There once was a man from Nantucket, he was a very nice person and had many friends.

Mum, "Why aren't you listening to me, are you deaf or something?" Son, (Silence)...

i want to watch t.v, how do u turn it on? idk, do u know how? idk either, i cant see or hear then y do u want to watch t.v wuts a tv?

why didn't the chicken cross the road? It was very unhealthy, and had a heart attack attempting too

What did the farmer say when he lost his tractor? I've lost my tractor!

How do you get the pesky neighborhood kids off your front lawn? Molest them.

Why did the boy Drop his Ice Cream? Because he was hit by a bus.

Take part of what?

What do you call a one legged , one eyed, canadian fisherman called Samuel Browning? Mr Browning unless you are on friendly terms then Sam is fine.

LO LLLLLLLLLLLLLLLLOLOLOLOLOLOLOLOOPLOLOLOLOLOLOLOLOLOLOLOOLOLOLOLOLOLOLOLOLOLOLOLOLOLOLOOLLOLOLOLOLOLOLOOO O O O O O O OLO LOL OL O LO LO LO L OL -LOL GUY

A man said hello to a woman. He was italian...

Why did the kid drop his ice-cream? Because he tripped on a dead guy!

Did you hear about the Australian man who was jumped by a gang of Americans with knifes? He had his cash and possessions stolen from him, and had to spend two weeks in hospital due to stab wounds.

A hooker walks into a hospital. Only to find out that she has aids.

What's the difference between a plum and an elephant? They're both purple except for the elephant.

Who made it down the cliff first the blonde or brunet? The brunet, the blonde had to stop for directions

What did the flag say to the pole? It dosnt

If you add two 1's together its 11 if you add two 2's together its 22 If you add two 3's together its 33 So what happens if you add 4 and 4? No you dumb-ass its not 44, its 8

On a scale of 1 to 10, 6 being the highest how confused are you?

What do you call a black guy selling drugs? A pharmacist

A tree falls in the woods and no one is around to hear it... Fall on top of a woman and crush her to death

How do five gay guys walk? In One Direction: data:image/jpeg;base64,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

What did the kid with no arms and legs get for Christmas? A: Cancer

What did the towel say to the other towel? Nothing, there was no topic of conversation.

Anti Joke

What are Antijokes? Anti Jokes (or Anti Humor) is a type of comedy in which the uses is set up to expect a typical joke setup however the joke ends with such anticlimax that it becomes funny in its own right. The lack of punchline is the punchline.

Our Updated iOS App!

We've just released huge update to the iOS app! Now, access all your favorite text and photo sites like Anti-Joke, DIYLOL! A few things didn't make the original cut (like comments) but they'll be back soon. Best of all, the app is now FREE! Get it here.

The Anti Joke Book


NEW ANTI-JOKE BOOK!  Now that we've resolved the printing issues with our publisher, check out the BRAND SPANKING NEW Anti-Joke Book!

MOAR??

Want more? You might be interested in...