Because we have personal lives outside of Snap :P
But there are a lot of you! Parallelism ftw.
lol true
Ummm... I'm having a little trouble with 
. I thought I knew how it works, but I guess I don't. :-/ Can you give me a brief explanation as to how to use this block?
By the way, I am going on vacation tomorrow, so depending on when you (or someone else) respond(s), I may not answer until Monday, or Tuesday at the latest.
It reports the costume with the specified RGBA pixels to the specified width and height. For example, the following reports a $$64\times64$$ red costume:
I guess I have to input alpha (opacity)?
Yup. It's needed to make a bitmap PNG costume. e.g. $$0$$ is 0% opacity, $$255$$ is 100% opacity, etc.
OK. That's what I was doing wrong. Thanks!
Something I've noticed, is if you set the width and height to higher than 64 it creates an odd shaped rectangle effect. I'm not sure why, or if 64 is meant to be a limit, but yeah, that's what it does
You need to change "$$4096$$" to $$w \times h$$ where $$w$$ is the width and $$h$$ is the height. For example, if the width and height is 100, change 4096 with 10000.
Did I miss anything here? Should I make clarifications of any sort?
Maybe make it clear that it's kind of paired with the (pixels of costume) reporter?
Oh, yeah.
"created from a list of RGBA pixels."
... You're absolutely right. It can't create a square of specific shape if it doesn't have the data for it. SIGH LOL
If you need to make your own help screen for blocks, I made a project to create your own.
Here's mine for combinations:
Would it not be better to use the standard block colours?
@ten_6044 Yeah no kidding. How does it help users for the help screen not to show the block they want help on?
Does it look better with standard block colors/colours?
(sorry for overflowing text, the text wrapping is not that good.)
Ah, man... I appreciate the effort, but what would you think if you saw a screen that looked like that from Scratch? It needs a lot of work. For one thing, it needs to be correct:
The value reported by variadic operator blocks with no inputs is the identity element for the operation. For MINIMUM, that means the value v such that v min x is x, for all x. If you compute INFINITY MIN 3, what's the answer? If you compute –INFINITY MIN 3, what's the answer? I know it's counterintuitive.
But also, yeah, it has to fit in the margins. :~/