{"url":"https://api.github.com/gists/5234763","forks_url":"https://api.github.com/gists/5234763/forks","commits_url":"https://api.github.com/gists/5234763/commits","id":"5234763","node_id":"MDQ6R2lzdDUyMzQ3NjM=","git_pull_url":"https://gist.github.com/5234763.git","git_push_url":"https://gist.github.com/5234763.git","html_url":"https://gist.github.com/mbostock/5234763","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5234763/raw/26c97aa9a5a35534113f85b9918c35c396ff25e5/.block","size":94,"truncated":false,"content":"license: gpl-3.0\nheight: 611\nredirect: https://observablehq.com/@d3/cylindrical-stereographic\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5234763/raw/379719b0ab4c27302d9fe13312ff1bca76be6873/README.md","size":349,"truncated":false,"content":"The cylindrical stereographic projection is available as [d3.geoCylindricalStereographic](https://github.com/d3/d3-geo-projection#geoCylindricalStereographic) in [d3-geo-projection](https://github.com/d3/d3-geo-projection). With a parallel of 45°, also known as [Gall’s stereographic](http://en.wikipedia.org/wiki/Gall_stereographic_projection).\n","encoding":"utf-8"},"d3-geo-projection.min.js":{"filename":"d3-geo-projection.min.js","type":"text/javascript","language":"JavaScript","raw_url":"https://gist.githubusercontent.com/mbostock/5234763/raw/db3d7b82175dda608c108e7320d3f72c033bb4d1/d3-geo-projection.min.js","size":10322,"truncated":false,"content":"// https://d3js.org/d3-geo-projection/ Version 1.0.0. Copyright 2016 Mike Bostock.\n!function(n,r){\"object\"==typeof exports&&\"undefined\"!=typeof module?r(exports,require(\"d3-geo\")):\"function\"==typeof define&&define.amd?define([\"exports\",\"d3-geo\"],r):r(n.d3=n.d3||{},n.d3)}(this,function(n,r){\"use strict\";function t(n){return n?n/Math.sin(n):1}function e(n){return n>1?sn:n<-1?-sn:Math.asin(n)}function o(n){return n>1?0:n<-1?gn:Math.acos(n)}function i(n){return n>0?Math.sqrt(n):0}function u(n){return(tn(n)-tn(-n))/2}function a(n){return(tn(n)+tn(-n))/2}function c(n){return on(n+i(n*n+1))}function f(n){return on(n+i(n*n-1))}function l(n,r){var e=rn(r),i=t(o(e*rn(n/=2)));return[2*e*cn(n)*i,cn(r)*i]}function v(){return r.geoProjection(l)}function g(n){function r(n,r){var t=rn(n),e=rn(r),i=cn(r),u=e*t,a=-((1-u?on((1+u)/2)/(1-u):-.5)+o/(1+u));return[a*e*cn(n),a*i]}var t=fn(n/2),o=2*on(rn(n/2))/(t*t);return r.invert=function(r,t){var u,a=i(r*r+t*t),c=-n/2,f=50;if(!a)return[0,0];do{var l=c/2,v=rn(l),g=cn(l),s=fn(l),d=on(1/v);c-=u=(2/s*d-o*s-a)/(-d/(g*g)+1-o/(2*v*v))}while(Z(u)>ln&&--f>0);var p=cn(c);return[nn(r*p,a*rn(c)),e(t*p/a)]},r}function s(){var n=sn,t=r.geoProjectionMutator(g),e=t(n);return e.radius=function(r){return arguments.length?t(n=r*Mn):n*wn},e.scale(173).clipAngle(148)}function