Distinctly club-like antennae; circumscribed sternal pore-fields that are subcircular or transversally elliptical; range from about 1 cm to about 7 cm in length; 37 to 91 pairs of legs.
Soil Centipedes
Schendylidae Cook, 1896
Type genus: Schendyla Bergsøe & Meinert, 1866
Second maxillae with claws that are often fringed by small spines or rows of filaments; sternal pores usually present, most often in a single field; each coxopleuron most often has only one or two pores.
AACCATATACCTCATTTTTGGTGCCTGAGCGTCTATAGCAGGCACAGCTTTAAGCCTTATTATTCGCCTAGAACTTAGCCAACCGGGTAGATTAATTGGAGATGATCAAACATATAATGTCGTAGTAACTGCCCATGCATTTATCATAATTTTCTTCATAGTTATACCCATCATAATGGGCGGTTTCGGAAACTGACTCCTCCCTCTAATACTGGGGGCCCCCGACATAGCCTTCCCCCGACTAAATAACATGAGATTTTGACTCCTGCCCCCCTCCCTCATACTCCTCCTTTCCTCCGCCGCAGTAGAAAGAGGAGCCGGCACAGGATGAACCGTTTACCCTCCCCTCGCAGCAGGAATTGCTCACTCAGGAGCATCAGTTGACATAACAATTTTTTCCCTCCACCTAGCAGGAGTATCGTCCATCCTTGGTGCCATTAATTTCATCACTACAGTAATTAACATGCGAACCTCAGGCATGGTCTTTGAACGAGTCCCCCTCTTCGTCTGAGGTGTCCTTATCACAGCAATCCTCCTCCTACTCTCCCTTCCAGTCCTCGCGGGAGCTATTACCATACTACTCACAGACCGAAACTTCAATACCAGCTTCTTTGACCCCGCCGGAGGAGGAGACCCCATCCTATACCAACATCTTTTC
AACCATATACCTCATTTTTGGTGCCTGAGCGTCTATAGCAGGCACAGCTTTAAGCCTTATTATCCGCCTAGAACTTAGCCAACCAGGTAGACTAATTGGGGACGATCAAACATATAATGTCGTAGTAACTGCCCACGCATTTATCATAATTTTCTTCATAGTTATACCTATCATAATGGGTGGTTTCGGAAACTGACTCCTCCCTTTAATACTAGGAGCCCCCGACATAGCCTTCCCCCGACTAAATAACATAAGATTTTGACTCCTGCCCCCCTCCCTCATACTCCTCCTTTCCTCCGCCGCAGTAGAAAGAGGAGCCGGCACAGGATGAACCGTTTACCCCCCCCTCGCAGCAGGAATTGCCCACTCAGGAGCATCAGTTGACATAACAATTTTTTCCCTTCACCTAGCAGGAGTATCGTCCATCCTTGGTGCCATCAATTTCATCACTACAGTAATTAACATGCGAACCTCAGGCATGGTCTTTGAACGAGTCCCCCTCTTCGTCTGAGGTGTCCTTATCACAGCAATCCTCCTCCTCCTCTCCCTTCCAGTCCTCGCGGGAGCCATTACCATACTACTCACGGACCGAAATTTCAACACCAGCTTCTTTGACCCCGCCGGAGGAGGAGACCCCATCCTATACCAACATCTTTTC
AACCATATACCTCATTTTTGGTGCCTGAGCGTCTATAGCAGGCACAGCTTTAAGCCTTATTATTCGCTTAGAACTTAGCCAACCGGGTAGATTAATTGGAGATGATCAAACATATAATGTCGTAGTAACTGCCCATGCATTTATCATAATTTTCTTCATAGTTATACCCATCATAATGGGCGGTTTCGGAAACTGACTCCTCCCTCTAATACTGGGAGCCCCCGACATAGCCTTCCCCCGACTAAATAACATGAGATTTTGACTCCTGCCCCCCTCCCTCATACTCCTCCTTTCCTCCGCCGCAGTAGAAAGAGGAGCCGGCACAGGATGAACCGTTTACCCCCCCCTCGCAGCAGGAATTGCTCACTCAGGAGCATCAGTTGACATAACAATTTTTTCCCTCCACCTAGCAGGAGTATCGTCCATCCTTGGTGCCATTAATTTCATCACTACAGTAATTAACATGCGAACCTCAGGCATGGTCTTTGAACGAGTCCCCCTCTTCGTCTGAGGTGTCCTTATCACAGCAATCCTCCTCCTACTCTCCCTTCCAGTCCTCGCGGGAGCTATTACCATACTACTCACAGACCGAAACTTCAATACCAGCTTCTTTGACCCCGCCGGAGGAGGAGACCCCATCCTATACCAACATCTTTTC
