void BufferStoreIsoscelesTriangle(GG::GL2DVertexBuffer& buffer, const GG::Pt& ul, const GG::Pt& lr, ShapeOrientation orientation) {
double x1_, y1_, x2_, y2_, x3_, y3_;
FindIsoscelesTriangleVertices(ul, lr, orientation, x1_, y1_, x2_, y2_, x3_, y3_);
buffer.store(x1_, y1_);
buffer.store(x2_, y2_);
buffer.store(x3_, y3_);
}
/// Fills \a buffer with the ends points for the lines that connect
/// technologies in \a techs
void FillArcBuffer(GG::GL2DVertexBuffer& buffer, const std::set<std::string>& techs) {
for (std::set<std::string>::const_iterator it = techs.begin(); it != techs.end(); ++it) {
const std::vector<TechTreeLayout::Edge*> edges = m_layout.GetOutEdges(*it);
//prerequisite edge
for (std::vector<TechTreeLayout::Edge*>::const_iterator edge = edges.begin();
edge != edges.end(); edge++)
{
std::vector<std::pair<double, double> > points;
const std::string& from = (*edge)->GetTechFrom();
const std::string& to = (*edge)->GetTechTo();
// Do not show lines leading to techs
// we are not showing
if (techs.find(to) == techs.end()) {
continue;
}
// Remember what edges we are showing so
// we can eventually highlight them
m_edges_to_show[from].insert(to);
if (!GetTech(from) || !GetTech(to)) {
ErrorLogger() << "TechTreeArcs::FillArcBuffer missing arc endpoint tech " << from << "->" << to;
continue;
}
(*edge)->ReadPoints(points);
// To be able to draw all the lines in one call,
// we will draw the with GL_LINES, which means all
// vertices except the first and the last must occur twice
for (unsigned i = 0; i < points.size() - 1; ++i){
buffer.store(points[i].first, points[i].second);
buffer.store(points[i+1].first, points[i+1].second);
}
}
}
buffer.createServerBuffer();
}
void BufferStoreAngledCornerRectangleVertices(GG::GL2DVertexBuffer& buffer, const GG::Pt& ul, const GG::Pt& lr,
int angle_offset, bool upper_left_angled,
bool lower_right_angled, bool connect_bottom_line)
{
// these are listed in CCW order
if (connect_bottom_line)
buffer.store(Value(ul.x), Value(lr.y));
if (lower_right_angled) {
buffer.store(Value(lr.x) - angle_offset - 3,Value(lr.y)); // don't know why, but - 3 here and the next line seem to make things symmetric top-left and bottom-right
buffer.store(Value(lr.x), Value(lr.y) - angle_offset - 3);
} else {
buffer.store(Value(lr.x), Value(lr.y));
}
buffer.store(Value(lr.x), Value(ul.y));
if (upper_left_angled) {
buffer.store(Value(ul.x) + angle_offset, Value(ul.y));
buffer.store(Value(ul.x), Value(ul.y) + angle_offset);
} else {
buffer.store(Value(ul.x), Value(ul.y));
}
buffer.store(Value(ul.x), Value(lr.y));
}
void BufferStorePartlyRoundedRectVertices(GG::GL2DVertexBuffer& buffer, const GG::Pt& ul,
const GG::Pt& lr, int radius, bool ur_round,
bool ul_round, bool ll_round, bool lr_round)
{
const double PI = 3.141594;
buffer.store(lr.x, ul.y + radius);
if (ur_round)
BufferStoreCircleArcVertices(buffer, GG::Pt(lr.x - 2 * radius, ul.y),
GG::Pt(lr.x, ul.y + 2 * radius), 0.0, PI / 2.0, false);
else
buffer.store(lr.x, ul.y);
if (ul_round)
BufferStoreCircleArcVertices(buffer, ul, GG::Pt(ul.x + 2 * radius, ul.y + 2 * radius),
PI / 2.0, PI, false);
else
buffer.store(ul.x, ul.y);
if (ll_round)
BufferStoreCircleArcVertices(buffer, GG::Pt(ul.x, lr.y - 2 * radius),
GG::Pt(ul.x + 2 * radius, lr.y),
PI, 3.0 * PI / 2.0, false);
else
buffer.store(ul.x, lr.y);
if (lr_round)
BufferStoreCircleArcVertices(buffer, GG::Pt(lr.x - 2 * radius, lr.y - 2 * radius),
lr, 3.0 * PI / 2.0, 0.0, false);
else
buffer.store(lr.x, lr.y);
buffer.store(lr.x, ul.y + radius);
}
void DrawArrow(GG::Pt begin, GG::Pt end) {
double head_width = 5.0;
// A vector (math) of the arrow we wish to draw
GG::Pt direction = end - begin;
double length = sqrt(1.0*(Value(direction.x)*Value(direction.x) +
Value(direction.y)*Value(direction.y)));
if (length == 0) {
return;
}
// The point in the main line of the arrow,
// paraller to which the head ends
// \.
