weeble/p5js_shifting_sand_land_cubes.js

## p5js_shifting_sand_land_cubes.js
// Based on https://twitter.com/akira2768922/status/1475077131151769613

t=0
let sad,happy,angry,inside
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inside=loadImage("data:image/png;base64,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")
happy=loadImage("data:image/png;base64,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")
angry=loadImage("data:image/png;base64,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")
}
face=(n,j)=>{
  push()
  texture(inside)
  push()
  scale(1,0.95,0.95)
  translate(-1,0.05,0.05)
  box(1,97)
  pop()
  rotateX([0,3,[3,1][j%2],4,4,5][n%6]*PI/2)
  texture([happy,sad,angry][n%3])
  box(1,97)
  pop()
}
draw=_=>{t++||createCanvas(W=600,W,WEBGL)
texture(happy)
lights(background(W))
T=translate
X=rotateX
Z=rotateZ
rotateY(Q=PI/2)
Z(.9)
for(j=26;j--;pop())
for(push(u=t/60%2)+T(0,98*(u-j+3))+X(j%2?0:2*Q),i=6;i--;T(0,49))
face(i,j)+X(i%2?-Q:Q)+T(0,49,0)+Z(map(i-u+j,7,8,Q,0,1))}
	// Based on https://twitter.com/akira2768922/status/1475077131151769613

	t=0
	let sad,happy,angry,inside
	preload=_=>{sad=loadImage("data:image/png;base64,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")
	inside=loadImage("data:image/png;base64,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")
	happy=loadImage("data:image/png;base64,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")
	angry=loadImage("data:image/png;base64,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")
	}
	face=(n,j)=>{
	push()
	texture(inside)
	push()
	scale(1,0.95,0.95)
	translate(-1,0.05,0.05)
	box(1,97)
	pop()
	rotateX([0,3,[3,1][j%2],4,4,5][n%6]*PI/2)
	texture([happy,sad,angry][n%3])
	box(1,97)
	pop()
	}
	draw=_=>{t++\|\|createCanvas(W=600,W,WEBGL)
	texture(happy)
	lights(background(W))
	T=translate
	X=rotateX
	Z=rotateZ
	rotateY(Q=PI/2)
	Z(.9)
	for(j=26;j--;pop())
	for(push(u=t/60%2)+T(0,98(u-j+3))+X(j%2?0:2Q),i=6;i--;T(0,49))
	face(i,j)+X(i%2?-Q:Q)+T(0,49,0)+Z(map(i-u+j,7,8,Q,0,1))}