Argh brain is not braining sorry
Wait I multiplied by 180/pi
Or was it dividing by pi/180
Wait same thing!
GRR
With all practicality though around 10 digits was the best I got to
1 Like
hmm, using a more accurate decimal should up the number accuracy.
0.0174532925199432957692369 maybe more accuracy?
3 Likes
neither lol. its multiplying by pi/180
Can you try it and screenshot it? Can’t open GKC rn
Edit: I WILL CRASH OUT THE 200 degree heat is getting to me urgh
3 Likes
With what formula?
1 Like
Machin’s
Also if a certain formula is not really special(and I can’t really think of one that is), we don’t really need them, we have mostly enough working ones already
I’ll test it once I’m in a class with computers ._.
This is Machin’s? How many digits did you get?
1 Like
Okay. I’ll be watching this and adding some input every now and then.
Technically I’m a blue phoenix, but this is just an alternate coloring that I forgor to save the lineart for
2 Likes
Thanks Clic, do you see anything that could be improved in Tinan’s formula? You’re a lot better at this device stuff than I am lol
@Suspnded_Arr0w_Shaft what formula did you use and can I get a better quality image?
1 Like
This one, @ClicClac
Edit: JUST realized it isn’t Tinan oh my GORB I’m confuzzled
2 Likes
Isn’t this an implementation of an arctan series, not a pi series?
Yes
but it makes 
and that is all i need it to do
@ars3nic I dunno how many digits i got because I couldnt test it.
2 Likes
(message deleted by author)
1 Like
Toothless can you send me your code and i’ll troubleshoot it when I get the chance?
Here it is.
Idk why there were flagged posts, whatever
Also the one that @Suspnded_Arr0w_Shaft used can be simplified, there is a built in function to see if a number is even or odd, so you can use that ‘stead of a new property, also for both sides the two 1s can be simplified
Wait
The way I see it there are divisions
If it’s the division symbol you gave something that approaches four
4 Likes
Alright, here’s some notes:
When plugging the formula into desmos, it can be seen to give a perfectly accurate approximation of pi:
The reason it’s not perfectly accurate is probably because of decimal imprecision in Gimkit, or something like that.
Remember that this will be computing by approximating the arctans with a custom number system to a high degree, then adding/multiplying/subtracting them.
4 Likes