Fix polygon generation in BitMap
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2846ea1ffa
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@ -169,7 +169,15 @@ Dictionary BitMap::_get_data() const {
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return d;
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}
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Vector<Vector2> BitMap::_march_square(const Rect2i &p_rect, const Point2i &p_start) const {
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struct CrossStackEntry {
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Point2i cross;
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Vector<int> ranges;
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_FORCE_INLINE_ bool operator==(const CrossStackEntry &p_other) const { return cross == p_other.cross; }
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_FORCE_INLINE_ bool operator!=(const CrossStackEntry &p_other) const { return cross != p_other.cross; }
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};
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Vector<Vector<Vector2>> BitMap::_march_square(const Rect2i &p_rect, const Point2i &p_start) const {
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int stepx = 0;
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int stepy = 0;
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int prevx = 0;
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@ -179,9 +187,20 @@ Vector<Vector2> BitMap::_march_square(const Rect2i &p_rect, const Point2i &p_sta
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int curx = startx;
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int cury = starty;
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unsigned int count = 0;
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HashSet<Point2i> case9s;
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HashSet<Point2i> case6s;
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Vector<Vector2> _points;
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Vector<CrossStackEntry> cross_stack;
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int cross_stack_size = 0;
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// Add starting point to stack as the default entry.
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cross_stack.push_back({ Point2i(-1, -1), Vector<int>({ 0 }) });
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cross_stack_size++;
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Vector<Point2i> _points;
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Vector<Vector<Vector2>> ret;
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// Add starting entry at start of return.
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ret.resize(1);
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do {
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int sv = 0;
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{ // Square value
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@ -202,7 +221,7 @@ Vector<Vector2> BitMap::_march_square(const Rect2i &p_rect, const Point2i &p_sta
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sv += (p_rect.has_point(bl) && get_bitv(bl)) ? 4 : 0;
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Point2i br = Point2i(curx, cury);
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sv += (p_rect.has_point(br) && get_bitv(br)) ? 8 : 0;
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ERR_FAIL_COND_V(sv == 0 || sv == 15, Vector<Vector2>());
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ERR_FAIL_COND_V(sv == 0 || sv == 15, Vector<Vector<Vector2>>());
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}
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switch (sv) {
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@ -266,70 +285,139 @@ Vector<Vector2> BitMap::_march_square(const Rect2i &p_rect, const Point2i &p_sta
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stepy = 0;
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break;
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case 9:
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/*
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/* Going DOWN if coming from the LEFT, otherwise go UP.
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9
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+---+---+
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| 1 | |
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+---+---+
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| | 8 |
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+---+---+
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this should normally go UP, but if we already been here, we go down
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*/
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if (case9s.has(Point2i(curx, cury))) {
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//found, so we go down, and delete from case9s;
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if (prevx == 1) {
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stepx = 0;
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stepy = 1;
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case9s.erase(Point2i(curx, cury));
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} else {
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//not found, we go up, and add to case9s;
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stepx = 0;
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stepy = -1;
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case9s.insert(Point2i(curx, cury));
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}
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break;
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case 6:
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/*
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/* Going RIGHT if coming from BELOW, otherwise go LEFT.
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6
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+---+---+
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| | 2 |
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+---+---+
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| 4 | |
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+---+---+
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this normally go RIGHT, but if it's coming from RIGHT, it should go LEFT
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*/
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if (case6s.has(Point2i(curx, cury))) {
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//found, so we go left, and delete from case6s;
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stepx = -1;
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stepy = 0;
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case6s.erase(Point2i(curx, cury));
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} else {
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//not found, we go right, and add to case6s;
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if (prevy == -1) {
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stepx = 1;
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stepy = 0;
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case6s.insert(Point2i(curx, cury));
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} else {
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stepx = -1;
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stepy = 0;
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}
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break;
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default:
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ERR_PRINT("this shouldn't happen.");
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}
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// Handle crossing points.
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if (sv == 6 || sv == 9) {
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const int new_index = _points.size() - 1;
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// Add previous point to last stack entry.
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cross_stack.write[cross_stack_size - 1].ranges.push_back(new_index);
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// Create temporary entry to maybe insert, for searching.
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const CrossStackEntry new_entry = { _points[new_index], Vector<int>({ new_index }) };
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// Attempt to find matching entry.
