Interested in advertising on Derpibooru? Click here for information!
Use your hooves and trot in to experience the Fediverse with friendship and ponies.

Help fund the $15 daily operational cost of Derpibooru - support us financially!

Description

Ponies like to shout math problems! It’s a known fact.

safe2287304 edit182627 edited screencap96670 screencap304031 applejack209042 fluttershy269411 pinkie pie267404 rainbow dash291882 rarity226618 twilight sparkle372388 alicorn338128 earth pony553709 pegasus546421 pony1717221 unicorn590530 g42128515 it ain't easy being breezies1007 my little pony: friendship is magic269606 season 45513 animated133615 caption26910 female1918877 gif63482 image macro40634 mane six39293 mare818005 math1007 meme97498 text98835 twilight sparkle (alicorn)155551

Comments

Syntax quick reference: **bold** *italic* ||hide text|| `code` __underline__ ~~strike~~ ^sup^ ~sub~

Detailed syntax guide

PL

@DanTheMan  
!data:image/jpeg;base64,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!
Background Pony #7F93
@OmegaCrowley  
Uh…  
Is this a reference to something?  
2 and 3 are the same in any integer base greater than 3 as they are in decimal.
Background Pony #A787
Look into my eyes and it’s easy to see  
One and one make two, two and one make three  
It was destiny…