Skip to content

Instantly share code, notes, and snippets.

@burritojustice
Forked from anonymous/.tangramplay
Last active July 18, 2016 21:55
Show Gist options
  • Star 0 You must be signed in to star a gist
  • Fork 0 You must be signed in to fork a gist
  • Save burritojustice/54e6cbc982a9b6cf0e3e48d8d1ece361 to your computer and use it in GitHub Desktop.
Save burritojustice/54e6cbc982a9b6cf0e3e48d8d1ece361 to your computer and use it in GitHub Desktop.
animated roads [This is a Tangram scene, made with Tangram Play.]
{"name":"gotham_traffic.yaml","view":{"label":"","lat":37.79263436551425,"lng":-122.39713668823244,"zoom":17},"date":"2016-07-18T21:24:48.169Z"}
# Author @patriciogv - 2015
sources:
osm:
type: TopoJSON
url: https://vector.mapzen.com/osm/all/{z}/{x}/{y}.topojson
cameras:
perspective:
type: isometric
lights:
directional1:
type: directional
direction: [-1.,-1.,-0.5]
ambient: .3
diffuse: .5
specular: 1.
point1:
type: point
position: [0, -100, 0]
origin: ground
ambient: .2
diffuse: .5
specular: .4
scene:
background:
color: [0.114, 0.114, 0.114]
styles:
geometry-normal:
shaders:
blocks:
global: |
#ifdef TANGRAM_FRAGMENT_SHADER
// Ask to the geometry normals if this surface is a Wall
bool isWall() {
return dot(vec3(0., 0., 1.), worldNormal()) < 1.0 - TANGRAM_EPSILON;
}
//
// Ask to the geometry normals if this surface is a roof
bool isRoof() {
return !isWall();
}
#endif
generative-random:
shaders:
blocks:
global: |
// 1D Random for 1 and 2 dimentions
// ================================
float random (float x) {
return fract(sin(x)*1e4);
}
float random (vec2 xy) {
return fract(sin(dot(xy.xy, vec2(12.9898,78.233)))* 43758.5453123);
}
//
// 2D Random for 2 dimentions
// ================================
vec2 random2 (vec2 xy) {
return fract(sin(vec2(dot(xy,vec2(127.1,311.7)),dot(xy,vec2(269.5,183.3))))*43758.5453);
}
//
// 3D Random for 2 dimentions
// ================================
vec3 random3 (vec2 xy) {
return fract(sin(vec3( dot(xy,vec2(127.1,311.7)), dot(xy,vec2(269.5,183.3)), dot(xy,vec2(419.2,371.9)) ))*43758.5453);
}
vec3 random3 (vec3 c) {
float j = 4096.0*sin(dot(c,vec3(17.0, 59.4, 15.0)));
vec3 r;
r.z = fract(512.0*j);
j *= .125;
r.x = fract(512.0*j);
j *= .125;
r.y = fract(512.0*j);
return r-0.5;
}
generative-noise:
mix: generative-random
shaders:
blocks:
global: |
// 1D Value Noise for 1, 2 and 3 dimentions
// ================================
float noise (in float x) {
float i = floor(x);
float f = fract(x);
float u = f * f * (3.0 - 2.0 * f);
return mix(random(i), random(i + 1.0), u);
}
float noise (vec2 xy) {
vec2 i = floor(xy);
vec2 f = fract(xy);
float a = random(i);
float b = random(i + vec2(1.0, 0.0));
float c = random(i + vec2(0.0, 1.0));
float d = random(i + vec2(1.0, 1.0));
vec2 u = f * f * (3.0 - 2.0 * f);
return mix(a, b, u.x) + (c - a) * u.y * (1.0 - u.x) + (d - b) * u.x * u.y;
}
float noise (vec3 xyz) {
const vec3 step = vec3(110.0, 241.0, 171.0);
vec3 i = floor(xyz);
vec3 f = fract(xyz);
float n = dot(i, step);
vec3 u = f * f * (3.0 - 2.0 * f);
return mix( mix(mix(random(n + dot(step, vec3(0,0,0))),
random(n + dot(step, vec3(1,0,0))),
u.x),
mix(random(n + dot(step, vec3(0,1,0))),
random(n + dot(step, vec3(1,1,0))),
u.x),
u.y),
mix(mix(random(n + dot(step, vec3(0,0,1))),
random(n + dot(step, vec3(1,0,1))),
u.x),
mix(random(n + dot(step, vec3(0,1,1))),
random(n + dot(step, vec3(1,1,1))),
u.x),
u.y),
u.z);
}
//
// Simplex Noise
