From ff3c6842d863a0bec1020a06376fb963a66b8d98 Mon Sep 17 00:00:00 2001
From: weipengfei <2187978347@qq.com>
Date: Wed, 23 Aug 2023 10:14:17 +0800
Subject: [PATCH] =?UTF-8?q?=E6=96=B0=E5=A2=9E=E7=99=BB=E5=BD=95=E9=A1=B5?=
 =?UTF-8?q?=E5=8A=A8=E7=94=BB?=
MIME-Version: 1.0
Content-Type: text/plain; charset=UTF-8
Content-Transfer-Encoding: 8bit

---
 pages/oaLogin/oaLogin.vue                     |  21 ++-
 static/animation/bj2.json                     |   1 +
 uni_modules/hx-lottie/changelog.md            |   2 +
 .../components/hx-lottie/hx-lottie.vue        | 152 ++++++++++++++++++
 .../hx-lottie/lottie-miniprogram.min.js       |   9 ++
 .../components/hx-lottie/lottie-web.min.js    |   1 +
 .../hx-lottie/components/hx-lottie/uuid.js    |  23 +++
 uni_modules/hx-lottie/package.json            |  83 ++++++++++
 uni_modules/hx-lottie/readme.md               |  47 ++++++
 9 files changed, 335 insertions(+), 4 deletions(-)
 create mode 100644 static/animation/bj2.json
 create mode 100644 uni_modules/hx-lottie/changelog.md
 create mode 100644 uni_modules/hx-lottie/components/hx-lottie/hx-lottie.vue
 create mode 100644 uni_modules/hx-lottie/components/hx-lottie/lottie-miniprogram.min.js
 create mode 100644 uni_modules/hx-lottie/components/hx-lottie/lottie-web.min.js
 create mode 100644 uni_modules/hx-lottie/components/hx-lottie/uuid.js
 create mode 100644 uni_modules/hx-lottie/package.json
 create mode 100644 uni_modules/hx-lottie/readme.md

diff --git a/pages/oaLogin/oaLogin.vue b/pages/oaLogin/oaLogin.vue
index 0711cc4..596faab 100644
--- a/pages/oaLogin/oaLogin.vue
+++ b/pages/oaLogin/oaLogin.vue
@@ -1,8 +1,9 @@
 <template>
 	<view class="login">
 		<!-- <image class="bg-iamge" src="../../static/img/login/login_back_img.png"></image> -->
+    <hx-lottie :options="options" ref="lottie" style="width: 100vw;height: 100vh;transform: scale(1.1)"/>
 		<!-- #ifdef APP-PLUS||H5 -->
-		<view style="height: var(--status-bar-height)"></view>
+		<!-- <view style="height: var(--status-bar-height)"></view> -->
 		<!-- #endif -->
 		<view class="body">
 			<view class="title">欢迎进入里海供销平台！</view>
@@ -23,8 +24,6 @@
 						<view class="get-code" @click="getCode">{{ tips }}</view>
 					</view>
 					<view class="btn">
-						<!-- <view>新用户注册</view> -->
-						<!-- <view @click="forgetPWD">忘记密码?</view> -->
 					</view>
 				</view>
 				<button class="submit_btn" @click="login">登录</button>
@@ -42,6 +41,7 @@
 	import {
 		Toast
 	} from "../../libs/uniApi";
