From 02baa6b46298e2d67bfd24d38ec93ea7c4118263 Mon Sep 17 00:00:00 2001 From: Hermet Park Date: Tue, 11 Mar 2025 23:55:33 +0900 Subject: [PATCH] examples: added LottieInteraction sample The Interaction sample demonstrates how to handle user input with ThorVG Lottie Expressions. --- examples/Example.h | 20 +- examples/LottieInteraction.cpp | 197 + examples/LottieTweening.cpp | 2 +- examples/meson.build | 2 +- .../resources/lottie/extensions/spin.json | 17287 ++++++++++++++++ 5 files changed, 17499 insertions(+), 9 deletions(-) create mode 100644 examples/LottieInteraction.cpp create mode 100644 examples/resources/lottie/extensions/spin.json diff --git a/examples/Example.h b/examples/Example.h index 8ed4a5f0..13a47831 100644 --- a/examples/Example.h +++ b/examples/Example.h @@ -68,7 +68,9 @@ struct Example virtual bool content(tvg::Canvas* canvas, uint32_t w, uint32_t h) = 0; virtual bool update(tvg::Canvas* canvas, uint32_t elapsed) { return false; } - virtual bool clicked(tvg::Canvas* canvas, int32_t x, int32_t y) { return false; } + virtual bool clickdown(tvg::Canvas* canvas, int32_t x, int32_t y) { return false; } + virtual bool clickup(tvg::Canvas* canvas, int32_t x, int32_t y) { return false; } + virtual bool motion(tvg::Canvas* canvas, int32_t x, int32_t y) { return false; } virtual void populate(const char* path) {} virtual ~Example() {} @@ -227,9 +229,15 @@ struct Window break; } case SDL_MOUSEBUTTONDOWN: { - if (example->clicked(canvas, event.button.x, event.button.y)) { - needDraw = true; - } + needDraw |= example->clickdown(canvas, event.button.x, event.button.y); + break; + } + case SDL_MOUSEBUTTONUP: { + needDraw |= example->clickup(canvas, event.button.x, event.button.y); + break; + } + case SDL_MOUSEMOTION: { + needDraw |= example->motion(canvas, event.button.x, event.button.y); break; } case SDL_WINDOWEVENT: { @@ -249,9 +257,7 @@ struct Window } if (tickCnt > 0) { - if (example->update(canvas, example->elapsed)) { - needDraw = true; - } + needDraw |= example->update(canvas, example->elapsed); } if (needDraw) { diff --git a/examples/LottieInteraction.cpp b/examples/LottieInteraction.cpp new file mode 100644 index 00000000..584a9e85 --- /dev/null +++ b/examples/LottieInteraction.cpp @@ -0,0 +1,197 @@ +/* + * Copyright (c) 2025 the ThorVG project. All rights reserved. + + * Permission is hereby granted, free of charge, to any person obtaining a copy + * of this software and associated documentation files (the "Software"), to deal + * in the Software without restriction, including without limitation the rights + * to use, copy, modify, merge, publish, distribute, sublicense, and/or sell + * copies of the Software, and to permit persons to whom the Software is + * furnished to do so, subject to the following conditions: + + * The above copyright notice and this permission notice shall be included in all + * copies or substantial portions of the Software. + + * THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR + * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, + * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE + * AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER + * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, + * OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE + * SOFTWARE. + */ + +#include +#include +#include "Example.h" + +/************************************************************************/ +/* ThorVG Drawing Contents */ +/************************************************************************/ + +struct UserExample : tvgexam::Example +{ + unique_ptr lottie; + + tvg::Point down, prv; + tvg::Point origin; + float rotation = 0.0f; + uint32_t time = 0; + bool pressed = false; + + + struct { + uint32_t duration = 2000; //5secs + float target = 0.0f; + uint32_t time = 0.0f; + bool on = false; + } effect; + + + float calculate(tvg::Point& prv, tvg::Point& cur) + { + //degree with dot product + auto degree = acos((prv.x * cur.x + prv.y * cur.y) / (sqrt(prv.x * prv.x + prv.y * prv.y) * sqrt(cur.x * cur.x + cur.y * cur.y))); + degree *= 30.f; //weight x30 + + //direction with cross product + auto dir = (prv.x * cur.y - (float)prv.y * (float)cur.x); + if (dir < 0) degree *= -1.0f; + + return degree; + } + + + bool clickdown(tvg::Canvas* canvas, int32_t x, int32_t y) override + { + down = {float(x), float(y)}; + prv = {float(x) - origin.x, float(y) - origin.y}; + time = elapsed; + pressed = true; + effect.on = false; + effect.target = rotation; + return false; + } + + bool clickup(tvg::Canvas* canvas, int32_t x, int32_t