AACCATATACCTCATTTTTGGTGCCTGAGCGTCTATAGCAGGCACAGCTTTAAGCCTTATTATTCGCTTAGAACTTAGCCAACCGGGTAGATTAATTGGAGATGATCAAACATATAATGTCGTAGTAACTGCCCATGCATTTATCATAATTTTCTTCATAGTTATACCCATCATAATGGGCGGTTTCGGAAACTGACTCCTCCCTCTAATACTGGGAGCCCCCGACATAGCCTTCCCCCGACTAAATAACATGAGATTTTGACTCCTGCCCCCCTCCCTCATACTCCTCCTTTCCTCCGCCGCAGTAGAAAGAGGAGCCGGCACAGGATGAACCGTTTACCCCCCCCTCGCAGCAGGAATTGCTCACTCAGGAGCATCAGTTGACATAACAATTTTTTCCCTCCACCTAGCAGGAGTATCGTCCATCCTTGGTGCCATTAATTTCATCACTACAGTAATTAACATGCGAACCTCAGGCATGGTCTTTGAACGAGTCCCCCTCTTCGTCTGAGGTGTCCTTATCACAGCAATCCTCCTCCTACTCTCCCTTCCAGTCCTCGCGGGAGCTATTACCATACTACTCACAGACCGAAACTTCAATACCAGCTTCTTTGACCCCGCCGGAGGAGGAGACCCCATCCTATACCAACATCTTTTC
AACCATGTACCTCATTTTCGGCGCATGAGCGTCTATAGCAGGCACAGCCTTAAGCCTAATTATCCGCCTAGAACTTAGTCAACCAGGCAGCCTAATCGGAGATGACCAAACATATAATGTTGTAGTAACCGCCCACGCATTTATCATAATCTTCTTCATAGTTATACCTATCATAATGGGAGGCTTTGGGAATTGACTCCTCCCCCTAATACTAGGAGCCCCTGACATAGCCTTCCCACGACTTAACAACATAAGATTTTGACTCTTGCCCCCCTCCCTCATACTCCTCCTTTCTTCCGCCGCAGTAGAGAGAGGGGCCGGCACCGGATGAACCGTCTATCCTCCTCTTGCAGCCGGAATCGCCCACTCAGGAGCATCAGTTGACATAACAATTTTTTCCCTCCACCTAGCAGGAGTGTCATCCATTCTTGGTGCCATTAATTTCATCACTACAGTAATTAACATACGAACCTCTGGCATAGTCTTCGAACGAGTGCCCCTTTTTGTCTGAGGTGTACTTATTACAGCAATCCTCCTCCTCCTCTCCCTTCCAGTCCTCGCAGGAGCCATCACCATACTACTCACAGACCGAAACTTCAACACCAGCTTCTTTGACCCCGCCGGAGGTGGAGATCCAATTCTATACCAACACCTTTTC
AACCATGTACCTCATTTTCGGCGCATGAGCGTCTATAGCAGGCACAGCCTTAAGCCTAATTATCCGCCTAGAACTTAGTCAACCAGGCAGCCTAATCGGAGATGACCAAACATATAATGTTGTAGTAACCGCCCACGCATTTATCATAATCTTCTTCATAGTTATACCTATCATAATGGGAGGCTTTGGGAATTGACTCCTCCCCCTAATACTAGGAGCCCCTGACATAGCCTTCCCACGACTTAACAACATAAGATTTTGACTCTTGCCCCCCTCCCTCATACTCCTCCTTTCTTCCGCCGCAGTAGAGAGAGGGGCCGGCACCGGATGAACCGTCTATCCTCCTCTTGCAGCCGGAATCGCCCACTCAGGAGCATCAGTTGACATAACAATTTTTTCCCTCCACCTAGCAGGAGTGTCATCCATTCTTGGTGCCATTAATTTCATCACTACAGTAATTAACATACGAACCTCTGGCATAGTCTTCGAACGAGTGCCCCTTTTTGTCTGAGGTGTACTTATTACAGCAATCCTCCTCCTCCTCTCCCTTCCAGTCCTCGCAGGAGCCATCACCATACTACTCACAGACCGAAACTTCAACACCAGCTTCTTTGACCCCGCCGGAGGTGGAGATCCAATTCTATACCAACACCTTTTC
