCCATAATTATTGATATATAGAGCATCATGCTCAACTAAGGACCGCATACGTTTGTGCATGCGGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCCCAAGATCAATGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATAGCCTCCGGAGTACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGCACATGGGCCAGCCACTCCGCCCTTCGAGCTATGCCGAGGAGCCCATCGCGTACGGCCATAAGCTACTGTAGGTTCATCTACTGGCATTTGTATCTCTGAGTCAGAGGGTTTCCTAGCTCATACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCCGACTTCTCCAGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCGCTAATTGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAACGCACCCTCACACAA???CGTAGCCGAGAGCTAGA
Staberoha_vaginata
ctaggcacggcatagaagtagactggggtgataaaattacgcgg??????tgagaggtcactattacccacgcgtcgattcagacctcttcatgtccgctc????????tatcttcgggactatcagcccgcgtcgtcaaggaaatccattggtggacct????aggtccacgcctagttgacctaaaatatgcttttgtatggaacagtcagtcaccgaatttgacacctggttttcggggattgcaatggccttacttgataagactgctacatcctataaggtcggggatcgcgttcccttccccgataatccgtgcgatggtcctcacttggtggtcccatagttttggactcttcatgctggcccaatacgactgggcggtgcagactagcggttttgggcttagaatgtactgtcgatcttt?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccatttatt?????taaatatgttgatctgtaaaagcggattgcctcgataggt?cttcatcagctggcttcgcggaaccttagaagcctccctacgccctttt?acatggcgtcaccccgcaagactgctaaggcata?????atggggagaaccctttgtggctctatctcactcccctccatt?gtttagtcccact??aatttt??gtccatgagtggatgtccctgggacgaga???????????????????????????????????????TGGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAAAGGGCGCTTTT???????????????????????????????????????????TCGGATTGGAAGTCCGCGTGCCCCTTCGTCCTCAATC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCATTAGGAGAGCACGTCATCATCCATGTGGCAGCGTGCCCATAATTATTGATATATAGAGCGTCATGCTCAmCTAAGGACCGCATACGyTTGTGCATGCGGCmTGTAATTCAAGACCCAGGAATCCTAGAmCTTCCTCAGGATCAATGAGAACACCTAATGTTCCAGTCGnAGGGTGCCCCAsGAATATAGCCTCCGGAATACGCGCGTACATCCACTAACTATGGTGTCCCTACGTGGCCCTAACCCCCCTTGGCGCATGGGCCGGCCACTCCGCCTTTCGAGCTATGCCAAGTAGCCCATCGTGTGCGGCCATAAGCTACTGTAGGCTCATCTACTGGCATTTGTATCTATAAGTCAGAGGGTTCCCTACCTCACACGACACCGGCGATTTGTGAGGGCGGACACCCTGACGTGGAGCGAGAATCACGCTGTAGCCCCGACTTCTCCGGTGTCCCTTTCCATGACGGT?AGCGAACCTGCGCCCTAATTGCCCTCAACGCCAGAGGAAAAA?CTTCATGGCAGTGGACAGTCA?GCGCACCCTCACATAA????ATAGCCAAGAGCAAG?
Thamnochortus_acuminatus
ttaggctcagcataggagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtggtttcagacctcttcatctctgctc????????tatcttcggaactatcggcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagcctgtcaccgaatttgacacctggttttcggggattgcgatggcctcatttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagactagcggtattgggccgggaatgtactgtcggtctct?cgaaggatg??tctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcctcagctggcttcgcggaaccttggaaacctccctacccccttt??acatggtgtcccccctcaagactgctaaggcatg?????atggggagaagcccttgtggctctccctcactcccctccatt?attaaatcccagt??aatttt??gtacatgattttatgtccctgggacgaga???????TCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTnnGGAACACTAkGCGTACCCTTTGTyCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGATAGGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTmCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCkTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATACAGCATGCAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTTAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGmGAGTTCCCTnnnnnnnnnnnGACTGGCGCTCCGTGAAGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????????????????????
Thamnochortus_arenarius
ctaggctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgagagatcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattgttggatct????aggcctacgcctagttgacctaaaatatgcttttatattgaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctgacttgataagactgttacatcctataagatcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagac????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccctt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTmGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAAATATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTTTCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAACCACGTAG????????????
