Assamiidae
(after Shear 2001): The Assamiidae is a large family in the infraorder Grassatores within the infraorder Laniatores. The family is easily distinguished from all others by 4–8 marginal spines on the front edge of the carapace. The raptorial palpi, often rather small and held crossed-over, are of the "grabber" type, with a sickle-like claw closing against a spiny tarsus, which in turn closes against the spiny tibia, particularly a distinctive, large, distolateral spined process. The patella may be unspined or bear two large spines, and the femur carries a row of strong ventral spines that give it a serrate appearance.
Publications
Shear WA (2001): Two new cave-dwelling harvestmen from Western Australia (Arachnida: Opiliones: Assamiidae and Phalangodidae"). Records of the Western Australian Museum Supplement. 64: 153 - 158
AACAATATACTTCATTTTAGGGACCTGAGCCGCTATATTAGGAACATCTTTTAGTANGGATCATCCGCCTAGAATTATCCTTCCCAGGCTCATGAACAATAAATGAACAAATATACAATACCATAGTCACATCACATGCATTCATTATAATCTTCTTCATAGTTATACCAATAATAATTGGAGGATTCGGAAATTGACTATTACCACTAATACTAGGAACTCCCGACATAGCATTTCCACGTATAAACAACATAAGATTTTGATTATTACCACCTTCTATAATCCTTCTCATCTCCTCCTCATTCACAGAAGGAGGAGCAAGAACAGGATGAACTATCTACCCCCCTCTAGCATCCTTAACATTCCACCCAAATAAATCCGTAGACTTAACCATTTTCTCTCTTCATCTTGCCGGAATTTCATCAATCTTAGGCTCAATCAATTTTATCACCACAATCCTTAATATAAAACCATACTCAATATCAATAGAACAAATCCCCCTATTTACTTGATCCATTCTAATCACAACCATTCTCCTACTCCTTTCCCTACCAGTACTAGCCGGAGCTATTACTATATTATTAACCGACCGAAATTTTAATACATCATTCTTTGATCCAGCCGGAGGAGGAGATCCAATCCTCTACCAACACTTATTTTGATTCTTCGGTCATCCAGAAGTATATATCCTAATCCTTCCAGGATTCGGTATAATCTCTCACATTATTACATTCTACGCAGGAAAACCACACCCTTTTGGTCTCCTAGGAATAATCTATGCCATATCAACCATCGGAATCCTCGGATT
AACAATATACTTCATTTTAGGAACTTGAGCCGCTATATTAGGAACATCCTTTAGTAGGANTCATCCGCTTAGAACTATCTTTCCCAGGTTCATGAACAATAAATGAACAAATATATAATACCATAGTCACATCACATGCATTCATTATAATCTTCTTCATAGTTATACCAATAATAATTGGAGGATTCGGAAATTGATTATTACCACTAATACTAGGAACCCCCGACATAGCATTTCCACGTATAAACAATATAAGATTTTGATTATTACCACCCTCTATAATCCTTCTCATCTCCTCCTCATTCACAGGAGAAGGAGCAAGAACAGGATGAACTATCTATCCCCCTCTAGCATCCTTAACATTCCACCCAAATAAATCCGTAGATTTAACCATTTTCTCTCTTCATCTTGCCGGAATTTCATCAATCTTAGGTTCAATCAATTTTATCACCACAATCCTTAATATAAAACCATACCCAATATCAATAGAACAAATCCCCCTATTTACCTGATCCATTCTAATTACAACAATTCTCCTACTCCTCTCCCTACCAGTACTAGCTGGAGCTATTACTATATTATTAACCGACCGAAACTTTAATACATCATTCTTTGATCCAGCCGGAGGAGGAGATCCAATCCTCTACCAACACTTATTTTGATTCTTCGGTCATCCAGAAGTGTATATCCTAATCCTTCCAGGCTTTGGTATAATCTCTCACATTATTACATTCTACGCAGGAAAACCACACCCTTTTGGTCTCCTAGGAATAATCTACGCAATATCAACCATCGGAATCCTCGGATT
CAATATATTTCATCCTAGGAACCTGAGCCGCAATACTAGGAACATCCTTCAGTAGGATTATTCGCCTAGAACTATCATTCCCAGGTTCATGAATAATAAATGAACAAACATACAACACCATAGTTACATCCCACGCATTCATCATAATTTTCTTTATAGTAATACCAATAATAATCGGAGGATTCGGAAACTGATTACTCCCATTAATACTAGGAACACCAGATATAGCATTCCCACGAATAAACAACATAAGCTTCTGGCTTCTCCCCCCATCCCTAATTCTCCTAATCTCCTCCTCCTTCACTGAGGGCGGAGCAAGAACAGGATGAACCATTTACCCCCCCCTTGCATCATTAACATTCCACCCAAACAAATCCGTAGATCTAACCATTTTCTCCCTTCACCTTGCCGGAATTTCCTCCATCTTAGGCTCTATCAACTTCATCACCACAATTCTCAATATAAAACTCAACCCCATAACAATAGAACAACTTCCCCTATTCACCTGATCCATCCTAATCACCACCATTCTACTCCTCCTATCATTACCAGTCTTAGCAGGAGCCATTACCATACTCCTAACAGACCGAAACTTTAATACATCATTCTTTGATCCAGCCGGAGGAGGAGACCCTATTCTATATCAACAC
ACAATATATTTCATCCTAGGAACCTGAGCCGCAATACTAGGAACATCCTTCAGTANGGATTATTCGCCTAGAACTATCATTCCCAGGTTCATGAATAATAAATGAACAAACATACAACACCATAGTTACATCCCACGCATTCATCATAATTTTCTTTATAGTAATACCAATAATAATCGGAGGATTCGGAAACTGATTACTCCCATTAATACTAGGAACACCAGATATAGCATTCCCACGAATAAACAACATAAGCTTCTGGCTTCTCCCCCCATCCCTAATTCTCCTAATCTCCTCCTCCTTCACTGAGGGCGGAGCAAGAACAGGATGAACCATTTACCCCCCCCTTGCATCATTAACATTCCACCCAAACAAATCCGTAGATCTAACCATTTTCTCCCTTCACCTTGCCGGAATTTCCTCCATCTTAGGCTCTATCAACTTCATCACCACAATTCTCAATATAAAACTCAACCCCATAACAATAGAACAACTTCCCCTATTCACCTGATCCATCCTAATCACCACCATTCTACTCCTCCTATCATTACCAGTCTTAGCAGGAGCCATTACCATACTCCTAACAGACCGAAACTTTAATACATCATTCTTTGATCCAGCCGGAGGAGGAGANCC
AACAATATATTTTATCNTAAGAATATGAGCTATAGCCCTAGGGACAGCCTTTAGATNTARTAATTCGCCTAGAATTGTCATACCCAGGAAACTGAATAACCAATGAGCACACATTTAACATAATAGTAACCTCCCACGCCTTCATCATAATCTTTTTCAGGGTAATACCAGCAATAATCGGAGGATTCGGWAATTGACTCATTCCTCTCATAATAGGTAACCCAGATATAGCTTTCCCACGAATAAACAACATAAGATTTTGGCTTCTACCCCCTTCATTAATTCTCCTCTTATCCTCCTCTCTAGTAGGAGATGGAGCAGGCACAGGTTGAACCATTTATCCTCCTTTATCCAACCTCTCATTTCACCCAGATTCATCTGTAGATTTAACAATCTTTTCTCTTCACCTAGCTGGAATATCATCAATCATAGGATCAATTAACTTTATCTCCACAATCATCAACATAAAACCAAAACACATAAACATARAAATAATGCCCCTATTCGTAKGATCCATCAWAATTACTACCATCCTCCTTCTTCTCTCCCTTCCAGTCTTAGCAGGAGCTATTACCATACTCCTAACAGACCGAAACTTCAATACCTCTTTCTTTGACCCCGCGGGGGGTGGAGACCCCATCCTTTATCAGCACTTATTCTGATTCTTTGGTCATCCAGAAGTATACATTCTAATCTTACCAGGATTTGGAATAATCTCCCATATTATCTCCTTCTACTCAAATAAAAAACATCCCTTCGGACTTCTAGGAATGATCTATGCCATATCAACCATTGAAATCTTAGGATT
ACTATGTACTTTATTTTAGGCACCTGAGCTGCAATATTAGGAATATCCTATAGAGTAATCATTCGATTAGAACTATCTTTCCCAGGCCCCTGAATGGTAAATGAACAAATATTCAATACCATAGTCACATCCCACGCCTTCATTATAATCTTCTTTATAGTAATACCCATTATAATCGGAGGCTTCGGAAACTGACTACTACCCCTAATATTAGGATGCCCAGATATAGCATTTCCCCGCATAAACAATATAAGATTCTGATTACTCCCCCCTTCCATACTCCTCCTTATTTCCTCATCATTCGTAGAAGAAGGAGCAAGAACAGGTTGAACTATCTACCCCCCCTTAGCCTCCATAACATTCCACCCAAACAAAGCTGTAGACCTAACCATTTTTTCTCTCCATCTAGCAGGAATTTCATCCATCCTAGGCTCAATCAATTTCATCACCACAATTCATAACATGAAACCAAAATCCATATCTATAGAGCAAATTCCACTATTCGTATGATCAATTCTAATCACAACTATTCTTCTTCTCCTCTCTTTACCCGTATTAGCTGGAGCCATCACAATACTATTAACAGACCGAAACTTCAACACATCCTTCTTTGATCCAGCCGGAGGAGGAGATCCAATTCTATATCAACATTTATT
ACACTATACTTTATTCTAAGACTGTGAGCTATAATACTAGGAACAGCATTTAGAATAATTATTCGTCTGGAGTTGTCTCATCCAGGTAACTGAATTGCCGACGAACACTTCTTTAACGTAATAGTAACATCCCATGCCTTCGTCATAATCTTTTTTAGGGTTATACCGGCAATAATCGGTGGATTTGGTAACTGACTAATCCCTCTCATAATAGGGTGCCCAGATATAGCATTCCCACGAATAAACAACATAAGATTTTGGCTTCTTCCTCCCTCCCTCACTCTCCTTCTATCAGCTACGTTCTCAGGGGACGGAATTGGCACAGGATGAACTATTTACCCACCTCTCTCATCTTCAACATTTCATTCAGACATATCTGTAGATTTAACAATCTTCTCCCTTCATCTAGCCGGCATCTCATCAATCATAAGATCTATTAACTTCATTTCTACAATTATTAACATAAAACCCAAATCACTGTGCCCAGAATCCATACCACTCTTCGTCTGATCTATTATTATTACTACTATCCTCCTCCTCCTCTCCCTCCCAGTGTTGGCAGGAGCTATTACTATACTTTTAACAGATCGAAACTTCAACACATCCTTTTTTGACCCAGCAGGAGGAGGAGACCCCATCCTCTACCAACACTTATTC
AACACTATACTTTATTCTAAGACTGTGAGCTATAATACTAGGAACAGCATTTAGAATAATTATTCGTCTGGAGTTGTCTCATCCAGGTAACTGAATTGCCGACGAACACTTCTTTAACGTAATAGTAACATCCCATGCCTTCGTCATAATCTTTTTTAGGGTTATACCGGCAATAATCGGTGGATTTGGTAACTGACTAATCCCTCTCATAATAGGGTGCCCAGATATAGCATTCCCACGAATAAACAACATAAGATTTTGGCTTCTTCCTCCCTCCCTCACTCTCCTTCTATCAGCTACGTTCTCAGGGGACGGAATTGGCACAGGATGAACTATTTACCCACCTCTCTCATCTTCAACATTTCATTCAGACATATCTGTAGATTTAACAATCTTCTCCCTTCATCTAGCCGGCATCTCATCAATCATAAGATCTATTAACTTCATTTCTACAATTATTAACATAAAACCCAAATCACTGTGCCCAGAATCCATACCACTCTTCGTCTGATCTATTATTATTACTACTATCCTCCTCCTCCTCTCCCTCCCAGTGTTGGCAGGAGCTATTACTATACTTTTAACAGATCGAAACTTCAACACATCCTTTTTTGACCCAGCAGGAGGAGGAGACCCCATCCTCTACCAACACTTATTC
TTCTAAGACTGTGAGCTATAATACTAGGAACAGCATTTAGAATAATTATTCGTCTGGAGTTGTCTCATCCAGGTAACTGAATTGCCGACGAACACTTCTTTAACGTAATAGTAACATCCCATGCCTTCGTCATAATCTTTTTTAGGGTTATACCGGCAATAATCGGTGGATTTGGTAACTGACTAATCCCTCTCATAATAGGGTGCCCAGATATAGCATTCCCACGAATAAACAACATAAGATTTTGGCTTCTTCCTCCCTCCCTCACTCTCCTTCTATCAGCTACGTTCTCAGGGGACGGAATTGGCACAGGATGAACTATTTACCCACCTCTCTCATCTTCAACATTTCATTCAGACATATCTGTAGATTTAACAATCTTCTCCCTTCATCTAGCCGGCATCTCATCAATCATAAGATCTATTAACTTCATTTCTACAATTATTAACATAAAACCCAAATCACTGTGCCCAGAATCCATACCACTCTTCGTCTGATCTATTATTATTACTACTATCCTCCTCCTCCTCTCCCTCCCAGTGTTGGCAGGAGCTATTACTATACTTTTAACAGATCGAAATTTCAACACATCCTTTTTTGACCCAGCAGGAGGAGGAGACCCCATCCTCTACCAACACTTATTCT
CATAAAGATATTGGAACTATATATTTTATCCTAAGACTATGATCCATAATACTAGGAACAGCGTTCAGTATAGTAATTCGTCTAGAACTATCTTATCCAGGAAATTGATTAACTGACGAACACTCTTTTAATGTAATAGTAACGTCTCATGCCTTCGTAATAATCTTCTTCAGGGTTATACCGGCCATAATCGGAGGGTTTGGGAATTGATTAATCCCTCTCATAATAGGCAGCCCAGACATAGCATTCCCACGAATAAACAATATAAGATTCTGACTTCTTCCCCCATCTCTCATTCTTCTTTTATCTTCCTCAATATTAAAAGATGGAACGGGTACAGGTTGAACCGTGTACCCTCCCCTCTCTACCCTATCATTTCACCCAGATATATCAGTAGATCTGACAATTTTTTCCCTCCACTTAGCCGGTATTTCATCCATCATAGGCTCCATTAATTTTATTTCTACAATCGTTAACATAAAACCCAAATCTATGTTCATAGAGAATTTACCTCTTTTTGTTTGATCAATTATAATTACTACTATTCTTCTCCTCCTTTCTCTACCAGTTCTAGCAGGGGCTATTACAATACTTCTAACCGACCGAAACTTTAACACATCATTCTTTGACCCAGCAGGAGGAGGAGACCCAATTCTTTACCAACACCTCTTCTGATTTTTTGGTCAC
AACTATGTATTTTATCCTAAGACTATGATCCATAATACTAGGAACAGCGTTCAGTATAGTGATTCGTCTAGAGCTATCTCATCCAGGAAATTGATTAACTGACGAACACTCTTTTAATGTAATAGTAACGTCTCATGCCTTCGTAATAATCTTCTTCAGGGTTATACCGGCTATAATCGGAGGGTTTGGGAATTGATTAATCCCTCTCATAATAGGCAGCCCAGACATAGCATTCCCACGAATAAACAATATAAGATTCTGACTTCTCCCCCCATCTCTTATTCTTCTCCTATCTTCCTCAATATTAAAAGACGGTACGGGTACAGGTTGAACCGTATACCCTCCCCTCTCTACCCTTCCATTTCATCCAGATATATCAGTAGATCTGACAATTTTTTCCCTTCACCTAGCCGGTATTTCATCCATCATAGGCTCCATTAATTTCATTTCTACAATCATTAACATAAAACCCAAATCTATGTTCATAGAGAATTTACCTCTTTTCGTTTGATCAATTATAATTACTACTATTCTTCTCCTCCTTTCCCTTCCAGTATTAGCAGGGGCTATCACAATACTTCTAACCGATCGAAACTTTAACACATCATTCTTTGACCCAGCAGGAGGAGGAGACCCAATTCTTTACCAACATCTCTTC
