Grey House Jumper Menemerus nigli Wesołowska & Freudenschuss, 2012
Fauna Portal species: 4323Diagnosis
Menemerus nigli is similar to, and often found together with M. bivittatus. Both are typical synanthropic species, i.e. they occur frequently in and around houses on walls and fences. However, they distinctly differ in genital morphology of both males and females and also body colouration, specifically the colour pattern of the abdomen. The embolus of the male pedipalp in M. nigli is much longer than that of M. bivittatus. The female epigyne of M. nigli has characteristic rounded edges internally and a poorly defined anterior margin; in contrast, the M. bivittatus epigyne lacks the internal edges but has a well-defined anterior margin consisting of two arches.
(after & Wesołowska & Freudenschuss 2012): This species is distinguishable from congeners by the long curved embolus and the elongated ovoid bulb, except two African species, M. zimbabwensis and M. pilosus from which it differs by abdominal pattern (light with wide median streak in these two species).
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.
Similar Species
Publications
Wesołowska W, Freudenschuss. M (2012): A new species of Menemerus from Pakistan (Araneae: Salticidae). Genus. 23: 449 - 453
CTGCGATGATTATATTCAACTAATCATAAGGATATTGGAACTTTATATTTGATTTTTGGTGCTTGGTCAGCTATAGTAGGAACTGCAATAAGAGTATTAATTCGAATGGAATTAGGTCAAACGGGAAGT---TTTTTAGGAAATGATCATATATATAATGTAATTGTTACTGCTCATGCTTTTGTTATAATTTTTTTTATAGTAATACCTATTTTAATTGGAGGATTTGGAAATTGATTAGTTCCTCTAATGTTAGGTGCTCCTGATATAGCTTTTCCTCGAATAAATAATTTAAGATTTTGATTATTACCTCCTTCCTTGATATTATTGTTTGTTTCATCTTTGGCTGAAATAGGAGTAGGAGCTGGATGAACAGTATATCCTCCTTTGGCTTCAATTGTTGGACATAATGGAAGATCGGTGGATTTTGCTATTTTTTCATTACATTTAGCTGGAGCTTCATCTATTATAGGTGCTATTAATTTTATTTCAACTGTAATTAATATACGTTCTGTTCAAATAAGATTAGATAAGGTTCCTCTATTTGTGTGATCAGTTGTTATTACTGCTGTGCTTCTTTTGTTATCTTTACCTGTTTTGGCAGGTGCAATTACTATATTATTAACAGATCGAAATTTTAATACTTCTTTTTTTGATCCAGCTGGAGGAGGGGATCCTATTTTATTTCAACATCTATTTTGATTTTTTGGACATCCTGAGGTATATATTTTAATTTTACCAGGATTTGGAATTGTTTCACATGTAATTAGATCTTCTGTAGGTAAGCGAGAACCTTTTGGTTCTTTGGGAATAATTTATGCAATAATGGGAATTGGAGGAATAGGATTTGTTGTATGAGCTCATCATATATTTTCTGTAGGAATAGACGTAGATACTCGAGCTTATTTTACGGCTGCTACAATAATTATTGCAGTTCCAACTGGAATTAAGGTCTTTAGATGAATAGCAACATTATATGGTTCTTATTTTAAGATA------GATACTCCATTAATGTGATGTATTGGATTTGTATTTTTGTTTACTTTAGGTGGTATTACTGGAGTAGTATTATCTAATTCTTCTTTAGATATTGTGTTACATGATACTTATTATGTTGTTGCTCATTTTCATTATGTATTAAGAATAGGAGCTGTTTTTGCTATTATAGCAGGAATTACATATTGATTTCCTTTATTTTTTGGAACTGTATTAAGAGAAAGGAAGACTAAGTTACAATTTTTAGTTATGTTTTTGGGGGTAAATATAACTTTTTTTCCTCAGCATTTTTTAGGATTGAACGGAATACCTCGTCGATATGCTGATTATCCTGATGCTTTTTTATTTTGAAATATAATTTCTTCTTTAGGTTCTTTGTTATCTTTAATTGCTGTTCTTATATTTATTTATATTGTTTGAGAAGCTCTTATTATGAAATATTCATTTTATGAATCTTATTATACTAGTTCATCATTGGAATGAATTAAT---AATATTCCTCCTTTGGATCATACT------------------------------------------------TTTATTCAATTAAATCAAATT---ACTAGATAA---------------------------------------------------------------------------
CTGCGATGATTATATTCAACTAATCATAAGGATATTGGAACTTTATATTTGATTTTTGGTGCTTGGTCAGCTATAGTAGGAACTGCAATAAGAGTATTAATTCGAATGGAATTAGGTCAAACGGGAAGT---TTTTTAGGAAATGATCATATATATAATGTAATTGTTACTGCTCATGCTTTTGTTATAATTTTTTTTATAGTAATACCTATTTTAATTGGAGGATTTGGAAATTGATTAGTTCCTCTAATGTTAGGTGCTCCTGATATAGCTTTTCCTCGAATAAATAATTTAAGATTTTGATTATTACCTCCTTCCTTGATATTATTGTTTGTTTCATCTTTGGCTGAAATAGGAGTAGGAGCTGGATGAACAGTATATCCTCCTTTGGCTTCAATTGTTGGACATAATGGAAGATCGGTGGATTTTGCTATTTTTTCATTACATTTAGCTGGAGCTTCATCTATTATAGGTGCTATTAATTTTATTTCAACTGTAATTAATATACGTTCTGTTCAAATAAGATTAGATAAGGTTCCTCTATTTGTGTGATCAGTTGTTATTACTGCTGTGCTTCTTTTGTTATCTTTACCTGTTTTGGCAGGTGCAATTACTATATTATTAACAGATCGAAATTTTAATACTTCTTTTTTTGATCCAGCTGGAGGAGGGGATCCTATTTTATTTCAACATCTATTTTGATTTTTTGGACATCCTGAGGTATATATTTTAATTTTACCAGGATTTGGAATTGTTTCACATGTAATTAGATCTTCTGTAGGTAAGCGAGAACCTTTTGGTTCTTTGGGAATAATTTATGCAATAATGGGAATTGGAGGAATAGGATTTGTTGTATGAGCTCATCATATATTTTCTGTAGGAATAGACGTAGATACTCGAGCTTATTTTACGGCTGCTACAATAATTATTGCAGTTCCAACTGGAATTAAGGTCTTTAGATGAATAGCAACATTATATGGTTCTTATTTTAAGATA------GATACTCCATTAATGTGATGTATTGGATTTGTATTTTTGTTTACTTTAGGTGGTATTACTGGAGTAGTATTATCTAATTCTTCTTTAGATATTGTGTTACATGATACTTATTATGTTGTTGCTCATTTTCATTATGTATTAAGAATAGGAGCTGTTTTTGCTATTATAGCAGGAATTACATATTGATTTCCTTTATTTTTTGGAACTGTATTAAGAGAAAGGAAGACTAAGTTACAATTTTTAGTTATGTTTTTGGGGGTAAATATAACTTTTTTTCCTCAGCATTTTTTAGGATTGAACGGAATACCTCGTCGATATGCTGATTATCCTGATGCTTTTTTATTTTGAAATATAATTTCTTCTTTAGGTTCTTTGTTATCTTTAATTGCTGTTCTTATATTTATTTATATTGTTTGAGAAGCTCTTATTATGAAATATTCATTTTATGAATCTTATTATACTAGTTCATCATTGGAATGAATTAAT---AATATTCCTCCTTTGGATCATACT------------------------------------------------TTTATTCAATTAAATCAAATT---ACTAGATAA---------------------------------------------------------------------------