Thamnochortus_bachmannii
??aggctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctct?catctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagctgacctaaaatgtgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctatcagatcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggc?????????????ggttttgggccaggaatgtactgtcggtctct?cgaaggacgattctccgattgctgagctcgtcaat??tat??tccaaattatataaaaaagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcaatcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCAGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATCTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGCCCGGCCAGCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTGCTGTAGGCTCATCGACTGGCATCTGTATCTATGAGTCAGAGAATTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGTCTTGACGGGGAGCGGGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_cinereus
ttaggctcagcataggagtggactggg?tgatgg??gtgcgtgg??????tgagaggtcacttttacccacgcgtggtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagcctgtcaccgcatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcag??????ggttttgggccgggaatgtactgtcggtctctccgaaggatg??tctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacccccttt??acatggtgtcccccctcaagactgctaaggcatg?????atggggagaagcccttgtggctctccctcactcgcctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGATAGGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTACTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCTTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGCAACTCAAGACCCGGGAATCCTAGAACTTCCTTAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCTCTCGCAAGA
Thamnochortus_dumosus
??????tcagcatagaagtggactggg?tgatgg??gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatctt???aggcctacgcctggttgacctaaaatatgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataatattggactctccacgcgggcccaatacgattgg???????????????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatgt????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcgaaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaaaactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgaga???????TCTCATTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTATGCCAACGCCGTAGCAGTAGGAGAGCACGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAAGGGCCCTCAATGCCAGAGGAAAAAACATTATAGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_erectus
????gctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tragaggkcmckgttacccacgcgtcgtttcagacctctycatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattgatggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgacggtcctcacttggtggtcccacaattttggactctccacgcgggcccaatacgattggg??????????????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatttgttgatctgcaaaagcggcttgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttc??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAGCC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATCAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGCTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGGGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGCGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAGACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_fraternus
ctaggctcagcatagaagtggactggg?tgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgyttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgctgttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccagtacgattgggcggtgcagactagcggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgatcttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGGAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCA?GCGCAC??TCACACAA????GTAGCCGAGAGCAA??
Thamnochortus_fruticosus
??aggctcagcataggagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtggtttcagacctcttcatctctgctc????????tatcttcggaactatcggcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagcctgtcaccgaatttgacacctggttttcggggattgcgatggcctcatttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagac????ggtattgggccgggaatgtactgtcggtctct?cgaaggatg??tctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcctcagctggcttcgcggaaccttggaa?cctccctacccccttt??acatggtgtcccccctcaagactgctaaggcatg?????atggggagaagcccttgtggctctccctcactcccctccatt?attaaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAG???GGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGATAGGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTACTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCTTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGCAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTTAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAAGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????????????????????
Thamnochortus_glaber
ttaggctcagcataggagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtggtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagcctgtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccannnnnnnnn????????????????ggttttgggccgggaatgtactgtcggtctct?cgaaggatg??tctccgattgctgagctcgccaatcctat??tccaaattatat????aagatttgttgatctgcaaaagcggatcgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacccccttt??acatagtatcccccctcaagactgctaaggcatg?????atggggagaagcccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttttgtccctgggacgaga???????????????????????AACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGATAGGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTACTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCTTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGCAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCAATAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCA?GCGCAC??TCACACAA????GTAGCCTCTnGCAA??
Thamnochortus_gracilis
ccaggctcagcatagaagtggactggg?tgatgga?gtgtgtgg??????tgagaggtcactgttacccgcgcgtcgtttccgacctcttcatctccgctc????????tatcttcggaactatcagcccgcatcg??aaggaaacccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagtcagtcaccgaatttgacgcctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtccccacttggtggtcccataattttggactctccacgcgggcccaatacgactgggcggtgcagac????ggttttgggccgagaatgtaccgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatct????aagatatgttgacctgcaaaagcggattgccccaatgggcacctcatcagctggcttcgcggaaccttagaa?cctccctacgccctttt?aaatggcgtcccccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctca????????????????????????????????????????????????????????gggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTATGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTTAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTAGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTATATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACTGGCCCTTCGTGAGGGCGGACGCCCTGACGTGGGGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGATGGC?AGCGAACCTGGGCACTAATGGCCCTTAATGCCAGAGGAAAAGACATTATGGCAGTGGCCAGTCAAGCGCACCC????????????GTAGCCGAGAGCAAGA
Thamnochortus_guthrieae
??aggctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatagtcctcacttggtggtcccacaattttggactctccacgcgggcccaatacgattg????????????????gggtttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatttgttgatctgcaaaagcggcttgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAGCC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATCAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTTAAGATCACTCAGAACACCTGATGCTCCAGTAGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTACGTACGGCCAGAAGCTACTGCAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGGGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGCGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_insignis
ctaggctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgacggtcctcacttggtggtcccacaattttggactctccacgcgggcccaatacgattgggcggtgcagactagcggttttgggccgggaatgaactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaatcatat????aagatttgttgatctgcaaaagcggcttgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttc??gtacatgattttatgtccctgggacgagaAmCTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAGCC?ATAACGTTGCTGCCGCCTCTGCCAACACCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATCAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGCTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGGGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGCGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAGACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_karooica
ctaggctcagcatagaagtggactggg?tgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgctgttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagac????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgatcttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTAGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGGATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGTTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCG?GCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_levynsiae
ctaggcaca?catagaagtggactggg?tgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctccgctc????????tatcttcggaactatcagcccgcatcgtcaaggaaatcctttggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcaggcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctatcagatcggggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagac????ggttttgggctgagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tcccaattattt????taaatatgttgatctgcaaaagcggattgcctcaatgggtacttcatcagttggcttcgcggaaccttagaaacctccctacgccccttt?acatggcgtcacccctcaagaccgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttaggtccctgggacgagaAACTACATCTCGGTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCTGCGTGCCCCTTCGTC?TCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTGGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCATAATTTTTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCCCAAGATCACTGAGAACACCTGATGTTCCAGTCACAGGGTGCCCCACGAATATAGCCTCCGGAAAACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGTACATGGGCCGGCCACCCCGCCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACAACACCGGCGCTTCGTGAGGGCGGATGCCCTGACGTGGAGCGAGAATGACGCTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGTGAACCTGCGTGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_lucens
ctakgctcagcatagaagtggactggg?tgatgg??gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatctt???aggcctacgcctggttgacctaaaatatgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataatattggactctccacgcgggcccaatacgattgggcggtgcagac????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatgt????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcgaaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaaaactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgaga?????CATCTCATTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGw??GGTAAATAGGTTGmCGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTATGCCAACGCCGTAGCAGTAGGAGAGCACGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGTTCCAGTTGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAAGGGCCCTCAATGCCAGAGGAAAAAACATTATAGCAGTGGCCAGTCAAGCGCAC??TCACACAA????????????????????