AACTATGTATTTTATCCTAAGACTATGATCCATAATACTAGGAACAGCGTTCAGTATAGTGATTCGTCTAGAGCTATCTCATCCAGGAAATTGATTAACTGACGAACACTCTTTTAATGTAATAGTAACGTCTCATGCCTTCGTAATAATCTTCTTCAGGGTTATACCGGCTATAATCGGAGGGTTTGGGAATTGATTAATCCCTCTCATAATAGGCAGCCCAGACATAGCATTCCCACGAATAAACAATATAAGATTCTGACTTCTCCCCCCATCTCTTATTCTTCTCCTATCTTCCTCAATATTAAAAGACGGTACGGGTACAGGTTGAACCGTATACCCTCCCCTCTCTACCCTTCCATTTCATCCAGATATATCAGTAGATCTGACAATTTTTTCCCTTCACCTAGCCGGTATTTCATCCATCATAGGCTCCATTAATTTCATTTCTACAATCATTAACATAAAACCCAAATCTATGTTCATAGAGAATTTACCTCTTTTCGTTTGATCAATTATAATTACTACTATTCTTCTCCTCCTTTCCCTTCCAGTATTAGCAGGGGCTATCACAATACTTCTAACCGATCGAAACTTTAACACATCATTCTTTGACCCAGCAGGAGGAGGAGACCCAATTCTTTACCAACATCTCTTC
CATAAAGATATTGGAACAATATATTTCATTATAGGAACATGAGCCGCTATAATAGGGATATCTCTCAGTATAATTATCCGACTAGAACTATCCTTTCCAGGCTCATGAATAATAAATGAACAAATATATAATACCATAGTAACATCCCACGCATTCACTATAATCTTTTTTGTAGTAATACCAATAATAATTGGAGGATTCGGAAATTGACTACTTCCACTCATATTAGGAGCCCCAGACATAGCATTTCCACGTTTAAACAACATAAGATTCTGACTCCTTCCACCCTCCATAATATTAATTATCTCCTCCTCATTTACAGAAGGAGGAGCAAGCACAGGATGAACTATTTACCCACCCCTAGCATCCCTTACATATCATCCAAATAAATCCGTAGATTTAACCATCTTTTCCCTTCACCTCGCTGGAATCTCCTCAATTCTAGGCTCAATCAACTTTATTACCACAATCCTAAATATAAAACCCCATCCCATATCAATAGAACAAATCTCCCTATTTACTTGATCTATCTTAATCACCACCATTCTATTACTTCTTTCCTTACCAGTCCTAGCTGGAGCTATTACTATATTATTAACAGACCGAAACTTTAACACATCATTCTTTGACCCAGCCGGAGGAGGAGATCCAATCCTTTACCAACATCTCTTCTGATTTTTTGGTCAC
CATAAAGATATTGGAACAATATACTTTATTCTAGGAACCTGAGCCGCCATAATAGGAACATCCCTCAGTATAATTATCCGCCTAGAGTTATCCTTCCCAGGATCATGAATAATAAATGAACAAATATACAATACCATAGTAACATCCCACGCATTTATCATAATCTTTTTTGTAGTAATACCCATAATAATCGGAGGATTCGGAAATTGATTACTCCCACTAATATTAGGAGCCCCAGATATAGCATTTCCACGTATAAACAACATAAGATTCTGACTCCTTCCACCCTCCATAATACTCCTAATTTCCTCCTCATTTACAGAAGGAGGAGCAAGTACAGGATGGACTATTTATCCACCTCTAGCCTCCTTTACATATCACCCAAATAAATCCGTAGACTTAACCATCTTTTCCCTTCACCTTGCTGGAATTTCCTCTATTCTAGGCTCAATTAACTTTATTACCACAATTCTAAATATAAAACCCCACCCCATATCAATAGAACAAATCTCCCTATTTACCTGATCCATCTTAATTACCACCATCTTATTACTCCTTTCCCTACCAGTCCTAGCTGGAGCAATTACTATATTATTAACAGACCGAAACTTCAACACATCATTCTTTGATCCAGCTGGAGGAGGAGATCCAATCCTCTATCAACATCTCTTCTGATTTTTTGGTCAC
