static SkScalar find_first_interval(const SkScalar intervals[], SkScalar phase,
int32_t* index, int count) { for (int i = 0; i < count; ++i) {
SkScalar gap = intervals[i]; if (phase > gap || (phase == gap && gap)) {
phase -= gap;
} else {
*index = i; return gap - phase;
}
} // If we get here, phase "appears" to be larger than our length. This // shouldn't happen with perfect precision, but we can accumulate errors // during the initial length computation (rounding can make our sum be too // big or too small. In that event, we just have to eat the error here.
*index = 0; return intervals[0];
}
void SkDashPath::CalcDashParameters(SkScalar phase, const SkScalar intervals[], int32_t count,
SkScalar* initialDashLength, int32_t* initialDashIndex,
SkScalar* intervalLength, SkScalar* adjustedPhase) {
SkScalar len = 0; for (int i = 0; i < count; i++) {
len += intervals[i];
}
*intervalLength = len; // Adjust phase to be between 0 and len, "flipping" phase if negative. // e.g., if len is 100, then phase of -20 (or -120) is equivalent to 80 if (adjustedPhase) { if (phase < 0) {
phase = -phase; if (phase > len) {
phase = SkScalarMod(phase, len);
}
phase = len - phase;
// Due to finite precision, it's possible that phase == len, // even after the subtract (if len >>> phase), so fix that here. // This fixes http://crbug.com/124652 .
SkASSERT(phase <= len); if (phase == len) {
phase = 0;
}
} elseif (phase >= len) {
phase = SkScalarMod(phase, len);
}
*adjustedPhase = phase;
}
SkASSERT(phase >= 0 && phase < len);
// If line is zero-length, bump out the end by a tiny amount // to draw endcaps. The bump factor is sized so that // SkPoint::Distance() computes a non-zero length. // Offsets SK_ScalarNearlyZero or smaller create empty paths when Iter measures length. // Large values are scaled by SK_ScalarNearlyZero so significant bits change. staticvoid adjust_zero_length_line(SkPoint pts[2]) {
SkASSERT(pts[0] == pts[1]);
pts[1].fX += std::max(1.001f, pts[1].fX) * SK_ScalarNearlyZero;
}
// only horizontal or vertical lines if (dxy.fX && dxy.fY) { returnfalse;
} int xyOffset = SkToBool(dxy.fY); // 0 to adjust horizontal, 1 to adjust vertical
// Now we actually perform the chop, removing the excess to the left/top and // right/bottom of the bounds (keeping our new line "in phase" with the dash, // hence the (mod intervalLength).
if (minXY < leftTop) {
minXY = leftTop - SkScalarMod(leftTop - minXY, intervalLength); if (!swapped) {
minXY -= priorPhase; // for rectangles, adjust by prior phase
}
} if (maxXY > rightBottom) {
maxXY = rightBottom + SkScalarMod(maxXY - rightBottom, intervalLength); if (swapped) {
maxXY += priorPhase; // for rectangles, adjust by prior phase
}
}
SkASSERT(maxXY >= minXY); if (swapped) { using std::swap;
swap(minXY, maxXY);
}
(&pts[0].fX)[xyOffset] = minXY;
(&pts[1].fX)[xyOffset] = maxXY;
if (minXY == maxXY) {
adjust_zero_length_line(pts);
} returntrue;
}
// Handles only lines and rects. // If cull_path() returns true, dstPath is the new smaller path, // otherwise dstPath may have been changed but you should ignore it. staticbool cull_path(const SkPath& srcPath, const SkStrokeRec& rec, const SkRect* cullRect, SkScalar intervalLength, SkPath* dstPath) { if (!cullRect) {
SkPoint pts[2]; if (srcPath.isLine(pts) && pts[0] == pts[1]) {
adjust_zero_length_line(pts);
dstPath->moveTo(pts[0]);
dstPath->lineTo(pts[1]); returntrue;
} returnfalse;
}
{
SkPoint pts[2]; if (srcPath.isLine(pts)) { if (clip_line(pts, bounds, intervalLength, 0)) {
dstPath->moveTo(pts[0]);
dstPath->lineTo(pts[1]); returntrue;
} returnfalse;
}
}
if (srcPath.isRect(nullptr)) { // We'll break the rect into four lines, culling each separately.
SkPath::Iter iter(srcPath, false);
SkPoint pts[4]; // Rects are all moveTo and lineTo, so we'll only use pts[0] and pts[1].
SkAssertResult(SkPath::kMove_Verb == iter.next(pts));
double accum = 0; // Sum of unculled edge lengths to keep the phase correct. // Intentionally a double to minimize the risk of overflow and drift. while (iter.next(pts) == SkPath::kLine_Verb) { // Notice this vector v and accum work with the original unclipped length.
SkVector v = pts[1] - pts[0];
if (clip_line(pts, bounds, intervalLength, std::fmod(accum, intervalLength))) { // pts[0] may have just been changed by clip_line(). // If that's not where we ended the previous lineTo(), we need to moveTo() there.
SkPoint last; if (!dstPath->getLastPt(&last) || last != pts[0]) {
dstPath->moveTo(pts[0]);
}
dstPath->lineTo(pts[1]);
}
// We either just traveled v.fX horizontally or v.fY vertically.