Thamnochortus_muirii
ctaggctcagcatagaagtggactggg?tgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgctgttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagactagcggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaa?cctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgatcttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTAGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGGATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCG?GCGCACCC????????????GTAGCCGAGAGCAAGA
Thamnochortus_nutans
ccaggctcagcatagaagtggactggg?tgatgga?gtgtgtgg??????tgagaggtcactgttacccacgcgtcgtttccgacctcttcatctccgctc????????tatcttcggaactatcagcccgcatcg??aaggaaacccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagtcagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtccccacttggtggtcccataattttggactctccacgcgggcccaatacgactgggcggtgcagac????ggttttgggccgagaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatct????aagatatgttgacctgcaaaagcggattgccccaatgggcacctcatcagctggcttcgcggaaccttagaa?cctccctacgccctttt?aaatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttagtcccagt??aacttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTATGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCTCGCGTGCCCCTTCGTCCTTAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCGCCCTTAGAGCTATACCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTATATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACTGGCCCTTCGTGAGGGCGGACGCCCTGACGTGGGGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTTCATGACGGC?AGCGAACCTGGGCACTAATGGCCCTTAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCACCC????????????GTAGCCGAGAGCAAGA
Thamnochortus_obtusus
ctaggctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctct?catctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaagtccattggtggatct????aggcctacgccaagctgacctaaaatgtgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctatcagatcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcsgtgtagac????ggttttgggccaggaatgtactgtcggtctct?caaaggatgattctccgattgctgagctcctcaat??tat??tccaaattatataaaaaagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCACTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATCTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGTTGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGCCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATCTGTATCTATGAGTCAGAGAATTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGGGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_paniculatus
ctaggctcagcatagaagtggactggg?tgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgctgttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccagtacgattgggcggwgcag??????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgatcttatgtccctgggacgaga??????????????????????????ATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGGAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCA?GCGCAC??TCACACAA???CGTAGCCGAGAGCAAG?
Thamnochortus_papyraceus
??aggctcagcataggagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtggtttcagacctcttcatctctgctc????????tatcttcggaactatcggcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgcttttatatggaacagcctgtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgggcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgcagac????ggttttgggccgggattgtactgtcggtctct?cgaaggatg??tctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacccccttt??acatggtgtcccccctcaagactgctaaggcatg?????atggggagaagcccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGATAGGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTACTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCTTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGCAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATTTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCAACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCy??????????
Thamnochortus_pellucidus
ctaggctcagcatagaagtggactggg?tgatgg??gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatctt???aggcctacgcctagttgacctaaaatatgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgctcccttccccgataatccgtacgatggtcctcacttggtggtcccataatattggactctccacgcgggcccaatacgattgggcg????????????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatgt????aagatatgttgatctgcaaaagcggattgccccaataggtacttcatcagctggcttcgcgaaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaaaactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgaga???TACATCTCATTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTATGCCAACGCCGTAGCAGTAGGAGAGCACGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAGGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTTATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAAGGGCCCTCAATGCCAGAGGAAAAAACATTATAGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_platypteris
????gctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgataggttactgttacccacgtgtcgttgaagacctct?catctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaagtccattggtggatct????aggcctacgcctagctgacctaaaatgtgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgsgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattggg??????????????ggttttgggccaggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgtcaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctcccttactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgaga?ACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATCTGTATCTATGAGTCAGAGAATTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_pluristachyus
ctaggctcagcatagaagtggactggg?tgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgctgttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccartacgattgggcggtgcagac????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgatcttatgtccctgggacgagaAACTACATCTTGTTGATTCTCCGAACTTCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGGAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGTGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTsAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGGGGCCAGTCA?GCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_pulcher
ctgggcacagcatagaagtggactggg?tgatggaagtgcatgg??????tgagaggtcactgttacccacgcgtcgtttcagacttcttcatctccgctc????????tatcttcggaactatcagcccgcatcgtcaaggaaatccattggtggacct????aggcctacgcctagttgacctaaaatatgcttttgtatggaacagtcaggcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctatcagatcgaggatcgcgctcccttccccgataatccttgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgactgggcggtgtagactagtggtttggggcc?agaatgtactgtcggtctct?cgaaggatgattcttcgattgctgagctcgccaat??tat??tctaaattatat????taaatatgttgatttgcaaaagcggattgcctcaaagggtacttcatcagttggcttcgcggaaccttagaaacctccctacgccctttt?acatggcgtcacccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttagtcccagt??aatttt??gtacatgattttatgtccctggcacgagaAATTACATCTCGGTGATTCTCTGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTATCCTTTGTCCTGAGGCACTTGTCCGAAAATGGCTTCGGAGAGGGCGCTTTTAT???ATTGGTACGGGAGA??GGTAAATAGGTTGACGTAAGTATCGGATCGGAGGCCCGCGTGCCCCTTCGTC????ACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTGGCAGTAGGAGAGCGCGTCATCATTCATGTGGCAGCGTGCCCATAAATATTGATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCGAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGAATATGGCCTCCGGAATACGCGCGTACATCCACTAACTATGTTGTCCCTGCGTGGCCCTAACCTCACCTGGTACATGGGCCGGCCACCCCGCCCTTCGAGCTATATCAAGGAGCCCATTGCGTACGGCCATAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGACACCGGCGCTTCGTGAGGGCGGACGCCCTGACGTGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGTGCTAATGGCCCTCAATGCCAGAGGAAAAAACTTCATGGCAGTGGCCAGTCAAGCGCACCCTCACACAA????GTAGCCGAGAGTAAGA
Thamnochortus_punctatus
ctaggctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctct?catctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaagtccattggtggatct????aggcctacgcctagctgacctaaaatgtgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctatcagatcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcggtgtagactagcggttttgggccaggaatgtactgtcggtctct?cgaaggacgattctccgattgctgagctcgtcaat??tat??tccaaattatataaaaaagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcaatcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCAGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATCTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGATCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGCCCGGCCAGCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATCTGTATCTATGAGTCAGAGAATTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGTCTTGACGGGGAGCGGGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_rigidus
