Reminder to everyone that if you don't like the vibes someone is putting out on your dashboard, you can just unfollow them. That's just a thing you can do. It's free.
This one is much older than the other drawings I've reposted, Mob tries teaching him basic exorcism stuff even if Reigen isn't an esper
tumblr somehow frozen my browser and spazzed out so I was hastily trying to close it while infomaniac lego island very loudly proclaimed about his sex life with the brickster lego island i closed the browser and it continued until the end
Reblog this if it’s okay to DM you and shoot the friendship shot.
To prove mint tastes bad, we must first prove two other statements:
1. Proof that all horses are the same color.
This will be a proof by induction. We have a group of n horses. For our base case, suppose n = 1. A group of horses containing one horse has exactly one color, and thus all horses in the group have the same color.
Now for the inductive step. If n horses have the same color, prove n + 1 horses have the same color. To the group of n horses of the same color, add a new horse and remove one of the horses. This group still contains n horses, which all have the same color because n horses are the same color. Now re-add the horse to the group and remove a different horse (so neither the new horse nor the re-added horse). This is still a group of n horses, but which contains the originally removed horse and the new horse. Because groups of n horses have the same color, these two horses must be the same color. The horse which is currently removed is also the same color as the new horse because it was previously in a group of n horses with the new horse. Now add back it that removed horse. Because both removed horses are the same color as the new horse, this new group of size n + 1 must all be the same color. QED
2. Proof that not all horses are the same color.
This will be a visual proof.
QED
We are now ready for 3. Proof that mint tastes bad.
Suppose all horses are the same color (proven in bullet point 1) and not all horses are the same color (proven in bullet point 2). Because all horses are the same color (P) is true, the statement all horses are the same color or mint tastes bad (P + Q) is also true. However, the statement not all horses are the same color (!P) is true, so P must be false. Because P is false but P + Q is true, statement Q must be true by disjunctive syllogism. Therefore, mint tastes bad. QED
Made a tiny YTP to remember how to do that
For 13 years I have been YTP Spider-Man, fighting sauce, dealing with Doctor Octavius (Doctavius, if you will) and snooping as usual. But one day I stole a loaf of bread and so my friend Ross died by hands of the child of death. I'm sorry Ross.
my name is pingas parker. i was bitten by a radioactive Dinner and i became YouTube Poop Spider-Man
Hi I am Reski and I art things, music things and game dev things. I talk about stuff that makes no sense often.
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