y) override + { + pressed = false; + + //flicking in 500ms + if (elapsed - time > 500) return false; + if (abs(down.x - x) < 10 && abs(down.y - y) < 10) return false; + + tvg::Point cur = {float(x) - origin.x, float(y) - origin.y}; + tvg::Point prv = {float(down.x) - origin.x, float(down.y) - origin.y}; + + effect.target = rotation + calculate(prv, cur) * 20.0f; //target to spinning effect + effect.time = elapsed; + effect.on = true; + + return false; + } + + bool motion(tvg::Canvas* canvas, int32_t x, int32_t y) override + { + //update cursor + tvgexam::verify(lottie->assign("FingerCursor", 3, "ct_xcoord", float(x))); + tvgexam::verify(lottie->assign("FingerCursor", 3, "ct_ycoord", float(y))); + + if (!pressed) return false; + + tvg::Point cur = {float(x) - origin.x, float(y) - origin.y}; + + rotation = fmodf(rotation + calculate(prv, cur), 360.0f); //current rotation + + tvgexam::verify(lottie->assign("SpinBoard", 10, "ct_val", rotation)); + + prv = cur; + + return true; + } + + bool content(tvg::Canvas* canvas, uint32_t w, uint32_t h) override + { + //LottieAnimation Controller + lottie = unique_ptr(tvg::LottieAnimation::gen()); + auto picture = lottie->picture(); + + //Background + { + auto shape = tvg::Shape::gen(); + shape->appendRect(0, 0, w, h); + shape->fill(0, 0, 0); + canvas->push(std::move(shape)); + } + + //Lottie Boundary + { + auto shape = tvg::Shape::gen(); + shape->appendRect(100, 100, w - 200, h - 200); + shape->fill(50, 50, 50); + canvas->push(std::move(shape)); + } + + if (!tvgexam::verify(picture->load(EXAMPLE_DIR"/lottie/extensions/spin.json"))) return false; + + //image scaling preserving its aspect ratio + float scale; + float shiftX = 0.0f, shiftY = 0.0f; + float w2, h2; + picture->size(&w2, &h2); + + if (w2 > h2) { + scale = w / w2 * 0.8f; + shiftX = w2 * 0.2f; + shiftY = (h - h2 * scale) * 0.5f; + } else { + scale = h / h2 * 0.8f; + shiftX = (w - w2 * scale) * 0.5f; + shiftY = h2 * 0.2f; + } + + picture->scale(scale); + picture->translate(shiftX, shiftY); + + canvas->push(picture); + + origin.x = float(w / 2); + origin.y = float(h / 2); + + return true; + } + + bool update(tvg::Canvas* canvas, uint32_t elapsed) override + { + if (!canvas) return false; + + //spinning effect + if (effect.on) { + auto elapsedTime = elapsed - effect.time; + auto progress = float(elapsedTime) / float(effect.duration); + if (progress >= 1.0f) { + progress = 1.0f; + effect.on = false; + } + rotation = fmodf(effect.target * sin(progress), 360.0f); + tvgexam::verify(lottie->assign("SpinBoard", 10, "ct_val", rotation)); + } + + auto progress = tvgexam::progress(elapsed, lottie->duration()); + + //Update animation frame only when it's changed + lottie->frame(lottie->totalFrame() * progress); + canvas->update(); + + return true; + } +}; + + +/************************************************************************/ +/* Entry Point */ +/************************************************************************/ + +int main(int argc, char **argv) +{ + return tvgexam::main(new UserExample, argc, argv, true, 1024, 1024, 0); +} \ No newline at end of file diff --git a/examples/LottieTweening.cpp b/examples/LottieTweening.cpp index 5d9883bb..c151ffcd 100644 --- a/examples/LottieTweening.cpp +++ b/examples/LottieTweening.cpp @@ -95,7 +95,7 @@ struct UserExample : tvgexam::Example cout << "tween to: " << states[stateIdx].name << endl; } - bool clicked(tvg::Canvas* canvas, int32_t x, int32_t y) override + bool clickdown(tvg::Canvas* canvas, int32_t x, int32_t y) override { auto intersect = [&](float x, float y, tvg::Point* obb) -> bool { //compute edge vectors diff --git a/examples/meson.build b/examples/meson.build index a6438015..d632725a 100644 --- a/examples/meson.build +++ b/examples/meson.build @@ -77,7 +77,7 @@ if lottie_loader endif if lottie_expressions - source_file += 'LottieExpressions.cpp' + source_file += ['LottieExpressions.cpp', 'LottieInteraction.cpp'] endif foreach current_file : source_file diff --git a/examples/resources/lottie/extensions/spin.json b/examples/resources/lottie/extensions/spin.json new file mode 100644 index 00000000..d593d3c5 --- /dev/null +++ b/examples/resources/lottie/extensions/spin.json @@ -0,0 +1,17287 @@ +{ + "v": "4.8.0", + "meta": { + "g": "LottieFiles AE 3.0.2", + "a": "", + "k": "", + "d": "", + "tc": "" + }, + "fr": 60, + "ip": 510, + "op": 810, + "w": 600, + "h": 600, + "nm": "yeniCark", + "ddd": 0, + "assets": [ + { + "id": "image_0", + "w": 100, + "h": 100, + "u": "", + "p": 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