d(n){function r(n,r){var a=rn(r),c=rn(n/=2);return[(1+a)*cn(n),(o*r>-nn(c,i)-.001?0:10*-o)+u+cn(r)*e-(1+a)*t*c]}var t=cn(n),e=rn(n),o=n>=0?1:-1,i=fn(o*n),u=(1+t-e)/2;return r.invert=function(n,r){var a=0,c=0,f=50;do{var l=rn(a),v=cn(a),g=rn(c),s=cn(c),d=1+g,p=d*v-n,h=u+s*e-d*t*l-r,w=d*l/2,M=-v*s,R=t*d*v/2,y=e*g+t*l*s,P=M*R-y*w,j=(h*M-p*y)/P/2,A=(p*R-h*w)/P;a-=j,c-=A}while((Z(j)>ln||Z(A)>ln)&&--f>0);return o*c>-nn(rn(a),i)-.001?[2*a,c]:null},r}function p(){var n=20*Mn,t=n>=0?1:-1,e=fn(t*n),o=r.geoProjectionMutator(d),i=o(n),u=i.stream;return i.parallel=function(r){return arguments.length?(e=fn((t=(n=r*Mn)>=0?1:-1)*n),o(n)):n*wn},i.stream=function(r){var o=i.rotate(),a=u(r),c=(i.rotate([0,0]),u(r));return i.rotate(o),a.sphere=function(){c.polygonStart(),c.lineStart();for(var r=t*-180;t*r<180;r+=90*t)c.point(r,90*t);for(;t*(r-=n)>=-180;)c.point(r,t*-nn(rn(r*Mn/2),e)*wn);c.lineEnd(),c.polygonEnd()},a},i.scale(210).translate([480,353])}function h(n,r){var t=fn(r/2),e=i(1-t*t),o=1+e*rn(n/=2),u=cn(n)*e/o,a=t/o,c=u*u,f=a*a;return[4/3*u*(3+c-3*f),4/3*a*(3+3*c-f)]}function w(){return r.geoProjection(h).scale(63)}function M(n,r){var t=Z(r);return t<dn?[n,on(fn(dn+r/2))]:[n*rn(t)*(2*pn-1/cn(t)),an(r)*(2*pn*(t-dn)-on(fn(t/2)))]}function R(){return r.geoProjection(M).scale(110)}function y(n){function t(n,t){var o=r.geoAzimuthalEquidistantRaw(n,t);if(Z(n)>sn){var a=nn(o[1],o[0]),c=i(o[0]*o[0]+o[1]*o[1]),f=u*un((a-sn)/u)+sn,l=nn(cn(a-=f),2-rn(a));a=f+e(gn/c*cn(l))-l,o[0]=c*rn(a),o[1]=c*cn(a)}return o}var u=2*gn/n;return t.invert=function(n,t){var e=i(n*n+t*t);if(e>sn){var a=nn(t,n),c=u*un((a-sn)/u)+sn,f=a>c?-1:1,l=e*rn(c-a),v=1/fn(f*o((l-gn)/i(gn*(gn-2*l)+e*e)));a=c+2*$((v+f*i(v*v-3))/3),n=e*rn(a),t=e*cn(a)}return r.geoAzimuthalEquidistantRaw.invert(n,t)},t}function P(){var n=5,t=r.geoProjectionMutator(y),o=t(n),i=o.stream,u=.01,a=-rn(u*Mn),c=cn(u*Mn);return o.lobes=function(r){return arguments.length?t(n=+r):n},o.stream=function(r){var t=o.rotate(),f=i(r),l=(o.rotate([0,0]),i(r));return o.rotate(t),f.sphere=function(){l.polygonStart(),l.lineStart();for(var r=0,t=360/n,o=2*gn/n,i=90-180/n,f=sn;r<n;++r,i-=t,f-=o)l.point(nn(c*rn(f),a)*wn,e(c*cn(f))*wn),i<-90?(l.point(-90,-180-i-u),l.point(-90,-180-i+u)):(l.point(90,i+u),l.point(90,i-u));l.lineEnd(),l.polygonEnd()},f},o.scale(85).clipAngle(179.999).translate([480,275])}function j(n,r){var t,e=n*cn(r),o=30;do r-=t=(r+cn(r)-e)/(1+rn(r));while(Z(t)>ln&&--o>0);return r/2}function A(n,r,t){function o(e,o){return[n*e*rn(o=j(t,o)),r*cn(o)]}return o.invert=function(o,i){return i=e(i/r),[o/(n*rn(i)),e((2*i+cn(2*i))/t)]},o}function m(){return r.geoProjection(Pn).scale(165)}function C(n,r){var t=j(gn,r);return[jn*n/(1/rn(r)+An/rn(t)),(r+pn*cn(t))/jn]}function B(){return r.geoProjection(C)}function E(n){var t=0,e=r.geoProjectionMutator(n),o=e(t);return o.parallel=function(n){return arguments.length?e(t=n*Mn):t*wn},o}function S(n,r){return[n*rn(r),r]}function b(){return r.geoProjection(S)}function q(n){function r(r,e){var o=t+n-e,i=o?r*rn(e)/o:o;return[o*cn(i),t-o*rn(i)]}if(!n)return S;var t=1/fn(n);return r.invert=function(r,e){var o=i(r*r+(e=t-e)*e),u=t+n-o;return[o/rn(u)*nn(r,e),u]},r}function k(){return E(q).scale(120).translate([450,305]).parallel(45)}function x(n){function r(r,t){var e=sn-t,o=e?r*n*cn(e)/e:e;return[e*cn(o)/n,sn-e*rn(o)]}return r.invert=function(r,t){var e=r*n,o=sn-t,u=i(e*e+o*o),a=nn(e,o);return[(u?u/cn(u):1)*a/n,sn-u]},r}function z(){var n=.5,t=r.geoProjectionMutator(x),e=t(n);return e.fraction=function(r){return arguments.length?t(n=+r):n},e}function W(){return r.geoProjection(mn)}function _(n,r,t,u,a,c){var f,l=rn(c);if(Z(n)>1||Z(c)>1)f=o(t*a+r*u*l);else{var v=cn(n/2),g=cn(c/2);f=2*e(i(v*v+r*u*g*g))}return Z(f)>ln?[f,nn(u*cn(c),r*a-t*u*l)]:[0,0]}function I(n,r,t){return o((n*n+r*r-t*t)/(2*n*r))}function O(n){return n-2*gn*en((n+gn)/(2*gn))}function D(n,r,t,e,o,i){function u(n,r){var t,e=cn(r),o=rn(r),i=new Array(3);for(t=0;t<3;++t){var u=c[t];if(i[t]=_(r-u[1],u[3],u[2],o,e,n-u[0]),!i[t][0])return u.point;i[t][1]=O(i[t][1]-u.v[1])}var a=d.slice();for(t=0;t<3;++t){var f=2==t?0:t+1,l=I(c[t].v[0],i[t][0],i[f][0]);i[t][1]<0&&(l=-l),t?1==t?(l=g-l,a[0]-=i[t][0]*rn(l),a[1]-=i[t][0]*cn(l)):(l=s-l,a[0]+=i[t][0]*rn(l),a[1]+=i[t][0]*cn(l)):(a[0]+=i[t][0]*rn(l),a[1]-=i[t][0]*cn(l))}return a[0]/=3,a[1]/=3,a}for(var a,c=[[n,r,cn(r),rn(r)],[t,e,cn(e),rn(e)],[o,i,cn(i),rn(i)]],f=c[2],l=0;l<3;++l,f=a)a=c[l],f.v=_(a[1]-f[1],f[3],f[2],a[3],a[2],a[0]-f[0]),f.point=[0,0];var v=I(c[0].v[0],c[2].v[0],c[1].v[0]),g=I(c[0].v[0],c[1].v[0],c[2].v[0]),s=gn-v;c[2].point[1]=0,c[0].point[0]=-(c[1].point[0]=c[0].v[0]/2);var d=[c[2].point[0]=c[0].point[0]+c[2].v[0]*rn(v),2*(c[0].point[1]=c[1].point[1]=c[2].v[0]*cn(v))];return u}function F(){var n,t,e,o,i,u,a=r.geoProjectionMutator(D),c=a(),f=r.geoRotation(0,0),l=c.rotate,v=c.center;return delete c.rotate,delete c.center,c.points=function(c){if(!arguments.length)return[[n,t],[e,o],[i,u]];var g=[n=+c[0][0],t=+c[0][1]],s=[e=+c[1][0],o=+c[1][1]],d=[i=+c[2][0],u=+c[2][1]],p=r.geoCentroid({type:\"MultiPoint\",coordinates:[g,s,d]}),h=f.invert(v());return l(f=[-p[0],-p[1]]),f=r.geoRotation(f),g=f(g),s=f(s),d=f(d),v(f(h)),a(g[0]*Mn,g[1]*Mn,s[0]*Mn,s[1]*Mn,d[0]*Mn,d[1]*Mn)},c.center=function(n){return arguments.length?v(f(n)):f.invert(v())},c.points([[0,22],[45,22],[22.5,-22]]).center([22.5,0]).scale(450).clipAngle(90)}function G(n,r){var t=i(1-cn(r));return[2/hn*n*t,hn*(1-t)]}function H(){return r.geoProjection(G).scale(92)}function J(n){function