Dark Woodland Cockroaches
Melanozosteria Stål, 1874
Type species: Polyzosteria (Platyzosteria) nitida Brunner von Wattenwyl, 1865
Fauna Portal Genus Number: 1450
(after Mackerras 1968): The larger species are usually plump and smooth, in contrast to those belonging to Platyzosteria which are either rather flattened and smooth, or convex and scabrous. When vistigial tegmina are present, they are often separated from the mesonotum for almost their whole length. Apterous species are usually small.
The subgenera of Platyzosteria (Platyzosteria, Leptozosteria, Melanozosteria) are poorly defined and the reader is here referred to Mackerras (1967, 1968) for limitations and discussions on these, which are currently considered full genera. Rentz (2014) provides a key to the genera of the subfamily Polyzosteriinae.
Cockroach Species File: https://cockroach.speciesfile.org/otus/862808/overview
Publications
Mackerras MJ (1968): Australia Blattidae (Blattodea). VIII. The Platyzosteria group; subgenus Melanozosteria Stal. Australian Journal of Zoology. 16: 237 - 331
Mackerras MJ (1967): Australian Blattidae (Blattodea). VII. The Platyzosteria group; general remarks and revision of the subgenera Platyzosteria Brunner and Leptozosteria Tepper. Australian Journal of Zoology. 15: 1207 - 1298
Rentz D (2014): A guide to the cockroaches of Australia. CSIRO Publishing, Collingwood. 318
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CATAAAGATATTGGAACATTATATTTTATTTTTGGTGCATGATCAGGAATAGTAGGAACATCATTAAGAATATTAATTCGAGCCGAATTAGGACAACCTGGTTCATTAATTGGAGATGATCAAATTTATAATGTAATTGTTACTGCCCATGCCTTTATTATAATTTTTTTTATAGTAATACCAATTTTAATTGGAGGTTTTGGAAATTGATTAGTACCACTAATATTAGGAGCTCCAGATATAGCTTTTCCTCGAATAAATAATATAAGATTTTGACTTTTACCCCCTTCATTATCGTTATTACTTGCTAGAAGTATGGTAGAAAGAGGGGCTGGTACAGGATGAACCGTTTACCCCCCTCTTGCTAGAGGTATAGCTCATGCTGGTGCCTCTGTAGATTTAGCTATTTTTTCATTACACTTAGCAGGTGTATCTTCAATTCTTGGGGCCGTAAATTTTATTTCAACAAGTATTAATATAAAACCTATTAACATAAAACCAGAACGAATTCCACTATTTGTATGAGCTGTAGGAATCACAGCCTTACTACTATTATTATCATTACCAGTACTTGCTGGGGCCATTACTATATTATTAACAGATCGAAACTTGAATACCTCTTTCTTTGATCCTRCTGGAGGTGGTGACCCTATTTTATACCAACATTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACTCTTTACTTCATTTTTGGTGCTTGATCTGGTATAGTTGGAACATCACTAAGAATATTAATTCGAGCTGAATTAGGACAACCAGGTTCCCTAATTGGAGATGATCAAATTTATAATGTAATTGTTACTGCTCATGCATTCATCATAATTTTTTTTATAGTTATACCTATTCTAATTGGAGGATTCGGAAATTGGTTAGTTCCATTAATATTAGGTGCCCCAGATATAGCTTTTCCACGAATAAACAATATAAGATTTTGATTATTACCTCCTTCCTTAACTCTTTTACTTGCTAGTAGTATAGTGGAAAGAGGAGCTGGAACAGGATGAACAGTATATCCCCCACTTGCTAGAGGCATTGCTCACGCTGGAGCATCTGTAGATTTAGCTATTTTCTCTTTACATCTTGCAGGTGTTTCATCAATTTTAGGGGCTGTAAATTTTATTTCAACAAGTATTAATATAAAACCTATTAATATAAAACCAGAACGAATTCCTTTATTTGTATGGGCAGTAGGTATTACTGCTCTTTTATTACTATTATCTTTACCTGTCCTTGCTGGAGCTATTACAATACTATTAACTGATCGAAACTTAAATACTTCATTTTTTGACCCTGCTGGGGGTGGAGATCCCATCCTTTATCAACACTTATTCTGATTTTTTGGTCAC
