What's the best thing about twenty three year olds? there are twenty of them

thumb_up thumb_down -7

can you pass the soap?

thumb_up thumb_down -7

My girlfriend told me I couldn't satisfy her sexually. I told her she was beautiful and gave her flowers.

thumb_up thumb_down -7

How many lesbians did Tiger Woods bang? None, his standards are much higher than that

thumb_up thumb_down -7

A man finds a magic lamp and rubs it. A genie appears and says that he will grant him 3 wishes. The man says "I wish for a duck". POOF! He got a duck. Then he says "I wish for a penguin". POOF! A penguin magically appears. He thought long and hard for his 3rd wish. Then he said "I wish I had a turtle" POOF! Suddenly out of nowhere the genie disappears. The man looked inside the magic lamp and saw a small turtle. The end.

thumb_up thumb_down -9

There are 3 prisoners inside a cage. All the prisoners are blind folded and wearing hats. They are told there are 5 hats all together, 2 blue hats and 3 red hats. If one of them can answer what color hat they are wearing they are all set free. However, they have no idea what color hat they are wearing, only what color hat the other prisoners are wearing. They are also not allowed to tell what color the others are wearing. So the game begins: The first prisoner takes off his blind fold. The guard says "What color hat are you wearing?" and the first prisoner says "I don't know." The second prisoner takes off his blind fold. The guard says "What color hat are you wearing?" and the second prisoner says the same thing, "I don't know" Now the third prisoner didn't even need to take off his blind fold. He already knew the answer. He said, "Sir, I know I am wearing a red hat" The guard smiled and all the prisoners are set free. Why? If the first prisoner saw the other prisoners blue hats then he knows he's wearing a red hat because there are only 2 blue hats and 3 red hats. But he sees one guy wearing blue and one guy wearing red, so he says "I don't know." The second prisoner took off his blind fold and the same thoughts occur. If he saw the other prisoners wearing all 2 blue hats, then he knows he's wearing red. Instead, he sees one guy wearing a blue hat and the other guy wearing a red hat. So he says "I don't know" Now the third prisoner doesn't even need to take off his blind fold. Why? He heard the other prisoners saying they don't know, which led him to believe that all they saw was blue and red hats. That means if he takes of his blind fold he will see that both of the previous prisoners will be wearing blue hats and since there are only 2 blue hats available, he must be wearing a red hat.

thumb_up thumb_down -9

A Muslim walks into a Bar, He buys everyone a round of drinks and enjoys the rest of his night

thumb_up thumb_down -9

What is the difference between the sky and the ocean? They're both blue.

thumb_up thumb_down -9

What do you get when you run from Long Island to New Mexico? Tired.

thumb_up thumb_down -11

why was the woman in the kitchen? because societal standards placed her in such a situation

thumb_up thumb_down -11

What is yellow and white and goes 150 miles down a railroad track? a duck.

thumb_up thumb_down -11

Whats the difference between a black man and a bike? I don't enjoy riding bikes.

thumb_up thumb_down -11

Two men walk into a bar The first man says to the bartender: 'Can I have a glass of H2O?' The second man says: 'Can I have a glass of H2O too?' The Bartender gives them both glasses of water because he is not irresponsible to serve hydrogen peroxide in his bar.

thumb_up thumb_down -11

A Texan, a Mexican, a Brit and a Frenchman are on a plane that begins having engine trouble. The black box was never found.

thumb_up thumb_down -11

Two horses were in a field. One said "this is a good place to hide". The other said, "well, let's hope they don't Findus here!"

thumb_up thumb_down -13

What is white, average height and cannot jump as high as a black man? A fridge.

thumb_up thumb_down -13

What's the difference between a black man and a park bench? A park bench can support a family.

thumb_up thumb_down -13

What has Whitney Houston got in common with a spider? They're both black and they can't get out of the bathtub

thumb_up thumb_down -13

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

thumb_up thumb_down -15

Why couldn't Hellen Keller drive? She was a loaf of bread.

thumb_up thumb_down -15

Why couldn't the baby play with the blocks? It died during birth.

thumb_up thumb_down -15

What's funny about 3 black men in a car going off a cliff? Nothing. They were my friends.

thumb_up thumb_down -15

And if we met in 1780, I was a white southern aristocratic plantation owner and you were my dark skinned servant lady ... slave Whenever I could get away from the Mrs., I'd go to your shed and then I'd steal you kisses. But let's be serious, I'd still work you full time as a slave, there's a difference between romantic language and a complete disregard for socioeconomic trends.

thumb_up thumb_down -17

Q:what's faster than a black man with you t.v A:his brother with your laptop

thumb_up thumb_down -17

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...


Anti-Joke Chicken

Anti-Joke Triceratops