A Quote by Victoria Pratt

I've been really fortunate to go from series to series to series.

Victoria Pratt

Quote Topics

Been Been Real Fortunate Go Really Series

Quote Author

Victoria Pratt
Canadian - Actress
Born: December 18, 1970

Today I said to the calculus students, "I know, you're looking at this series and you don't see what I'm warning you about. You look and it and you think, 'I trust this series. I would take candy from this series. I would get in a car with this series.' But I'm going to warn you, this series is out to get you. Always remember: The harmonic series diverges. Never forget it."

Alexandre Borovik

We were all expecting to finish [Downton Abbey] after Series 1, actually. And then, it got extended to Series 3, and that's when two of our much loved and much missed friends left. And then, it was going to be done with Series 5, but Julian Fellowes said, "I'd like to do one more." So it's been a series of extensions, rather than wondering how much longer we can go on for.

Hugh Bonneville

I have been in the series for over 3 years - 3 series. There will be a fourth series next year which of course I won't be in because I'm now dead. So in total I appeared in 25 episodes.

Richard Briers

After I left 'Laverne & Shirley,' I got a ton of offers to play the goofy guy next door, and there were a couple of series that I was offered that turned out to be successful series, but it was too close to what I'd done on my series, and I was really glad I didn't take it.

Michael McKean

Notable enough, however, are the controversies over the series 1 - 1 + 1 - 1 + 1 - ... whose sum was given by Leibniz as 1/2, although others disagree. ... Understanding of this question is to be sought in the word "sum"; this idea, if thus conceived - namely, the sum of a series is said to be that quantity to which it is brought closer as more terms of the series are taken - has relevance only for convergent series, and we should in general give up the idea of sum for divergent series.

Leonhard Euler

Fred Silverman, the head of ABC, he offered me a lot of comedy series but I told him I'd already been the best comedy series around, "The Odd Couple," and so when he saw that I did Quincy he called my agent and said, Jack turns me down? All my good series and he ends up playing an undertaker." And this was the HEAD of ABC series.

Jack Klugman

In the mini-series area, we are going to have a regular year-round, weekly presence on Encore of classic mini-series and a new mini-series that we are bringing. For the time being, I think the home of mini-series will be on Encore.

Chris Albrecht

I miss doing a series, but I don't want to do a series for a series' sake.

Bobby Sherman

You know, when a fast bowler comes back after a series of five Test matches and then straightaway has to go into a one-day series with a three-day break, a T20 series with a one-day break, it is tough.

Ravi Shastri

I've recently rediscovered Anthony Trollope. I used to read him back in college, and a friend turned me on to a whole new series of his work, 'The Palliser Series.' It's a series of seven or eight books.

Kevin Kwan

These regional series - we need to have them strong to feed drivers to the Truck series. Nothing against ARCA, but NASCAR needs to have their own series be their own streams.

Kevin Harvick

Back in the late '90s, a writer named Daniel Handler decided that kids books were too cheerful. I mean, all the "Harry Potter" series did was occasionally kill off major characters. Thus was born "A Series Of Unfortunate Events" and its mysterious author, Lemony Snicket. "A Series Of Unfortunate Events" is now a great new series on Netflix.

Daniel Handler

I've been in so many series, or almost-series, that I can't even count them all.

Jerry Van Dyke

Until now the theory of infinite series in general has been very badly grounded. One applies all the operations to infinite series as if they were finite; but is that permissible? I think not. Where is it demonstrated that one obtains the differential of an infinite series by taking the differential of each term? Nothing is easier than to give instances where this is not so.

Niels Henrik Abel

I'm probably always guilty for rooting for a long series. Not either side - I don't really care who wins the game, but it makes for more compelling TV the more games you go deeper into a series.