AACCATATATTTAATTTTCGGTGCCTGAGCCTCAATAGTCGGGACAGCATTAAGACTAATCATTCGCCTAGAGCTTAGACAGCCTGGCAGCTTAATTGGTGACGATCAAACTTACAATGTAATTGTTACTGCACATGCTTTTGTAATAATTTTCTTCATAGTAATACCCATTATAATAGGAGGATTTGGAAATTGGCTTCTTCCTCTCATATTAGGAGCACCAGACATAGCCTTCCCCCGACTCAACAACATAAGATTTTGGCTTCTACCCCCCTCTCTCATGCTTCTTCTAGCCTCCGCAGCAGTCGAAAGTGGGGCGGGCACCGGATGAACTGTTTACCCCCCTCTTGCCTCTGGCCTAGCCCACTCTGGTGCCTCTGTTGACATAACCATTTTTTCACTACATCTGGCAGGAATCTCCTCTATTTTAGGTGCTATTAACTTTATTACAACAATAATTAATATACGAACCAGAGGCATAGTATTCGAACGAATTCCTTTATTTGTATGAGGAGTTAGCATCACTGCTGTTCTCCTCCTCCTCTCTCTCCCAGTACTAGCCGGAGCAATTACCATACTTCTCACAGATCGTAACTTTAATACAAGTTTCTTTGACCCAGCCGGAGGAGGAGACCCAATCCTCTACCAACACTTATTC
AACCATATATTTAATTTTCGGTGCCTGAGCCTCAATAGTAGGAACAGCATTAAGACTAATCATTCGCCTAGAGCTCAGACAACCTGGCAGCCTAATTGGTGATGACCAAACTTACAATGTAGTTGTCACTGCACATGCTTTCGTAATAATCTTCTTCATAGTAATGCCCATTATAATAGGAGGCTTCGGAAACTGGCTTCTTCCTCTCATATTAGGAGCACCAGACATAGCCTTCCCTCGACTCAACAACATAAGTTTTTGACTTCTTCCCCCCTCTCTTATACTTCTACTAGCCTCTGCAGCAGTCGAAAGTGGAGCAGGTACCGGATGAACTGTTTACCCCCCTCTTGCTTCCGGCCTGGCCCACTCTGGCGCCTCTGTTGACATAACCATTTTTTCACTACATCTAGCAGGAATCTCTTCTATTTTAGGTGCTATTAACTTTATTACAACAATAATTAATATACGAACCAGAGGCATAGTATTCGAACGAATTCCCTTATTTGTCTGAGGAGTTAGAATCACCGCTGTCCTCCTCCTCCTATCGCTCCCAGTTCTAGCTGGAGCAATTACTATACTCCTTACAGATCGCAACTTTAATACTAGTTTCTTTGACCCAGCCGGGGGAGGGGACCCAATCCTCTATCAACACCTATTT
AACCATATATTTAATTTTCGGTGCCTGAGCCTCAATAGTCGGGACAGCATTAAGACTAATCATTCGCTTAGAACTCAGACAACCTGGAAGCCTAATTGGTGACGATCAAACTTATAATGTAGTCGTTACTGCACATGCTTTTGTAATAATTTTTTTTATAGTAATACCCATTATAATAGGCGGATTTGGAAACTGACTTCTTCCCCTCATACTGGGAGCACCAGACATAGCCTTCCCCCGACTTAATAACATAAGATTTTGGCTTCTCCCCCCCTCCCTTATACTTCTTCTAGCTTCCGCAGCAGTCGAAAGTGGAGCAGGTACTGGATGAACTGTTTACCCCCCTCTTGCTTCTGGCCTAGCCCACTCTGGCGCCTCTGTTGACATGACCATCTTTTCACTACATCTAGCAGGAATCTCTTCTATTTTAGGTGCCATTAACTTTATTACAACAATAATCAATATACGAACCAGAGGCATAGTGTTCGAGCGAATCCCTTTATTTGTCTGAGGAGTTAGTATTACCGCTGTCCTCCTCCTCCTCTCTCTCCCAGTGTTAGCTGGAGCAATTACTATACTCCTCACAGATCGTAACTTTAATACAAGTTTCTTTGACCCAGCCGGAGGGGGAGACCCAATCCTCTATCAACACCTATTT
