totally regular

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• Totally NASCAR — is a newscast about NASCAR racing that aired on Fox Sports Net from 2001 to 2004. The show aired nightly and replaced the recently cancelled weekly show Inside NASCAR that had aired on TNN until late 2000 when NASCAR began a new television… …   Wikipedia

• Totally Doctor Who — Infobox Television show name = Totally Doctor Who format = Children s programme runtime = 28 minutes. starring = Barney Harwood(2006 2007), Liz Barker(2006) Kirsten O Brien(2007) executive producer = Simon Hall country = UK network = BBC One… …   Wikipedia

• List of Totally Spies! characters — The Spies: Alex, Clover and Sam. The following is a list of characters from the animated television series Totally Spies!. Contents 1 Main Characters 1.1 S …   Wikipedia

• The Totally Rad Show — Infobox Podcast width = title = The Totally Rad Show caption = Dan, Alex, Steve, and Jeff working on the intro for Episode 9. hosting = Alex Albrecht Jeff Cannata Dan Trachtenberg language = English rss = [http://revision3.com/trs/feed/quicktime… …   Wikipedia

• List of villains in Totally Spies! — In Totally Spies!, the villains featured in the series were generally one shot characters used for a single episode. Most of them intend to oppose the world because they have suffered some major disappointment (such as being constantly rejected… …   Wikipedia

• Canons Regular of the Lateran — The Canons Regular of the Lateran (abbreviated as C.R.L.), formally titled Canons Regular of St. Augustine of the Congregation of the Most Holy Savior at the Lateran is an international religious order of priests and Brothers in the Catholic… …   Wikipedia

• List of gadgets from Totally Spies! — Gadgets used solely by Jerry *;G.L.A.D.I.S.: Gadget Lending And Distribution Interactive System . Debuted in season 3, GLADIS is Jerry s artificially intelligent assistant. It is integrated into the headquarters building, Jerry s office (in the… …   Wikipedia

• 1 + 2 + 4 + 8 + · · · — In mathematics, 1 + 2 + 4 + 8 + hellip; is the infinite series whose terms are the successive powers of two. As a geometric series, it is characterized by its first term, 1, and its common ratio, 2. :sum {i=0}^{n} 2^i.As a series of real numbers… …   Wikipedia

• Mirzapur — This article is about the municipality in Uttar Pradesh, India. For its namesake district, see Mirzapur district. Mirzapur   city   [[file:Mirzapur from the atul skyline caption = Mizrapur from the Ganges|250px|none|alt=|View… …   Wikipedia

• Kotava — Infobox Language name=Kotava creator=Staren Fetcey date=1978 setting=International auxiliary language region=Mainly used in Africa, France, Spain, Canada and Polynesia speakers=about 50 fluent speakers fam2=International auxiliary language… …   Wikipedia

• Loglan — Infobox Language name = Loglan creator = James Cooke Brown date = 1955 setting = engineered language for testing the Sapir Whorf Hypothesis and other linguistic research fam2 = engineered language fam3 = logical language posteriori = eight of the …   Wikipedia