I hereby claim:
- I am flupe on github.
- I am flupe (https://keybase.io/flupe) on keybase.
- I have a public key ASB_bxSgorRj459UNpKGJpoe4zBZ4jx0WwwWHDJDOdGMogo
To claim this, I am signing this object:
I hereby claim:
To claim this, I am signing this object:
| const raf = window.requestAnimationFrame | |
| const time = performance ? performance.now.bind(performance) : Date.now | |
| const cvs = document.createElement('canvas') | |
| const ctx = cvs.getContext('2d') | |
| const WIDTH = 240 | |
| const HEIGHT = 160 | |
| let last = time() |
| let fs = require('fs') | |
| function step(c) { | |
| let st = state | |
| let {s, q, x, y} = st | |
| if (c=='[' || c==']') { | |
| st.s = s^1 | |
| st.q = 0 | |
| } | |
| else if (q == 1) { |
| let fs = require('fs') | |
| function step(c) { | |
| let st = state | |
| let {s, q, x, y} = st | |
| if (c=='[' || c==']') { | |
| st.s = s^1 | |
| st.q = 0 | |
| } | |
| else if (q == 1) { |
| let fs = require('fs') | |
| let code = [] | |
| let pad = [ | |
| [0, 0, 1, 0, 0], | |
| [0, 2, 3, 4, 0], | |
| [5, 6, 7, 8, 9], | |
| [0, 'A', 'B', 'C', 0], | |
| [0, 0, 'D', 0, 0] | |
| ] |
| main: | |
| call clear_screen | |
| letl r0 0xff | |
| leth r0 0b00000011 | |
| letl r1 3 | |
| letl r2 10 | |
| letl r3 100 | |
| letl r4 50 | |
| ; this should be cyan | |
| call draw |
| function anonymous(VS,p | |
| /**/) { | |
| var l = true, i = 0, a, b, c, d; | |
| while(l){switch(i){ | |
| case 0:p.vs=p.vs+131071&131071;a=p.vs+131071&131071;VS[a]=VS[a]^VS[p.vs]; | |
| case 1:p.vs=p.vs+131071&131071;a=p.vs+131071&131071;VS[a]=VS[a]^VS[p.vs]; | |
| case 2:VS[p.vs]=VS[p.vs+131071&131071];p.vs=p.vs+1&131071; | |
| case 3:VS[p.vs]=VS[p.vs+131071&131071];p.vs=p.vs+1&131071; | |
| case 4:VS[p.vs]=VS[p.vs+131071&131071];p.vs=p.vs+1&131071; | |
| case 5:p.vs=p.vs+131071&131071;a=p.vs+131071&131071;VS[a]=VS[a]*VS[p.vs]>>16; |
| (* LE JEU DE HEX *) | |
| let u0 = 17;; | |
| (* calcule les n-premiers termes de la série (un) *) | |
| (* on optera plus tard pour calculer les termes sur le tas *) | |
| let termes u0 n = | |
| let T = make_vect n 0 in | |
| let u = ref u0 in | |
| T.(0) <- u0; |