SkASSERT(v.fX == 0 || v.fY == 0);
accum += SkScalarAbs(v.fX + v.fY);
} return !dstPath->isEmpty();
}
returnfalse;
}
class SpecialLineRec { public: bool init(const SkPath& src, SkPath* dst, SkStrokeRec* rec, int intervalCount, SkScalar intervalLength) { if (rec->isHairlineStyle() || !src.isLine(fPts)) { returnfalse;
}
// can relax this in the future, if we handle square and round caps if (SkPaint::kButt_Cap != rec->getCap()) { returnfalse;
}
// now estimate how many quads will be added to the path // resulting segments = pathLen * intervalCount / intervalLen // resulting points = 4 * segments
SkScalar ptCount = pathLength * intervalCount / (float)intervalLength;
ptCount = std::min(ptCount, SkDashPath::kMaxDashCount); if (SkIsNaN(ptCount)) { returnfalse;
} int n = SkScalarCeilToInt(ptCount) << 2;
dst->incReserve(n);
// we will take care of the stroking
rec->setFillStyle(); returntrue;
}
void addSegment(SkScalar d0, SkScalar d1, SkPath* path) const {
SkASSERT(d0 <= fPathLength); // clamp the segment to our length if (d1 > fPathLength) {
d1 = fPathLength;
}
bool SkDashPath::InternalFilter(SkPath* dst, const SkPath& src, SkStrokeRec* rec, const SkRect* cullRect, const SkScalar aIntervals[],
int32_t count, SkScalar initialDashLength, int32_t initialDashIndex,
SkScalar intervalLength, SkScalar startPhase,
StrokeRecApplication strokeRecApplication) { // we must always have an even number of intervals
SkASSERT(is_even(count));
// we do nothing if the src wants to be filled
SkStrokeRec::Style style = rec->getStyle(); if (SkStrokeRec::kFill_Style == style || SkStrokeRec::kStrokeAndFill_Style == style) { returnfalse;
}
SkPath cullPathStorage; const SkPath* srcPtr = &src; if (cull_path(src, *rec, cullRect, intervalLength, &cullPathStorage)) { // if rect is closed, starts in a dash, and ends in a dash, add the initial join // potentially a better fix is described here: bug.skia.org/7445 if (src.isRect(nullptr) && src.isLastContourClosed() && is_even(initialDashIndex)) {
SkScalar pathLength = SkPathMeasure(src, false, rec->getResScale()).getLength();
SkScalar endPhase = SkScalarMod(pathLength + startPhase, intervalLength); int index = 0; while (endPhase > intervals[index]) {
endPhase -= intervals[index++];
SkASSERT(index <= count); if (index == count) { // We have run out of intervals. endPhase "should" never get to this point, // but it could if the subtracts underflowed. Hence we will pin it as if it // perfectly ran through the intervals. // See crbug.com/875494 (and skbug.com/8274)
endPhase = 0; break;
}
} // if dash ends inside "on", or ends at beginning of "off" if (is_even(index) == (endPhase > 0)) {
SkPoint midPoint = src.getPoint(0); // get vector at end of rect int last = src.countPoints() - 1; while (midPoint == src.getPoint(last)) {
--last;
SkASSERT(last >= 0);
} // get vector at start of rect int next = 1; while (midPoint == src.getPoint(next)) {
++next;
SkASSERT(next < last);
}
SkVector v = midPoint - src.getPoint(last); const SkScalar kTinyOffset = SK_ScalarNearlyZero; // scale vector to make start of tiny right angle
v *= kTinyOffset;
cullPathStorage.moveTo(midPoint - v);
cullPathStorage.lineTo(midPoint);
v = midPoint - src.getPoint(next); // scale vector to make end of tiny right angle
v *= kTinyOffset;
cullPathStorage.lineTo(midPoint - v);
}
}
srcPtr = &cullPathStorage;
}
do { bool skipFirstSegment = meas.isClosed(); bool addedSegment = false;
SkScalar length = meas.getLength(); int index = initialDashIndex;
// Since the path length / dash length ratio may be arbitrarily large, we can exert // significant memory pressure while attempting to build the filtered path. To avoid this, // we simply give up dashing beyond a certain threshold. // // The original bug report (http://crbug.com/165432) is based on a path yielding more than // 90 million dash segments and crashing the memory allocator. A limit of 1 million // segments seems reasonable: at 2 verbs per segment * 9 bytes per verb, this caps the // maximum dash memory overhead at roughly 17MB per path.
dashCount += length * (count >> 1) / intervalLength; if (dashCount > kMaxDashCount) {
dst->reset(); returnfalse;
}
// Using double precision to avoid looping indefinitely due to single precision rounding // (for extreme path_length/dash_length ratios). See test_infinite_dash() unittest. double distance = 0; double dlen = initialDashLength;
while (distance < length) {
SkASSERT(dlen >= 0);
addedSegment = false; if (is_even(index) && !skipFirstSegment) {
addedSegment = true;
++segCount;
// clear this so we only respect it the first time around
skipFirstSegment = false;
// wrap around our intervals array if necessary
index += 1;
SkASSERT(index <= count); if (index == count) {
index = 0;
}
// fetch our next dlen
dlen = intervals[index];
}
// extend if we ended on a segment and we need to join up with the (skipped) initial segment if (meas.isClosed() && is_even(initialDashIndex) &&
initialDashLength >= 0) {
meas.getSegment(0, initialDashLength, dst, !addedSegment);
++segCount;
}
} while (meas.nextContour());
// TODO: do we still need this? if (segCount > 1) {
SkPathPriv::SetConvexity(*dst, SkPathConvexity::kConcave);
}
bool SkDashPath::ValidDashPath(SkScalar phase, const SkScalar intervals[], int32_t count) { if (count < 2 || !SkIsAlign2(count)) { returnfalse;
}
SkScalar length = 0; for (int i = 0; i < count; i++) { if (intervals[i] < 0) { returnfalse;
}
length += intervals[i];
} // watch out for values that might make us go out of bounds return length > 0 && SkIsFinite(phase, length);
}
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