??????tsagcataggagtggactggg?tgatgg??gngcgtgg??????tgagaggtcacttttacccacgcgtggtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggattt????aggcctacgcctagttgacctaaaatatgcttttatatggaacagcctgtcaccgyatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgss??????????????ggttttgggccgggaatgtactgtcggtctctccgaaggatg??tctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacccccttt??acatggtgtcccccctcaagactgctaaggcatg?????atggggagaagcccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAnCTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGATAGGTAAATAGGTTGACGTAAGCATCGGATCGGAGGCCCGCGTGCCCCTTCGTACTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACACCTTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGCAACTCAAGACCCGGGAATCCTAGAACTTCCTTAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCTCTCGCAAGA
Thamnochortus_schlechteri
ctaggctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctct?catctctgctc????????tatcttcggaattatcagcccgcatcgtcaagaaagtccattggtggatct????aggcctacgcctagccgacctaaaatgtgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataaggtcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggtggtgtagac????ggttttgggccaggaatgtattgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGT?ACAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACATTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATCTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATG?CAGTGGCTAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCTAAA
Thamnochortus_spicigerus
ctaggctcagcatagaagtggactggg?tgatggaagtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatttctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatct????aggcctacgcctagttgacctaaaatatgctgttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgcccccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccagtacgattgggcggtgcagactagcggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatat????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaaccccttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgatcttatgtccctgggacgaga???????TCTCGyTGATTCTCCGAACATCCAGACCTCGGTAGTGGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCGAAAATGGnTTCGGGAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCGGATCGGGGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTCTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCnCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTyAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGrCCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGAGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGrGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGACACTGCAGCCCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCA?GCGCAC??TCACACAm????GTAGCCGAGAGCAA??
Thamnochortus_sporadicus
ctaggctcagcatagaagtggactggg?tgatgga?gtgcgtgg??????tgagaggtcactgttacccacgcgtcgttgaagacctct?catctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaagtccattggtggatct????aggcctacgccaagctgacctaaaatgtgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctatcagatcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataattttggactctccacgcgggcccaatacgattgggcg????????????ggttttgggccaggaatgtactgtcggtctct?caaaggatgattctccgattgctgagctcctcaat??tat??tccaaattatataaaaaagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcggaaccttggaaacctccctacgcccctt??acatggcgtcccccctcaagactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCGTTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATGGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCACTGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATCTGGCAGCGTGCCCGCAATTCTTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTCAGAACACCTGTTGTTCCAGTCGCAGGGTGCCCCACGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGCCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATCTGTATCTATGAGTCAGAGAATTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGGGAATGACACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAACCTGCGCACTAATGGCCCTCAATGCCAGAGGAAAAAACATTATGGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
Thamnochortus_stokoei
ctaggctcagcatagaagtggactggg?tgatgg??gtgcgtgg??????tgagaggtcactgttacccacgcgtcgtttcagacctcttcatctctgctc????????tatcttcggaactatcagcccgcatcgtcaagaaaatccattggtggatctt???aggcctacgcctagttgacctaaaatatgcttttatatggaacagccagtcaccgaatttgacacctggttttcggggattgcgatggcctcacttgataagactgttacatcctataagatcggggatcgcgctcccttccccgataatccgtgcgatggtcctcacttggtggtcccataatattggactctccacgcgggcccaatacgattgggcggtgcagac????ggttttgggccgggaatgtactgtcggtctct?cgaaggatgattctccgattgctgagctcgccaat??tat??tccaaattatgt????aagatatgttgatctgcaaaagcggattgccccaatgggtacttcatcagctggcttcgcgaaaccttggaaacctccctacgcccttt??acatggcgtcccccctcaaaactgctaaggcatg?????atggggagaacctcttgtggctctccctcactcccctccatt?gtttaatcccagt??aatttt??gtacatgattttatgtccctgggacgagaAACTACATCTCATTGATTCTCCGAACATCCAGACCTCGGTAGTAGGGAACACTAGGCGTACCCTTTGTCCTGAGGCACTTCTCCAAAAATAGCTTCGGAAAGGGCGCTTTTAT???ATTGCTACGGGAGA??GGTAAATAGGTTGACGTAAGCATCAGATCGGAGGCCCGCGTGCCCCTTCGTCCTCAACC?ATAACGTTGCTGCCGCCTATGCCAACGCCGTAGCAGTAGGAGAGCGCGTCATCATCCATGTGGCAGCGTGCCCGCAATTATTAATATATAGAGCGTCATGCTCAACTAAGGACCGCACACGTTTGTGCATGCAGCATGTAACTCAAGACCCGGGAATCCTAGAACTTCCTCAAGATCACTGAGAACACCTGATGTTCCAGTCGCAGGGTGCCCCATGACTATAGCCTCCGGAATACGCGCGTACATCTACTAACTATGTTGTCCCTGTGTGACCCTAACCTCACCTGGCACATGGGCCGGCCACCCCACCCTTCGAGCTATACCAAGGGGCCCATTGCGTACGGCCAGAAGCTACTGTAGGCTCATCGACTGGCATTTGTATCTATGAGTCAGAGAGTTCCCTAGCTCACACGAGACTGGCGCTCCGTGAGGGCGGACGCCTTGACGGGGAGCGAGAATGATACTGCAGCTCGGACTTCTCCAGTGTCCCTTTCCATGACGGC?AGCGAAGCTGCGCACTAAGGGCCCTCAATGCCAGAGGAAAAAACATTATAGCAGTGGCCAGTCAAGCGCAC??TCACACAA????GTAGCCGAGAGCAAGA
;
ENDBLOCK;

BEGIN ASSUMPTIONS;

	OPTIONS  DEFTYPE=unord PolyTcount=MINSTEPS ;

ENDBLOCK;

BEGIN TREES;

	TRANSLATE

	1	Baloskion_tetraphyllum,
	2	Sporodanthus_tasmanicus,
	3	Anthochortus_crinalis,
	4	Anthochortus_graminifolius,
	5	Anthochortus_singularis,
	6	Cannomois_arenicola,
	7	Cannomois_dolichocaryon,
	8	Cannomois_parviflora,
	9	Cannomois_saundersii,
	10	Cannomois_schlechteri,
	11	Cannomois_scirpoides,
	12	Ceratocaryum_caespitosum,
	13	Ceratocaryum_fimbriatum,
	14	Ceratocaryum_fistulosum,
	15	Ceratocaryum_pulchrum,
	16	Ceratocaryum_xerophilum,
	17	Hypodiscus_montanus,
	18	Hypodiscus_squamosus,
	19	Mastersiella_spathulata,
	20	Willdenowia_arescens,
	21	Askidiosperma_albo_aristata,
	22	Askidiosperma_alticolum,
	23	Askidiosperma_andreaeanum,
	24	Askidiosperma_capitatum,
	25	Askidiosperma_chartaceum,
	26	Askidiosperma_esterhuyseniae,
	27	Askidiosperma_insigne,
	28	Askidiosperma_longiflorum,
	29	Askidiosperma_nitidum,
	30	Askidiosperma_paniculatum,
	31	Askidiosperma_rugosum,
	32	Calopsis_adpressa,
	33	Calopsis_andreaeana,
	34	Calopsis_aspera,
	35	Calopsis_burchellii,
	36	Calopsis_clandestina,
	37	Calopsis_dura,
	38	Calopsis_esterhuyseniae,
	39	Calopsis_filiformis,
	40	Calopsis_fruticosa,
	41	Calopsis_gracilis,
	42	Calopsis_hyalina,
	43	Calopsis_impolita,
	44	Calopsis_marlothii,
	45	Calopsis_membranacea,
	46	Calopsis_monostylis,
	47	Calopsis_muirii,
	48	Calopsis_nudiflora,
	49	Calopsis_paniculata,
	50	Calopsis_pulchra,
	51	Calopsis_rigida,
	52	Calopsis_rigorata,
	53	Calopsis_viminea,
	54	Chondropetalum_acockii,
	55	Chondropetalum_aggregatum,
	56	Chondropetalum_decipiens,
	57	Chondropetalum_deustum,
	58	Chondropetalum_ebracteatum,
	59	Chondropetalum_elephantinum,
	60	Chondropetalum_hookerianum,
	61	Chondropetalum_microcarpum,
	62	Chondropetalum_mucronatum,
	63	Chondropetalum_nudum,
	64	Chondropetalum_rectum,
	65	Chondropetalum_tectorum,
	66	Dovea_macrocarpa,
	67	Elegia_amoena,
	68	Elegia_asperiflora,
	69	Elegia_atratiflora,
	70	Elegia_caespitosa,
	71	Elegia_capensis,
	72	Elegia_coleura,
	73	Elegia_cuspidata,
	74	Elegia_equisetacea,
	75	Elegia_esterhuyseniae,
	76	Elegia_extensa,
	77	Elegia_fenestrata,
	78	Elegia_filacea,
	79	Elegia_fistulosa,
	80	Elegia_fucata,
	81	Elegia_galpinii,
	82	Elegia_glomerata,
	83	Elegia_grandis,
	84	Elegia_grandispicata,
	85	Elegia_hutchinsonii,
	86	Elegia_intermedia,
	87	Elegia_juncea,
	88	Elegia_muirii,
	89	Elegia_neesii,
	90	Elegia_persistens,
	91	Elegia_prominens,
	92	Elegia_racemosa,
	93	Elegia_rigida,
	94	Elegia_spathacea,
	95	Elegia_squamosa,
	96	Elegia_stipularis,
	97	Elegia_stokoei,
	98	Elegia_thyrsifera,
	99	Elegia_thyrsoidea,
	100	Elegia_vaginulata,
	101	Elegia_verreauxii,
	102	Ischyrolepis_anomala,
	103	Ischyrolepis_arida,
	104	Ischyrolepis_caespitosa,
	105	Ischyrolepis_capensis,
	106	Ischyrolepis_cincinnata,
	107	Ischyrolepis_coactilis,
	108	Ischyrolepis_constipata,
	109	Ischyrolepis_curvibracteata,
	110	Ischyrolepis_curviramis,
	111	Ischyrolepis_distracta,
	112	Ischyrolepis_duthieae,
	113	Ischyrolepis_eleocharis,
