The wonderful catness of James Mason

In Super Mario World, the Vanilla Dome 4 level contains many tall white plant-like platforms (identified in Japanese official material as daikon, a type of large white radish common in Japan) that sometimes have green bouncy platforms attached to their sides.

These bouncy platforms are slightly glitched in that if the camera is moved with L or R so that they are at the edge of the screen, the opposite edge will act like an invisible extension of the platform (or in other words, the platform's collision wraps around the screen).

The footage shows Mario bouncing around on the invisible platform before doing a large jump. Note the visible platform on the left side reacting to his bounces. This is easy to do during regular gameplay and merely requires careful camera positioning.

I need about 700 to cover the two of them and I have posted pictures of the amounts on the gofundme. The link name is kind of incorrect on the gofundme but part of it is for the car loan to be fair

https://cash.app/$hauntingthemorg

Honestly, can never understate fun Etta was and what an icon she is. Yeah, there are a lot of fat jokes, even her name is one, but the fact she's so completely confident and fine with being fat, that she kicks so much ass and is genuinely an incredibly competent and badass sidekick who saves the day a ton...truly an inspiration.

Okay, so yes, it is very possible. Unfortunately, there is no "easy way" to do it. I don't know what formula you found, but I'm pretty sure the simplest would be.

1d6 + [(1d6 − 1] × 6) + [(1d6 − 1] × 36)

Which basically gives you three dice with the following values

Die 1: 1 2 3 4 5 6 Die 2: 0 6 12 18 24 30 Die 3: 0 36 72 108 144 180

Which provides a range of 1 [ 1 + 0 + 0 ] to 216 [ 6 + 30 + 180 ]

If you understand that you can stop reading now, the rest is just explanation of why that works.

To make it more clear what's going on we can also subtract 1 from the first d6, giving the following range

Die 1: 0 1 2 3 4 5 Die 2: 0 6 12 18 24 30 Die 3: 0 36 72 108 144 180

The range provided is now 0–215, and also essentially a d100 in base-6 read in base-10

if we look at the outcomes in order, D1 can return any number 0–5, then incrementing by 1 sets D1 back to 0 and D2 to 6. Then from there incrementing D1 gives you 6–11, at which point you once again set D1 back to 0 and increment D2 to 12. Similarly, when the D1 and D2 reach 35, incrementing by one sets them both back to 0 and increments D3 to 36. And if you're noticing that this sounds a lot like how binary works, yes, it is exactly the same except with 6 instead of 2—which makes it "senary." And then of course putting that 1 back onto the first die simply shifts the entire range by 1, from 0–215 to 1–216.

And basically, that is how to roll any value of X × Y, 1dX + [(1dY − 1] × X). and just for a little further example, let's look at a d18 rolled with 1d6 + [(1d3 − 1] × 6). Which gives the following values

Die 1: 1 2 3 4 5 6 Die 2: 0 6 12

Even though the dice are different, the math still works exactly the same.

For Batman the animated series specifically, it's in New York (mostly):

Gotham City is featured heavily in Batman: The Animated Series. When describing Gotham City Paul Dini, a writer and director of the show, stated, "In my mind, it was sort of like what if the 1939 World's Fair had gone on another 60 years or so".[61] In the episode "Joker's Favor", a driver's license lists a Gotham area resident's hometown as "Gotham Estates, NY". In the episode "Avatar", when Bruce Wayne leaves for England, a map shows Gotham City, at the joining of Long Island and the Hudson River. The episode "Fire from Olympus" shows a character's address in a police file indicating that Gotham City is located in New York state.