The Stoopid Unikorn
Spiciest of Guacamoles
52
Who is best pony?
Who is best pony?
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I am.
Wrong answers!
*gives a cookie for guessing the correct answer*57 the correct answer is me
Yay *eats cookie**gives a cookie for guessing the correct answer*
58
Do I already know the answer?so can anyone guess who the most popular New character from the Friendship Games is?
depends. What do you think the answer is?Do I already know the answer?
71
he usually works Weekdays don't know about weekends..
I want some pancakeshe usually works Weekdays don't know about weekends..
8987
lolhttp://data:image/jpeg;base64,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
90
XD XD XDsong with Big Mac and Applebloom