Arnold's Indohya (WAM PSE004) Indohya arnoldstrongi Harvey & Burger, 2023
Fauna Portal species: 13740Diagnosis
(after Harvey et al. 2023): Indohya arnoldstrongi belongs to a group of Indohya species that have 12 setae on the carapace and no eyes. It differs from I. anastomosa, I. aquila and I. humphreysi by the presence of 4 setae on tergite I (only 2 setae in I. anastomosa, I. aquila and I. humphreysi). It differs from all of the others except I. finitima by the rounded distal teeth of the fixed chelal finger (at least 2 distal teeth pointed in I. alexanderi, I. cockingi, I. cribbi, I. damocles, I. draconis, I. jessicae, I. lynbeazleyae, I. sagmata and I. scanloni), and differs from I. finitima by all of the teeth of the fixed chelal finger being rounded, whereas at least some teeth are pointed in I. finitima. It also differs from all other Indohya species for which sequence data are available by three synapomorphies in COI mtDNA: at base 3 there is a substitution to G; at base 78 there is a substitution to T; and at base 313 there is a substitution to T. The six sequenced specimens differ from all other sequenced specimens of Indohya by 14.729.2%.
Status
- native
Linnean Holotype
Australia
- Western Australia
Fauna Portal Records
The map shows all records that have been verified as part of the Fauna Portal project and may not represent the true distribution of a species. Specifically, for described species, check the link to the Atlas of Living Australia on this page for potential wider distributions. Fauna Portal Reference specimens and Linnean types are shown in red. If you identified a specimen that exceeds the distribution of an undescribed species as illustrated here, please contact the Fauna Portal team who can assist with the lodgement of the specimen in a public institution and display on the map.
Publications
Harvey MS, Burger MAA, Abrams KM, Finston TL, Huey JA, Perina G (2023): The systematics of the pseudoscorpion genus Indohya (Pseudoscorpiones: Hyidae) in Australia. Zootaxa. 5342: 1 - 119DOI
TAGTTTGTATTTTATTTTAGGTATTTGAGCAGGTTTAGTAGGAATATCATATAGAATGATTATCCGTTTTCAGTTAATATCTCCTGGTGTTATGGTTTCTTCCAACTCTTATAATGCTGTAATTACAACTCATGCTTTTATTATAATTTTTTTTATAGTTATACCAATTATAGTGGGGGGTTTCGGTAATTGATTAATTCCATTAATAATTGGAGCTCCTGATATAGCTTTCCCTCGAATGAACAATTTAAGTTTTTGACTCCTACCACCTTCTTTTAGATTATTAATTTTATCTGTATTTATAGAGACTGGATGCGGAACAGGATGAACCCTCTATCCACCTCTATCGGGTGGTTCTGCTCACCCTTCTTCAGCAGTAGATTTAGTAATTTTTTCTCTTCATCTTGCAGGAATTTCTTCTATTTTAGGTTCAATTAATTTTATTACAACTATTTTTAACATACGAATAAATGGATTAAAATTAAAACAAACCTCTTTATTTATTTGATCTATTTTGATTACAACAATCCTGTTACTTTTAGCTATCCCGGTATTGGCCGGGGCTATTACTATACTTTTAACTGATCGGAATTTTAATACGTCTTTTTTCTCTCCTGTAGGTGGAGGTGATCCTATTTTATTTCAACATTTATTT