	114	Ischyrolepis_elsieae,
	115	Ischyrolepis_esterhuyseniae,
	116	Ischyrolepis_feminea,
	117	Ischyrolepis_gossypina,
	118	Ischyrolepis_hystrix,
	119	Ischyrolepis_karooica,
	120	Ischyrolepis_laniger,
	121	Ischyrolepis_leptoclados,
	122	Ischyrolepis_longiaristata,
	123	Ischyrolepis_macer,
	124	Ischyrolepis_marlothii,
	125	Ischyrolepis_monanthos,
	126	Ischyrolepis_nana,
	127	Ischyrolepis_nubigena,
	128	Ischyrolepis_ocreata,
	129	Ischyrolepis_paludosa,
	130	Ischyrolepis_papillosa,
	131	Ischyrolepis_parthenocarpos,
	132	Ischyrolepis_pratensis,
	133	Ischyrolepis_rivula,
	134	Ischyrolepis_rottboellioides,
	135	Ischyrolepis_sabulosa,
	136	Ischyrolepis_schoenoides,
	137	Ischyrolepis_sieberi,
	138	Ischyrolepis_sporadica,
	139	Ischyrolepis_subverticellata,
	140	Ischyrolepis_tenuissima,
	141	Ischyrolepis_triflora,
	142	Ischyrolepis_unispicata,
	143	Ischyrolepis_venustulus,
	144	Ischyrolepis_virgea,
	145	Ischyrolepis_wallichii,
	146	Ischyrolepis_wittebergensis,
	147	Platycaulos_acutus,
	148	Platycaulos_anceps,
	149	Platycaulos_cascadensis,
	150	Platycaulos_compressus,
	151	Platycaulos_major,
	152	Platycaulos_subcompressus,
	153	Restio_acockii,
	154	Restio_alticola,
	155	Restio_ambiguus,
	156	Restio_arcuatus,
	157	Restio_aureolus,
	158	Restio_bifarius,
	159	Restio_bifidus,
	160	Restio_bifurcus,
	161	Restio_colliculospermus,
	162	Restio_communis,
	163	Restio_confusus,
	164	Restio_corneolus,
	165	Restio_debilis,
	166	Restio_decipiens,
	167	Restio_degenerans,
	168	Restio_dispar,
	169	Restio_distans,
	170	Restio_distichus,
	171	Restio_dodii_var_dodii,
	172	Restio_dodii_var_purpurascens,
	173	Restio_egregius,
	174	Restio_festuciformis,
	175	Restio_filiformis,
	176	Restio_fragilis,
	177	Restio_galpinii,
	178	Restio_inconspicuus,
	179	Restio_ingens,
	180	Restio_insignis,
	181	Restio_inveteratus,
	182	Restio_leptostachyus,
	183	Restio_mahonii_ssp_mahonii,
	184	Restio_miser,
	185	Restio_mlanjiensis,
	186	Restio_multiflorus,
	187	Restio_nodosus,
	188	Restio_nuwebergensis,
	189	Restio_obscurus,
	190	Restio_pachystachyus,
	191	Restio_papyraceus,
	192	Restio_patens,
	193	Restio_pedicellatus,
	194	Restio_perplexus,
	195	Restio_perseverans,
	196	Restio_pillansii,
	197	Restio_praeacutus,
	198	Restio_pumilis,
	199	Restio_purpurascens,
	200	Restio_quadratus,
	201	Restio_quinquefarius,
	202	Restio_rarus,
	203	Restio_scaberulus,
	204	Restio_secundus,
	205	Restio_similis,
	206	Re_sp_affp,
	207	Restio_stokoei,
	208	Restio_strictus,
	209	Restio_strobilifer,
	210	Restio_subtilis,
	211	Restio_tetragonus,
	212	Restio_triticeus,
	213	Restio_tuberculatus,
	214	Restio_vallis_simius,
	215	Restio_verrucosus,
	216	Restio_versatilis,
	217	Restio_zuluensis,
	218	Rhodocoma_alpina,
	219	Rhodocoma_arida,
	220	Rhodocoma_capensis,
	221	Rhodocoma_foliosa,
	222	Rhodocoma_fruticosa,
	223	Rhodocoma_gigantea,
	224	Rhodocoma_gracilis,
	225	Rhodocoma_vleibergensis,
	226	Staberoha_aemula,
	227	Staberoha_banksii,
	228	Staberoha_cernua,
	229	Staberoha_distachyos,
	230	Staberoha_multispicula,
	231	Staberoha_ornata,
	232	Staberoha_remota,
	233	Staberoha_stokoei,
	234	Staberoha_vaginata,
	235	Thamnochortus_acuminatus,
	236	Thamnochortus_arenarius,
	237	Thamnochortus_bachmannii,
	238	Thamnochortus_cinereus,
	239	Thamnochortus_dumosus,
	240	Thamnochortus_erectus,
	241	Thamnochortus_fraternus,
	242	Thamnochortus_fruticosus,
	243	Thamnochortus_glaber,
	244	Thamnochortus_gracilis,
	245	Thamnochortus_guthrieae,
	246	Thamnochortus_insignis,
	247	Thamnochortus_karooica,
	248	Thamnochortus_levynsiae,
	249	Thamnochortus_lucens,
	250	Thamnochortus_muirii,
	251	Thamnochortus_nutans,
	252	Thamnochortus_obtusus,
	253	Thamnochortus_paniculatus,
	254	Thamnochortus_papyraceus,
	255	Thamnochortus_pellucidus,
	256	Thamnochortus_platypteris,
	257	Thamnochortus_pluristachyus,
	258	Thamnochortus_pulcher,
	259	Thamnochortus_punctatus,
	260	Thamnochortus_rigidus,
	261	Thamnochortus_schlechteri,
	262	Thamnochortus_spicigerus,
	263	Thamnochortus_sporadicus,
	264	Thamnochortus_stokoei
;

[NOTE: THE COMMAS IN THE NEXUS TREE FORMAT ARE UNNECESSARY AND CONFUSING]
TREE t1 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t2 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t3 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t4 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t5 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t6 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))),((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t7 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t8 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t9 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t10 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t11 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t12 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t13 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))),((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t14 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t15 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t16 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t17 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t18 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t19 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t20 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t21 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t22 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t23 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))),((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t24 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t25 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t26 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t27 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t28 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t29 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t30 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t31 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))),((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t32 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t33 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t34 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t35 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t36 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t37 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t38 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))),((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t39 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t40 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t41 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t42 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t43 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((32,((37,52),(41,(44,53)))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t44 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t45 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t46 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t47 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t48 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t49 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t50 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t51 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t52 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t53 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t54 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t55 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t56 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t57 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t58 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t59 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t60 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t61 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t62 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t63 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t64 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t65 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t66 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t67 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t68 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t69 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t70 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t71 