AACCATATATTTAATTTTTGGTGCCTGAGCCTCAATAGTCGGGACAGCATTAAGACTAATCATTCGCCTAGAGCTCAGACAGCCTGGTAGCTTAATTGGTGACGATCAAACTTACAATGTAGTTGTTACTGCACATGCTTTTGTAATAATTTTCTTCATAGTAATACCCATTATAATAGGAGGATTTGGAAATTGGCTTCTTCCTCTCATATTAGGGGCACCAGACATAGCTTTCCCCCGACTCAATAACATAAGATTTTGGCTTCTACCCCCCTCTCTCATACTTCTTCTAGCCTCCGCAGCAGTCGAAAGTGGAGCGGGCACCGGATGAACTGTTTACCCCCCTCTTGCCTCTGGCCTAGCCCACTCTGGCGCCTCTGTTGACATAACCATTTTTTCACTACATCTGGCAGGAATCTCCTCTATTTTAGGTGCTATTAACTTTATTACAACAATAATTAATATACGAACCAGAGGCATAGTGTTCGAACGAATTCCTTTATTTGTATGAGGAGTTAGCATCACTGCTGTCCTCCTCCTCCTCTCTCTCCCAGTGCTAGCTGGAGCAATTACTATACTTCTCACAGATCGTAACTTTAATACAAGTTTCTTTGACCCAGCCGGAGGAGGAGACCCAATTCTCTACCAACACTTATTT
AACCATATATTTAATTTTCGGTGCCTGAGCCTCAATAGTCGGGACAGCATTAAGACTAATCATTCGCCTAGAGCTCAGACAGCCTGGTAGCTTAATTGGTGACGATCAAACTTACAATGTAATTGTTACTGCACATGCTTTTGTAATAATTTTCTTCATAGTAATACCCATTATAATAGGGGGATTTGGAAATTGGCTTCTTCCTCTCATACTAGGAGCACCAGACATAGCCTTCCCCCGACTCAATAATATAAGATTTTGACTTCTACCCCCCTCTCTCATACTTCTTCTAGCCTCCGCAGCAGTCGAAAGTGGGGCAGGCACCGGATGAACTGTTTACCCCCCTCTTGCCTCTGGCCTAGCCCACTCTGGTGCCTCTGTTGACATAACCATTTTTTCACTACATCTAGCAGGAATCTCTTCTATTTTAGGTGCCATTAACTTTATTACAACAATAATTAATATACGAACCAGAGGCATAGTGTTCGAACGAATTCCCTTATTTGTATGAGGAGTTAGCATCACTGCTGTACTCCTCCTCCTCTCTCTCCCAGTACTAGCTGGAGCAATTACTATACTTCTCACAGATCGTAACTTTAATACAAGCTTCTTTGACCCAGCCGGAGGAGGAGACCCAATCCTCTACCAACACTTATT
AACCATATATTTAATTTTCGGCGCTTGAGCCTCAATAGTCGGAACAGCACTAAGATTAATCATTCGTTTAGAGCTTAGACAGCCTGGTAGCCTTATTGGGGATGATCAAACCTATAATGTAGTTGTTACTGCACATGCTTTCGTAATAATTTTTTTTATAGTAATACCTATTATAATAGGAGGGTTCGGAAACTGACTTCTCCCTCTGATGCTAGGAGCCCCAGACATAGCCTTTCCCCGGCTTAACAACATAAGATTTTGACTTCTCCCCCCCTCCCTTATACTACTGTTAGCTTCTGCAGCAGTTGAAAGCGGAGCAGGGACCGGATGAACCGTCTACCCCCCCCTTGCTTCTGGCCTAGCCCACTCTGGCGCCTCTGTCGACATAACCATTTTTTCACTACACCTAGCAGGAATTTCTTCTATTTTAGGTGCTATTAACTTTATTACGACAATAATCAACATACGAACTAGAGGGATGATTTTTGAGCGAATTCCCTTATTTGTCTGAGGAGTTAGTATTACTGCTGTCCTCCTCCTTCTTTCTCTTCCAGTCTTAGCTGGAGCAATTACTATACTTCTCACAGATCGTAACTTTAATACAAGATTTTTTGACCCAGCCGGGGGCGGAGACCCCATTCTGTACCAGCACTTATTT
CATAAAGATATTGGGACTATATACCTTATCTTCGGCGCCTGGGCCTCTATAGCAGGCACAGCATTAAGTCTGATCATCCGCCTCGAACTAAGACAACCTGGCAGCCTAATTGGAGATGACCAAACTTATAATGTTGTAGTAACCGCCCACGCATTCATCATAATTTTCTTTATAGTTATACCTATCATAATAGGAGGATTTGGCAACTGACTCCTCCCCCTCATACTTGGCGCACCAGACATGGCCTTCCCCCGACTAAACAACATGAGATTCTGGCTCCTCCCCCCCTCCCTAATGCTCCTACTCTCCTCCGCCGCAGTCGAAAGAGGAGCTGGCACTGGATGAACTGTTTACCCCCCACTCGCCGCAAGAATTGCCCACTCAGGAGCCTCCGTAGACATAACAATTTTCTCTCTCCACCTAGCCGGAGTCTCTTCCATCCTCGGCGCAATTAACTTCATTACTACCGTAATCAACATACGAACCTCAGGCATGGTTTTCGAACGGGTCCCCCTCTTCGTATGAGGCGTCTTAATCACCGCAATCCTTCTACTTTTGTCCCTCCCCGTCCTCGCAGGAGCCATCACCATACTTCTAACAGATCGCAACTTTAACACCAGTTTCTTCGACCCCGCAGGAGGCGGAGACCCCATCCTTTACCAACACCTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCATGTACCTCATTTTTGGCGCCTGGGCATCTATAGCAGGCACAGCCCTAAGACTCATTATCCGCCTAGAGCTAAGCCAGCCAGGCAGCCTCATCGGAGATGACCAAACATATAATGTCGTGGTCACTGCCCACGCATTTATCATAATTTTCTTCATAGTTATACCCATCATAATAGGAGGGTTTGGAAACTGACTCCTCCCTCTAATATTGGGAGCCCCTGACATGGCCTTCCCCCGACTCAACAACATAAGATTCTGACTACTGCCCCCATCCCTTATACTTCTCCTTTCCTCCGCTGCCGTAGAAAGAGGAGCCGGCACAGGATGAACCGTTTATCCCCCCCTCGCAGCAGGAATCGCCCACTCAGGGGCATCAGTAGACATAACAATTTTTTCCCTCCACCTAGCAGGAGTGTCCTCCATCCTTGGGGCCATTAACTTTATTACCACCGTAATTAATATACGAACCTCTGGCATAGTCTTCGAGCGTGTTCCCCTCTTTGTCTGAGGTGTTCTTATCACTGCAATCCTCCTTCTTCTCTCCCTCCCAGTCCTCGCAGGAGCTATCACCATACTCCTCACAGACCGCAACTTCAACACCAGCTTCTTCGACCCTGCCGGGGGAGGAGACCCAATCCTATACCAACATCTTTTCTGATTTTTTGGTCAC
CATAAAGATATTGGAACCATATATTTAATTTTCGGTGCATGAGCTTCCATAGTAGGCACTGCATTAAGACTTATTATTCGATTAGAGCTCAGCCAGCCAGGTAGTCTCATTGGAGACGATCAAACATACAACGTAATTGTTACCGCACACGCTTTCGTAATAATTTTCTTTATAGTTATACCAATTATAATAGGGGGGTTCGGGAACTGACTTCTCCCCCTAATACTAGGGGCCCCAGACATAGCCTTTCCTCGACTAAATAACATAAGATTCTGACTCCTTCCGCCCTCCCTAATACTCCTCTTAGCCTCTGCAGCAGTAGAAAGAGGAGCAGGAACTGGATGAACTGTCTATCCCCCCCTAGCCTCAGGATTAGCCCACTCTGGGGCCTCCGTTGACATAACCATTTTTTCGTTACATCTTGCAGGAATCTCCTCTATCTTGGGAGCCATTAACTTCATCACTACAGTAATTAATATACGAACTAGAGGAATAGTTTTCGAACGAGTTCCCTTATTTGTCTGGGGAGTTACAATTACCGCCATTCTCCTCCTCCTATCTCTTCCAGTTTTAGCTGGAGCTATCACAATACTTCTTACAGACCGTAACTTTAACACAAGCTTCTTTGATCCTGCTGGGGGCGGAGACCCAATCTTATACCAACACCTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCATATATTTAATTTTCGGGGCCTGAGCCTCAATAGTCGGAACTGCACTAAGATTAATCATTCGATTAGAACTTAGACAACCAGGTAGTCTCATTGGAGATGACCAAACCTATAATGTAATTGTTACCGCACATGCCTTTGTAATAATTTTCTTCATGGTAATACCTATCATAATAGGGGGCTTTGGAAATTGACTTCTACCCCTAATACTTGGGGCACCAGACATAGCCTTCCCCCGACTCAATAACATAAGTTTTTGGCTCCTCCCCCCCTCTCTTATACTCCTTTTAGCTTCCGCAGCCGTCGAAAGAGGGGCAGGAACCGGCTGAACTGTTTATCCCCCCCTTGCCTCAGGCCTGGCTCACTCTGGCGCCTCTGTTGACATAACTATTTTCTCTCTCCATCTTGCAGGAATTTCCTCCATCCTAGGGGCAATTAATTTTATTACTACAGTAATTAATATGCGTACTAGCGGGATGGTATTCGAACGAGTTCCATTATTTGTCTGAGGGGTTACAATCACAGCTATTCTCCTTCTTCTTTCCTTGCCTGTCTTAGCCGGAGCCATTACAATGCTCCTTACCGATCGCAATTTTAACACAAGTTTCTTTGACCCCGCCGGAGGGGGGGACCCTATTCTTTATCAACATCTATTCTGATTTTTTGGTCAC
