Handle the zoomed out case where the source extent is infinite. This
does raise the question of whether an Infinite extent intersects a finite extent. It appears not to, but maybe it should.
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@@ -247,12 +247,19 @@ class Triangulation {
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}
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if (!needsSubdivision && this.maxSourceExtent_) {
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if (!intersects(sourceQuadExtent, this.maxSourceExtent_)) {
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// whole quad outside source projection extent -> ignore
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return;
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if (isFinite(sourceQuadExtent[0]) &&
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isFinite(sourceQuadExtent[1]) &&
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isFinite(sourceQuadExtent[2]) &&
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isFinite(sourceQuadExtent[3])) {
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if (!intersects(sourceQuadExtent, this.maxSourceExtent_)) {
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// whole quad outside source projection extent -> ignore
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return;
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}
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}
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}
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let isNotFinite = 0;
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if (!needsSubdivision) {
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if (!isFinite(aSrc[0]) || !isFinite(aSrc[1]) ||
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!isFinite(bSrc[0]) || !isFinite(bSrc[1]) ||
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@@ -261,7 +268,16 @@ class Triangulation {
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if (maxSubdivision > 0) {
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needsSubdivision = true;
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} else {
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return;
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// It might be the case that only 1 of the points is infinite. In this case
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// we can draw a single triangle with the other three points
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isNotFinite =
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(((!isFinite(aSrc[0]) || !isFinite(aSrc[1])) | 0) << 3) +
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(((!isFinite(bSrc[0]) || !isFinite(bSrc[1])) | 0) << 2) +
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(((!isFinite(cSrc[0]) || !isFinite(cSrc[1])) | 0) << 1) +
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((!isFinite(dSrc[0]) || !isFinite(dSrc[1])) | 0);
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if (isNotFinite != 1 && isNotFinite != 2 && isNotFinite != 4 && isNotFinite != 8) {
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return;
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}
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}
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}
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}
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@@ -320,8 +336,22 @@ class Triangulation {
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this.wrapsXInSource_ = true;
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}
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this.addTriangle_(a, c, d, aSrc, cSrc, dSrc);
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this.addTriangle_(a, c, b, aSrc, cSrc, bSrc);
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// Exactly zero or one of *Src is not finite
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if ((isNotFinite & 0xb) == 0) {
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this.addTriangle_(a, c, d, aSrc, cSrc, dSrc);
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}
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if ((isNotFinite & 0xe) == 0) {
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this.addTriangle_(a, c, b, aSrc, cSrc, bSrc);
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}
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if (isNotFinite) {
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// Try the other two triangles
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if ((isNotFinite & 0xd) == 0) {
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this.addTriangle_(b, d, a, bSrc, dSrc, aSrc);
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}
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if ((isNotFinite & 0x7) == 0) {
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this.addTriangle_(b, d, c, bSrc, dSrc, cSrc);
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}
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}
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}
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/**
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