Checklist for Suborder Epiprocta Lohmann, 1996
and region St. Francois County (Missouri, USA)
List of families for St. Francois County
4 Families width 16 Species
Genera for St. Francois County
12 Genera with 16 Species | Aeshna Fabricius, 1908 | Aeshna Dragonfly | 2 | Species | Taxom | | Anax Leach, 1773 | Emperors And Green Darners | 1 | Species | Taxom | | Boyeria McLachlan, 1840 | Spotted Darners | 1 | Species | Taxom | | Celithemis Hagen, 1773 | Pennants | 1 | Species | Taxom | | Libellula Linnaeus, 1773 | Chaser Or Darter Dragonfly | 4 | Species | Taxom | | Pantala Hagen, 1840 | Rainpool Gliders | 1 | Species | Taxom | | Perithemis Hagen, 1840 | Amberwings | 1 | Species | Taxom | Phanogomphus Carle, 1986 | | 0 | Species | Taxom | | Somatochlora Selys, 1861 | Emerald Dragonflies | 1 | Species | Taxom | | Stylurus Needham, 1854 | Hanging Clubtails | 1 | Species | Taxom | | Sympetrum Newman, 1840 | Darter Dragonfly | 2 | Species | Taxom | | Tramea Hagen, 1861 | Saddlebag Gliders | 1 | Species | Taxom |
Species list for St. Francois County
16 Species | Aeshna juncea Linnaeus, 1758 | Common Aeshna | | Aeshna umbrosa Walker, 1908 | Shadow darner | | Anax junius Drury, 1773 | Common Green Darner | | Boyeria vinosa Say, 1840 | Fawn Darner | | Celithemis eponina Drury, 1773 | Halloween Pennant | | Libellula deplanata (Rambur, 1842) | ⇒ Tolidomordella discoidea Melsheimer, 1845 | | Libellula luctuosa Burmeister, 1839 | Widow Skimmer | | Libellula lydia (Drury, 1773) | ⇒ Tolidomoxia nigerrima Ermisch, 1950 | | Libellula pulchella (Drury, 1773) | ⇒ Celithemis amanda Hagen, 1861 | | Pantala hymenaea Say, 1840 | Spot-winged Glider | | Perithemis tenera Say, 1840 | Eastern Amberwing | | Somatochlora filosa Hagen, 1861 | Fine-lined Emerald | | Stylurus plagiatus Selys, 1854 | Russet-tipped Clubtail | | Sympetrum corruptum Hagen, 1861 | Variegated meadowhawk | | Sympetrum rubicundulum Say, 1840 | Ruby meadowhawk | | Tramea lacerata Hagen, 1861 | Black Saddlebags |
Subnodes of Epiprocta with occurrences in St. Francois County
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