Dwarf-hood Orb-weaver Hortophora cucullus Framenau & Castanheira, 2021
Fauna Portal species: 168Diagnosis
(after Framenau et al. 2021): Hortophora cucullus can be identified from all other Hortophora species by the lateral lobes on the abdomen of both males and females, which are absent in all other species of the genus. In addition, males (and less so females) differ by the dorsally drawn up abdomen. The male pedipalp H. cucullus has two macrosetae on the patella, one being smaller, but there is only one in all other Hortophora species.
Linnean Holotype
Australia
- Northern Territory
- Queensland
- South 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.
Similar Species
Publications
Framenau VW, Baptista RLC, Oliveira FSM & Castanheira PdeS (2021): Taxonomic revision of the new spider genus Hortophora, the Australian garden orb-weavers (Araneae, Araneidae). Evolutionary Systematics. 5: 275 - 334
CATAAAGATATTGGAACTTTATATTTAATTCTGGGAGCTTGATCTGCAATAGTAGGAACTGCCATAAGAGTTTTAATTCGAATTGAATTAGGTCAACCTGGGAGATTTATTGGGGACGATCAATTATATAATGTGATTGTCACAGCACATGCATTTGTTATAATTTTTTTTATAGTAATACCTATTTTAATTGGAGGGTTTGGAAATTGGTTAGTCCCGTTGATATTGGGGGCTCCTGATATAGCATTCCCTCGTATAAATAATTTGAGATTTTGGTTGCTTCCCCCTTCTTTATTTTTATTAATCATTTCTTCTATAGTAGAAATGGGAGTCGGGGCAGGGTGAACAGTCTATCCCCCCTTAGCTGGATTGGAGGGACATGCTGGTAGATCAGTTGATTTTGCTATTTTTTCTTTACATTTGGCAGGAGCTTCATCAATTATAGGGGCTATTAATTTTATTTCTACTATTATTAATATGCGGTTTTACGGGATAACAATAGAAAAGGTTCCTTTATTTGTTTGATCTGTATTGATTACTGCTGTTTTACTATTATTATCTTTACCCGTATTAGCTGGGGCAATTACTATATTGTTAACAGACCGAAATTTTAATACTTCGTTTTTTGACCCATCTGGTGGGGGAGATCCCATTCTATTTCAGCATTTATTTTGATTTTTTGGTCA-C
TTACTGCGATGATTATATTCAACTAATCACAAAGATATTGGAACTTTATATTTAATTCTGGGAGCTTGATCTGCAATAGTAGGAACTGCCATAAGAGTTTTAATTCGAATTGAATTAGGTCAACCTGGGAGATTTATTGGGGACGATCAATTATATAATGTGATTGTCACAGCACATGCATTTGTTATAATTTTTTTTATAGTAATACCTATTTTAATTGGAGGGTTTGGAAATTGGTTAGTCCCGTTGATATTGGGGGCTCCTGATATAGCATTCCCTCGTATAAATAATTTGAGATTTTGGTTGCTTCCCCCTTCTTTATTTTTATTAATCATTTCTWCTATAGWAGAAATGRKAGTCGGGGCAGGGTGAACAGTCTATCCCCCCTTAGCTGGATTGGAGGGACATGCTGGTAGATCAGTTGATTTTGCTATTTTTTCTTTACATTTGGCAGGAGCTTCATCAATTATAGGGGCTATTAATTTTATTTCTACTATTATTAATATGCGGTTTTACGGGATAACAATAGAAAAGGTTCCTTTATTTGTTTGATCTGTATTGATTACTGCTGTTTTACTATTATTATCTTTACCCGTATTAGCTGGGGCAATTACTATATTGTTAACAGACCGAAATTTTAATACTTCGTTTTTTGACCCATCTGGTGGGGGAGATCCCATTCTATTTCAGCATTTATTTTGATTTTTTGGTCATCCTGAAGTTTACATTTTAATTTTACCTGGATTTGGAATTGTTTCCCATATTATTAGATCTTCTGTTGGAAAGCGAGAGCCCTTTGGAAATTTAGGTATAATTTATGCTATAATTGGGATTGGGGGAATAGGATTTGTTGTTTGAGCTCATCATATATTTTCTGTAGGGATGGATGTGGATACTCAGGCATATTTTACAGCTGCCACGATAATTATTGCTGTTCCTACAGGAATTAAAGTATTTAGATGAATAGCAACATTGCATGGATCTTATTTTAAGTTTGAAACACCTTTAATATGATGTATTGGTTTTATTTTTTTATTTACATTAGGAGGAATTACTGGAGTTGTTTTATCAAATTCCTCTTTAGATATTGTTTTGCATGATACTTATTATGTAGTAGCTCATTTTCATTATGTTTTAAGAATAGGAGCAGTATTTGCAATTTTGGCTGGAATTACTTATTGATTTCCATTATTTTTTGGAATGGTTATAAATGGGAAAAAGACTAAATTACAGTTTTATATTATATTTATTGGAGTTAATATAACTTTCTTTCCTCAGCATTTTTTGGGATTAAACGGTATACCACGTCGTTACTCTGATTATCCTGATGCTTTTGTATTTTGAAATATAGTATCATCTATAGGTTCTTTTTTATCACTAGTTGGGGTTTTATTTTTTATTATATTAATCTGAGAGGGTCTTGTAATTAAAATATCAAATCAAAGAATCTATTATGTAAGTTCTTCTTTAGAGTGAATTAATAATGTTCCTCCTTTAGATCATACTTTT
CTGCGATGATTATATTCAACTAATCACAAAGATATTGGAACTTTATATTTAATTCTGGGAGCTTGATCTGCAATAGTAGGAACTGCCATAAGAGTTTTAATTCGAATTGAATTAGGTCAACCTGGGAGA---TTTATTGGGGACGATCAATTATATAATGTGATTGTCACAGCACATGCATTTGTTATAATTTTTTTTATAGTAATACCTATTTTAATTGGAGGGTTTGGAAATTGGTTAGTCCCGTTGATATTGGGGGCTCCTGATATAGCATTCCCTCGTATAAATAATTTGAGATTTTGGTTGCTTCCCCCTTCTTTATTTTTATTAATCATTTCTTCTATAGTAGAAATGGGAGTCGGGGCAGGGTGAACAGTCTATCCCCCCTTAGCTGGATTGGAGGGACATGCTGGTAGATCAGTTGATTTTGCTATTTTTTCTTTACATTTGGCAGGAGCTTCATCAATTATAGGGGCTATTAATTTTATTTCTACTATTATTAATATGCGGTTTTACGGGATAACAATAGAAAAGGTTCCTTTATTTGTTTGATCTGTATTGATTACTGCTGTTTTACTATTATTATCTTTACCCGTATTAGCTGGGGCAATTACTATATTGTTAACAGACCGAAATTTTAATACTTCGTTTTTTGACCCATCTGGTGGGGGAGATCCCATTCTATTTCAGCATTTATTTTGATTTTTTGGTCATCCTGAAGTTTACATTTTAATTTTACCTGGATTTGGAATTGTTTCCCATATTATTAGATCTTCTGTTGGAAAGCGAGAGCCCTTTGGAAATTTAGGTATAATTTATGCTATAATTGGGATTGGGGGAATAGGATTTGTTGTTTGAGCTCATCATATATTTTCTGTAGGGATGGATGTGGATACTCGGGCATATTTTACAGCTGCCACGATAATTATTGCTGTTCCTACAGGAATTAAAGTATTTAGATGAATAGCAACATTGCATGGATCTTATTTTAAGTTT------GAAACACCTTTAATATGATGTATTGGTTTTATTTTTTTATTTACATTAGGAGGAATTACTGGAGTTGTTTTATCAAATTCCTCTTTAGATATTGTTTTGCATGATACTTATTATGTAGTAGCTCATTTTCATTATGTTTTAAGAATAGGAGCAGTATTTGCAATTTTGGCTGGAATTACTTATTGATTTCCATTATTTTTTGGAATGGTTATAAATGGGAAAAAGACTAAATTACAGTTTTATATTATATTTATTGGAGTTAATATAACTTTCTTTCCTCAGCATTTTTTGGGATTAAACGGTATACCACGTCGTTACTCTGATTATCCTGATGCTTTTGTATTTTGAAATATAGTATCATCTATAGGTTCTTTTTTATCACTAGTTGGGGTTTTATTTTTTATTATATTAATCTGAGAGGGTCTTGTAATTAAAATATCAAATCAAAGAATCTATTATGTAAGTTCTTCTTTAGAGTGAATTAAT---AATGTTCCTCCTTTAGATCATACT------------------------------------------------TTTTGTCAGCTAAATGTTTTA---ACTAAATAA---------------------------------------------------------------------------
CTGCGATGATTATATTCAACTAATCACAAAGATATTGGAACTTTATATTTAATTCTGGGAGCTTGATCTGCAATAGTAGGAACTGCCATAAGAGTTTTAATTCGAATTGAATTAGGTCAACCTGGGAGA---TTTATTGGGGACGATCAATTATATAATGTGATTGTCACAGCACATGCATTTGTTATAATTTTTTTTATAGTAATACCTATTTTAATTGGAGGGTTTGGAAATTGGTTAGTCCCGTTGATATTGGGGGCTCCTGATATAGCATTCCCTCGTATAAATAATTTGAGATTTTGGTTGCTCCCCCCTTCTTTATTTTTATTAATCATTTCTTCTATAGTAGAAATGGGAGTCGGGGCAGGGTGAACAGTCTATCCCCCCTTAGCTGGATTGGAGGGACATGCTGGTAGGTCAGTTGATTTTGCTATTTTTTCTTTGCATTTGGCAGGAGCTTCATCAATTATAGGGGCTATTAATTTTATTTCTACTATTATTAATATGCGGTTTTACGGGATAATAATAGAAAAGGTTCCTTTATTTGTTTGATCTGTATTGATTACTGCTGTTTTACTATTATTATCTTTACCCGTATTAGCTGGGGCAATTACTATATTGTTAACAGATCGAAATTTTAATACTTCGTTTTTTGACCCATCTGGTGGGGGAGATCCCATTCTATTTCAGCATTTATTTTGATTTTTTGGTCATCCTGAAGTTTACATTTTAATTTTACCTGGATTTGGAATTGTTTCCCATATTATTAGATCTTCTGTTGGAAAGCGAGAGCCCTTTGGAAATTTAGGTATAATTTATGCTATAGTTGGGATTGGGGGAATAGGATTTGTTGTTTGAGCTCATCATATATTTTCTGTAGGGATGGATGTGGATACTCGGGCATATTTTACAGCTGCCACGATAATTATTGCTGTTCCTACAGGAATTAAAGTATTTAGATGAATAGCAACATTGCATGGATCTTATTTTAAGTTT------GAAACACCTTTAATATGATGTATTGGTTTTATTTTTTTATTTACATTAGGAGGAATTACTGGAGTTGTTTTATCAAATTCCTCTTTAGATATTGTTTTGCATGATACTTATTATGTAGTAGCTCATTTTCATTATGTTTTAAGAATAGGAGCAGTATTTGCAATTTTGGCTGGAATTACTTATTGATTTCCATTATTTTTTGGAATGGTTATAAATGGGAAAAAGACTAAATTACAGTTTTATATTATATTTATTGGAGTTAATATAACTTTCTTTCCTCAGCATTTTTTGGGGTTAAACGGTATACCACGTCGTTACTCTGATTATCCTGATGCTTTTGTATTTTGAAATATAGTATCATCTATAGGTTCTTTTTTATCACTAGTTGGGGTTTTGTTTTTTATTATATTAATCTGAGAGGGTCTTGTAATTAAAATATCAAATCAAAGAATCTATTATGTAAGTTCTTCTTTAGAGTGAATTAAT---AATGTTCCTCCTTTAGATCATACT------------------------------------------------TTTTGTCAGCTAAATGTTTTA---ACTAAATAA---------------------------------------------------------------------------
Araneae (Spiders)
- Actinopodidae
- Anamidae
- Araneae fam. indet.
- Araneidae
- Abba
- Acroaspis
- Anepsion
- Arachnura
- Araneidae gen. indet.
- Argiope
- Austracantha
- Backobourkia
- Bijoaraneus
- Celaenia
- Courtaraneus
- Cyclosa
- Cyrtobill
- Cyrtophora
- Dolophones
- Eriovixia
- Gea
- Genus 2199 ('Cucullus')
- Genus 2775 (talipedatus gp)
- Genus 3241 ('Corargiope')
- Genus 3274
- Genus 3313 (psittacinus gp)
- Genus 3338 (acuminatus gp)
- Genus 3339 (albotriangulus gp)
- Genus 3340 (speculabundus gp)
- Genus 3345 (dehaani gp)
- Genus 3346
- Genus 3347 (rainbowi gp)
- Genus 3348
- Hortophora
- Kangaraneus
- Larinia
- Lariniophora
- Leviana
- Leviaraneus
- Mangrovia
- Nemoscolus
- Neoscona
- Novakiella
- Novaranea
- Paraplectanoides
- Phonognathinae genus 3271
- Plebs
- Poltys
- Quokkaraneus
- Salsa
- Socca
- Telaprocera
- Trichonephila
- Venomius
- Abba
- Archaeidae
- Arkyidae
- Barychelidae
- Cheiracanthiidae
- Clubionidae
- Corinnidae
- Deinopidae
- Desidae
- Dictynidae
- Filistatidae
- Gnaphosidae
- Halonoproctidae
- Hersiliidae
- Idiopidae
- Lamponidae
- Linyphiidae
- Lycosidae
- Mimetidae
- Miturgidae
- Mysmenidae
- Nicodamidae
- Oecobiidae
- Oonopidae
- Oxyopidae
- Philodromidae
- Pholcidae
- Pisauridae
- Prodidomidae
- Salticidae
- Scytodidae
- Segestriidae
- Selenopidae
- Sparassidae
- Symphytognathidae
- Tetrablemmidae
- Theridiidae
- Thomisidae
- Trachelidae
- Trachycosmidae
- Trochanteriidae
- Uloboridae
- Zodariidae
- Zoropsidae
All classes
- Arachnida
- Crustacea
- 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