+  import bj from "@/static/animation/bj2.json"
 	// #ifdef APP-PLUS
 	var jpushModule = uni.requireNativePlugin("JG-JPush");
 
@@ -50,7 +50,12 @@
 	export default {
 		data() {
 			return {
-
+        options: {
+          data: '',
+          rendererSettings: {
+              preserveAspectRatio: 'xMidYMid meet', // 调整动画的对齐方式
+            },
+        },
 				tabList: [{
 						name: '账号登录'
 					},
@@ -70,6 +75,10 @@
 				seconds: 60,
 			};
 		},
+    onLoad() {
+      this.options.data = bj;
+      this.$refs.lottie.call('play');
+    },
 		methods: {
 			changeTabs(e) {
 				this.current = e.index;
@@ -192,6 +201,7 @@
 		width: 100vw;
 		height: 100vh;
 		position: relative;
+    overflow: hidden;
 		background-color: $theme-oa-color;
 		/* #ifdef H5 */
 		// background-image: url("../../static/img/login/login_back_img.png");
@@ -206,6 +216,9 @@
 		// }
 
 		.body {
+      position: absolute;
+      top: 200rpx;
+      left: 28rpx;
 			display: flex;
 			flex-direction: column;
 			align-items: center;
diff --git a/static/animation/bj2.json b/static/animation/bj2.json
new file mode 100644
index 0000000..68c6efb
--- /dev/null
+++ b/static/animation/bj2.json
@@ -0,0 +1 @@
+{"v":"4.8.0","meta":{"g":"LottieFiles AE 3.4.5","a":"","k":"","d":"","tc":""},"fr":25,"ip":0,"op":250,"w":1125,"h":2436,"nm":"bj 2","ddd":0,"assets":[{"id":"image_0","w":1126,"h":738,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_2","w":418,"h":1004,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_3","w":325,"h":956,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_4","w":232,"h":731,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_5","w":140,"h":476,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_6","w":47,"h":221,"u":"","p":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC8AAADdCAYAAAArfSu+AAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAEQUlEQVR4nO2dy1LjQAxFrxwI8P8fC+ThnsWMKY+x3U+1dKv6bEhCyjklriXZWYAQwhtImQBcQwgv1iIlTP9+vocQxNSkgEVeAHxYipQwrR5f2PI/bZ5fQwjb19yyJ/rBkv89+QnAe2+REo4i8hJCeO1qUsBZvt+85/9Mzn37jFV28tw+U2Lhdn1IzbTL9SFV3mX+c7qJu/UhtxW6Wh9KRNysDyXybtaH0gi4WB9q8mu+PtR8uHn7rK2c6frQ4s9utj60yqzJ+tBK3iT/LbtF9/Whdavruj5ofFC39UFDfgJwVTju7gdpcA0hXJSO/YNmPtXjoykvUI6PdmdQjU+PtqY2fXvIq3WfXgNFZXj1vJhofunYU/7SenXufRn31vLk7S3f9OS1uIB+bVV9C3kB0GTvt7p18dqidVred6nOvqV8dfWt7/hWDS5r+UtN9a3lgYrse5Avzr4HeaCw+l7ki6rvRR4Asr+scCWfu/N4khcAWfu+J3kg88T1Jj/l3CrxJg9knLgu5VNPXI/yQGL1h7wCU8rE9SoPJFTfs3x0YHmWj0bHszwQiY53+dPoeJc/jY53eeAkOgzyh9FhkD+MDoM8cFB9FvndHX/Id0D2rrBY5IGd3DPJU1eeWh7bfk8lj03u2eSpK/9f7tnkp/U9HTZ5YOXMKP8THUZ56spTy1PH5mfSUsrj71dAtPIXgFd+VN4UVvnRbcwIIQitPABqed7YAJiY5UdszGCWp44NtTx1bIa8GUPeiiFvxZC3YshbwSw/M8tTV37IW/FklqeuPK+8iIxWacEM8MoHgFd+VN6KJ8Arz1t5EaGt/Lw8YJQPywNG+efygFGeOja8lRcR2so/10+GfEeo5ef1Eyb5eX2yAlzyz+0LQ74TtPK/8g7wyD/2XmSR/xUZgEReRGgrvysODHl1aOUfIhKOfule/uyXQ16J08gAzuVjb/AqH0AsH40M4Ff+nvImj/Lzchc4hkf5pKoDQ74p95QTdcGb/C3nzZ7kn3vXqWd4kk/O+oIX+VlEaOWzsr7gQb6o6oAP+egCdoS1fEBhZAB7+ayhtMVSvqrqgK38d03VATv54g6zxkq+Ki4LFvLPFlUHbOS/Wx2ot/w99RIvhZ7y1a1xS0/5e+6+HqOX/CwizbK+0Ev+S+OgPeRvLU/SNdryzU/SNdryX7X7yxma8o+jryBboSUfoHSSrtGS/9SMy4KGvFp32dJaXmUYHdFSPgD4bHi8KC3lb613lxit5B8iojaMjmghP6NDW9yjhbzqFD2jVr5bW9yjRv7Zsy3uUSrfZfzHKJX/6t0W9yiRv2lvi6nkys9QvLjIJUc+oNO2mEqOfPfxHyNV3mT8x0iRNxv/MVLkzcZ/jJi86fiPcSZvPv5jHMm7GP8xjuRdjP8Ye/Juxn+Mrbyr8R9jLe9u/MdYy7sb/zEWeZfjP8YEx+M/Sum/bvfAH7/CK8vw+/BzAAAAAElFTkSuQmCC","e":1},{"id":"image_7","w":155,"h":139,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_8","w":220,"h":204,"u":"","p":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANwAAADMCAYAAAAYjM0aAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAF7ElEQVR4nO3dzW4bNxSA0StFsZ28/5t20SW7MNVOVEueH5IzHJ4DGO6miJD4w6VIanwJoJiU0iUirhHxIyIuk+/Xy+Xy123PFwe9Sild4zOkW/5+zV+XV/+f4OCFlNJ0Ul0nX6sIjuG9WgaW/rMExzDWLgNLEhynk8O6T6x7UD92fVGZ4OjSZBk4javKMrAkwXFoD8vAiD+nVncExyEceRlYkuBoKm+zd7UMLElwFDdZBj6eYXW5DCxJcKz2sAycnmXxhOD41ujLwJIER0Q8vW1hGVi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","e":1},{"id":"image_11","w":414,"h":399,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_12","w":479,"h":464,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_13","w":544,"h":529,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_14","w":609,"h":593,"u":"","p":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmEAAAJRCAYAAAANj2DmAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAUK0lEQVR4nO3d224cObJAUUouX3r+/1PPe5wHp9rl6iqpLskMkrEWYHRjHmympgFvMJjMtwYAQBcR8a219r79+tZae9v+/f9OmQsDAJhdRLy333H17eyfH//bTSIMAOAOZ7F1an92tL49+/uJMACAMxcjxPNfuxJhAEA5EXG+k3U+Stw9tm4RYQDAsvYeIe5JhAEA09tGiOeH4ruMEPckwgCAKYwwQtyTCAMAhnJjhPjllQ+zEWEAQIoZR4h7EmEAQDerjRD3JMIAgJddjBBbu/PW+MpEGABwty22Pna2zj/Xw4NEGADwl7MR4rUPT7MTEQYARRkh5hJhALC4ixHiULfGVybCAGARFx+eNkIcnAgDgImcjRAv79gyQpyMCAOAARkhrk+EAUCiixFiuVvjKxNhANCZW+O5RoQBwE5ufHjaCJGrRBgAPMgIkT2IMAC4wgiR3kQYAKXdGCG68oHuRBgAJWwjxPN7tYwQSSXCAFiGESIzEWEATMcIkRWIMACGdXFr/PnnemB6IgyAVGcjRB+ephQRBsAhLkaIrfnwNMWJMAB2ZYQI9xFhADzl4tZ4I0R4kAgD4KazEeLlHVtGiPAiEQbA5QjRh6fhACIMoBAjRBiHCANYzI1b440QYTAiDGBSN26NN0KESYgwgMFdjBB9eBoWIcIABuDD01CPCAM4kBEi8EGEAXSwjRDPD8UbIQJ/EWEATzJCBF4hwgC+cGOE6MoH4CUiDGBz5cPTRohANyIMKOVshOjWeCCVCAOWdDFCbM2t8cBgRBgwtSsjxI8D8gBDE2HA8IwQgRWJMGAYZyNEH54GlifCgMNdjBDdGg+UJMKAbi4+PG2ECHBGhAEvMUIEeI4IA+7iw9MA+xJhwF8uRohujQfoRIRBQT48DZBPhMHCjBABxiXCYAHbCPH8ULwRIsDgRBhMwggRYC0iDAZzY4ToygeAxYgwSGKECFCbCIOOjBABuEWEwQ4uRoituTUegC+IMHjAxYenzz/XAwAPEWFw4WyE6MPTAHQjwijLCBGATCKM5V2MEN0aD8AQRBjLuPjwtBEiAEMTYUxpC66P6Pr4JwBMQ4QxvO2g/LeLXwAwNRHGkLadrlMTXQAsSoQxhG2369T+hJc3FAFYmggjzfbW4nl4AUAZIoxDne14/WgO0wNQmAjjEBFxaq19b/6bA4DWmr8Q6WgbN37ffjnjBQBnRBi7i4iP8HLOCwBuEGHsYjvr9aP9/m/KWS8A+III4yXbyPEjvowcAeBOIoynnMXX9+y1AMCMRBgPEV8AsA8Rxl3EFwDsS4TxKfEFAH2IMK46e9vRHV8A0IEI4z+2e75+NvEFAN2IMP4VEd9aa7+ae74AoDsRxsfo8Wdz7gsADiPCits+rP2rGT0CwKFEWFHbW4+/mu87AkAKEVZQRPxov998tPsFAElEWCHb2a9/mt0vAEgnwopw9gsAxiLCFufNRwAYkwhb2Hb4/p/m3i8AGI4IW5Rb7wFgbCJsMcaPADAHEbYQ40cAmIcIW8QWYP9rxo8AMAURtoDt/Nev7HUAAPcTYZOLiJ/t9+33AMBERNikHMAHgLmJsAltAfa/5gA+AExLhE3GG5AAsAYRNhFvQALAOuymTEKAAcBaRNgEBBgArEeEDU6AAcCaRNjABBgArEuEDUqAAcDaRNiABBgArE+EDUaAAUANImwgZzfhCzAAWJwIG4QAA4BaRNgAfAsSAOrxl/4Yfjb/XwBAKf7iTxYRP1tr37PXAQAcS4QliojvrbUf2esAAI4nwpJsV1H8yl4HAJBDhCU4O4gPABQlwnK4igIAihNhB4uIX83PHQDKEwMH2g7iexMSABBhR9kO4v/MXgcAMAYRdoDtIP4/zTkwAGAjwo7xo/lZAwBnhEFnEXFqLmQFAC6IsI62MaQLWQGA/xBhff1qzoEBAFeIsE62MeQpex0AwJhEWAfGkADAV0RYH8aQAMCnRNjOjCEBgHuIsB0ZQwIA9xJh+/rRjCEBgDuIsJ1s34Z0KSsAcBcRth9jSADgbiJsBxHxvbX2LXsdAMA8RNiLtsP4xpAAwENE2Ot+ND9HAOBB4uEF2y7Y9+x1AADzEWGvcSUFAPAUEfYkV1IAAK8QYc8TYADA00TYE7ZdMGfBAICnibDn2AUDAF4iwh5kFwwA2IMIe5xdMADgZSLsAXbBAIC9iLDHCDAAYBci7E5uxwcA9iTC7ndqbscHAHYiwu7nQD4AsBsRdoeIODU/KwBgR8LiPs6CAQC7EmFf2K6lOGWvAwBYiwj7ml0wAGB3IuxrdsEAgN2JsE84kA8A9CIwPmcXDADoQoTdsN2QL8IAgC5E2G1uyAcAuhFht9kFAwC6EWFXGEUCAL2JsOsEGADQlQi7ToQBAF2JsOtEGADQlQi7sF3QCgDQlQj7LxEGAHQnwv7rW/YCAID1ibAzEfHe/EwAgAMIjr8ZRQIAhxBhfzOKBAAOIcL+JsIAgEOIsE1EfGs+2A0AHESE/WEXDAA4jAj7Q4QBAIcRYX+IMADgMCKs/Xs/mPNgAMBhRNhvdsEAgEOJsN/8HACAQ4mP3+yEAQCHEmG/+TkAAIcqHx8O5QMAGcpHWBNgAEACEdbaKXsBAEA9IsxOGACQQIT5GQAACQSI6ykAgASlIywijCIBgBSlI6x5fgAgSfUIMYoEAFJUjzDjSAAgRfUIsxMGAKSoHmF2wgCAFNUjrPrzAwBJykZIRBhFAgBpykZYq/3sAECyyiFS+dkBgGSVQ6TyswMAySqHSOVnBwCSVQ6Rys8OACQrGSIRUfK5AYBxVI0Rl7QCAKmqRtgpewEAQG1VI8xOGACQqmqEVX1uAGAQVWPEJ4sAgFTlIiwijCIBgHTlIqzVfGYAYDAVg8QoEgBIVzHCjCMBgHQVI8xOGACQrmKEVXxmAGAwFYPEOBIASFcqwiLCKBIAGEKpCGv1nhcAGFS1KKn2vADAoKpFiXEkADCEahHmUD4AMIRqEVbteQGAQZWJkogo86wAwPgqhUmlZwUABlcpTBzKBwCGUSnCHMoHAIZRKcIqPSsAMLhKYWIcCQAMo0SEeTMSABhNlThxHgwAGEqVCDOKBACGUiXC7IQBAEOpEmF2wgCAoVSJsCrPCQBMokqcGEcCAENZPsIiwigSABjO8hHWajwjADCZCoFS4RkBgMlUCBTjSABgOBUizKF8AGA4FSKswjMCAJNZOlB8uBsAGNXqkbL68wEAk1o9UhzKBwCGtHqErf58AMCkVo8Ub0YCAENaPcKMIwGAIS0bYd6MBABGtnKoGEUCAMNaOcJO2QsAALhl5QgDABjWyhHmUD4AMKyVI2zlZwMAJrdkqETEW3MwHwAY2JIR1tZ9LgBgEavGyqrPBQAsYtVYWfW5AIBFrBor3owEAIa2aoQ5lA8ADG3VCFv1uQCARSwXKz7cDQDMYMVgWfGZAIDFrBgsDuUDAMNbMcJWfCYAYDErBos3IwGA4a0YYcaRAMDwloowb0YCALNYLVqMIgGAKawWYafsBQAA3GO1CLMTBgBMYbUIW+15AIBFrRYtqz0PALCoZaIlIt6acSQAMIllIqyt9SwAwOJWCheXtAIA01gpwowiAYBprBRhdsIAgGmsFGF2wgCAaawUYSs9CwCwuCXCJSKMIgGAqSwRYc0oEgCYzCoRZicMAJjKKhG2ynMAAEWsEi+rPAcAUMQq8bLKcwAARUwfLxEx/TMAAPWsEDDejAQAprNChJ2yFwAA8KgVIsxOGAAwnRUibIVnAACKWSFgVngGAKCYqQMmIt6acSQAMKGpI6zNv34AoKjZI8Y3IwGAKc0eYUaRAMCUZo8wO2EAwJRmjzA7YQDAlGaPsNnXDwAUNW3ERIRRJAAwrWkjrM29dgCguJlDZua1AwDFzRwyM68dAChu5pCZee0AQHEzh8zMawcAipsyZCJiynUDAHyYNWZc0goATG3WCDtlLwAA4BWzRpidMABgarNG2KzrBgBorc0bMz5ZBABMbboIiwijSABgetNFWJtzzQAAf5kxaIwiAYDpzRhhxpEAwPRmjDA7YQDA9GaMMDthAMD0ZoywGdcMAPCXqYImIowiAYAlTBVhbb71AgBcNVvUzLZeAICrZoua2dYLAHDVbFEz23oBAK6aLWpmWy8AwFXTRE1ETLNWAICvzBQ2M60VAOBTM4WNO8IAgGXMFGE+VwQALGOmCJtprQAAn5opbIwjAYBlTBFh3owEAFYzS9w4DwYALGWWCDOKBACWMkuE2QkDAJYyS4TZCQMAljJLhM2yTgCAu8wSN8aRAMBSho+wiDCKBACWM3yEtTnWCADwkBkCZ4Y1AgA8ZIbAMY4EAJYzQ4Q5lA8ALGeGCJthjQAADxk6cHy4GwBY1eiRM/r6AACeMnrkOJQPACxp9AhzKB8AWNLoETb6+gAAnjJ65BhHAgBLGjbCvBkJAKxs5NBxHgwAWNbIEXbKXgAAQC8jRxgAwLJGjjCH8gGAZY0cYSOvDQDgJUOGTkS8NQfzAYCFDRlhbdx1AQDsYtTYGXVdAAC7GDV2Rl0XAMAuRo0db0YCAEsbNcIcygcAljZqhI26LgCAXQwXOz7cDQBUMGLwjLgmAIBdjRg8DuUDAMsbMcJGXBMAwK5GDB5vRgIAyxsxwowjAYDlDRVh3owEAKoYLXqMIgGAEkaLsFP2AgAAjjBahAEAlDBahDmUDwCUMFqEjbYeAIAuhomeiHhrDuYDAEUME2FtrLUAAHQ1UviMtBYAgK5GCp+R1gIA0NVI4ePNSACgjJEizKF8AKCMkSJspLUAAHQ1RPhEhFEkAFDKEBHWjCIBgGJGiTA7YQBAKaNE2CjrAAA4xCjxM8o6AAAOMUr8jLIOAIBDpMdPRKSvAQDgaCMEkDcjAYByRoiwU/YCAACONkKE2QkDAMoZIcJGWAMAwKFGCKAR1gAAcKjUAIqIt2YcCQAUlL0Llf3nAwCkyI4g34wEAErKjjCjSACgpOwIsxMGAJSUHWF2wgCAkrIjLPvPBwBIkRZBEWEUCQCUlbkTZRQJAJSVGWF2wgCAsjIjzHkwAKAsEQYAkECEAQAkSAmhiBBgAEBpWTHkzUgAoLSsCDsl/bkAAEOwEwYAkCArwpwJAwBKy4ohF7UCAKUdHmERYRQJAJSXsRNmFAkAlJcRREaRAEB5GRFmHAkAlGcnDAAggZ0wAIAEDuYDACQ4NIgiwigSAKAdvytlFwwAoIkwAIAUIgwAIIEIAwBIIMIAABIcFkURIcAAADZHhpFLWgEANkdG2OnAPwsAYGh2wgAAEhwZYc6EAQBsjgwjnywCANgcEmERYRQJAHDmqJ0wo0gAgDNHxZFRJADAmaMizDgSAOCMnTAAgATOhAEAJDCOBABI0D3CIsIoEgDgwhE7YUaRAAAXRBgAQIIjAsk4EgDgwhER5lA+AMAF40gAgARdAykiBBgAwBW9I0mEAQBc0TuSHMoHALiid4Q5lA8AcIVxJABAAuNIAIAE3SLMm5EAALf1DCXnwQAAbugZYUaRAAA32