CATAAAGATATTGGAACATTATATTTCATTTTTGGTGCATGATCCGGTATAGTTGGAACATCACTAAGAATATTAATTCGAGCCGAATTAGGACAACCGGGTTCTCTTATTGGAGATGATCAAATTTATAATGTTATTGTAACAGCTCACGCCTTCATCATAATTTTCTTCATAGTAATACCAATCTTAATTGGAGGATTTGGCAATTGACTAGTTCCACTAATATTAGGTGCCCCAGATATAGCTTTTCCACGAATAAATAATATGAGATTCTGACTATTACCTCCATCTTTATCTTTACTCCTCGCCAGTAGTATAGTAGAAAGAGGAGCTGGTACAGGATGAACAGTTTACCCTCCACTTGCCAGTGGCATTGCCCATGCAGGGGCCTCTGTAGACTTAGCAATTTTTTCATTACATTTAGCAGGAGTTTCATCTATTCTAGGTGCCGTAAATTTCATTTCAACAAGTATCAATATAAAACCAATTAATATAAAACCAGAACGAATTCCCCTATTTGTATGAGCAGTAGGAATTACTGCTCTCCTATTATTATTATCCTTACCAGTTCTTGCAGGAGCAATTACAATATTATTAACAGATCGAAACTTAAATACTTCATTTTTCGACCCCGCTGGAGGAGGGGATCCAATTTTATATCAACATCTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACATTATATTTCATTTTTGGTGCATGATCCGGTATAGTTGGAACATCACTAAGAATATTAATTCGAGCCGAATTAGGACAACCGGGTTCTCTTATTGGAGATGATCAAATTTATAATGTTATTGTAACAGCTCACGCCTTCATTATAATTTTCTTCATAGTAATACCAATCTTAATTGGAGGATTTGGCAATTGACTAGTTCCACTAATATTAGGTGCCCCAGATATAGCTTTTCCACGAATAAATAATATGAGATTCTGACTATTACCTCCATCTTTATCTTTACTCCTCGCCAGTAGTATAGTAGAAAGAGGAGCTGGTACAGGATGAACAGTTTACCCTCCACTTGCCAGTGGCATTGCCCATGCAGGGGCCTCTGTAGACTTAGCAATTTTTTCATTACATTTAGCAGGAGTTTCATCTATTCTAGGTGCCGTAAATTTCATTTCAACAAGTATCAATATAAAACCAATTAATATAAAACCAGAACGAATTCCCCTATTTGTATGAGCAGTAGGAATTACTGCTCTCCTATTATTATTATCCTTACCAGTTCTTGCAGGAGCAATTACAATATTATTAACAGATCGAAACTTAAATACTTCATTTTTCGACCCCGCTGGAGGAGGGGATCCAATTTTATATCAACATCTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCCTATACTTCATTTTTGGAGCTTGATCAGGAATAGTTGGAACTTCATTAAGAATGCTAATTCGAGCAGAACTAGGTCAACCAGGATCTTTAATTGGAGATGATCAAATTTATAATGTAATTGTTACAGCCCACGCTTTTATTATAATCTTCTTTATAGTGATACCAATTCTAATTGGAGGTTTTGGAAATTGATTGGTGCCCCTAATATTAGGGGCACCAGATATAGCATTTCCTCGAATGAATAATATAAGATTTTGATTACTACCCCCATCCTTATCACTCCTACTAGCTAGTAGAATGGTTGAAAGAGGAGCTGGTACAGGATGAACAGTATATCCACCGCTTGCAAGTGGTATTGCACATGCAGGAGCCTCGGTAGACCTTGCAATTTTTTCCCTACACCTAGCTGGTGTTTCATCTATTCTTGGAGCTGTAAATTTTATCTCAACTAGTATCAATATAAAACCAATTAATATAAAACCTGAACGAATCCCTTTATTTGTATGAGCTGTAGGTATCACAGCCCTACTACTATTATTATCCCTACCTGTTTTAGCAGGTGCTATTACTATATTATTAACAGATCGAAACCTAAATACATCTTTTTTTGATCCAGCTGGCGGTGGTGATCCTATTCTATATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCCTATACTTCATTTTTGGAGCTTGATCAGGAATAGTTGGAACTTCATTAAGAATGCTAATTCGAGCAGAACTAGGTCAACCAGGATCTTTAATTGGAGATGATCAAATTTATAATGTAATTGTTACAGCCCACGCTTTTATTATAATCTTCTTTATAGTGATACCAATTCTAATTGGAGGTTTTGGAAATTGATTGGTGCCCCTAATATTAGGGGCACCAGATATAGCATTTCCTCGAATAAATAATATAAGATTTTGATTACTACCCCCATCCTTATCACTCCTACTAGCTAGTAGAATGGTTGAAAGAGGAGCTGGTACAGGATGAACAGTATATCCACCACTTGCAAGTGGTATTGCACATGCAGGAGCCTCGGTAGACCTTGCAATTTTTTCCCTACACCTAGCTGGTGTTTCATCTATTCTTGGAGCTGTAAATTTTATCTCAACTAGTATCAATATAAAACCAATTAATATAAAACCTGAACGAATCCCTTTATTTGTATGAGCTGTAGGTATCACAGCCCTACTACTATTATTATCCCTACCTGTTTTAGCAGGTGCTATTACTATATTATTAACAGATCGAAACCTAAATACATCTTTTTTTGATCCAGCTGGCGGTGGTGATCCTATTCTATATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCCTATACTTCATTTTTGGAGCTTGATCAGGAATAGTTGGAACTTCATTAAGAATTCTAATTCGAGCAGAACTAGGTCAACCAGGATCTTTAATTGGAGATGATCAAATTTATAATGTAATTGTTACAGCCCACGCTTTTATTATAATCTTCTTTATAGTGATACCAATTCTAATTGGAGGTTTTGGAAATTGATTGGTGCCCCTAATATTAGGGGCACCAGATATAGCATTTCCTCGAATGAATAATATAAGATTTTGATTACTACCCCCATCCTTATCACTCCTACTAGCTAGTAGAATGGTTGAAAGAGGAGCTGGTACAGGATGAACAGTATATCCACCGCTTGCAAGTGGTATTGCACATGCAGGAGCCTCGGTAGACCTTGCAATTTTTTCCCTACACCTAGCTGGTGTTTCATCTATTCTTGGAGCTGTAAATTTTATCTCAACTAGTATCAATATAAAACCAATTAATATAAAACCTGAACGAATCCCTTTATTTGTATGAGCTGTAGGTATCACAGCCCTACTACTATTATTATCCCTACCTGTTTTAGCAGGTGCTATTACTATATTATTAACAGATCGAAACCTAAATACATCTTTTTTTGATCCAGCTGGCGGTGGTGATCCTATTCTATATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACTCTTTATTTCATTTTTGGTGCTTGATCAGGTATAGTTGGTACATCACTAAGAATATTAATCCGAGCCGAACTAGGACAACCAGGATCATTAATTGGAGATGATCAAATTTATAATGTAATCGTTACTGCTCACGCCTTCATTATAATTTTCTTTATAGTTATACCAATTCTAATTGGAGGATTTGGAAACTGATTAGTCCCTTTAATATTAGGTGCCCCAGATATAGCATTCCCACGAATAAATAATATAAGATTTTGATTATTACCTCCTTCATTAACACTATTATTAGCAAGTAGTATAGTGGAAAGAGGAGCTGGGACAGGATGAACGGTTTATCCACCACTTGCCAGAGGCATCGCTCACGCCGGTGCCTCTGTAGATTTAGCCATCTTCTCTTTACACTTAGCGGGTATCTCTTCTATTCTGGGTGCTGTTAACTTTATTTCAACAAGTATTAATATAAAACCTATTAATATAAAACCAGAACGAATCCCACTATTTGTATGAGCAGTAGGAATTACAGCATTATTATTACTCTTATCTTTACCAGTTCTTGCTGGAGCAATCACAATATTATTAACTGATCGAAATTTAAATACCTCATTTTTTGATCCAGCAGGAGGTGGAGATCCTATTTTATATCAACACTTATTCTGATTTTTTGGTCAC
CATAAAGATATTGGAACTCTTTATTTCATTTTTGGTGCTTGATCAGGTATAGTTGGTACATCACTAAGAATATTAATCCGAGCCGAACTAGGACAACCAGGATCATTAATTGGAGATGATCAAATTTATAATGTAATTGTTACTGCTCACGCCTTCATTATAATTTTCTTTATAGTTATACCAATTCTAATTGGAGGATTTGGAAACTGATTAGTCCCTTTAATATTAGGTGCCCCAGATATAGCATTCCCACGAATAAATAATATAAGATTTTGATTATTACCTCCTTCATTAACACTATTATTAGCAAGTAGTATAGTGGAAAGAGGAGCTGGGACAGGATGAACGGTTTATCCACCACTTGCCAGAGGCATCGCTCACGCCGGTGCCTCTGTAGATTTAGCCATCTTCTCTTTACACTTAGCGGGTGTCTCTTCTATTCTGGGTGCTGTTAACTTTATTTCAACAAGTATTAATATAAAACCTATTAATATAAAACCAGAACGAATCCCATTATTTGTATGAGCAGTAGGAATTACAGCATTATTATTACTCTTATCTTTACCAGTTCTTGCTGGAGCAATCACAATATTATTAACTGATCGAAATTTAAATACCTCATTTTTTGATCCAGCAGGAGGTGGAGATCCTATTTTATATCAACACTTATTCTGATTTTTTGGTCAC
All classes
- Arachnida
- Crustacea
- Insecta
- Blattodea s. str. (Cockroaches)
- Coleoptera (Beetles)
- Dermaptera (earwigs)
- Diptera (flies, mosquitos)
- Hemiptera - Auchenorrhyncha (cicadas, planthoppers)
- Hemiptera - Heteroptera (True Bugs)
- Hemiptera - Sternorrhyncha (aphids, scales etc.)
- Hymenoptera - Formicidae (Ants)
- Hymenoptera excl. Formicidae (bees and wasps)
- Mantodea (Praying Mantises)
- Orthoptera - Caelifera (Grasshoppers)
- Trichoptera (Caddisflies)
- Myriapoda