Search results
Results from the WOW.Com Content Network
Quotient Technology, Inc. (formerly Coupons.com) is an advertising technology company headquartered in Salt Lake City, Utah. It specializes in digital promotions , retail media , digital out-of-home (DOOH) advertising, social influencer marketing , display advertising and data and analytics.
Coupons.com was founded in 1998 by Steven Boal. It was originally focused on printable coupons, but over the years adapted its offering to digital coupons, cashback, and the ability to load offers to loyalty cards. [5]
S/2021 N 1 is the smallest, faintest, and most distant natural satellite of Neptune known, with a diameter of around 16–25 km (10–16 mi). It was discovered on 7 September 2021 by Scott S. Sheppard, David J. Tholen, Chad Trujillo, and Patryk S. Lykawka using the 8.2-meter Subaru Telescope at Mauna Kea, Hawaii, and later announced on 23 February 2024. [1]
Dreamy Neptune and serious Saturn spend part of the year in Aries, stirring up a fresh energy in your partnerships. ... Mingle with attractive people, and raise the adventure quotient on your ...
Robert Zubrin has suggested Saturn, Uranus, and Neptune as advantageous locations for colonization because their atmospheres are good sources of fusion fuels, such as deuterium and helium-3. Zubrin suggested that Saturn would be the most important and valuable as it is the closest and has an extensive satellite system.
In this hypothesis, as the binary system approaches Neptune, it becomes unbound by tidal forces; one component of the binary is ejected from the system, and Triton is captured into a highly eccentric orbit around Neptune. For this to occur, the escaping companion must be massive enough to provide the impulse needed for a single pass capture ...
Larissa, also known as Neptune VII, is the fifth-closest inner satellite of Neptune. It is named after Larissa , a lover of Poseidon (the Greek equivalent of the Roman god Neptune ). Larissa is also the eponymous nymph of the city in Thessaly , Greece .
Since every unit vector can be thought of as a point on a unit sphere, and since a versor can be thought of as the quotient of two vectors, a versor has a representative great circle arc, called a vector arc, connecting these two points, drawn from the divisor or lower part of quotient, to the dividend or upper part of the quotient. [20] [21]