Body elongate, male macropterous, female brachypterous, mid and hind legs with small subapical lobe, cerci with distal segments laterally compressed.
Praying Mantises
Mantidae Latreille, 1802
Type genus: Mantis Linnaeus, 1758
(after Schwarz & Roy 2019): Mantidae can be distinguished from all other mantodeans by the following combination of characters: vertex without process, if with small process than anterior femora with dorsal lobe and walking leg femora with very large ventral lobes; eyes rounded or slightly conical; juxtaocular bulges indistinct; frontal shield not keeled medially; ocellar tubercles usually missing, if present then legs with several sets of lobes or female tegmina with two large oblique markings; pronotum simple, sometimes with a foliaceous expansion; supracoxal dilatation well marked, but may be obscured by foliaceous expansion; metazona at least 2 times as long as prozona; apical lobes of forefemur at most with a very short spine; forefemora with 3–4 discoidal and 4 posteroventral spines, without distinct crenulation medioventrad posteroventral spines; posteroventral spines of foretibiae not decumbent; walking legs sometimes with subapical ventral lobes; males mesopterous to macropterous, females macropterous to brachypterous; cyclopean ear present; supra-anal plate wider than long, more or less triangular; cerci shorter than half of abdomen length, mostly cylindrical, rarely flattened; phallomeres sclerotized; processes of left complex separated; ventral phallomere with or without a basal lobe on right side; pda translocated to left side of ventral phallomere; sdpm or sdpl present, often both; if sdpm is the main process then phalloid apophysis usually short and simple, if sdpl is the main process then phalloid apophysis strongly bifid; apical process sometimes with subapical tooth; dorsal lamina of left phallomere without a rounded lobe along left margin.
Austrovates
1 species
Genus requires revision; largest Australian mantises of generally green colouration.
Hierodula
1 species
Differs from the second genus in the subfamily Orthoderinae, Orthoderina, by a frontal shield that is wider than high (higher than wide in Orthoderina).
Orthodera
1 species
