Math/logic/game theory Twitter: what is your preferred definition of the winning condition in Infinite Hex? Imagine an infinite (edgeless) hexagonal board, upon which Red and Blue place stones, each aiming to connect opposite sides. The game proceeds for infinitely many moves.
i watched hg_sdf talk, and i really liked how they used uniforms interactively.
i set up my testbed with a single uniform dedicated to tuning, attached to the scroll wheel (with two stackable modifiers to slow it down). after i settle on a value, i swap in a constant.
Working on setting up a provisional gallery and hexagonal awareness center on @cryptovoxels: https://t.co/NUtOT3BTQn
In addition to my own creations, currently ft. select hexagonal works by @swayatra, @Glitch_Black, @bayman1991, @hexeosis, @thesarahshow, @altmooner, and others!
var t=0;function setup(){createCanvas(192,157),colorMode(HSB),noStroke()}function draw(){for(t+=.003,background(0),y=0;y<157;y+=9)for(x=y%18/2;x<204;x+=9)fill(720*(N=noise(.01*x,.01*y,t))%360,255,255),circle(x,y,9*(.5+.5*sin(N*TAU*5)))}//#tinycode@CCodeMadrid#つぶやきProcessing
Also, with the success of my earlier work, I've gone on a bit of a @rariblecom buying spree, picking up three new pieces during the afternoon gas lull, and four overall this week: https://t.co/PommqBkP1M. The future truly belongs to the #hexagonalarts.