ATTGATTAACCGATGAGCACTCCTTTAATGTGATAGTAACATCTCATGCCTTCGTAATAATCTTCTTCAGGGTTATACCAGCTATAATTGGAGGATTTGGGAATTGACTAATTCCCCTCATAATAGGTAGTCCAGATATGGCATTTCCACGGATAAACAACATGAGATTCTGACTTCTCCCCCCCTCTCTTATTCTCCTCTTATCTTCTTCAATATCAAAAGACGGAGCAGGTACAGGGTGAACCGTATACCCCCCCCTTTCCACCTTATCATTTCATCCAGATATAGCAGTAGATCTGACAATTTTTTCCCTTCACTTAGCCGGTATCTCATCCATCATAGGCTCTATTAATTTCATCTCCACAATCATAAACATAAAACCTAAGTCCATATTCATAGAAAGCTTGCCTCTTTTCGTTTGATCAATTATAATTACTACTATTCTTCTCCTCCTTTCCCTACCAGTACTGGCAGGGGCTATTACAATACTCCTAACTGACCGAAATTTTAATACATCTTTTTTTGACCCAGCAGGAGGAGGAGACCCAATTCTTTACCAACATCTTTTCTGATTCTTTGGCCACCCAGAAGTGTAGATTCTCATT
AACGATATATTTTATCCTAAGACTATGGTCAATAATACTAGGAACAGCATTCAGTATAGTAATCCGCCTTGAACTATCCCATCCAGGAAATTGATTAACCGATGAGCACTCCTTTAATGTGATAGTAACATCTCATGCCTTCGTAATAATCTTCTTCAGGGTTATACCAGCTATAATTGGAGGATTTGGGAATTGACTAATTCCCCTCATAATAGGTAGTCCAGATATGGCATTTCCACGGATAAACAACATGAGATTCTGACTTCTCCCCCCCTCTCTTATTCTCCTCTTATCTTCTTCAATATCAAAAGACGGAGCAGGTACAGGGTGAACCGTATACCCCCCCCTTTCCACCTTATCATTTCATCCAGATATAGCAGTAGATCTGACAATTTTTTCCCTTCACTTAGCCGGTATCTCATCCATCATAGGCTCTATTAATTTCATCTCCACAATCATAAACATAAAACCTAAGTCCATATTCATAGAAAGCTTGCCTCTTTTCGTTTGATCAATTATAATTACTACTATTCTTCTCCTCCTTTCCCTACCAGTACTGGCAGGGGCTATTACAATACTCCTAACTGACCGAAATTTTAATACATCTTTTTTTGACCCAGCAGGAGGAGGAGACCCAATTCTTTACCAACATCTTTTC
Opiliones (Harvestmen)
All classes
- Arachnida
- Crustacea
- Entognatha
- Gastropoda
- Insecta
- Blattodea s. str. (Cockroaches)
- Coleoptera (Beetles)
- Dermaptera (earwigs)
- Diptera (flies, mosquitos)
- Entomobryomorpha (slender springtails)
- Hemiptera - Auchenorrhyncha (cicadas, planthoppers)
- Hemiptera - Heteroptera (True Bugs)
- Hemiptera - Sternorrhyncha (aphids, scales etc.)
- Hymenoptera - Formicidae (Ants)
- Hymenoptera excl. Formicidae (bees and wasps)
- Orthoptera - Caelifera (Grasshoppers)
- Trichoptera (Caddisflies)
- Zygentoma (silverfish)
- Myriapoda