Elongate body form, pronotal margins denticulate, female strongly brachypterous, anal area of hind wing partially to completely opaque smoky black, cerci cylindrical.
Rhodomantis
1 species
Can be distinguished from Trachymantis by the lack of a tooth on the apex of the frontal shield and from Zopheromantis by the hind femur being only about half the length of the abdomen.
Sphodropoda
1 species
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CATAAAGATATTGGAACCCTATACTTCATCTTTGGTGCTTGAGCAGGTATACTAGGAACATCCTTAAGAATTTTAATCCGAACTGAATTAGGTCAACCTGGTTCATTAATTGGAGATGATCAAATCTATAATGTTATTGTAACTGCTCACGCCTTTATTATAATTTTCTTTATAGTTATACCAATTATAATTGGTGGGTTTGGTAATTGACTTGTACCTCTTATATTAGGAGCCCCAGATATAGCTTTCCCTCGAATAAATAATATAAGATTTTGACTTCTACCTCCCTCAATCTTACTTTTACTTATTAGAAGAACAGTAGAAAGAGGTGCAGGTACTGGATGAACAGTATATCCTCCACTCTCAGCAAGAATTGCTCATGCAGGACCTGCAGTAGATTTAACTATTTTTTCCCTTCACCTTGCAGGTATATCTAGAATTATAGGAGCAGTCAATTTTATTACAACTATAATTAATATAAAACCAATTTACATAAACCAAACTCAAGTTCCTCTTTTTGTATGATCCGTTGGTATTACAGCCCTACTTTTATTGCTTTCTCTTCCTGTTCTTGCAGGAGCAATTACAATACTTTTAACAGATCGAAACCTTAATACCTCTTTTTTTGACCCTGCAGGGGGAGGTGATCCAATCCTTTATCAACACTTATTTTGATT
CATAAAGATATTGGAACCCTATACTTCATCTTTGGTGCTTGAGCAGGTATACTAGGAACATCCTTAAGAATTTTAATCCGAACTGAATTAGGTCAACCTGGTTCATTAATTGGAGATGATCAAATCTATAATGTTATTGTAACTGCTCACGCCTTTATTATAATTTTCTTTATAGTTATACCAATTATAATTGGTGGGTTTGGTAATTGACTTGTACCTCTTATATTAGGAGCCCCAGATATAGCTTTCCCTCGAATAAATAATATAAGATTTTGACTTCTACCTCCCTCAATCTTACTTTTACTTATTAGAAGAACAGTAGAAAGAGGTGCAGGTACTGGATGAACAGTATATCCTCCACTCTCAGCAAGAATTGCTCATGCAGGACCTGCAGTAGATTTAACTATTTTTTCCCTTCACCTTGCAGGTATATCTAGAATTATAGGAGCAGTCAATTTTATTACAACTATAATTAATATAAAACCAATTTACATAAACCAAACTCAAGTTCCTCTTTTTGTATGATCCGTTGGTATTACAGCCCTACTTTTATTGCTTTCTCTTCCTGTTCTTGCAGGAGCAATTACAATACTTTTAACAGATCGAAACCTTAATACCTCTTTTTTTGACCCTGCAGGGGGAGGTGATCCAATCCTTTATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCCTATACTTCATCTTTGGTGCTTGAGCAGGTATACTAGGAACATCCTTAAGAATTTTAATCCGAACTGAATTAGGTCAACCTGGTTCATTAATTGGAGATGATCAAATCTATAATGTTATTGTAACTGCTCACGCCTTTATTATAATTTTCTTTATAGTTATACCAATTATAATTGGTGGGTTTGGTAATTGACTTGTACCTCTTATATTAGGAGCCCCAGATATAGCTTTCCCCCGAATAAATAATATAAGATTTTGACTTCTACCTCCCTCAATCTTACTTTTACTTATTAGAAGAACAGTAGAAAGAGGTGCAGGTACTGGATGAACAGTATATCCTCCACTCTCAGCAAGAATTGCTCATGCAGGACCTGCAGTAGATTTAACTATTTTTTCCCTTCACCTTGCAGGTATATCTAGAATTATAGGAGCAGTCAATTTTATTACAACTATAATTAATATAAAACCAATTTACATAAACCAAACTCAAGTTCCTCTTTTTGTATGATCCGTTGGTATTACAGCCCTACTTTTATTGCTTTCTCTTCCTGTTCTTGCAGGAGCAATTACAATACTTTTAACAGATCGAAACCTTAATACCTCTTTTTTTGACCCTGCAGGGGGAGGTGATCCAATCCTTTATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCCTATACTTCATCTTTGGTGCTTGAGCAGGTATACTAGGAACATCCTTAAGAATTTTAATCCGAACTGAATTAGGTCAACCTGGTTCATTAATTGGAGATGATCAAATCTATAATGTTATTGTAACTGCTCACGCCTTTATTATAATTTTCTTTATAGTTATACCAATTATAATTGGTGGGTTTGGTAATTGACTTGTACCTCTTATATTAGGAGCCCCAGATATAGCTTTCCCTCGAATAAATAATATAAGATTTTGACTTCTACCTCCCTCAATCTTACTTTTACTTATTAGAAGAACAGTAGAAAGAGGTGCAGGTACTGGATGAACAGTATATCCTCCACTCTCAGCAAGAATTGCTCATGCAGGACCTGCAGTAGATTTAACTATTTTTTCCCTTCACCTTGCAGGTATATCTAGAATTATAGGAGCAGTCAATTTTATTACAACTATAATTAATATAAAACCAATTTACATAAACCAAACTCAAGTTCCTCTTTTTGTATGATCCGTTGGTATTACAGCCCTACTTTTATTGCTTTCTCTTCCTGTTCTTGCAGGAGCAATTACAATACTTTTAACAGATCGAAACCTTAATACCTCTTTTTTTGACCCTGCAGGGGGAGGTGATCCAATCCTTTATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACCCTATACTTCATCTTTGGTGCTTGAGCAGGTATACTAGGAACATCCTTAAGAATTTTAATCCGAACTGAATTAGGTCAACCTGGTTCATTAATTGGAGATGATCAAATCTATAATGTTATTGTAACTGCTCACGCCTTTATTATAATTTTCTTTATAGTTATACCAATTATAATTGGTGGGTTTGGTAATTGACTTGTACCTCTTATATTAGGAGCCCCAGATATAGCTTTCCCTCGAATAAATAATATAAGATTTTGACTTCTACCTCCCTCAATCTTACTTTTACTTATTAGAAGAACAGTAGAAAGAGGTGCAGGTACTGGATGAACAGTATATCCTCCACTCTCAGCAAGAATTGCTCATGCAGGACCTGCAGTAGATTTAACTATTTTTTCCCTTCACCTTGCAGGTATATCTAGAATTATAGGAGCAGTCAATTTTATTACAACTATAATTAATATAAAACCAATTTACATAAACCAAACTCAAGTTCCTCTTTTTGTATGATCCGTTGGTATTACAGCCCTACTTTTATTGCTTTCTCTTCCTGTTCTTGCAGGAGCAATTACAATACTTTTAACAGATCGAAACCTTAATACCTCTTTTTTTGACCCTGCAGGGGGAGGTGATCCAATCCTTTATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGAACATTATATTTTATTTTTGGTGCTTGAGCTGGGATACTCGGAACATCATTAAGAATTCTAATTCGAACTGAATTAGGTCAACCAGGTTCTTTAATTGGAGATGACCAAATTTATAATGTTATCGTAACTGCACATGCTTTTATTATAATTTTCTTCATAGTTATACCTATTATAATTGGTGGATTCGGAAATTGACTTGTACCATTAATATTAGGAGCCCCAGATATAGCTTTCCCACGAATAAATAATATAAGATTTTGACTTCTCCCACCATCCATTTTATTATTATTAATTAGAAGTACTGTAGAAAGTGGTGCAGGAACTGGTTGAACTGTATATCCCCCTTTATCAGCAAGAATTGCTCATGCAGGACCTGCAGTAGATCTAACAATCTTTTCCTTACATCTTGCAGGTATATCTAGTATTATAGGAGCAGTAAACTTTATTACAACTATAATCAACATAAAACCATTATATATAAATCAAACTCAAATTCCCCTTTTTGTTTGATCAGTTGGTATTACAGCACTTTTATTATTACTTTCACTACCAGTTCTTGCCGGAGCAATTACTATATTACTAACTGATCGAAATCTAAATACCTCATTTTTTGACCCTGCAGGAGGAGGAGATCCAATTCTTTATCAACACTTATTTTGATTTTTTGGTCAC