AkDAEhgJwwAIEHPCHMwHwDgBuNIAIAEXSIsIowiAQA+0WsnzCgSAOATIgwAIEGvWDKOBAD4RK8IcygfAOATxpEAAAl2jyUf7gYA+FqPYBJhAABf6BFMDuUDAHzBThgAQIIeweTNSACALxhHAgAk2DXCvBkJAHCfvaPJKBIA4A57R9hp598PAGBJxocAAAn2jjCH8gEA7rB3hNlZAwC4w27RFBFvzcF8AIC77LlzZRcMAOBOIgwAIIEIAwBIsGc4eTMSAOBOe0aYQ/kAAHcyjgQASLBLOPlwNwDAY/aKJxEGAPCAveLJoXwAgAfYCQMASLBXPHkzEgDgAcaRAAAJXo4wb0YCADxuj4AyigQAeNAeEXba4fcAACjFThgAQII9IsyZMACAB4kwAIAELwVURLw140gAgIe9uotlFwwA4AmvRpRLWgEAnvBqhBlFAgA8wU4YAEACO2EAAAkczAcASPB0REWEUSQAwJNe2ckyigQAeNIrEWYnDADgSa9EmPNgAABPEmEAAAlEGABAgqdCKiIEGADAC56NKW9GAgC84NkIO+26CgCAYuyEAQAkeDbCnAkDAHiBCAMASPBwTEXEWzOOBAB4yTM7WnbBAABe9ExQ+WYkAMCLnokwo0gAgBfZCQMASGAnDAAggYP5AAAJHgqqiDCKBADYwaO7WnbBAAB2IMIAABKIMACABCIMACCBCAMASHB3VEWEAAMA2MkjYeWSVgCAnTwSYaduqwAAKMZOGABAgkcizJkwAICdPBJWPlkEALCTuyIsIowiAQB2dO9OmFEkAMCO7o0ro0gAgB3dG2HGkQAAO7ITBgCQwE4YAEACB/MBABJ8GVcRYRQJALCze3a47IIBAOxMhAEAJBBhAAAJRBgAQAIRBgCQ4NPAiggBBgDQwVeRJcIAADr4KrLcEQYA0MFXEeZzRQAAHRhHAgAkMI4EAEhwM8K8GQkA0M9noeU8GABAJ59FmFEkAEAndsIAABLYCQMASPBZhDmYDwDQiXEkAECCqxEWEUaRAAAd3doJM4oEAOhIhAEAJLgVW8aRAAAd3Yowh/IBADoyjgQASPCf2PLhbgCA/q4FlwgDAOjsWnA5lA8A0Nm1CHMoHwCgM+NIAIAExpEAAAn+ijBvRgIAHOMyupwHAwA4wGWEnVJWAQBQjPEjAECCywhzKB8A4ACXEWZnDADgAP9GV0S8NQfzAQAO8X7j3wEA6EiEAQAkEGEAAAnOw8ubkQAABzmPMIfyAQAOYhwJAJDgvTUf7gYAONr7xT8BADjAR3w5lA8AcCA7YQAACT7iy5uRAAAHMo4EAEjw7s1IAIDjvTejSACAw7231k7ZiwAAqMYoEgAgwXtzKB8A4HDvzW4YAMDhHMwHAEjw/xfXh8yMSYlkAAAAAElFTkSuQmCC","e":1},{"id":"image_15","w":1125,"h":2436,"u":"","p":"data:image/png;base64,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diff --git a/uni_modules/hx-lottie/changelog.md b/uni_modules/hx-lottie/changelog.md
new file mode 100644
index 0000000..101fd5e
--- /dev/null
+++ b/uni_modules/hx-lottie/changelog.md
@@ -0,0 +1,2 @@
+## 1.0.0（2022-04-15）
+1.0.0
diff --git a/uni_modules/hx-lottie/components/hx-lottie/hx-lottie.vue b/uni_modules/hx-lottie/components/hx-lottie/hx-lottie.vue
new file mode 100644
index 0000000..94ed201
--- /dev/null
+++ b/uni_modules/hx-lottie/components/hx-lottie/hx-lottie.vue
@@ -0,0 +1,152 @@
+<template>
+  <view class="lottie" :options="options" :change:options="Lottie.optionsChange" :fun="fun" :change:fun="Lottie.funChange">
+    <canvas :class="canvasId" :canvas-id="canvasId" type="2d" ref="lottie" style="width:100%;height:100%;"></canvas>
+  </view>
+</template>
+<script>
+  import uuid from './uuid.js'
+  // #ifdef MP-WEIXIN
+  import { loadAnimation, setup } from './lottie-miniprogram.min.js'
+  // #endif
+  