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t72 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t73 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t74 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t75 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t76 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t77 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t78 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t79 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t80 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t81 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t82 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t83 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t84 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t85 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t86 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t87 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t88 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t89 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t90 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t91 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t92 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t93 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t94 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t95 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t96 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t97 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t98 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t99 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t100 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t101 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t102 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t103 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t104 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t105 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t106 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t107 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t108 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t109 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58)))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t110 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t111 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t112 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t113 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t114 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t115 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t116 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t117 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58)))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t118 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t119 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t120 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t121 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t122 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t123 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58)))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t124 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t125 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t126 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t127 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t128 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58)))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t129 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t130 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t131 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t132 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t133 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t134 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t135 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t136 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t137 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((160,(190,(187,209))),(175,(157,194))),(180,192))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58)))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t138 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t139 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t140 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t141 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82)))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t142 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58)))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t143 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t144 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t145 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t146 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t147 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t148 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t149 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t150 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t151 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t152 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t153 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t154 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t155 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t156 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t157 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t158 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t159 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t160 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t161 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t162 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t163 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t164 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t165 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t166 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t167 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t168 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t169 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t170 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t171 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t172 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t173 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t174 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t175 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t176 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t177 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t178 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t179 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t180 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t181 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t182 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t183 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t184 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t185 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t186 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t187 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t188 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t189 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t190 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t191 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((54,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t192 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t193 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((54,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t194 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((54,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t195 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((54,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t196 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((54,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t197 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((54,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t198 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((61,(64,101)),(63,(59,65))),((56,60),(55,58))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(57,(((81,99),(68,(70,82))),((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86))))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t199 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((61,(64,101)),(63,(59,65))),((56,60),(55,58))),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t200 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((61,(64,101)),(63,(59,65))),((56,60),(55,58))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t201 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t202 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t203 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t204 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t205 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t206 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t207 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t208 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t209 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t210 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t211 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t212 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t213 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t214 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t215 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t216 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t217 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t218 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t219 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t220 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t221 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t222 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t223 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t224 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t225 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t226 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t227 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t228 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t229 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t230 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t231 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t232 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t233 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t234 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t235 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t236 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t237 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t238 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t239 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t240 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t241 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t242 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t243 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t244 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t245 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t246 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t247 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t248 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t249 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t250 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t251 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t252 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t253 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t254 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(((61,(64,101)),(63,(59,65))),((56,60),(55,58))))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t255 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t256 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t257 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t258 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t259 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t260 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t261 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t262 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t263 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(57,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t264 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t265 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t266 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t267 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t268 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t269 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t270 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t271 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t272 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t273 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t274 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t275 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t276 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t277 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t278 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t279 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t280 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t281 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t282 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t283 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t284 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t285 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t286 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t287 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t288 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t289 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t290 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t291 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t292 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t293 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t294 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t295 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t296 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t297 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t298 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t299 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t300 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t301 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t302 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t303 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t304 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t305 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t306 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t307 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t308 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t309 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t310 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t311 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t312 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t313 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t314 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t315 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t316 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t317 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t318 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t319 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t320 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t321 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t322 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t323 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t324 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t325 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t326 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t327 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t328 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t329 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t330 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t331 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t332 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t333 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t334 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t335 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t336 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t337 