First Aired: Jun. 23, 2011 on Comedy Central
Rate Episode: 4.25/5 (8 votes)
Rate Episode: 4.25/5 (8 votes)
Season 6 » Episode #15 - Benderama
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Who appeared in this episode?
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Guest Stars:
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Episode Quotes
Morbo: Our top story, all alcohol on Earth has mysteriously disappeared. Consequences are minimal, except among the most hardened alcoholics. Linda?
Linda: [looking disheveled] I can no longer face my children!
Linda: [looking disheveled] I can no longer face my children!
Philip J. Fry: [slurring drunkenly] Blunder, you're the only one who's sober. You gotta do something.
Bender: Haven't I done enough already?
Philip J. Fry: Please, stop the monster. Just do that one thing.
Bender: Make it zero and you've got a deal.
Philip J. Fry: What if I folded the Professor's sweaters for you?
Bender: Both of them? You mean you'll do two things and I only have to do one thing?
Philip J. Fry: Yeah, to save the world.
Bender: [chuckling to himself] Sucker.
Bender: Haven't I done enough already?
Philip J. Fry: Please, stop the monster. Just do that one thing.
Bender: Make it zero and you've got a deal.
Philip J. Fry: What if I folded the Professor's sweaters for you?
Bender: Both of them? You mean you'll do two things and I only have to do one thing?
Philip J. Fry: Yeah, to save the world.
Bender: [chuckling to himself] Sucker.
Bender: Legion of Benders, come unto me! We have one thing to do.
Bender Clones: Screw that!
Bender: Oh, come on, you lazy jerks! If we all pitch in, we each only have to do one-quintillionth of a thing.
Bender Clones: [sigh] All right.
[More Quotes]Bender Clones: Screw that!
Bender: Oh, come on, you lazy jerks! If we all pitch in, we each only have to do one-quintillionth of a thing.
Bender Clones: [sigh] All right.
Mistakes/Goofs
[none added]
Trivia
- Professor Farnsworth's device is labeled, "Banach-Tarski Dupla-Shrinker". The Banach-Tarski Paradox is an actual theorem in mathematics, which holds that a three-dimensional sphere (also known as a "3-ball") can be decomposed into a finite number of pieces, which can then be reassembled into two duplicates of the original sphere. (Both of them the same size as the original, unlike the half-size replicas created by Professor Farnsworth's invention.)