+  export default {
+    props:{
+      options:{
+        type: Object,
+        default:()=>{}
+      }
+    },
+    options: {
+      styleIsolation: "isolated", 
+      addGlobalClass: true, 
+      virtualHost: true, 
+    },
+    data(){
+      return {
+        canvasId: uuid(10),
+        fun:{
+          name: null,
+          args: null
+        },
+      }
+    },
+    // #ifdef MP-WEIXIN
+    watch: {
+      // 微信小程序方法触发
+      fun:{
+        deep: true,
+        handler(){
+          let {name, args} = this.fun
+          if(this?.lottie&&name) this.lottie[name](args)
+        }
+      },
+      // 监听 options 变化
+      options:{
+        deep: true,
+        handler(){
+          // 停止上一次动画 destroy 报错,固先用stop
+          this.lottie.stop()
+          // 加载新动画数据
+          this.loadData()
+        }
+      },
+    },
+    // #endif
+    mounted(){
+      // 检测配置参数,如果开启自动播放则标记
+      this.fun.name = this.options?.autoplay??true?'play':null
+      // #ifdef MP-WEIXIN
+        this.$nextTick(function(){
+          this.init()
+        })
+      // #endif
+    },
+    methods:{
+      // lottie 相关方法
+      call(name=null,args=null){
+        if(name&&this.fun.name!=name) this.fun.name = name
+        if(args&&this.fun.args!=args) this.fun.args = args
+      },
+      // #ifdef MP-WEIXIN
+      init(){
+        const query = uni.createSelectorQuery().in(this);
+        query.select(`.${this.canvasId}`).node(res => {
+          
+        	this.canvas = res.node
+
+        	setup(this.canvas)
+        	this.loadData()
+        	
+        }).exec()
+      },
+      loadData(){
+        this.lottie = loadAnimation({
+        	//循环播放
+        	loop: this.options?.autoplay??true, 
+        	//自动播放
+        	autoplay: this.options?.autoplay??true,
+        	// 动画json的本地数据
+        	// animationData: this.options?.data, 
+        	// 动画json的网络路径
+          path: this.options?.path, 
+        	rendererSettings: {
+        		context: this.canvas.getContext('2d')
+        	},
+        })
+      }
+      // #endif
+    }
+  }
+</script>
+<script module="Lottie" lang="renderjs">
+  // #ifdef APP-PLUS || H5
+    import { loadAnimation } from './lottie-web.min.js'
+    
+    export default {
+      data(){
+        return {
+          lottie: null,
+        }
+      },
+      mounted() {
+        this.init()
+      },
+      methods:{
+        // 参数变化监听
+        optionsChange(newValue, oldValue, ownerInstance, instance){
+          // 销毁之前动画