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((61,(64,101)),(63,(59,65))),((56,60),(55,58))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t338 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t339 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t340 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t341 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t342 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t343 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t344 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t345 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t346 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t347 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t348 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t349 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t350 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t351 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t352 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t353 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t354 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t355 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t356 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t357 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t358 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t359 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t360 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t361 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t362 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t363 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(68,(70,82))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t364 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),((56,60),(55,58))),(63,(59,65))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t365 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t366 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t367 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t368 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t369 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t370 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t371 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t372 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t373 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t374 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t375 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t376 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t377 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t378 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t379 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t380 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t381 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t382 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t383 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t384 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t385 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t386 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t387 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t388 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t389 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t390 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t391 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t392 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t393 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t394 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t395 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t396 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t397 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t398 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t399 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t400 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t401 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t402 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t403 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t404 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t405 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((76,(((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(68,(70,82))),((79,(72,(94,(84,(93,98))))),(80,86)))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t406 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(((79,(72,(94,(84,(93,98))))),(80,86)),(68,(70,82))))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t407 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t408 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t409 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(85,(71,75))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((76,((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t410 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t411 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t412 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t413 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(85,(71,75))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t414 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(85,(71,75)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t415 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(85,(71,75))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t416 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,(((((((77,(74,(87,(78,100)))),(69,95)),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t417 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t418 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t419 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t420 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t421 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t422 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),((62,(73,(((((54,(66,(((88,91),(83,89)),(71,(75,85))))),(61,(64,101))),(63,(59,65))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t423 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t424 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),((((45,170),(34,50)),(42,(43,216))),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t425 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,((160,(190,(187,209))),(175,((180,192),(157,194))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((57,((((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)),(54,(66,(((88,91),(83,89)),(71,(75,85))))))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t426 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,(((57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99))),(((61,(64,101)),(63,(59,65))),((56,60),(55,58)))),(54,(66,(((88,91),(83,89)),(71,(75,85)))))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t427 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(106,(104,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),(((208,212),(198,215)),((196,(164,182)),(36,48))))))),(49,(200,211))),(201,(205,(165,169)))),((((195,(((180,192),(175,(157,194))),(160,(190,(187,209))))),((181,189),(153,197))),(((221,223),(219,(220,224))),(225,(218,222)))),((((((243,(238,260)),(254,(235,242))),((257,(253,(241,262))),(247,250))),(((261,(256,((252,263),(237,259)))),(236,(264,(255,(239,249))))),(245,(240,246)))),(244,251)),(248,258))))),(((26,31),(25,(23,(22,30)))),((27,(24,28)),(21,29)))),((62,(73,((((54,(66,(((88,91),(83,89)),(71,(75,85))))),((61,(64,101)),(63,(59,65)))),((56,60),(55,58))),(57,(((((95,(69,(77,(74,(87,(78,100)))))),((90,(96,97)),(67,92))),(76,((79,(72,(94,(84,(93,98))))),(80,86)))),(68,(70,82))),(81,99)))))),(((193,206),(210,(163,184))),(38,((188,(158,159)),(46,191)))))),(233,(232,(((230,231),(227,234)),(226,(228,229)))))),(152,((177,(183,185)),((148,(150,151)),(147,149)))))))));
TREE t428 =(1,(2,((3,(((((6,(9,(8,10))),(16,(12,15))),(20,((17,18),(19,(7,11))))),(13,14)),(4,5))),(155,(((((173,((((51,(((33,((52,(37,(32,(41,(44,53))))),(39,(40,(35,47))))),((122,(((((118,(((113,121),(139,141)),(111,(143,(127,142))))),(115,(117,((114,128),(103,(105,(109,146))))))),((132,(123,138)),(104,(106,(110,(112,126)))))),((137,(125,131)),(120,(107,119)))),((145,(133,140)),(102,116)))),((135,(134,(129,130))),(124,(136,(108,144)))))),(((34,(50,(42,(43,216)))),(45,170)),((((174,(((217,((214,(178,(156,166))),(204,(161,176)))),(199,(162,(168,179)))),(171,172))),(186,(213,(203,207)))),(202,(154,167))),