Eupithecia satyrata, the satyr pug, is a species of moth of the family Geometridae. It was described by Jacob Hübner in 1813. It is found from Ireland, through northern and central Europe east to all of Russia and central Asia and western Siberia to Tibet. It is also present in North Africa and North America.
Eupithecia nimbicolor is a moth in the family Geometridae first described by George Duryea Hulst in 1896. It is found in North America from eastern Newfoundland and Labrador to western British Columbia and from Alaska to Arizona.
Eupithecia cimicifugata is a moth in the family Geometridae first described by Pearsall in 1908. It is found in North America, including Alberta, Ontario, Saskatchewan, Kentucky, Maryland and South Dakota.
Eupithecia nimbosa is a moth in the family Geometridae first described by George Duryea Hulst in 1896. It is widespread in the Rocky Mountains, from Arizona to the Canada–US border.
Eupithecia subcolorata is a moth in the family Geometridae first described by George Duryea Hulst in 1898. It is found in western North America, from British Columbia south to Arizona and New Mexico.
Eupithecia flavigutta is a moth in the family Geometridae first described by George Duryea Hulst in 1896. It is found in the United States in Colorado and montane forest areas in eastern Arizona and south-western New Mexico.
Eupithecia mutata, the spruce cone looper or cloaked pug, is a moth in the family Geometridae. The species was first described by Pearsall in 1908. It is found in the northern Atlantic and New England states in North America. In Canada, the range extends from Nova Scotia to northern Ontario.
Eupithecia hohokamae is a moth in the family Geometridae first described by Frederick H. Rindge in 1963. It is found in the United States in southern Arizona and California.
Eupithecia affinata is a moth in the family Geometridae first described by Pearsall in 1908. It is found in North America, including Pennsylvania, New Jersey, New York, Maryland, Maine, Michigan, North Carolina, West Virginia, Kentucky, Ontario and Quebec. It has also been recorded from Arizona and California.
Eupithecia quakerata is a moth in the family Geometridae first described by Pearsall in 1909. It is found in the US states of Colorado, Utah, New Mexico, Arizona and California.
Eupithecia piccata is a moth in the family Geometridae first described by Pearsall in 1910. It is found in the US states of Arizona and New Mexico.
Eupithecia exudata is a moth in the family Geometridae first described by Pearsall in 1909. It is found in the eastern United States, including Pennsylvania, Indiana, Kentucky and Ohio.
Eupithecia biedermanata is a moth in the family Geometridae first described by Samuel E. Cassino and Louis W. Swett in 1922. It is found in the US state of Arizona.
Eupithecia segregata is a moth in the family Geometridae first described by Pearsall in 1910. It is found in the US states of Oregon, Arizona and California.
Eupithecia gilvipennata is a moth in the family Geometridae first described by Samuel E. Cassino and Louis W. Swett in 1922. It is found along the North American Pacific coast from British Columbia, through Colorado to California and Arizona.
Eupithecia scabrogata is a moth in the family Geometridae first described by Pearsall in 1912. It is found in western North America from British Columbia to California and Arizona.
Eupithecia adequata is a moth in the family Geometridae first described by Pearsall in 1910. It is found in the United States from Utah and Colorado through Nevada to California and Arizona.
Nasusina vaporata is a moth in the family Geometridae first described by Pearsall in 1912. It is found in the United States in southern California, Nevada and probably Arizona.
Prorella insipidata is an American moth of the family Geometridae first described by Pearsall in 1910. It lives in Oregon, California, Arizona, New Mexico and Texas.
Prorella opinata is a moth in the family Geometridae first described by Pearsall in 1909. It is found in the US states of Colorado, California, Arizona, New Mexico and Utah.
