A list of puns related to "Third Army"
This is a compilation from the internet, and a few I made or heard myself. Hope you laugh!
^((Elephant Jokes were a thing from the 1960s. You can read about them on Wikipedia.))
^((Each section should be read all at once, in order. Some sections also reference previous sections. ))
Q: Why did the elephant run from the mouse?
A: Because it had a bazooka.
Q: Why did the mouse chase the elephant?
A: To steal the bazooka.
Q: Why did the elephant paint its toenails red?
A: So it could hide in a cherry tree.
Q: Have you ever seen an elephant in a cherry tree?
A: Works, doesn't it?
Q: How can you tell if an elephant is hiding in a cherry tree?
A: Tickle the cherries and see if they laugh.
Q: What's the loudest sound in the jungle?
A: A giraffe eating cherries.
Q: How can you tell if there have been elephants in your fridge?
A: There are footprints in the custard.
Q: Why do elephants paint their toenails yellow?
A: That's not paint, it's custard.
Q: Why do elephants paint their toenails red, blue, green, orange, yellow, and brown?
A: So they can hide in a bag of M&Ms.
Q: How did the mouse break his back?
A: He tried to carry a bag of M&Ms home from the store.
Q: How do you get an elephant on top of an oak tree?
A: Stand him on an acorn and wait fifty years.
Q: What if you don't want to wait fifty years?
A: Parachute him from an airplane.
Q: Why isn't it safe to climb oak trees between 1 and 2 in the afternoon?
A: Because that is when the elephants practice their parachute jumping.
Q: Why did the elephant fall out of the oak tree?
A: Because it was dead.
Q: Why did the second elephant fall out of the oak tree?
A: It was glued to the first one.
Q: Why did the third elephant fall out of the oak tree?
A: It thought it was a game.
Q: And why did the oak tree fall down?
A: It thought it was an elephant.
Q: Why is it dangerous to walk in the forest between 3 and 4 in the afternoon?
A: That's when the elephants fall out of the oak trees.
Q: What is a furry alligator?
A: A bear that crossed the woods at 3:30 in the afternoon.
Q: How can you tell if there’s an elephant under your bed?
A: Your nose is touching the ceiling.
Q: How can you tell if there's an elephant in your bed?
A: He has a big 'E' on hi
... keep reading on reddit ➡Qso there's a far-off place that consists of a perfectly triangular lake surrounded by land, with three kingdoms on the three sides of the lake, the first kingdom is rich and powerful, filled with wealthy. prosperous people, the second kingdom is more humble, but has its fair share of wealth and power, too. the third kingdom is struggling and poor, and barely has an army
the kingdoms eventually go to war over control of the lake, as it's a valuable resource to have, the first kingdom sends 100 of their finest knights, clad in the best armor and each with their own personal squire the second kingdom sends 50 of their knights, with fine leather armor and a few dozen squires of their own. the third kingdom sends their one and only knight, an elderly warrior who has long since passed his prime, with his own personal squire
the night before the big battle, the knights in the first kingdom drink and make merry, partying into the late hours of the night the knights in the second kingdom aren't as well off, but have their own supply of grog and also drink late into the night.
in the third camp, the faithful squire gets a rope and slings it over the branch of a tall tree, making a noose, and hangs a pot from it, he fills the pot with stew and has a humble dinner with the old knight.
the next morning the knights in the first two kingdoms are hung over and unable to fight, while the knight in the third kingdom is old and weary, unable to get up. in place of the knights, the squires from all three kingdoms go and fight the battle lasts long into the night, but by the time the dust settled, only one squire was left standing - the squire from the third kingdom.
and it just goes to show you that the squire of the high pot and noose is equal to the sum of the squires of the other two sides.
"You go to the mall - that's one. The second method is you drop off a load of donations at Salvation Army. Third: you're picked up by a backhoe and transported to a pool of radioactive material in the middle of the garbage dump and your jeans are magically transferred off of you as you disintegrate. And the fourth? By policemen carrying out a court order in a maximum security prison."
so there’s a far-off place that consists of a perfectly triangular lake surrounded by land, with three kingdoms on the three sides of the lake. the first kingdom is rich and powerful, filled with wealthy, prosperous people. the second kingdom is more humble, but has its fair share of wealth and power, too. the third kingdom is struggling and poor, and barely has an army.
the kingdoms eventually go to war over control of the lake, as it’s a valuable resource to have. the first kingdom sends 100 of their finest knights, clad in the best armor and each with their own personal squire. the second kingdom sends 50 of their knights, with fine leather armor and a few dozen squires of their own. the third kingdom sends their one and only knight, an elderly warrior who has long since passed his prime, with his own personal squire.
the night before the big battle, the knights in the first kingdom drink and make merry, partying into the late hours of the night. the knights in the second kingdom aren’t as well off, but have their own supply of grog and also drink late into the night.
in the third camp, the faithful squire gets a rope and slings it over the branch of a tall tree, making a noose, and hangs a pot from it. he fills the pot with stew and has a humble dinner with the old knight.
the next morning, the knights in the first two kingdoms are hung over and unable to fight, while the knight in the third kingdom is old and weary, unable to get up. in place of the knights, the squires from all three kingdoms go and fight. the battle lasts long into the night, but by the time the dust settled, only one squire was left standing - the squire from the third kingdom.
and it just goes to show you that the squire of the high pot and noose is equal to the sum of the squires of the other two sides
Please note that this site uses cookies to personalise content and adverts, to provide social media features, and to analyse web traffic. Click here for more information.