Scrobipalpula
Scrobipalpula is a genus of moths in the family Gelechiidae.
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Genus: | Scrobipalpula Povolný, 1964[1] |
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Species
- Scrobipalpula acuta Povolný, 1990
- Scrobipalpula agnathos Povolný, 1987
- Scrobipalpula albolineata Povolný, 1987
- Scrobipalpula antiochia Powell & Povolný, 2001
- Scrobipalpula artemisiella (Kearfott, 1903)
- Scrobipalpula atra Povolný, 1987
- Scrobipalpula caustonae Landry, 2010
- Scrobipalpula crustaria (Meyrick, 1917)
- Scrobipalpula daturae (Zeller, 1877)
- Scrobipalpula densata (Meyrick, 1917)
- Scrobipalpula diffluella (Frey, 1870)
- Scrobipalpula ephoria (Meyrick, 1917)
- Scrobipalpula equatoriella Landry, 2010
- Scrobipalpula erigeronella (Braun, 1921)
- Scrobipalpula eurysaccomima Povolný, 1987
- Scrobipalpula fallacoides (Povolný, 1987)
- Scrobipalpula fallax (Povolný, 1987)
- Scrobipalpula falcata Povolný, 1987
- Scrobipalpula fjeldsai Povolný, 1990
- Scrobipalpula flava Povolný, 1987
- Scrobipalpula gregalis (Meyrick, 1917)
- Scrobipalpula gregariella (Zeller, 1877)
- Scrobipalpula gutierreziae Powell & Povolný, 2001
- Scrobipalpula hastata Povolný, 1987
- Scrobipalpula hemilitha (Clarke, 1965)
- Scrobipalpula henshawiella (Busck, 1903)
- Scrobipalpula hodgesi (Povolný, 1967)
- Scrobipalpula incerta Povolný, 1989
- Scrobipalpula inornata Landry, 2010
- Scrobipalpula isochlora (Meyrick, 1931)
- Scrobipalpula keiferioides Povolný, 1987
- Scrobipalpula latisaccula Povolný, 1987
- Scrobipalpula latiuncula Povolný, 1987
- Scrobipalpula lutescella (Clarke, 1934)
- Scrobipalpula lycii (Powell & Povolný, 2001)
- Scrobipalpula manierreorum Priest, 2014
- Scrobipalpula megaloloander Povolný, 1987
- Scrobipalpula melanolepis (Clarke, 1965)
- Scrobipalpula motasi Povolný, 1977
- Scrobipalpula ochroschista (Meyrick, 1929)
- Scrobipalpula omicron Povolný, 1987
- Scrobipalpula pallens Povolný, 1987
- Scrobipalpula parachiquitella Povolný, 1968
- Scrobipalpula patagonica Povolný, 1977
- Scrobipalpula physaliella (Chambers, 1872)
- Scrobipalpula polemoniella (Braun, 1925)
- Scrobipalpula potentella (Keifer, 1936)
- Scrobipalpula praeses (Povolny, 1987)
- Scrobipalpula psilella (Herrich-Schaffer, 1854)
- Scrobipalpula radiata Povolný, 1987
- Scrobipalpula radiatella (Busck, 1904)
- Scrobipalpula ramosella (Muller-Rutz, 1934)
- Scrobipalpula rosariensis Povolný, 1987
- Scrobipalpula sacculicola (Braun, 1925)
- Scrobipalpula semirosea (Meyrick, 1929)
- Scrobipalpula seniorum Povolný, 2000
- Scrobipalpula simulatrix (Povolný, 1987)
- Scrobipalpula stirodes (Meyrick, 1931)
- Scrobipalpula subtenera Povolný, 1987
- Scrobipalpula tenera Povolný, 1987
- Scrobipalpula transiens Povolný, 1987
- Scrobipalpula trichinaspis (Meyrick, 1917)
- Scrobipalpula tussilaginis (Stainton, 1867)
Status unclear
- Scrobipalpula pygmaeella (Heinemann, 1870), described as Lita pygmaeella
gollark: =tex \int_0^5 x^2 dx
gollark: We have MathBot.
gollark: Yes, inasmuch as far as I know you need various more advanced calculus things to do much of that, as well as large quantities of other maths you don't appear to know.
gollark: One basic use is that you can calculate the rate of change of things, because that's basically what the derivative is. For example, velocity is rate of change of displacement, so you can go from displacement to velocity (to acceleration, which is rate of change of velocity, and so on), or integrate to go the other way.
gollark: Having vaguely looked at how they work, I don't think you can do that unless you know the frequency of sound in question.
References
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