A Quote by Ali Fazal

I was offered a role in the series 'Homeland,' which I couldn't do because the dates clashed with my film with the Bhatts - 'Khamoshiyan.' But I wish I had done it. Look at how much notice the series got Nimrat Kaur.
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.
I don't regret leaving 'Homeland,' because I wanted to work with the Bhatts. The dates were clashing, and I had to make a choice.
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.
When I look at a film, I don't think, 'Oh, I wish I had done that' because I haven't done that role, so it doesn't matter.
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."
I decided I'd never do a series again, but I was offered a pilot for a series through Eddy Murphy Productions, and that was the gig that got me Parker Lewis.
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.
My very first role was the character of Barbara Winslow in the movie 'Marmaduke.' Up until that point, I had only done commercials. I had never done a guest star role or a series, and yet they cast me!
The term 'web-series' has a stigma attached to it because it was created at a time when the only web-series that were being created were being created by people who would have loved to have a television show, but they couldn't. So they created a web-series instead, on their own dime. And those series look cheap because of it.
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.
I never get obsessed with ratings, partly because the Channel series 'Utopia,' which I did, had small ratings but a passionate following, which allowed a second series.
I was in something called 'Garth Marenghi's Darkplace' which was a real cult comedy; it's sort of a spoof horror sort of thing, and it only ever had one series, but I liked the fact that it only had one series because it's kind of got this little gemlike quality to it that there were only ever six episodes.
The subtle performances of the leads, the remarkable Irrfan Khan and the engaging Nimrat Kaur, make 'The Lunchbox' a pleasure to watch.
The first series I wrote, 'L.A. Candy,' was always meant to be a three-book series, so when I started out it was all outlined that way and by the time I was done with the third book, I had become so involved and the process and the stories, I was a little bit sad to be done.
When I go back to any of the mini-series or series that I've done, the heart and soul of the show always centers around how the people that we love are affected by our decisions.
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.
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