CTTTTCCTCGAATAAATAATTTAAGATTTTGATTATTACCTCCTTCCTTGATATTATTGTTTGTTTCATCTTTAGCTGAAATAGGAGTAGGAGCTGGATGAACAGTATATCCTCCTTTGGCTTCAATTGTTGGACATAATGGAAGATCGGTGGATTTTGCTATTTTTTCATTACATTTAGCTGGAGCTTCATCGATTATAGGTGCTATTAATTTTATTTCAACTGTAATTAATATACGTTCTGTTCAAATAAGATTAGATAAGGTTCCTCTATTTGTGTGATCAGTTGTTATTACTGCTGTGCTTCTTTTGTTATCTTTACCTGTTTTAGCAGGTGCAATTACTATATTATTAACAGATCGAAATTTTAATACTTCTTTTTTTGATCCAGCTGGAGGAGGGGATCCTATTTTATTTCAACATTTATTTTGATTTTTTGGACATCCTGAGGTATATATTTTGATTTTACCAGGGTTTGGAATTGTTTCACATGTAATTAGATCTTCTGTAGGTAAGCGAGAACCTTTTGGTTCTTTAGGAATAATTTATGCAATAATGGGAATTGGAGGAATAGGGTTTGTTGTATGAGCTCATCATATATTTTCTGTAGGAATAGACGTAGATACTCGAGCTTATTTTACGGCTGCTACAATAATTATTGCAGTTCCAACTGGAATTAAGGTCTTTAGATGAATAGCAACATTATATGGTTCTTATTTTAAAATAGATACTCCATTAATGTGATGTATTGGATTTGTATTTTTGTTTACTTTAGGTGGTATTACTGGAGTAGTATTATCTAATTCCTCTTTGGATATTGTATTACATGATA
CTTTTCCTCGAATAAATAATTTAAGATTTTGATTATTACCTCCTTCCTTGATATTATTGTTTGTTTCATCTTTAGCTGAAATAGGAGTAGGAGCTGGATGAACAGTATATCCTCCTTTGGCTTCAATTGTTGGACATAATGGAAGATCGGTGGATTTTGCTATTTTTTCATTACATTTAGCTGGAGTTTCATCGATTATAGGTGCTATTAATTTTATTTCAACTGTAATTAATATACGTTCTGTTCAAATAAGATTAGATAAGGTTCCTCTATTTGTGTGATCAGTTGTTATTACTGCTGTGCTTCTTTTGTTATCTTTACCTGTTTTAGCAGGTGCAATTACTATATTATTAACAGATCGAAATTTTAATACTTCTTTTTTTGATCCAGCTGGAGGAGGGGATCCTATTTTATTTCAACATTTATTTTGATTTTTTGGACATCCTGAGGTATATATTTTGATTTTACCAGGGTTTGGAATTGTTTCACATGTAATTAGATCTTCTGTAGGTAAGCGAGAACCTTTTGGTTCTTTAGGAATAATTTATGCAATAATGGGAATTGGAGGAATAGGGTTTGTTGTATGAGCTCATCATATATTTTCTGTAGGAATAGACGTAGATACTCGAGCTTATTTTACGGCTGCTACAATAATTATTGCAGTTCCAACTGGAATTAAGGTCTTTAGATGAATAGCAACATTATATGGTTCTTATTTTAAAATAGATACTCCATTAATGTGATGTATTGGATTTGTATTTTTGTTTACTTTAGGTGGTATTACTGGAGTAGTATTATCTAATTCCTCTTTGGATATTGTATTACATGATA
CTTTTCCTCGAATAAATAATTTAAGATTTTGATTATTACCTCCTTCCTTGATATTATTGTTTGTTTCATCTTTAGCTGAAATAGGAGTAGGAGCTGGATGAACAGTATATCCTCCTTTGGCTTCAATTGTTGGACATAATGGAAGATCGGTGGATTTTGCTATTTTTTCATTACATTTAGCTGGAGCTTCATCGATTATAGGTGCTATTAATTTTATTTCAACTGTAATTAATATACGTTCTGTTCAAATAAGATTAGATAAGGTTCCTCTATTTGTGTGATCAGTTGTTATTACTGCTGTGCTTCTTTTGTTATCTTTACCTGTTTTAGCAGGTGCAATTACTATATTATTAACAGATCGAAATTTTAATACTTCTTTTTTTGATCCAGCTGGAGGAGGGGATCCTATTTTATTTCAACATTTATTTTGATTTTTTGGACATCCTGAGGTATATATTTTGATTTTACCAGGGTTTGGAATTGTTTCACATGTAATTAGATCTTCTGTAGGTAAGCGAGAACCTTTTGGTTCTTTAGGAATAATTTATGCAATAATGGGAATTGGAGGAATAGGGTTTGTTGTATGAGCTCATCATATATTTTCTGTAGGAATAGACGTAGATACTCGAGCTTATTTTACGGCTGCTACAATAATTATTGCAGTTCCAACTGGAATTAAGGTCTTTAGATGAATAGCAACATTATATGGTTCTTATTTTAAAATAGATACTCCATTAATGTGATGTATTGGATTTGTATTTTTGTTTACTTTAGGTGGTATTACTGGAGTAGTATTATCTAATTCCTCTTTGGATATTGTATTACATGATA
CTTTTCCTCGAATAAATAATTTAAGATTTTGATTATTACCTCCTTCCTTGATATTATTGTTTGTTTCATCTTTGGCTGAAATAGGAGTAGGAGCTGGATGAACAGTATATCCTCCTTTGGCTTCAATTGTTGGACATAATGGAAGATCGGTGGATTTTGCTATTTTTTCATTACATTTAGCTGGAGCTTCATCTATTATAGGTGCTATTAATTTTATTTCAACTGTAATTAATATACGTTCTGTTCAAATAAGATTAGATAAGGTTCCTCTATTTGTGTGATCAGTTGTTATTACTGCTGTGCTTCTTTTGTTATCTTTACCTGTTTTGGCAGGTGCAATTACTATATTATTAACAGATCGAAATTTTAATACTTCTTTTTTTGATCCAGCTGGAGGAGGGGATCCTATTTTATTTCAACATCTATTTTGATTTTTTGGACATCCTGAGGTATATATTTTAATTTTACCAGGATTTGGAATTGTTTCACATGTAATTAGATCTTCTGTAGGTAAGCGAGAACCTTTTGGTTCTTTGGGAATAATTTATGCAATAATGGGAATTGGAGGAATAGGATTTGTTGTATGAGCTCATCATATATTTTCTGTAGGAATAGACGTAGATACTCGAGCTTATTTTACGGCTGCTACAATAATTATTGCAGTTCCAACTGGAATTAAGGTCTTTAGATGAATAGCAACATTATATGGTTCTTATTTTAAGATAGATACTCCATTAATGTGATGTATTGGATTTGTATTTTTGTTTACTTTAGGTGGTATTACTGGAGTAGTATTATCTAATTCTTCTTTAGATATTGTGTTACATGATA
CTTTTCCTCGAATAAATAATTTAAGATTTTGATTATTACCTCCTTCCTTGATATTATTGTTTGTTTCATCTTTAGCTGAAATAGGAGTAGGAGCTGGATGAACAGTATATCCTCCTTTGGCTTCAATTGTTGGACATAATGGAAGATCGGTGGATTTTGCTATTTTTTCATTACATTTAGCTGGAGCTTCATCGATTATAGGTGCTATTAATTTTATTTCAACTGTAATTAATATACGTTCTGTTCAAATAAGATTAGATAAGGTTCCTCTATTTGTGTGATCAGTTGTTATTACTGCTGTGCTTCTTTTGTTATCTTTACCTGTTTTAGCAGGTGCAATTACTATATTATTAACAGATCGAAATTTTAATACTTCTTTTTTTGATCCAGCTGGAGGAGGGGATCCTATTTTATTTCAACATTTATTTTGATTTTTTGGACATCCTGAGGTATATATTTTGATTTTACCAGGGTTTGGAATTGTTTCACATGTAATTAGATCTTCTGTAGGTAAGCGAGAACCTTTTGGTTCTTTAGGAATAATTTATGCAATAATGGGAATTGGAGGAATAGGGTTTGTTGTATGAGCTCATCATATATTTTCTGTAGGAATAGACGTAGATACTCGAGCTTATTTTACGGCTGCTACAATAATTATTGCAGTTCCAACTGGAATTAAGGTCTTTAGATGAATAGCAACATTATATGGTTCTTATTTTAAAATAGATACTCCATTAATGTGATGTATTGGATTTGTATTTTTGTTTACTTTAGGTGGTATTACTGGAGTAGTATTATCTAATTCCTCTTTGGATATTGTATTACATGATA
Araneae (Spiders)
- Actinopodidae
- Anamidae
- Araneae fam. indet.
- Araneidae
- 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