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Telescope is a Canadian documentary series which aired on CBC Television between 1963 and 1973. The series was hosted by Fletcher Markle, which profiled notable Canadian people from celebrities to the unknown, who made a difference. Starting in September 1966, Telescope was the first regular colour broadcast in Canada.
- 1963 –, 1973
- CBC Television
- Fletcher Markle
- Fletcher Markle, (1963−1969), Ken Cavanaugh, (1970−1973)
In mathematics, a telescoping series is a series whose general term is of the form , i.e. the difference of two consecutive terms of a sequence . [1] As a consequence the partial sums only consists of two terms of after cancellation. [2] [3] The cancellation technique, with part of each term cancelling with part of the next term, is known as ...
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Telescope: With Fletcher Markle, Ken Cavanaugh, Pierre Berton, Gordon Sinclair. Documentary and biography with interviews as the central element of the show.
- (29)
- 30
- Documentary
- Fletcher Markle, Milton Berle, Stanley Kramer
In this 1965 broadcast, Telescope focuses on the Canadian-born Saltzman and his partner Broccoli, and learns about their vision and contribution to James Bond's success on the silver screen.
Telescope is a Canadian documentary series which aired on CBC Television between 1963 and 1973. The series was hosted by Fletcher Markle, which profiled notable Canadian people from celebrities to the unknown, who made a difference. Starting in September 1966, Telescope was the first regular colour broadcast in Canada. It's producer was Sam Levene.
Definition. A telescoping series is a series in which most of the terms cancel in each of the partial sums, leaving only some of the first terms and some of the last terms. For example, any series of the form. ∞ ∑ n=1[bn −bn+1] = (b1 −b2)+(b2−b3)+(b3 −b4)+⋯ ∑ n = 1 ∞ [ b n − b n + 1] = ( b 1 − b 2) + ( b 2 − b 3) + ( b 3 − b 4) + ⋯.
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