Sign in

Fizzy

@fizzyfuzz.com
202 followers 326 following 124 posts

Hello my name is Fizzy and I wish I could have sex with time signatures. i: Leemak

PostsRepliesMedia
Fizzy @fizzyfuzz.com · 09/09/2026
Not even three minutes into the intervention
053
Fizzy @fizzyfuzz.com · 22/05/2026
#blessed #btbam #burstanurst
030
Fizzy @fizzyfuzz.com · 25/01/2026
That first image
Tails from the Sonic movie with a laser pointed at his head.
070
Fizzy @fizzyfuzz.com · 24/10/2025
[dubious - discuss]
010
Fizzy @fizzyfuzz.com · 08/10/2025
Lmao whadda hell is going on here
Screenshot showing how messed up Vixi's uploaded image is in the quoted post. Almost the entirety of the image is covered by a medium gray box. The top few rows of the pixels of the original image are visible.
100
Fizzy @fizzyfuzz.com · 05/10/2025
Been having a lot of religious experiences lately. #Blessed
An amazingly perfect photo of BTBAM on stage at the Granada Theater. Ignore the guy with his phone out, what an asshole.
030
Fizzy @fizzyfuzz.com · 05/10/2025
BTBAM BAYBEEEE
An embarrassingly blurry photo of the concert stage at the Granada Theater.
170
Fizzy @fizzyfuzz.com · 01/10/2025
A still from SpongeBob Squarepants season 3, episode 46b. Mr. Krabs (a red crab in a collared shirt) incorrectly recalls SpongeBob (a yellow, rectangular sponge) reminding him that "licking doorknobs is illegal on other planets", presented as SpongeBob in a thought cloud next to Mr. Krabs.
020
Fizzy @fizzyfuzz.com · 21/09/2025
You know it!! They kicked ass!!!!
120
Fizzy @fizzyfuzz.com · 20/11/2024
For example, I can just as validly get this position for the green circle. I'm not yet sure how to account for that. I need to do more math.
Three mutually tangential circles (colored red, blue and green) on a Cartesian plane, with the green circle's x-axis offset from the red and blue circles opposite that of the image in the previous post. Where the green circle was to the right of the other two circles before, it is now to the left.
000
Fizzy @fizzyfuzz.com · 20/11/2024
In the example below, I was able to calculate the green circle's X and Y coordinates, given that I had the x and y coordinates for the red and blue circles, as well as the radii of all three circles. My only issue is that this gives an absolute value offset, and doesn't account for direction well.
Three mutually tangential circles (colored red, blue and green) on a Cartesian plane
110