the leggie of reggie @zeldastruct - Tumblr Blog

kryota

#nonon #favorite characters #kill la kill #nani sore #sad i can't go to fanime cause i wanna see all the nonons

smashbrosuniverse

mango’s falco tho

#basically #smash bros #mangoooooo

byzantine-love-machine

Symphony Regalia by 翊

#kill la kill #nonon #favorite characters

ruby and sapphire are getting remakes! to celebrate (pokemon style!) i figured i'd remake one of my favorite songs ruby and sapphire soundtrack style, with trumpets and all! hope you guys enjoy

#pokemon #rse #ruby #sapphire #omega ruby #alpha sapphire #oras #hoenn #trumpets #music #my music #kinda #this is for you mr barros

nocoffeeplease

#pokemon #this might help

itsfunnytome

juustken

They had the opportunity and ran with it

#zelda

tvcm

vulgarswami-deactivated20140719

ironcarnage

This is one of the greatest Dwight pranks

sushizilla-deactivated20180531

Too Cute: Pokémon

Ok this was unexpected

gnacat-deactivated20160928

unexpected… yes.

fuddymus-prime-deactivated20201

T-take it easy, man!

canadiananimatorguy

davidstrider

russewi-blog

#phoenix wright #ace attorney #i can't remember which tag i normally use #who cares this is great

zombiebisque

intothecontinuum

Each of the white circles are really just moving back and forth along a straight line. The second animation shows the same exact motion, but with straight lines added to make the linear motion obvious. Inspired by the Tusi-couple.

Mathematica code:

Manipulate[ Graphics[ {{Black, Disk[{0, 0}, 1.05]}, Table[ {White, Opacity[o], Line[ Table[1.05 s {Cos[n*2 Pi/m], Sin[n*2 Pi/m]}, {s, -1, 1, 2}]]}, {n, 1, m, 1}], Table[ {White, Disk[ Cos[2 Pi (t + n/m)] {Cos[n*2 Pi/m], Sin[n*2 Pi/m]}, .05]}, {n, 1, m, 1}]}, PlotRange -> 1.1, ImageSize -> 500], {{m, 16}, 1, 20, 1}, {{o, .5}, 1, 0}, {t, 0, 1}]