r(n,r){return[n,(n?n/cn(n):1)*(cn(r)*rn(n)-t*rn(r))]}var t=fn(n);return r.invert=t?function(n,r){n&&(r*=cn(n)/n);var e=rn(n);return[n,2*nn(i(e*e+t*t-r*r)-e,t-r)]}:function(n,r){return[n,e(n?r*fn(n)/n:r)]},r}function K(){return E(J).scale(240).clipAngle(90)}function L(n,r){return[Cn*n*(2*rn(2*r/3)-1)/hn,Cn*hn*cn(r/3)]}function N(){return r.geoProjection(L)}function Q(n){function r(n,r){return[n*t,cn(r)/t]}var t=rn(n);return r.invert=function(n,r){return[n/t,e(r*t)]},r}function T(){return E(Q).parallel(38.58).scale(196)}function U(n){function r(n,r){return[n*t,(1+t)*fn(r/2)]}var t=rn(n);return r.invert=function(n,r){return[n/t,2*$(r/(1+t))]},r}function V(){return E(U).scale(120)}function X(n,r){var t=l(n,r);return[(t[0]+n/sn)/2,(t[1]+r)/2]}function Y(){return r.geoProjection(Bn).scale(150)}var Z=Math.abs,$=Math.atan,nn=Math.atan2,rn=Math.cos,tn=Math.exp,en=Math.floor,on=Math.log,un=Math.round,an=Math.sign||function(n){return n>0?1:n<0?-1:0},cn=Math.sin,fn=Math.tan,ln=1e-6,vn=1e-12,gn=Math.PI,sn=gn/2,dn=gn/4,pn=i(2),hn=i(gn),wn=180/gn,Mn=gn/180;l.invert=function(n,r){if(!(n*n+4*r*r>gn*gn+ln)){var t=n,e=r,u=25;do{var a,c=cn(t),f=cn(t/2),l=rn(t/2),v=cn(e),g=rn(e),s=cn(2*e),d=v*v,p=g*g,h=f*f,w=1-p*l*l,M=w?o(g*l)*i(a=1/w):a=0,R=2*M*g*f-n,y=M*v-r,P=a*(p*h+M*g*l*d),j=a*(.5*c*s-2*M*v*f),A=.25*a*(s*f-M*v*p*c),m=a*(d*l+M*h*g),C=j*A-m*P;if(!C)break;var B=(y*j-R*m)/C,E=(R*A-y*P)/C;t-=B,e-=E}while((Z(B)>ln||Z(E)>ln)&&--u>0);return[t,e]}},h.invert=function(n,r){if(n*=3/8,r*=3/8,!n&&Z(r)>1)return null;var t=n*n,o=r*r,l=1+t+o,v=i((l-i(l*l-4*r*r))/2),g=e(v)/3,s=v?f(Z(r/v))/3:c(Z(n))/3,d=rn(g),p=a(s),h=p*p-d*d;return[2*an(n)*nn(u(s)*d,.25-h),2*an(r)*nn(p*cn(g),.25+h)]};var Rn=i(8),yn=on(1+pn);M.invert=function(n,r){if((e=Z(r))<yn)return[n,2*$(tn(r))-sn];var t,e,o=dn,i=25;do{var u=rn(o/2),a=fn(o/2);o-=t=(Rn*(o-dn)-on(a)-e)/(Rn-u*u/(2*a))}while(Z(t)>vn&&--i>0);return[n/(rn(o)*(Rn-1/cn(o))),an(r)*o]};var Pn=A(pn/sn,pn,gn),jn=2.00276,An=1.11072;C.invert=function(n,r){var t,e,o=jn*r,i=r<0?-dn:dn,u=25;do e=o-pn*cn(i),i-=t=(cn(2*i)+2*i-gn*cn(e))/(2*rn(2*i)+2+gn*rn(e)*pn*rn(i));while(Z(t)>ln&&--u>0);return e=o-pn*cn(i),[n*(1/rn(e)+An/rn(i))/jn,e]},S.invert=function(n,r){return[n/rn(r),r]};var mn=A(1,4/gn,gn);G.invert=function(n,r){var t=(t=r/hn-1)*t;return[t>0?n*i(gn/t)/2:0,e(1-t)]};var Cn=i(3);L.invert=function(n,r){var t=3*e(r/(Cn*hn));return[hn*n/(Cn*(2*rn(2*t/3)-1)),t]},X.invert=function(n,r){var t=n,e=r,u=25;do{var a,c=rn(e),f=cn(e),l=cn(2*e),v=f*f,g=c*c,s=cn(t),d=rn(t/2),p=cn(t/2),h=p*p,w=1-g*d*d,M=w?o(c*d)*i(a=1/w):a=0,R=.5*(2*M*c*p+t/sn)-n,y=.5*(M*f+e)-r,P=.5*a*(g*h+M*c*d*v)+.5/sn,j=a*(s*l/4-M*f*p),A=.125*a*(l*p-M*f*g*s),m=.5*a*(v*d+M*h*c)+.5,C=j*A-m*P,B=(y*j-R*m)/C,E=(R*A-y*P)/C;t-=B,e-=E}while((Z(B)>ln||Z(E)>ln)&&--u>0);return[t,e]};var