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@burritojustice
Forked from anonymous/.tangramplay
Created July 9, 2016 22:29
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tangram made from http://www.projectlinework.org/ geojson and meetar's albers projection [This is a Tangram scene, made with Tangram Play.]
{"name":"albers_hexland.yaml","view":{"label":"","lat":55.02802211299252,"lng":-99.93164062500001,"zoom":4},"date":"2016-07-09T22:28:58.351Z"}
sources:
mapzen:
type: TopoJSON
url: https://vector.mapzen.com/osm/all/{z}/{x}/{y}.topojson?api_key=vector-tiles-P6dkVl4
hex_borders:
type: GeoJSON
url: https://gist.githubusercontent.com/burritojustice/06b84d79d9f1194a22ffbcecb87c995e/raw/wargames_admin1_polygons.json
hex_sea:
type: GeoJSON
url: https://gist.githubusercontent.com/burritojustice/06b84d79d9f1194a22ffbcecb87c995e/raw/wargames_sea.json
hex_lakes:
type: GeoJSON
url: https://gist.githubusercontent.com/burritojustice/06b84d79d9f1194a22ffbcecb87c995e/raw/wargames_lakehexes.json
hex_nation:
type: GeoJSON
url: https://gist.githubusercontent.com/burritojustice/06b84d79d9f1194a22ffbcecb87c995e/raw/wargames_admin0_polygons.json
styles:
albers:
base: polygons
animated: true
shaders:
defines:
EARTH_RADIUS: 6378137.0
PI: 3.14159265358979323846
HALF_PI: 1.570796327
QUARTER_PI: .785398163
deg2rad(d): (d)*PI/180.0
rad2deg(d): (d)*180.0/PI
blocks:
global: |
// http://wiki.openstreetmap.org/wiki/Mercator
float y2lat_m (float y) { return rad2deg(2.0*atan(exp((y/EARTH_RADIUS)))-HALF_PI); }
float x2lon_m (float x) { return rad2deg(x/EARTH_RADIUS); }
float lat2y_m (float lat) { return EARTH_RADIUS*log(tan(QUARTER_PI+ deg2rad(lat)/2.0)); }
float lon2x_m (float lon) { return deg2rad(lon)*EARTH_RADIUS; }
// convert from lat/long to albers -- from https://gist.github.com/RandomEtc/476238
vec2 albers(float lat, float lng, float lat0, float lng0, float phi1, float phi2) {
float n = 0.5 * (sin(phi1) + sin(phi2));
float c = cos(phi1);
float C = c*c + 2.*n*sin(phi1);
float p0 = sqrt(C - 2.*n*sin(lat0)) / n;
float theta = n * (lng * PI/180. - lng0);
float p = sqrt(C - 2.*n*sin(lat* PI/180.)) / n;
float x = p * sin(theta);
float y = p0 - p * cos(theta);
return vec2(x,y);
}
position: |
// mercator position of the current vertex, u_map_position = center of screen,
// position.xy = vertex screen position in meters from the center of the screen
vec2 mercator = u_map_position.xy + position.xy;
float lat = y2lat_m(mercator.y);
float lon = x2lon_m(mercator.x);
// Latitude_Of_Origin
float centerlat = deg2rad(y2lat_m(u_map_position.y));
// Central_Meridian
float centerlon = deg2rad(x2lon_m(u_map_position.x));
// Standard_Parallel_1
float phi1 = deg2rad(y2lat_m(u_map_position.y) + 10.);
// Standard_Parallel_2
float phi2 = deg2rad(y2lat_m(u_map_position.y) - 10.);
position.xy = albers(lat, lon, centerlat, centerlon, phi1, phi2)*EARTH_RADIUS;
alberslines:
base: lines
mix: albers
cameras:
perspective:
type: flat
layers:
earth:
# data: { source: mapzen }
draw:
polygons:
order: 0
color: '#555'
water:
# data: { source: mapzen }
draw:
polygons:
order: 1
color: '#ddd'
hex_nation:
data: { source: hex_nation }
draw:
alberslines:
color: white
order: 11
width: 2px
hex_borders:
data: { source: hex_borders }
draw:
alberslines:
color: red
order: 10
width: 2px
hex_sea:
data: { source: hex_sea }
draw:
alberslines:
color: blue
order: 9
width: 3px
hex_lakes:
data: { source: hex_lakes }
draw:
alberslines:
color: blue
order: 9
width: 3px
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