CATAAAGATATTGGAACCATATATTTAATTTTCGGGGCTTGAGCCTCAATAGTCGGTACTGCACTAAGACTAATCATTCGACTAGAACTTAGACAACCAGGCAGCCTCATTGGGGACGACCAAACATACAACGTAGTAGTTACAGCCCACGCTTTCGTAATAATCTTCTTCATAGTTATACCCATCATAATAGGGGGCTTTGGAAATTGACTACTTCCTCTCATGCTAGGGGCCCCAGACATAGCTTTCCCCCGACTTAATAACATAAGTTTTTGACTCCTGCCTCCCTCACTTATGCTTCTCCTGGCCTCAGCAGCCGTCGAAAGAGGAGCAGGCACCGGATGAACCGTTTACCCCCCCTTAGCCTCTGGCCTCGCCCACTCCGGTGCCTCAGTAGATATAACAATTTTCTCCTTACACCTTGCAGGAATCTCCTCTATTTTAGGTGCCATTAACTTTATTACAACAGTAATCAACATACGAACTAGCGGAATAGTTTTCGAACGAGTTCCCCTATTCGTCTGAGGCGTTACAATCACCGCTATCCTCCTCCTTTTATCCCTCCCCGTATTAGCCGGGGCCATCACAATACTTCTTACAGATCGTAACTTCAATACTAGATTCTTTGACCCCGCCGGAGGAGGAGACCCCATCCTTTATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCATATATTTAATTTTCGGGGCTTGAGCCTCAATAGTCGGTACTGCACTAAGACTAATCATTCGACTAGAACTTAGACAACCAGGCAGCCTCATTGGGGACGACCAAACATACAACGTAGTAGTTACAGCCCACGCTTTCGTAATAATCTTCTTCATAGTTATACCCATCATAATAGGGGGCTTTGGAAATTGACTACTTCCTCTCATGCTAGGGGCCCCAGACATAGCTTTCCCCCGACTTAATAACATAAGTTTTTGACTCCTGCCTCCCTCACTTATGCTTCTCCTGGCCTCAGCAGCCGTCGAAAGAGGAGCAGGCACCGGATGAACCGTTTACCCCCCCTTAGCCTCTGGCCTCGCCCACTCCGGTGCCTCAGTAGATATAACAATTTTCTCCTTACACCTTGCAGGAATCTCCTCTATTTTAGGTGCCATTAACTTTATTACAACAGTAATCAACATACGAACTAGCGGAATAGTTTTCGAACGAGTTCCCCTATTCGTCTGAGGCGTTACAATCACCGCTATCCTCCTCCTTTTATCCCTCCCCGTATTAGCCGGGGCCATCACAATACTCCTTACAGATCGTAACTTCAATACTAGATTCTTTGACCCCGCCGGAGGAGGAGACCCCATCCTTTATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCATATATTTAATTTTCGGGGCTTGAGCCTCAATAGTCGGTACTGCACTAAGACTAATCATTCGACTAGAACTTAGACAACCAGGCAGCCTCATTGGGGACGACCAAACATACAACGTAGTAGTTACAGCCCACGCTTTCGTAATAATCTTCTTCATAGTTATACCCATCATAATAGGGGGCTTTGGAAATTGACTACTTCCTCTCATGCTAGGGGCCCCAGACATAGCTTTCCCCCGACTTAATAACATAAGTTTTTGACTCCTGCCTCCCTCACTTATGCTTCTCCTGGCCTCAGCAGCCGTCGAAAGAGGAGCAGGCACCGGATGAACCGTTTACCCCCCCTTAGCCTCTGGCCTCGCCCACTCCGGTGCCTCAGTAGATATAACAATTTTCTCCTTACACCTTGCAGGAATCTCCTCTATTTTAGGTGCCATTAACTTTATTACAACAGTAATCAACATACGAACTAGCGGAATAGTTTTCGAACGAGTTCCCCTATTCGTCTGAGGCGTTACAATCACCGCTATCCTCCTCCTTTTATCCCTCCCCGTATTAGCCGGGGCCATCACAATACTCCTTACAGATCGTAACTTCAATACTAGATTCTTTGACCCCGCCGGAGGAGGAGACCCCATCCTTTATCAACACTTATTTTGATTTTTTGGTCAC