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const int found = cross_stack.rfind(new_entry, cross_stack_size - 1);
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if (found != -1) {
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Vector<Vector2> tmp;
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// Iterate over entries between end of stack and found, adding ranges to result.
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for (int i = found; i < cross_stack_size; i++) {
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const Vector<int> &ranges = cross_stack[i].ranges;
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for (int j = 0; j < ranges.size() / 2; j++) {
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int first = ranges[2 * j];
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const int last = ranges[2 * j + 1];
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int new_pos = tmp.size();
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tmp.resize(tmp.size() + (last - first));
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Vector2 *tmp_ptrw = tmp.ptrw();
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for (; first < last; first++, new_pos++) {
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tmp_ptrw[new_pos].x = (float)(_points[first].x - p_rect.position.x);
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tmp_ptrw[new_pos].y = (float)(_points[first].y - p_rect.position.y);
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}
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}
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}
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ret.push_back(tmp);
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// Shrink stack.
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cross_stack_size = found;
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// Add previous point to last stack entry.
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cross_stack.write[cross_stack_size - 1].ranges.push_back(new_index);
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} else {
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cross_stack.resize(MAX(cross_stack_size + 1, cross_stack.size()));
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cross_stack.set(cross_stack_size, new_entry);
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cross_stack_size++;
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}
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}
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// Small optimization:
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// If the previous direction is same as the current direction,
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// then we should modify the last vector to current.
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curx += stepx;
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cury += stepy;
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if (stepx == prevx && stepy == prevy) {
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_points.write[_points.size() - 1].x = (float)(curx - p_rect.position.x);
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_points.write[_points.size() - 1].y = (float)(cury + p_rect.position.y);
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_points.write[_points.size() - 1].x = curx;
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_points.write[_points.size() - 1].y = cury;
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} else {
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_points.push_back(Vector2((float)(curx - p_rect.position.x), (float)(cury + p_rect.position.y)));
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_points.push_back(Point2i(curx, cury));
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}
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count++;
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prevx = stepx;
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prevy = stepy;
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ERR_FAIL_COND_V((int)count > width * height, _points);
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ERR_FAIL_COND_V((int)count > width * height, Vector<Vector<Vector2>>());
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} while (curx != startx || cury != starty);
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return _points;
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// Add last position to last stack entry.
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cross_stack.write[cross_stack_size - 1].ranges.push_back(_points.size());
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for (int i = 0; i < cross_stack_size; i++) {
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const Vector<int> &ranges = cross_stack[i].ranges;
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for (int j = 0; j < ranges.size() / 2; j++) {
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int first = ranges[2 * j];
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const int last = ranges[2 * j + 1];
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int new_pos = ret[0].size();
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ret.write[0].resize(ret[0].size() + (last - first));
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Vector2 *tmp_ptrw = ret.write[0].ptrw();
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for (; first < last; first++, new_pos++) {
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tmp_ptrw[new_pos].x = (float)(_points[first].x - p_rect.position.x);
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tmp_ptrw[new_pos].y = (float)(_points[first].y - p_rect.position.y);
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}
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}
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}
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return ret;
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}
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static float perpendicular_distance(const Vector2 &i, const Vector2 &start, const Vector2 &end) {
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@ -442,7 +530,7 @@ static void fill_bits(const BitMap *p_src, Ref<BitMap> &p_map, const Point2i &p_
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for (int j = next_j; j <= pos.y + 1; j++) {
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if (popped) {
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// The next loop over j must start normally.
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next_j = pos.y;
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next_j = pos.y - 1;
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popped = false;
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// Skip because an iteration was already executed with current counter values.
