considering+that
1Considering — Consider Con*sid er (k[o^]n*s[i^]d [ e]r), v. t. [imp. & p. p. {Considered} (k[o^]n*s[i^]d [ e]rd); p. pr. & vb. n. {Considering}.] [F. consid[ e]rer, L. considerare, sideratum, to consider, view attentively, prob. fr. con + sidus, sideris, star …
2considering — /keuhn sid euhr ing/, prep. 1. taking into account; in view of: The campaign was a great success, considering the strong opposition. adv. 2. Informal. with all things considered (used only after the statement it modifies): He paints very well,… …
3Everything That Happens Will Happen Today — Everything That Happens Will Happen Today …
4List of recurring characters from That's So Raven — Throughout the run of the popular television show That s So Raven (shown on Disney Channel) there have been many recurring characters. Some of them have stayed with the show for all four seasons although in most cases the character has just… …
5Cheers (Drink to That) — Single by Rihanna from the album Loud Released …
6She's All That — Infobox Film | name = She s All That caption = Theatrical Release Poster director = Robert Iscove writer = R. Lee Fleming Jr. starring = Freddie Prinze, Jr., Rachael Leigh Cook, Anna Paquin, Paul Walker and Lil Kim producer = Peter Abrams,… …
7Who's That Singing Over There — Infobox Film | name =Ko to tamo peva Who s That Singing Over There | 30px caption = DVD cover director = Slobodan Šijan producer = Milan Zmukić writer = Dušan Kovačević starring = Pavle Vujisić Dragan Nikolić Bata Stojković Aleksandar Berček Mića …
8My Kid Could Paint That — Theatrical release poster Directed by Amir Bar Lev Produced by …
9To put this and that — Put Put, v. t. [imp. & p. p. {Put}; p. pr. & vb. n. {Putting}.] [AS. potian to thrust: cf. Dan. putte to put, to put into, Fries. putje; perh. akin to W. pwtio to butt, poke, thrust; cf. also Gael. put to push, thrust, and E. potter, v. i.] 1. To …
10Proof that the sum of the reciprocals of the primes diverges — In the third century BC, Euclid proved the existence of infinitely many prime numbers. In the 18th century, Leonhard Euler proved a stronger statement: the sum of the reciprocals of all prime numbers diverges. Here, we present a number of proofs… …
