Checklist for Order Hymenoptera Linnaeus, 1758 (Ants)
and region Highland (Iowa County, Wisconsin, USA)
List of families for Highland (Iowa County Wisconsin)
10 Families width 9 Species | Apidae Latreille, 1802 | Bumble bees | 2 | Species | Taxom | | Halictidae Thomson, 1869 | Flower bees | 0 | Species | Taxom | | Tenthredinidae Latreille, 1804 | Common sawflies | 1 | Species | Taxom | | Braconidae Latreille, 1829 | Braconid wasps | 1 | Species | Taxom | | Crabronidae Latreille, 1802 | Bee Wolves | 1 | Species | Taxom | | Pamphiliidae Cameron, 1890 | Leaf-rolling sawflies | 0 | Species | Taxom | | Formicidae Latreille, 1809 | Ants | 1 | Species | Taxom | | Proctotrupidae Latreille, 1802 | Proctotrupid wasps | 0 | Species | Taxom | | Scoliidae Leach, 1815 | Mammoth wasps | 1 | Species | Taxom | | Vespidae Leach, 1815 | And Allies | 2 | Species | Taxom |
Genera for Highland (Iowa County Wisconsin)
11 Genera with 9 Species | Apis Linnaeus, 1758 | Honey Bee | 1 | Species | Taxom | Augochlorella Sandhouse, 1937 | | 0 | Species | Taxom | | Elaphropoda Lieftinck, 1966 | | 1 | Species | Taxom | | Macrophya Dahlbom, 1823 | | 1 | Species | Taxom | | Megaloproctus Schulz, 1887 | | 1 | Species | Taxom | | Microbembex Patton, 1824 | | 1 | Species | Taxom | Neurotoma Konow, 1897 | Leaf-rolling sawfly | 0 | Species | Taxom | | Prenolepis Mayr, 1836 | False Honey Ants | 1 | Species | Taxom | Proctotrupes Latreille, 1796 | | 0 | Species | Taxom | | Scolia Fabricius, 1837 | | 1 | Species | Taxom | | Vespula Thomson, 1758 | Ground Yellowjackets | 2 | Species | Taxom |
Species list for Highland (Iowa County Wisconsin)
9 Species
Subnodes of Hymenoptera with occurrences in Highland (Iowa County Wisconsin)
Links, sources and further information Hymenoptera at bacs-s02.bacs.uq.edu.au
Hymenoptera at hol.osu.edu
Hymenoptera at landcareresearch.co.nz
Hymenoptera at papua-insects.nl
Hymenoptera at zoologie.umons.ac.be
Hymenoptera at artfakta.se
Hymenoptera at dyntaxa.se
Hymenoptera at gbif.org
Hymenoptera at irmng.org
Hymenoptera at itis.gov
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