TAGTCTATATTTTATCTTAGGAATTTGGGCAGGTCTGGTAGGAATATCATATAGAATAATTATCCGCTTTCAGCTTATATCGCCCGGTGTAATAGTTTCTTCCAATTCATATAATGCTGTAATTACAACTCATGCTTTTATTATAATTTTTTTTATAGTTATACCAATTATGGTAGGGGGTTTTGGAAATTGATTAATCCCATTAATAATTGGTGCTCCTGATATAGCCTTCCCTCGAATAAACAATTTAAGTTTTTGACTTCTACCTCCTTCTTTTAGATTATTAATTTTATCTGTATTTATAGAAACTGGATGTGGTACAGGGTGAACTCTTTATCCCCCTCTATCAGCAGGTTCCGCCCATCCTTCCTCAGCAGTAGATTTAGTAATTTTTTCTCTTCATCTCGCAGGGATTTCTTCCATTTTAGGTTCTATTAATTTTATTACAACTATTTTTAATATACGAATGAATGGGTTAAAATTAAAACAAACCCCCTTATTTATTTGATCTATTTTAATTACAACAGTTTTATTACTTTTAGCTATTCCAGTTCTAGCAGGAGCTATTACTATGCTTTTAACTGATCGAAATTTTAATACATCTTTTTTCTCTCCAGTAGGGGGAGGAGATCCTATTTTATTTCAACATTTATTT
TAGTTTATATTTTATCTTAGGAATTTGAGCAGGTCTGGTAGGAATATCATATAGAATAATTATCCGCTTTCAGCTTATATCGCCTGGTGTAATAGTTTCTTCCAATTCATATAATGCTGTAATTACAACTCATGCTTTTATTATAATTTTTTTTATAGTTATACCAATTATAGTGGGAGGTTTTGGAAATTGATTAATTCCATTAATAATTGGTGCTCCTGATATAGCCTTTCCCCGAATAAACAATTTAAGTTTTTGACTTCTACCCCCTTCTTTTAGATTATTAATTTTATCTGTATTTATAGAAACTGGATGTGGTACAGGGTGAACTCTTTATCCCCCTCTATCAGCAGGTTCTGCCCATCCTTCCTCAGCAGTAGATTTAGTAATTTTTTCTCTTCATCTCGCAGGGATTTCTTCCATTTTAGGTTCTATTAATTTTATTACAACTATTTTTAATATACGAATGAATGGATTAAAATTAAAACAAACCCCCTTATTTATTTGATCTATTTTAATTACAACAGTTTTATTACTTTTAGCTATTCCAGTTCTAGCAGGAGCTATTACTATGCTTTTAACTGATCGAAATTTTAATACATCTTTTTTCTCTCCAGTAGGAGGAGGAGATCCTATTTTATTTCAACATTTATTT
TAGTCTATATTTTATCTTAGGAATTTGGGCAGGTCTGGTAGGAATATCATATAGAATAATTATCCGCTTTCAGCTTATATCGCCCGGTGTAATAGTTTCTTCCAATTCATATAATGCTGTAATTACAACTCATGCTTTTATTATAATTTTTTTTATAGTTATACCAATTATGGTAGGGGGTTTTGGAAATTGATTAATCCCATTAATAATTGGTGCTCCTGATATAGCCTTCCCTCGAATAAACAATTTAAGTTTTTGACTTCTACCTCCTTCTTTTAGATTATTAATTTTATCTGTATTTATAGAAACTGGATGTGGTACAGGGTGAACTCTTTATCCCCCTCTATCAGCAGGTTCCGCCCATCCTTCCTCAGCAGTAGATTTAGTAATTTTTTCTCTTCATCTCGCAGGGATTTCTTCCATTTTAGGTTCTATTAATTTTATTACAACTATTTTTAATATACGAATGAATGGGTTAAAATTAAAACAAACCCCCTTATTTATTTGATCTATTTTAATTACAACAGTTTTATTACTTTTAGCTATTCCAGTTCTAGCAGGAGCTATTACTATGCTTTTAACTGATCGAAATTTTAATACATCTTTTTTCTCTCCAGTAGGGGGAGGAGATCCTATTTTATTTCAACATTTATTT
TAGTTTGTATTTTATTTTAGGTATTTGAGCAGGTTTAGTGGGAATATCATATAGAATGATTATTCGTTTTCAGTTGATATCTCCTGGTGTTATGGTTTCTTCCAATTCTTATAATGCTGTAATTACAACTCATGCTTTTATTATAATTTTTTTTATAGTTATACCAATTATAGTAGGGGGTTTCGGTAATTGATTAATTCCATTAATAATTGGAGCTCCTGATATAGCTTTCCCTCGAATGAATAATTTGAGTTTTTGACTCCTACCACCTTCTTTTAGATTATTAATTTTGTCTGTATTTATAGAGACTGGGTGCGGAACAGGATGAACCCTTTATCCTCCTTTGTCAGGGGGTTCTGCTCATCCCTCTTCAGCAGTAGATTTAGTAATTTTTTCTCTTCATCTTGCAGGAATTTCTTCTATTTTAGGTTCAATTAATTTTATTACAACTATTTTTAACATACGAATAAATGGATTAAAATTAAAACAAACTCCTTTATTTATTTGATCTATTTTGATTACAACAATTCTGTTACTTTTAGCTATTCCGGTATTGGCAGGGGCTATTACTATACTTTTAACTGATCGGAATTTTAATACATCTTTTTTCTCTCCTGTAGGTGGAGGTGATCCTATTTTATTTCAACATTTATTT
TCTTTCAGATTATTAATTTTGTCTGTATTTATAGAGACTGGGTGTGGAACAGGGTGAACCCTTTATCCCCCTTTATCAGGAGGTTCTGCTCACCCCTCTTCAGCAGTAGATTTAGTAATTTTTTCTCTTCATCTTGCAGGAATTTCTTCCATTTTAGGTTCAATTAATTTTATTACAACTATTTTTAACATACGAATAAATGGATTAAAATTAAAACAAACTCCTTTATTCATTTGATCTATTTTGATTACAACAATTCTGTTACTTTTAGCTATTCCGGTATTGGCAGGGGCTATTACTATACTTTTAACTGATCGGAATTTTAATACATCTTTTTTCTC