GACATTGGAACATTATATTTTATTTTTGGTGCTTGAGCTGGGATACTCGGAACATCATTAAGAATTCTAATTCGAACTGAATTAGGTCAACCAGGTTCTTTAATTGGAGATGACCAAATTTATAATGTTATCGTAACTGCACATGCTTTTATTATAATTTTCTTCATAGTTATACCTATTATAATTGGTGGATTCGGAAATTGACTTGTACCATTAATATTAGGAGCCCCAGATATAGCTTTCCCACGAATAAATAATATAAGATTTTGACTTCTCCCACCATCCATTTTATTATTATTAATTAGAAGTACTGTAGAAAGTGGTGCAGGAACTGGTTGAACTGTATATCCCCCTTTATCAGCAAGAATTGCTCATGCAGGACCTGCAGTAGATCTAACAATCTTTTCCTTACATCTTGCAGGTATATCTAGTATTATAGGAGCAGTAAACTTTATTACAACTATAATCAACATAAAACCATTATATATAAATCAAACTCAAGTTCCCCTTTTTGTTTGATCAGTTGGTATTACAGCACTTTTATTATTACTTTCACTACCAGTTCTTGCCGGAGCAATTACTATATTACTAACTGATCGAAATCTAAATACCTCATTTTTTGACCCTGCAGGAGGAGGAGATCCAATTCTTTATCAACACTTATTTTGATTTTTTGG
ATTGGAACATTATATTTTATTTTTGGTGCTTGAGCTGGGATACTCGGAACATCATTAAGAATTCTAATTCGAACTGAATTAGGTCAACCAGGTTCTTTAATTGGAGATGACCAAATTTATAATGTTATCGTAACTGCACATGCTTTTATTATAATTTTCTTCATAGTTATACCTATTATAATTGGTGGATTCGGAAATTGACTTGTACCATTAATATTAGGAGCCCCAGATATAGCTTTCCCACGAATAAATAATATAAGATTTTGACTTCTCCCACCATCCATTTTATTATTATTAATTAGAAGTACTGTAGAAAGTGGTGCAGGAACTGGTTGAACTGTATATCCCCCTTTATCAGCAAGAATTGCTCATGCAGGACCTGCAGTAGATCTAACAATCTTTTCCTTACATCTTGCAGGTATATCTAGTATTATAGGAGCAGTAAACTTTATTACAACTATAATCAACATAAAACCATTATATATAAATCAAACTCAAGTTCCCCTTTTTGTTTGATCAGTTGGTATTACAGCACTTTTATTATTACTTTCACTACCAGTTCTTGCCGGAGCAATTACTATATTACTAACTGATCGAAATCTAAATACCTCATTTTTTGACCCTGCAGGAGGAGGAGATCCAATTCTTTATCAACACTTATTTTGAT
CATAAAGATATTGGAACATTATATTTTATTTTTGGTGCATGAGCCGGAATACTAGGAACATCATTAAGAATTTTAATTCGAACTGAATTAGGTCAACCAGGTTCTTTAATTGGAGATGATCAAATTTATAATGTTATTGTAACAGCCCATGCTTTCATTATGATTTTTTTTATAGTTATACCAATTATAATTGGAGGATTTGGTAATTGATTAGTTCCACTAATATTAGGTGCTCCTGATATAGCTTTTCCACGAATAAACAACATAAGTTTTTGATTATTACCTCCTTCCATTATACTACTCCTTATTAGAAGCATGGTAGAAAGAGGTGCAGGAACAGGTTGAACAGTTTATCCACCTCTTTCAGCAAGAATTGCTCATGCTGGACCAGCAGTAGATTTAACAATTTTTTCACTTCATCTTGCAGGAATATCCAGAATTATAGGAGCAGTAAATTTTATCACAACTATAATTAATATGAAACCTGCTTATATAAATCAAACACAAGTCCCATTATTTGTTTGATCAGTAGGTATTACAGCTTTACTATTACTATTATCACTTCCAGTACTAGCAGGAGCAATTACCATACTTTTAACTGATCGAAATCTTAATACCTCATTCTTTGATCCTGCAGGGGGAGGAGATCCAATTCTCTATCAACACTTATTCTGATTTTTTGGTCAC