GGGGCATGAGCTTCGATGGTTGGCACCGCACTAAGCCTAATTATTCGCCTAGAGCTTAGTCAACCAGGAAGTCTAATTGGAGATGATCAAACCTATAACGTAATTGTTACTGCACATGCTTTTATTATAATTTTCTTTATAGTAATACCTATTATAATAGGAGGGTTTGGAAANTGACTCCTTCCACTAATGTTAGGCGCTCCTGATATGGCCTTTCCGCGCCTTAATAATATAAGATTTTGGCTTCTTCCCCCTTCCTTAACCTTACTTCTCGCCTCCGCAATAGTTGAAAGAGGAGCAGGAACAGGATGAACTGTTTACCCTCCACTAGCATCTGGCCTAGCACACTCTGGGGCCTCAGTAGATATAACAATTTTTTCTCTCCATCTAGCAGGAGTGTCCTCTATTCTTGGAGCAATTAACTTTATTACAACTGTAATTAACATACGAACAAGAGGAATAGTATTTGAACGAGTACCCCTATTTGTGTGAGGAGTAATAATTACAGCAATCCTACTTTTACTCTCTCTTCCAGTCCTAGCAGGCGCAATTACAATACTTCTTACTGACCGAAACTTTAATACAAGATTCTTTGATCCCGCCGGA
AACCATATATTTAATTTTCGGCGCATGAGCTTCAATAGTAGGGACAGCACTAAGACTAATCATTCGATTAGAACTTAGCCAACCAGGAAGCCTTATTGGAGACGACCAAACCTATAACGTAGTAGTTACCGCACACGCCTTCGTAATAATTTTTTTCATAGTAATACCCATCATAATAGGAGGGTTTGGAAATTGACTCCTCCCCCTTATATTAGGAGCCCCAGATATGGCTTTCCCACGACTTAATAATATAAGATTCTGACTCCTTCCCCCCTCACTAATACTCCTTTTAGCATCCGCAGCCGTAGAAAGAGGGGCAGGAACGGGCTGGACCGTTTACCCCCCCCTAGCCTCTGGCCTAGCTCACTCCGGAGCTTCCGTTGACATAACCATCTTCTCCCTCCACCTTGCAGGAATTTCTTCTATCTTAGGAGCTATTAACTTTATTACCACAGTAATTAATATACGAACTAGCGGAATAGTATTTGAACGAGTCCCCCTATTTGTTTGAGGAGTTACAATTACCGCCATCCTCCTTCTCCTCTCTCTACCAGTCTTAGCTGGAGCCATCACCATACTCCTCACAGACCGTAACTTTAATACAAGCTTCTTTGACCCGGCTGGGGGGGGGGACCCAATCCTCTATCAACATCTCTTT
AACCATATATTTAATTTTCGGAGCCTGAGCCTCAATAGTAGGCACCGCCCTAAGACTTATTATCCGACTAGAACTAAGCCAACCAGGAAGCCTTATTGGAGATGATCAGACCTACAACGTTGTAGTGACAGCCCATGCATTTGTAATAATCTTCTTTATGGTAATACCAATTATAATAGGAGGGTTCGGAAACTGGCTTCTCCCACTTATATTAGGAGCGCCAGATATGGCATTTCCTCGACTTAATAACATAAGATTTTGACTCCTTCCGCCATCCCTGATACTCTTACTAGCCTCTGCAGCCGTAGAAAGAGGAGCTGGAACAGGATGAACAGTATACCCCCCACTAGCCTCCGGACTAGCTCATTCAGGGGCCTCTGTTGATATAACAATCTTTTCCCTACATCTTGCAGGAATCTCATCTATTTTAGGAGCTATTAACTTTATTACTACAGTAATTAACATACGAACCAGAGGAATAGTGTTTGAACGAGTGCCCTTATTTGTTTGAGGAGTTACAATTACAGCTATTCTCCTCCTATTATCCCTTCCAGTTCTGGCTGGAGCAATTACTATGCTCTTAACAGATCGTAATTTTAATACAAGATTCTTTGACCCCGCAGGAGGAGGAGATCCCATTCTTTATCAACACTTATTT
AACCATATATTTAATTTTCGGAGCCTGAGCCTCAATAGTAGGCACCGCCCTAAGACTTATTATCCGACTAGAACTAAGCCAACCAGGAAGCCTTATTGGAGATGATCAGACCTACAACGTTGTAGTGACAGCCCATGCATTTGTAATAATCTTCTTTATGGTAATACCAATTATAATAGGAGGGTTCGGAAACTGGCTTCTCCCACTTATATTAGGAGCGCCAGATATAGCATTTCCTCGACTTAATAACATAAGATTTTGACTCCTTCCGCCATCCCTGATACTCTTACTAGCCTCTGCAGCCGTAGAAAGAGGAGCTGGAACAGGATGAACAGTATACCCCCCACTAGCCTCCGGACTAGCTCATTCAGGGGCCTCTGTTGATATAACAATCTTTTCCCTACATCTTGCAGGAATCTCATCTATTTTAGGAGCTATTAACTTTATTACTACAGTAATTAACATACGAACCAGAGGAATAGTGTTTGAACGAGTGCCCTTATTTGTTTGAGGAGTTACAATTACAGCTATTCTCCTCCTATTATCCCTTCCAGTTCTGGCTGGAGCAATTACTATGCTCTTAACAGATCGTAATTTTAATACAAGATTCTTTGACCCCGCAGGAGGAGGAGATCCCATTCTTTATCAACACTTATTT