// \.
// --------h-->
// /.
// /.
// h is at the handle
GG::Pt handle;
// How much to move off the handle to get to
// the end point of one of the head lines
GG::X delta_x;
GG::Y delta_y;
if (direction.x != 0 && direction.y != 0) {
// In a skewed arrow we need
// a bit of geometry to figure out the head
double x = Value(direction.x);
double y = Value(direction.y);
double normalizer = head_width / sqrt(1 + x*x / (y*y));
delta_x = GG::X(normalizer);
delta_y = GG::Y(- x / y * normalizer);
handle = end - GG::Pt((head_width / length) * direction.x, (head_width / length) * direction.y);
} else if (direction.x == 0) {
// Vertical arrow
handle = end;
handle.y -= boost::math::sign(Value(direction.y))*GG::Y(head_width);
delta_x = GG::X(head_width);
delta_y = GG::Y0;
} else {
//horizontal arrow
handle = end;
handle.x -= boost::math::sign(Value(direction.x)) * GG::X(head_width);
delta_x = GG::X0;
delta_y = GG::Y(head_width);
}
GG::Pt left_head = handle;
GG::Pt right_head = handle;
left_head.x += delta_x;
left_head.y += delta_y;
// The other line is on the opposite side of the handle
right_head.x -= delta_x;
right_head.y -= delta_y;
GG::glColor(GG::CLR_WHITE);
glLineWidth(2);
glDisable(GL_TEXTURE_2D);
GG::GL2DVertexBuffer verts;
verts.reserve(6);
verts.store(Value(begin.x), Value(begin.y));
verts.store(Value(end.x), Value(end.y));
verts.store(Value(end.x), Value(end.y));
verts.store(Value(left_head.x), Value(left_head.y));
verts.store(Value(end.x), Value(end.y));
verts.store(Value(right_head.x),Value(right_head.y));
verts.activate();
glDrawArrays(GL_LINES, 0, verts.size());
glEnable(GL_TEXTURE_2D);
}
void BufferStoreCircleArcVertices(GG::GL2DVertexBuffer& buffer, const GG::Pt& ul, const GG::Pt& lr,
double theta1, double theta2, bool filled_shape, int num_slices, bool fan)
{
int wd = Value(lr.x - ul.x), ht = Value(lr.y - ul.y);
double center_x = Value(ul.x + wd / 2.0);
double center_y = Value(ul.y + ht / 2.0);
double r = std::min(wd / 2.0, ht / 2.0);
const double PI = 3.141594;
// correct theta* values to range [0, 2pi)
if (theta1 < 0)
theta1 += (int(-theta1 / (2 * PI)) + 1) * 2 * PI;
else if (theta1 >= 2 * PI)
theta1 -= int(theta1 / (2 * PI)) * 2 * PI;
if (theta2 < 0)
theta2 += (int(-theta2 / (2 * PI)) + 1) * 2 * PI;
else if (theta2 >= 2 * PI)
theta2 -= int(theta2 / (2 * PI)) * 2 * PI;
int SLICES = 50;
if (num_slices <= 0)
SLICES = std::min(std::max(12, 3 + std::max(wd, ht)), 50); // this is a good guess at how much to tesselate the circle coordinates (50 segments max)
else
SLICES = num_slices;
const double HORZ_THETA = (2 * PI) / SLICES;
static std::map<int, std::vector<double>> unit_circle_coords;
std::vector<double>& unit_vertices = unit_circle_coords[SLICES];
bool calc_vertices = unit_vertices.size() == 0;
if (calc_vertices) {
unit_vertices.resize(2 * (SLICES + 1), 0.0);
double theta = 0.0f;
for (int j = 0; j <= SLICES; theta += HORZ_THETA, ++j) { // calculate x,y values for each point on a unit circle divided into SLICES arcs
unit_vertices[j*2] = std::cos(-theta);
unit_vertices[j*2+1] = std::sin(-theta);
}
}
int first_slice_idx = int(theta1 / HORZ_THETA + 1);
int last_slice_idx = int(theta2 / HORZ_THETA - 1);
if (theta1 >= theta2)
last_slice_idx += SLICES;
if (fan) { // store a triangle fan vertex list, specifying each vertex just once
