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u(t) is called 60 times per second. t: Elapsed time in seconds. S: Shorthand for Math.sin. C: Shorthand for Math.cos. T: Shorthand for Math.tan. R: Function that generates rgba-strings, usage ex.: R(255, 255, 255, 0.5) c: A 1920x1080 canvas. x: A 2D context for that canvas.
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  • Bluer waves

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  • Change .11 to another decimal number (e.g. .10 or .13) for a different pattern!
  • u/magna
    What is the nature of the data that you're encoding in that string?
  • u/FireFly
    Just that lil' bitmap in the centre (same way as in other dweets—each bit of each codepoint represents one binary pixel)
  • u/quate
    r=140-16*(t<10?t:0);for(U=0;U<44;(r<8?"䃀䀰䜼䚬䶴伙倃匞䖴䚬䞜䆀䁠".charCodeAt(Y-61)>>X-18&1:0)||x.fillRect(8*X,8*Y,8,8))X=120+r*C(U+=.11)|0,Y=67+r*S(U)|0
  • u/quate
    whoops. sorry.

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sfz
remix of d/1925 by u/p01

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  • 00FF. More embedded bitmap fun :)
  • u/iverjo
    Cool!
  • u/sfz
    Going to take a three month sabbatical and figure out how this works.
  • u/FireFly
    Anything in particular that I should explain? It might help to draw the bits of the codepoints in the string literal on a piece of paper, as an 8×15 grid (15 chars, 8 bits per char). Ā is U+100, used to encode 0x00.
  • u/sfz
    Neat trick!

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  • Torus-sphere thing

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remix of d/1893 by u/veubeke

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  • Supernova
  • u/iverjo
    Spot on :) Supernova was actually the first word that came to mind when I saw the dweet. Then I saw your comment ^^

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  • Raycasted rotating sphere with UV-mapping!

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  • Show more comments…
  • u/FireFly
    I would love an explanation or pointer about the maths going on here… in particular I don't understand why the 1.56 constant for the b= is so sensitive. It looks like an approximation of π/2, but all of π/2, 1.57 and 1.5 behave vastly differently/more chaotically. So what's the relationship between these numbers/how is 1.56 derived?
  • u/tapgiles
    What the... @.@ Looks so detailed!
  • u/joeytwiddle
    Some other constants with similar behaviour: 1.17, 2.34, 3.12, 3.51, 3.90, 4.68, 6.24
  • u/joeytwiddle
    And a few with different behaviour: 3.08, 6.05 (!), 6.35

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  • Animation of Weierstrass's 1872 example of a continuous function that becomes nowhere-differentiable when b>=7.
  • u/donbright
    very interesting!!!! always felt like demoscene is a gateway to math

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