CATAAAGATATTGGAACATTATATTTTATTTTTGGTGCATGAGCCGGAATACTAGGAACATCATTAAGAATTTTAATTCGAACTGAATTAGGTCAACCAGGTTCTTTAATTGGAGATGATCAAATTTATAATGTTATTGTAACAGCCCATGCTTTCATTATGATTTTTTTTATAGTTATACCAATTATAATTGGAGGATTTGGTAATTGATTAGTTCCACTAATATTAGGTGCTCCTGATATAGCTTTTCCACGAATAAACAACATAAGTTTTTGATTATTACCTCCTTCCATTATACTACTCCTTATTAGAAGCATAGTAGAAAGAGGTGCAGGAACAGGTTGAACAGTTTATCCACCTCTTTCAGCAAGAATTGCTCATGCTGGACCAGCAGTAGATTTAACAATTTTTTCACTTCATCTTGCAGGAATATCCAGAATTATAGGAGCAGTAAATTTTATCACAACTATAATTAATATGAAACCTGCTTATATAAATCAAACACAAGTCCCATTATTTGTTTGATCAGTAGGTATTACAGCTTTACTATTACTATTATCACTTCCAGTACTAGCAGGAGCAATTACCATACTTTTAACTGATCGAAATCTTAATACCTCATTCTTTGATCCTGCAGGGGGAGGAGATCCAATTCTCTATCAACACTTATTCTGATTTTTTGGTCAC
CAACGATGATTATTCTCAACAAACCATAAAGATATTGGAACATTATATTTTATTTTTGGTGCATGAGCCGGAATACTAGGAACATCATTAAGAATTTTAATTCGAACTGAATTAGGTCAACCAGGTTCTTTAATTGGAGATGATCAAATTTATAATGTTATTGTAACAGCCCATGCTTTCATTATGATTTTTTTTATAGTTATACCAATTATAATTGGAGGATTTGGTAATTGATTAGTTCCACTAATATTAGGTGCTCCTGATATAGCTTTTCCACGAATAAATAACATAAGTTTTTGATTATTACCTCCTTCCATTATACTACTCCTTATTAGAAGCATAGTAGAAAGAGGTGCAGGAACAGGTTGAACAGTTTATCCACCTCTTTCAGCAAGAATTGCTCATGCTGGACCAGCAGTAGATTTAACAATTTTTTCACTTCATCTTGCAGGAATATCTAGAATTATAGGAGCAGTAAATTTTATCACAACTATAATTAATATGAAACCTGCTTATATAAATCAAACACAAGTCCCATTATTTGTTTGATCAGTAGGTATTACAGCTTTACTATTACTATTATCACTTCCAGTACTAGCAGGAGCAATTACCATACTTTTAACTGATCGAAATCTTAATACCTCATTCTTTGATCCTGCAGGGGGAGGAGATCCAATTCTCTATCAACACTTATTCTGATTTTTTGGTCATCCAGAAGTATACATTCTAATTTTACCAGGATTTGGTATAATTTCCCATGTTATTTCACATGAAAGAGGAAAAAAGGAAGCATTTGGAAATTATGGAATAATTTGAGCTATATCAGCTATTGGCTTCTTAGGATTCGTAGTTTGAGCACATCACATATTTACAGTAGGAATAGATGTTGATACACGAGCTTATTTTACAGGAGCAACTATAATTATTGCCGTACCAACTGGTATTAAAATTTTTAGTTGACTTGCTACTATATATGGATCTAAAATAATTTATAGACCAGCATCTTTATGAGCATTAGGTTTTATTTTTCTTTTTACGGTAGGAGGATTAACAGGAGTTATTCTAGCCAATTCCGCAATTGATATCATTTTACATGATACTTATTATGTAGTAGCTCATTTTCATTATGTTCTCTCTATAGGAGCAGTATTTGCTATTATAGCTGGGTTTGTACATTGATATCCTTTATTTACAGGACTTTCACTTAATCCAAGTTGATTAAAAAGTCAATTTTTTACTATATTTGTAGGAGTTAATCTTACATTCTTCCCTCAACACTTCTTAGGATTAGCAGGAATACCTCGACGGTATTCAGATTATCCTGACGCCTATACCTCTTGAAATATTTTATCATCCATAGGATCAATAATTTCATTTATTGCAGTAGTTATATTTATTTATATCCTATGAGAAAGAATAAGTTCTAACCGTTCAGTTCTATTTTCATCTCAAATAAATAGTTCAATTGAATGAGCCCATAATTTTCCCCCTGCAGAACATACTTATAACGAACTTACATTAATTACTAAGTAA
