Checklist of Tribe Pyralini Latreille, 1809 for Estonia (Baltic States)
Class | Insecta Linnaeus, 1758 Insects, True insects | 526 4957 14405 | Families Genera Species | Taxom | Subclass | Pterygota Lang, 1888 Winged insects | 523 4949 14392 | Families Genera Species | Taxom | Infraclass | Neoptera van der Wulp, 1890 Modern Wing-folding insects | 498 4881 14248 | Families Genera Species | Taxom | Superorder | Holometabola Heider, 1889 Holometabolous Insects | 335 4020 12403 | Families Genera Species | Taxom | Order | Lepidoptera Linnaeus, 1758 Butterflies, Lepidopterans, Moths | 62 1170 3287 | Families Genera Species | Taxom | Suborder | Glossata Fabricius, 1775 Modern butterflies and moths | 61 1167 3280 | Families Genera Species | Taxom | Infraorder | Heteroneura Tillyard, 1918
| 59 1159 3260 | Families Genera Species | Taxom | Section | Tineina Stainton, 1857
| 27 369 1271 | Families Genera Species | Taxom | Subsection | Tineina Stainton, 1857
| 22 346 1223 | Families Genera Species | Taxom | Superfamily | Pyraloidea Latreille, 1802 Crambid Snout Moths, Pyralid, Pyraloid moths | 2 105 237 | Families Genera Species | Taxom | | Family | Pyralidae Latreille, 1802 Flour Moths, Frass Moths, Grass moths, Meal Moths | 53 85 | Genera Species | Taxom | | Subfamily | Pyralinae Latreille, 1809 Pyralines | 5 9 | Genera Species | Taxom | | Tribe | Pyralini Latreille, 1809
| 5 9 | Genera Species | Taxom |
Genera for Estonia 5 Genera with 9 Species
Species list for Estonia 9 Species | Aglossa pinguinalis Linnaeus, 1758 | Grease moth | | Hypsopygia costalis Fabricius, 1775 | Clover hay moth | | Hypsopygia glaucinalis Linnaeus, 1758 | Clover hay moth | | Hypsopygia mauritialis Boisduval, 1833 | Moth | | Ocrasa glaucinalis (Linnaeus, 1758) | ⇒ Hypsopygia glaucinalis Linnaeus, 1758 | | Pyralis farinalis Linnaeus, 1758 | Meal Moth | | Pyralis lienigialis Zeller, 1843 | Northern Meal Moth | | Pyralis regalis (Denis & Schi..., 1775) | ⇒ Hyposopygia mauritialis Boisduval, 1833 | | Synaphe punctalis Fabricius, 1775 | Long-legged Tabby |
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