AACCATATATTTAATTTTCGGAGCCTGAGCTTCAATAGTTGGCACTGCCCTAAGACTTATTATTCGACTAGAACTCAGCCAACCAGGAAGTCTTATTGGAGACGATCAAACCTATAATGTTGTTGTAACCGCTCATGCATTTGTAATAATTTTCTTTATAGTTATACCTATTATAATGGGAGGGTTCGGAAACTGACTACTTCCCCTTATATTAGGGGCCCCAGATATGGCCTTCCCTCGACTTAATAATATAAGATTCTGACTCCTCCCCCCGTCTTTAATACTACTATTAGCCTCTGCAGCTGTAGAAAGAGGAGCTGGAACAGGATGAACAGTATATCCCCCTCTAGCTTCTGGTCTAGCACACTCAGGTGCCTCCGTCGACATAACAATTTTCTCCCTTCATCTTGCAGGAATTTCATCAATCCTAGGAGCTATTAATTTCATTACCACAGTAATTAACATACGAACTAGAGGAATAGTGTTTGAACGAGTCCCCCTATTTGTCTGAGGAGTTACAATCACCGCCATTCTTCTTCTTCTATCTCTTCCAGTCCTAGCAGGAGCCATTACCATACTCCTTACAGATCGTAATTTTAATACAAGATTCTTTGACCCTGCTGGAGGGGGCGACCCAATCCTTTATCAACATTTATTC
AACCATATATTTAATTTTCGGAGCCTGAGCTTCAATAGTTGGCACTGCCCTAAGACTTATTATTCGACTAGAGCTCAGCCAACCAGGAAGTCTTATTGGAGACGATCAAACCTATAATGTTGTTGTAACCGCTCATGCATTTGTAATAATTTTCTTTATAGTTATACCTATTATAATAGGAGGGTTCGGAAACTGACTACTTCCCCTTATACTAGGAGCCCCAGATATAGCCTTCCCCCGACTTAATAATATAAGATTCTGACTCCTCCCCCCATCTTTAATATTACTATTAGCCTCTGCAGCTGTAGAAAGAGGAGCTGGAACAGGATGAACAGTATATCCCCCTCTAGCTTCTGGTCTAGCACACTCAGGCGCCTCCGTCGACATAACAATTTTCTCCCTCCATCTTGCAGGAATTTCATCAATCCTAGGAGCTATTAATTTCATTACCACAGTAATTAACATACGAACTAGAGGAATAGTGTTTGAACGAGTCCCCCTATTTGTCTGAGGAGTCACAATCACCGCCATTCTCCTTCTTCTATCTCTTCCAGTCCTAGCAGGAGCCATTACCATACTCCTTACAGATCGTAATTTTAATACAAGATTCTTTGATCCTGCTGGAGGGGGCGACCCGATCCTCTATCAACATTTATTC
Geophilomorpha (Soil Centipedes)
All classes
- Arachnida
- Crustacea
- Entognatha
- Gastropoda
- Insecta
- Orthoptera - Caelifera (Grasshoppers)
- Hymenoptera excl. Formicidae (bees and wasps)
- Blattodea s. str. (Cockroaches)
- Coleoptera (Beetles)
- Dermaptera (earwigs)
- Diptera (flies, mosquitos)
- Entomobryomorpha (slender springtails)
- Hemiptera - Heteroptera (True Bugs)
- Hemiptera - Sternorrhyncha (aphids, scales etc.)
- Hemiptera - Auchenorrhyncha (cicadas, planthoppers)
- Hymenoptera - Formicidae (Ants)
- Trichoptera (Caddisflies)
- Zygentoma (silverfish)
- Myriapoda