CGATGACTATTTTCAACAAATCATAAAGATATCGGTACATTATATTTTATTTTTGGAGCATGAGCAGGGATATTAGGAACATCTTTAAGAATTTTAATTCGAACTGAATTAGGACAACCAGGATCTTTAATTGGTGATGATCAAATTTATAACGTTATTGTAACAGCACATGCTTTCATTATAATCTTCTTCATAGTAATACCAATTATAATTGGAGGCTTTGGTAATTGACTAGTACCTTTAATATTAGGAGCCCCTGACATAGCATTTCCCCGAATAAATAACATAAGATTTTGACTTCTTCCACCATCTATTTTACTTTTACTAATTAGAAGAACAGTTGAAAGAGGAGCCGGAACCGGTTGAACTGTATATCCTCCCCTTTCAGCAAGAATTGCTCATGCAGGTCCTGCAGTAGATTTAACAATTTTCTCCCTCCATCTTGCTGGTATATCAAGTATTATAGGAGCAGTAAATTTTATCACAACAATAATCAACATAAAACCTATATATATAAATCAAACACAAGTACCTTTATTTGTTTGATCAGTTGGAATTACAGCCATTCTCCTTCTTCTATCATTACCAGTTCTAGCTGGAGCTATTACAATATTATTAACAGACCGAAATCTTAACACCTCTTTTTTTGATCCAGCTGGTGGAGGAGATCCTATTCTATATCAACACTTATTTTGATTTTTTGGTCATCCAGAGGTATATATTTTAATTTTACCAGGATTTGGTATAATTTCACATGTTATTTCACATGAAAGTGGAAAAAAAGAAGCATTTGGAAATTATGGTATAATTTGAGCTATATCAGCAATTGGTTTCCTAGGATTTGTCGTATGAGCTCACCATATATTCACAGTAGGGATAGATGTAGATACCCGAGCTTATTTTACAGGAGCAACAATAATTATTGCAGTACCAACAGGAATTAAAGTCTTCAGATGACTTGCAACTATATATGGATCAAAAATGGTGTATAGCCCAGCATCCTTATGAGCATTAGGTTTTATCTTCTTATTTACAGTTGGAGGTTTAACAGGAGTAATTTTAGCTAATTCAGCTATTGATATTATCTTACATGATACATATTATGTTGTTGCTCATTTCCATTATGTCTTATCAATAGGAGCAGTATTTACTATTATAGCAGGATTTGTCCACTGATATCCCTTATTTAGAGGATTAACAATAAATCCTTCATGATTAAAAAGTCAATTCTTTACAATATTTGTAGGAGTAAATTTAACATTTTTTCCTCAACACTTTCTTGGGTTAGCAGGCATACCTCGACGATATTCAGATTATCCTGATGCTTATACATCATGAAATATTATTTCATCAATAGGATCAATAATCTCATTCATTGCAGTATTAATATTTATTCTTATTCTATGAGAAAGAATAATTTCCAACCGAACCAGTTTATTTTCATCACAAATAAATAGATCCATTGAATGAATACATAATTATCCGCCAGCTGAGCACACTTATAATGAATTAACTCTAATTACTATAAATTAA
CATAAAGATATTGGTACATTATATTTTATTTTTGGAGCATGAGCAGGGATATTAGGAACATCTTTAAGAATTTTAATTCGAACTGAATTAGGACAACCAGGATCTTTAATTGGTGATGATCAAATTTATAACGTTATTGTAACAGCACATGCTTTCATTATAATCTTCTTCATAGTAATACCAATTATAATTGGAGGCTTTGGTAATTGACTAGTACCTTTAATATTAGGAGCCCCTGACATAGCATTTCCCCGAATAAATAACATAAGATTTTGACTTCTTCCACCATCTATTTTACTTTTACTAATTAGAAGAACAGTTGAAAGAGGAGCCGGAACCGGTTGAACTGTATATCCTCCCCTTTCAGCAAGAATTGCTCATGCAGGTCCTGCAGTAGATTTAACAATTTTCTCCCTCCATCTTGCTGGTATATCAAGTATTATAGGAGCAGTAAATTTTATCACAACAATAATCAACATAAAACCTATATATATAAATCAAACACAAGTACCTTTATTTGTTTGATCAGTTGGAATTACAGCCATTCTCCTTCTTCTATCATTACCAGTTCTAGCTGGAGCTATTACAATATTATTAACAGACCGAAATCTTAACACCTCTTTTTTTGATCCAGCTGGTGGAGGAGATCCTATTCTATATCAACACTTATTTTGATTTTTTGGTCAC