if (filled_shape) // specify the central vertex first, to act as the pivot vertex for the fan
buffer.store(static_cast<GLfloat>(center_x), static_cast<GLfloat>(center_y));
// if not filled_shape, assumes a previously-specified vertex in the buffer will act as the pivot for the fan
// point on circle at angle theta1
double theta1_x = std::cos(-theta1), theta1_y = std::sin(-theta1);
buffer.store(static_cast<GLfloat>(center_x + theta1_x * r), static_cast<GLfloat>(center_y + theta1_y * r));
// angles in between theta1 and theta2, if any
for (int i = first_slice_idx; i <= last_slice_idx + 1; ++i) {
int X = (i > SLICES ? (i - SLICES) : i) * 2, Y = X + 1;
buffer.store(static_cast<GLfloat>(center_x + unit_vertices[X] * r), static_cast<GLfloat>(center_y + unit_vertices[Y] * r));
}
// theta2
double theta2_x = std::cos(-theta2), theta2_y = std::sin(-theta2);
buffer.store(static_cast<GLfloat>(center_x + theta2_x * r), static_cast<GLfloat>(center_y + theta2_y * r));
} else { // (not a fan) store a list of complete lines / triangles
// if storing a filled_shape, the first point in each triangle should be the centre of the arc
std::pair<GLfloat, GLfloat> first_point = {static_cast<GLfloat>(center_x), static_cast<GLfloat>(center_y)};
// (not used for non-filled-shape)
// angles in between theta1 and theta2, if any
for (int i = first_slice_idx - 1; i <= last_slice_idx; ++i) {
if (filled_shape) {
buffer.store(first_point.first, first_point.second);
// list of triangles: need two more vertices on the arc per starting vertex
}
// else: list of lines, with two vertices each
int X = (i > SLICES ? (i - SLICES) : i) * 2;
int Y = X + 1;
buffer.store(static_cast<GLfloat>(center_x + unit_vertices[X] * r), static_cast<GLfloat>(center_y + unit_vertices[Y] * r));
int next_i = i + 1;
X = (next_i > SLICES ? (next_i - SLICES) : next_i) * 2;
Y = X + 1;
buffer.store(static_cast<GLfloat>(center_x + unit_vertices[X] * r), static_cast<GLfloat>(center_y + unit_vertices[Y] * r));
}
// theta2
if (filled_shape) {
buffer.store(first_point.first, first_point.second);
}
int i = last_slice_idx + 1;
int X = (i > SLICES ? (i - SLICES) : i) * 2;
int Y = X + 1;
buffer.store(static_cast<GLfloat>(center_x + unit_vertices[X] * r), static_cast<GLfloat>(center_y + unit_vertices[Y] * r));
double theta2_x = std::cos(-theta2), theta2_y = std::sin(-theta2);
buffer.store(static_cast<GLfloat>(center_x + theta2_x * r), static_cast<GLfloat>(center_y + theta2_y * r));
}
}
void BufferStoreRectangle(GG::GL2DVertexBuffer& buffer,
const GG::Rect& area,
const GG::Rect& border_thickness)
{
GG::X inner_x1(area.ul.x + border_thickness.ul.x);
GG::Y inner_y1(area.ul.y + border_thickness.ul.y);
GG::X inner_x2(area.lr.x - border_thickness.lr.x);
GG::Y inner_y2(area.lr.y - border_thickness.lr.y);
buffer.reserve(14);
buffer.store(inner_x2, inner_y1);
buffer.store(area.lr.x, area.ul.y);
buffer.store(inner_x1, inner_y1);
buffer.store(area.ul.x, area.ul.y);
buffer.store(inner_x1, inner_y2);
buffer.store(area.ul.x, area.lr.y);
buffer.store(inner_x2, inner_y2);
buffer.store(area.lr.x, area.lr.y);
buffer.store(inner_x2, inner_y1);
buffer.store(area.lr.x, area.ul.y);
buffer.store(inner_x2, inner_y1);
buffer.store(inner_x1, inner_y1);
buffer.store(inner_x1, inner_y2);
buffer.store(inner_x2, inner_y2);
}
