just a bard!

In Super Paper Mario, it is possible to die while talking to Old Man Watchitt in Yold Town in Chapter 1-2, a rare example of being able to die during a conversation.

If Mario has 1 HP remaining, enters 3D and positions himself in the left chair in Old Man Watchitt's house, then talks to him, he will accidentally overshoot the correct 2D plane when attempting to reach the spot he is supposed to be standing while talking.

This will cause him to literally fall out of reality by walking perpendicularly out of the 2D plane. Due to only having 1 HP remaining, this will kill Mario and cause a Game Over in the middle of Old Man Watchitt talking.

doesn't fit

@groupoids

If you want a place to start reading, I’d go with Peano’s Axioms, or perhaps Cantor’s work on Infinity. I will attempt to explain:

0 + 1 = 1 ; by rearranging, we can get 1 - 1 = 0 , and we can also arrive at 0 - 1 = -1. We can do this for any number. 0 - 67 = -67 ; 0 + 3 + 2i = 3 + 2i; 0 + e = e ; etc. You might say that every number is the result of a modification to 0. In this way we could define 0 as the Summation of all Numbers, or what you get when you add up the whole number line from {-∞,+ ∞}. 0 is the number you get when you smash the two infinities together.

I don’t know how to Prove this, but I think this is why 0 is. Like That. Like. You multiply or divide by an arbitrarily large number and you’ll get an arbitrarily large result but it’s one result. When you operate on 0 you’re operating on a symmetrical set of all magnitudes and cardinalities. I think it’s something about being in the symmetrically balanced position. Something in one of Peano’s Axioms about defining the set of Natural Numbers with 0 at the center, or one of Cantor’s things about how Cardinality works. I am admittedly fuzzy on the details.

S = {1/n : n in N} U {0} U {-1/n : n in N},

@groupoids

If you want a place to start reading, I’d go with Peano’s Axioms, or perhaps Cantor’s work on Infinity. I will attempt to explain:

0 + 1 = 1 ; by rearranging, we can get 1 - 1 = 0 , and we can also arrive at 0 - 1 = -1. We can do this for any number. 0 - 67 = -67 ; 0 + 3 + 2i = 3 + 2i; 0 + e = e ; etc. You might say that every number is the result of a modification to 0. In this way we could define 0 as the Summation of all Numbers, or what you get when you add up the whole number line from {-∞,+ ∞}. 0 is the number you get when you smash the two infinities together.

I don’t know how to Prove this, but I think this is why 0 is. Like That. Like. You multiply or divide by an arbitrarily large number and you’ll get an arbitrarily large result but it’s one result. When you operate on 0 you’re operating on a symmetrical set of all magnitudes and cardinalities. I think it’s something about being in the symmetrically balanced position. Something in one of Peano’s Axioms about defining the set of Natural Numbers with 0 at the center, or one of Cantor’s things about how Cardinality works. I am admittedly fuzzy on the details.

S = {1/n : n in N} U {0} U {-1/n : n in N},