Bn=X;n.geoAitoff=v,n.geoAitoffRaw=l,n.geoAiry=s,n.geoAiryRaw=g,n.geoArmadillo=p,n.geoArmadilloRaw=d,n.geoAugust=w,n.geoAugustRaw=h,n.geoBaker=R,n.geoBakerRaw=M,n.geoBerghaus=P,n.geoBerghausRaw=y,n.geoBoggs=B,n.geoBoggsRaw=C,n.geoBonne=k,n.geoBonneRaw=q,n.geoBottomley=z,n.geoBottomleyRaw=x,n.geoBromley=W,n.geoBromleyRaw=mn,n.geoChamberlin=F,n.geoChamberlinRaw=D,n.geoCollignon=H,n.geoCollignonRaw=G,n.geoCraig=K,n.geoCraigRaw=J,n.geoCraster=N,n.geoCrasterRaw=L,n.geoCylindricalEqualArea=T,n.geoCylindricalEqualAreaRaw=Q,n.geoCylindricalStereographic=V,n.geoCylindricalStereographicRaw=U,n.geoMollweide=m,n.geoMollweideRaw=Pn,n.geoSinusoidal=b,n.geoSinusoidalRaw=S,n.geoWinkel3=Y,n.geoWinkel3Raw=Bn,Object.defineProperty(n,\"__esModule\",{value:!0})});","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5234763/raw/33785bec6fec5f299e613bd375810bb29e8adf22/index.html","size":1454,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-width: 0.5px;\n  stroke-opacity: 0.5;\n}\n\n.land {\n  fill: #222;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: 0.5px;\n}\n\n</style>\n<svg width=\"960\" height=\"611\"></svg>\n<script src=\"//d3js.org/d3.v4.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script src=\"d3-geo-projection.min.js\"></script>\n<script>\n\nvar svg = d3.select(\"svg\"),\n    width = +svg.attr(\"width\"),\n    height = +svg.attr(\"height\");\n\nvar projection = d3.geoCylindricalStereographic()\n    .scale(153)\n    .translate([width / 2, height / 2])\n    .precision(0.1);\n\nvar path = d3.geoPath()\n    .projection(projection);\n\nvar graticule = d3.geoGraticule();\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nsvg.append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"class\", \"sphere\")\n    .attr(\"d\", path)\n    .attr(\"fill\", \"none\")\n    .attr(\"stroke\", \"black\");\n\nd3.json(\"/mbostock/raw/4090846/world-50m.json\", function(error, world) {\n  if (error) throw error;\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.feature(world, world.objects.land))\n      .attr(\"class\", \"land\")\n      .attr(\"d\", path);\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.mesh(world, world.objects.countries, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"boundary\")\n      .attr(\"d\", 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Xkoc0fRlXF796NrL8PI39kvPs7zdCkuOfezj+Km4lJGDhfV1Vdv/F+5PVu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g+s70jW79n1v0j6MO3Mtrq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\n/Ln8yBo4gAHGAAf1cBiAd61SoH1OL0djgKME2CI4JMaT0iMD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iwdYqMNO3MsUMwIs8VfMHDIh+vP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\nuHDRCDyzikL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