Moreno (singer)
Moreno (born Moreno Donadoni on November 27, 1989) is an Italian rapper. He rose to fame after winning the 12th series of the Italian talent show Amici di Maria De Filippi.
He has recorded, 2 albums and 12 singles, and received 2 Platinum disc and 2 Gold discs and for this he has sold over 160,000 copies.
Biography
Donadoni was born in Genova but his mother is from Sicily and his father is from Naples. His debut album, Stecca, was released in June 2013 and, as of July 2013, has spent eight weeks at number one on the Italian Albums Chart, being certified double platinum by the Federation of the Italian Music Industry for domestic sales exceeding 120,000 units.
His debut single, Che confusione was certified gold by the Federation of the Italian Music Industry for domestic sales exceeding 15,000 units, and his second album in studio was certified gold for domestic sales exceeding 25,000 units.
Moreno (given name)
Moreno is an Italian given name.
It may refer to:
See also
The +2’s
The +2s is a Brazilian band from Rio de Janeiro that composes samba but, at the same time, incorporates the sounds of funk and psychedelia into their music. The music group consists of Moreno Veloso, Domenico Lancelotti, and Alexandre Kassin (who also recorded the music to the anime Michiko to Hatchin). Each of them released a single album under their name with the suffix “+2” meaning “and two others”.
+2 is signed to the record label Luaka Bop. This world music label has released three +2 albums: Music Typewriter,Sincerely Hot, and Futurismo.
Discography
- released by Luaka Bop first as Moreno Veloso+2: Music Typewriter (2001) and later as Moreno+2: Music Typewriter (2005)
References
Pulse (Front 242 album)
Pulse is a studio album by Front 242, released in 2003. It was the group's first studio album in 10 years, since 1993's 05:22:09:12 Off.
Track listing
Notes
Pulse (Augustus)
Pulse (Augustus), is a fictional character from the Marvel Comics universe. Pulse is a mutant who retained his powers post-M-Day. He first appeared in X-Men vol. 2, #173 (September, 2005).
Fictional character biography
Sometime after having escaped being an underground agent for Xavier, Mystique decided to prove to Rogue that Gambit was not right for her. Mystique's plan to rid Rogue of Gambit involved sowing discord in the couple's romance and, once the pair was soon to be no more, introduce Rogue to Augustus. Given the dialogue between Mystique and him, in which Mystique says she "wanted to see for [herself] that [Augustus] is the man she hopes he is," it can be assumed that the associates did not yet know each other well.
Augustus and Mystique were next seen, stealing paintings from a house. Mystique asks what he does with all of the money he gets from selling stolen goods on the black market, he replies that he invests the money into stocks he knows will soon crash, as he gets some kind of sick pleasure out of losing other peoples' money. Mystique replies, "Time you were safely married, Augustus." Augustus is worried about Gambit's reaction, and comically remarks upon the authenticity of how Cajun he really is. Mystique then reveals she is certain that of all the men she checked out to be Rogue's new romance, Augustus is the one who can "make my daughter happy."
Pulse (physics)
In physics, a pulse is a single disturbance that moves through a medium from one point to the next point.
Pulse Reflection
Consider a pulse moving through a medium - perhaps through a rope or a slinky. When the pulse reaches the end of that medium, what happens to it depends on whether the medium is fixed in space or free to move at its end. For example, if the pulse is moving through a rope and the end of the rope is held firmly by a person, then it is said that the pulse is approaching a fixed end. On the other hand, if the end of the rope is fixed to a stick such that it is free to move up or down along the stick when the pulse reaches its end, then it is said that the pulse is approaching a free end.
Free End
A pulse will reflect off a free end and return with the same direction of displacement that it had before reflection. That is, a pulse with an upward displacement will reflect off the end and return with an upward displacement.
This is illustrated by figures 1 and 2 that were obtained by the numerical integration of the wave equation.