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continue;
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@ -486,13 +574,10 @@ static void fill_bits(const BitMap *p_src, Ref<BitMap> &p_map, const Point2i &p_
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}
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}
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} while (reenter || popped);
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print_verbose("BitMap: Max stack size: " + itos(stack.size()));
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}
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Vector<Vector<Vector2>> BitMap::clip_opaque_to_polygons(const Rect2i &p_rect, float p_epsilon) const {
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Rect2i r = Rect2i(0, 0, width, height).intersection(p_rect);
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print_verbose("BitMap: Rect: " + r);
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Point2i from;
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Ref<BitMap> fill;
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@ -505,17 +590,16 @@ Vector<Vector<Vector2>> BitMap::clip_opaque_to_polygons(const Rect2i &p_rect, fl
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if (!fill->get_bit(j, i) && get_bit(j, i)) {
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fill_bits(this, fill, Point2i(j, i), r);
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Vector<Vector2> polygon = _march_square(r, Point2i(j, i));
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print_verbose("BitMap: Pre reduce: " + itos(polygon.size()));
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polygon = reduce(polygon, r, p_epsilon);
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print_verbose("BitMap: Post reduce: " + itos(polygon.size()));
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for (Vector<Vector2> polygon : _march_square(r, Point2i(j, i))) {
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polygon = reduce(polygon, r, p_epsilon);
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if (polygon.size() < 3) {
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print_verbose("Invalid polygon, skipped");
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continue;
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if (polygon.size() < 3) {
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print_verbose("Invalid polygon, skipped");
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continue;
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}
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polygons.push_back(polygon);
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}
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polygons.push_back(polygon);
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}
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}
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}
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@ -46,7 +46,7 @@ class BitMap : public Resource {
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int width = 0;
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int height = 0;
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Vector<Vector2> _march_square(const Rect2i &p_rect, const Point2i &p_start) const;
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Vector<Vector<Vector2>> _march_square(const Rect2i &p_rect, const Point2i &p_start) const;
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TypedArray<PackedVector2Array> _opaque_to_polygons_bind(const Rect2i &p_rect, float p_epsilon) const;
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@ -434,6 +434,37 @@ TEST_CASE("[BitMap] Clip to polygon") {
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polygons = bit_map.clip_opaque_to_polygons(Rect2i(0, 0, 128, 128));
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CHECK_MESSAGE(polygons.size() == 1, "We should have exactly 1 polygon");
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CHECK_MESSAGE(polygons[0].size() == 6, "The polygon should have exactly 6 points");
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reset_bit_map(bit_map);
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bit_map.set_bit_rect(Rect2i(0, 0, 64, 64), true);
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bit_map.set_bit_rect(Rect2i(64, 64, 64, 64), true);
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bit_map.set_bit_rect(Rect2i(192, 128, 64, 64), true);
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bit_map.set_bit_rect(Rect2i(128, 192, 64, 64), true);
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polygons = bit_map.clip_opaque_to_polygons(Rect2i(0, 0, 256, 256));
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CHECK_MESSAGE(polygons.size() == 4, "We should have exactly 4 polygons");
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CHECK_MESSAGE(polygons[0].size() == 4, "The polygon should have exactly 4 points");
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CHECK_MESSAGE(polygons[1].size() == 4, "The polygon should have exactly 4 points");
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CHECK_MESSAGE(polygons[2].size() == 4, "The polygon should have exactly 4 points");
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CHECK_MESSAGE(polygons[3].size() == 4, "The polygon should have exactly 4 points");
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reset_bit_map(bit_map);
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bit_map.set_bit(0, 0, true);
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bit_map.set_bit(2, 0, true);
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bit_map.set_bit_rect(Rect2i(1, 1, 1, 2), true);
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polygons = bit_map.clip_opaque_to_polygons(Rect2i(0, 0, 3, 3));
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CHECK_MESSAGE(polygons.size() == 3, "We should have exactly 3 polygons");
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CHECK_MESSAGE(polygons[0].size() == 4, "The polygon should have exactly 4 points");
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CHECK_MESSAGE(polygons[1].size() == 4, "The polygon should have exactly 4 points");
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CHECK_MESSAGE(polygons[2].size() == 4, "The polygon should have exactly 4 points");
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reset_bit_map(bit_map);
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bit_map.set_bit_rect(Rect2i(0, 0, 2, 1), true);
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bit_map.set_bit_rect(Rect2i(0, 2, 3, 1), true);
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bit_map.set_bit(0, 1, true);
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bit_map.set_bit(2, 1, true);
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polygons = bit_map.clip_opaque_to_polygons(Rect2i(0, 0, 4, 4));
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CHECK_MESSAGE(polygons.size() == 1, "We should have exactly 1 polygon");
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CHECK_MESSAGE(polygons[0].size() == 6, "The polygon should have exactly 6 points");
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}
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} // namespace TestBitmap
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