const float F3 = 0.3333333;
const float G3 = 0.1666667;
float snoise (vec3 p) {
vec3 s = floor(p + dot(p, vec3(F3)));
vec3 x = p - s + dot(s, vec3(G3));
vec3 e = step(vec3(0.0), x - x.yzx);
vec3 i1 = e*(1.0 - e.zxy);
vec3 i2 = 1.0 - e.zxy*(1.0 - e);
vec3 x1 = x - i1 + G3;
vec3 x2 = x - i2 + 2.0*G3;
vec3 x3 = x - 1.0 + 3.0*G3;
vec4 w, d;
w.x = dot(x, x);
w.y = dot(x1, x1);
w.z = dot(x2, x2);
w.w = dot(x3, x3);
w = max(0.6 - w, 0.0);
d.x = dot(random3(s), x);
d.y = dot(random3(s + i1), x1);
d.z = dot(random3(s + i2), x2);
d.w = dot(random3(s + 1.0), x3);
w *= w;
w *= w;
d *= w;
return dot(d, vec4(52.0));
}
generative-fbm:
mix: generative-noise
shaders:
defines:
NUM_OCTAVES: 5
blocks:
global: |
// Fractional Brownian motion for 1 and 2 dimensions
float fbm (float x) {
float v = 0.0;
float a = 0.5;
float shift = float(100.0);
for (int i = 0; i < int(NUM_OCTAVES); ++i) {
v += a * noise(x);
x = x * 2.0 + shift;
a *= 0.5;
}
return v;
}
float fbm (vec2 xy) {
float v = 0.0;
float a = 0.5;
vec2 shift = vec2(100.0);
mat2 rot = mat2(cos(0.5), sin(0.5),
-sin(0.5), cos(0.50));
for (int i = 0; i < int(NUM_OCTAVES); ++i) {
v += a * noise(xy);
xy = rot * xy * 2.0 + shift;
a *= 0.5;
}
return v;
}
filter-grain:
mix: generative-fbm
shaders:
defines:
GRAIN_AMOUNT: .5
NUM_OCTAVES: 2
blocks:
global: |
// Grain fractor on screen space with less concetration in the center
// ================================
float grain(){
#ifdef TANGRAM_FRAGMENT_SHADER
vec2 pos = gl_FragCoord.xy;
vec2 st = pos/u_resolution.xy-vec2(.5);
return dot(st,st)+(fbm(pos*0.6)*0.1);
#else
return 0.0;
#endif
}
filter: |
// Apply the grain in the amount defined on GRAIN_AMOUNT
color.rgb -= grain()*GRAIN_AMOUNT;
roads:
animated: false
texcoords: true
base: lines
mix: filter-grain
material:
diffuse: .9
emission: 0.0
shaders:
blocks:
global: |
float car(vec2 st){
return (0.7-dot(st-.5,st-vec2(.5,.9))*3.);
}
color: |
vec2 st = fract(v_texcoord.xy*vec2(1.,.1));
float dir = -0.1;
if ( v_color.r < 0.) {
if (st.x < 0.5) {
st.y = 1.-st.y;
}
st.x = fract(st.x*2.0);
}
float v = u_time*dir;
st *= vec2(4.,1.);
st += vec2(1.);
vec2 ipos = floor(st);
vec2 fpos = fract(st);
fpos = fpos+vec2(1.0,v*random(ipos.x));
ipos = floor(fpos*vec2(10.));
fpos = fract(fpos*vec2(1.,10.));
st = worldPosition().xy*0.04;
float n = noise(st);
material.emission = vec4(0.957,0.988,0.976,1.0) * max(0.0,car(fpos) * step(0.75,random(ipos.y)));
float lineWidth = 0.2;
float borders = 1.0-(step(lineWidth,v_texcoord.x)-step(1.0-lineWidth,v_texcoord.x));
material.emission *= 1.-borders;
color.rgb = vec3(0.4)*borders+n;
flat:
base: polygons
mix: filter-grain
water:
base: polygons
mix: filter-grain
animated: true
material:
ambient: 0.8
diffuse:
texture: imgs/sem-sky-0001.jpg
mapping: spheremap
shaders:
blocks:
normal: |
normal += snoise(vec3(worldPosition().xy*0.08,u_time*.5))*0.03;
layers:
earth:
data: { source: osm }
draw:
flat:
order: 0
color: '#555'
landuse:
data: { source: osm }
draw:
flat:
order: 1
color: '#666'
water:
data: { source: osm }
draw:
water:
order: 2
color: '#555'
roads:
data: { source: osm }
filter: { not: { kind: [rail, ferry] } }
properties: { width: 3 }
draw:
roads:
order: 3
color: black
width: 15
oneway:
filter: { oneway: yes }
draw: { roads: { color: red } }
buildings:
data: { source: osm }
data:image/png;base64,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
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment