181 lines
		
	
	
	
		
			3.9 KiB
		
	
	
	
		
			C++
		
	
	
	
	
	
			
		
		
	
	
			181 lines
		
	
	
	
		
			3.9 KiB
		
	
	
	
		
			C++
		
	
	
	
	
	
// This file is part of Desktop App Toolkit,
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// a set of libraries for developing nice desktop applications.
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//
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// For license and copyright information please follow this link:
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// https://github.com/desktop-app/legal/blob/master/LEGAL
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//
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#include "ui/effects/animation_value.h"
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#include "ui/painter.h"
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#include <QtCore/QtMath> // M_PI
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namespace anim {
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namespace {
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rpl::variable<bool> AnimationsDisabled = false;
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int SlowMultiplierMinusOne/* = 0*/;
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} // namespace
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transition linear = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	const auto result = delta * dt;
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition sineInOut = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	const auto result = -(delta / 2) * (cos(M_PI * dt) - 1);
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition halfSine = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	const auto result = delta * sin(M_PI * dt / 2);
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition easeOutBack = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	static constexpr auto s = 1.70158;
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	const auto t = dt - 1;
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	Assert(!std::isnan(t));
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	const auto result = delta * (t * t * ((s + 1) * t + s) + 1);
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition easeInCirc = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	const auto result = -delta * (sqrt(1 - dt * dt) - 1);
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition easeOutCirc = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	const auto t = dt - 1;
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	Assert(!std::isnan(t));
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	const auto result = delta * sqrt(1 - t * t);
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition easeInCubic = [](const float64 &delta, const float64 &dt) {
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	const auto result = delta * dt * dt * dt;
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition easeOutCubic = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	const auto t = dt - 1;
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	Assert(!std::isnan(t));
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	const auto result = delta * (t * t * t + 1);
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition easeInQuint = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	const auto t2 = dt * dt;
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	Assert(!std::isnan(t2));
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	const auto result = delta * t2 * t2 * dt;
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	Ensures(!std::isnan(result));
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	return result;
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};
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transition easeOutQuint = [](const float64 &delta, const float64 &dt) {
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	Expects(!std::isnan(delta));
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	Expects(!std::isnan(dt));
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	const auto t = dt - 1, t2 = t * t;
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	Assert(!std::isnan(t));
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	Assert(!std::isnan(t2));
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	const auto result = delta * (t2 * t2 * t + 1);
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	Ensures(!std::isnan(result));
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	return result;
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};
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rpl::producer<bool> Disables() {
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	return AnimationsDisabled.value();
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};
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bool Disabled() {
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	return AnimationsDisabled.current();
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}
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void SetDisabled(bool disabled) {
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	AnimationsDisabled = disabled;
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}
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int SlowMultiplier() {
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	return (SlowMultiplierMinusOne + 1);
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}
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void SetSlowMultiplier(int multiplier) {
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	Expects(multiplier > 0);
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	SlowMultiplierMinusOne = multiplier - 1;
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}
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void DrawStaticLoading(
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		QPainter &p,
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		QRectF rect,
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		float64 stroke,
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		QPen pen,
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		QBrush brush) {
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	PainterHighQualityEnabler hq(p);
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	p.setBrush(brush);
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	pen.setWidthF(stroke);
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	pen.setCapStyle(Qt::RoundCap);
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	pen.setJoinStyle(Qt::RoundJoin);
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	p.setPen(pen);
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	p.drawEllipse(rect);
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	const auto center = rect.center();
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	const auto first = QPointF(center.x(), rect.y() + 1.5 * stroke);
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	const auto delta = center.y() - first.y();
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	const auto second = QPointF(center.x() + delta * 2 / 3., center.y());
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	if (delta > 0) {
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		QPainterPath path;
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		path.moveTo(first);
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		path.lineTo(center);
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		path.lineTo(second);
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		p.drawPath(path);
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	}
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}
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} // anim
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