CATAAAGATATTGGTACATTATATTTTATTTTTGGAGCATGAGCAGGGATATTAGGAACATCTTTAAGAATTTTAATTCGAACTGAATTAGGACAACCAGGATCTTTAATTGGTGATGATCAAATTTATAACGTTATTGTAACAGCACATGCTTTCATTATAATCTTCTTCATAGTAATACCAATTATAATTGGAGGCTTTGGTAATTGACTAGTACCTTTAATATTAGGAGCCCCTGACATAGCATTTCCCCGAATAAATAACATAAGATTTTGACTTCTTCCACCATCTATTTTACTTTTACTAATTAGAAGAACAGTTGAAAGAGGAGCCGGAACCGGTTGAACTGTATATCCTCCCCTTTCAGCAAGAATTGCTCATGCAGGTCCTGCAGTAGATTTAACAATTTTCTCCCTCCATCTTGCTGGTATATCAAGTATTATAGGAGCAGTAAATTTTATCACAACAATAATCAACATAAAACCTATATATATAAATCAAACACAAGTACCTTTATTTGTTTGATCAGTTGGAATTACAGCCATTCTCCTTCTTCTATCATTACCAGTTCTAGCTGGAGCTATTACAATATTATTAACAGACCGAAATCTTAACACCTCTTTTTTTGATCCAGCTGGTGGAGGAGATCCTATTCTATATCAACACTTATTTTGATTTTTTGGTCAC
CGAATAAATAATATAAGATTTTGACTTCTTCCACCTTCAATCTTATTACTTATTATTAGAAGTATAGTAGAAAGAGGAGCCGGAACTGGTTGAACTGTATATCCTCCTCTTTCAGCAAGTATTGCACATGCAGGACCTGCAGTTGATTTAACAATTTTTTCTCTCCATCTTGCAGGTATATCTAGAATTATAGGAGCTGTAAATTTTATTACAACTATAATTAATATAAAACCATTATATATAAATCAAACACAAGTTCCTCTTTTTGTTTGATCAGTTGGTATTACAGCCCTATTATTATTATTATCATTACCAGTTCTTGCAGGAGCAATTACTATACTTTTAACAGACCGAAACCTTAACACATCCTTCTTTGACCCCGCAGGGGGAGGAGATCCAATCTTATATCAACACTTATTTTGA
CGAATAAATAATATAAGATTTTGACTTCTTCCACCTTCAATCTTATTACTTATTATTAGAAGTATAGTAGAAAGAGGAGCCGGAACTGGTTGAACTGTATATCCTCCTCTTTCAGCAAGTATTGCACATGCAGGACCTGCAGTTGATTTAACAATTTTTTCTCTCCATCTTGCAGGTATATCTAGAATTATAGGAGCTGTAAATTTTATTACAACTATAATTAATATAAAACCATTATATATAAATCAAACACAAGTTCCTCTTTTTGTTTGATCAGTTGGTATTACAGCCCTATTATTATTATTATCATTACCAGTTCTTGCAGGAGCAATTACTATACTTTTAACAGACCGAAACCTTAACACATCCTTCTTTGACCCCGCAGGGGGAGGAGATCCAATCTTATATCAACACTTATTTTGA
CGAATAAATAATATAAGATTTTGACTTCTTCCACCTTCAATCTTATTACTTATTATTAGAAGTATAGTAGAAAGAGGAGCCGGAACTGGTTGAACTGTATACCCTCCTCTTTCAGCAAGTATTGCACATGCAGGACCTGCAGTTGATTTAACAATTTTTTCTCTCCATCTTGCAGGTATATCTAGAATTATAGGAGCTGTAAATTTTATTACAACTATAATTAATATAAAACCATTATATATAAATCAAACACAAGTTCCTCTTTTTGTTTGATCAGTTGGTATTACAGCCCTATTATTATTATTATCATTACCAGTTCTTGCAGGAGCAATTACTATACTTTTAACAGACCGAAACCTTAACACATCCTTCTTTGACCCCGCAGGGGGAGGAGATCCAATCTTATATCAACACTTATTTTGAT
CGAATAAATAATATAAGATTTTGACTTCTTCCACCTTCAATCTTATTACTTATTATTAGAAGTATAGTAGAAAGAGGAGCCGGAACTGGTTGAACTGTATATCCTCCTCTTTCAGCAAGTATTGCACATGCAGGACCTGCAGTTGATTTAACAATTTTTTCTCTCCATCTTGCAGGTATATCTAGAATTATAGGAGCTGTAAATTTTATTACAACTATAATTAATATAAAACCATTATATATAAATCAAACACAAGTTCCTCTTTTTGTTTGATCAGTTGGTATTACAGCCCTATTATTATTATTATCATTACCAGTTCTTGCAGGAGCAATTACTATACTTTTAACAGACCGAAACCTTAACACATCCTTCTTTGACCCCGCAGGGGGAGGAGATCCAATCTTATATCAACACTTATTTTGAT
Mantodea (Praying Mantises)
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