+          this.lottie?.destroy()
+          this.init()
+        },
+        // 监听触发函数
+        funChange(newValue, oldValue, ownerInstance, instance){
+          let {name, args} = newValue
+          this.lottie[name](args)
+        },
+        // lottie 动画初始化
+        init(){
+          this.lottie = loadAnimation({
+            // 包含动画的dom元素
+          	container: this.$refs.lottie.$el, 
+            //渲染格式
+          	renderer: this.options?.renderer??'canvas', 
+            //循环播放
+          	loop: this.options?.autoplay??true, 
+            //自动播放
+          	autoplay: this.options?.autoplay??true,
+            // 动画json的本地数据
+          	animationData: this.options?.data, 
+            // 动画json的网络路径
+          	path: this.options?.path
+          });
+        },
+      }
+    }
+  // #endif
+</script>
+<style>
+  .lottie{
+    width: 100%;
+    height: 100%;
+  }
+</style>
diff --git a/uni_modules/hx-lottie/components/hx-lottie/lottie-miniprogram.min.js b/uni_modules/hx-lottie/components/hx-lottie/lottie-miniprogram.min.js
new file mode 100644
index 0000000..d42af38
--- /dev/null
+++ b/uni_modules/hx-lottie/components/hx-lottie/lottie-miniprogram.min.js
@@ -0,0 +1,9 @@
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+/*!
+   Transformation Matrix v2.0
+   (c) Epistemex 2014-2015
+   www.epistemex.com
+   By Ken Fyrstenberg
+   Contributions by leeoniya.
+   License: MIT, header required.
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c=createTag("link");c.setAttribute("f-forigin",a[r].fOrigin),c.setAttribute("f-origin",a[r].origin),c.setAttribute("rel","stylesheet"),c.setAttribute("href",a[r].fPath),e.appendChild(c)}}}else a[r].loaded=!0,o-=1;a[r].helper=s(e,a[r]),a[r].cache={},this.fonts.push(a[r])}0===o?this.isLoaded=!0:setTimeout(this.checkLoadedFonts.bind(this),100)}else this.isLoaded=!0},a.prototype.getCharData=function(t,r,i){for(var s=0,a=this.chars.length;s<a;){if(this.chars[s].ch===t&&this.chars[s].style===r&&this.chars[s].fFamily===i)return this.chars[s];s+=1}return("string"==typeof t&&13!==t.charCodeAt(0)||!t)&&console&&console.warn&&console.warn("Missing character from exported characters list: ",t,r,i),e},a.prototype.getFontByName=function(t){for(var e=0,r=this.fonts.length;e<r;){if(this.fonts[e].fName===t)return this.fonts[e];e+=1}return this.fonts[0]},a.prototype.measureText=function(t,e,r){var i=this.getFontByName(e),s=t.charCodeAt(0);if(!i.cache[s+1]){var a=i.helper;if(" "===t){a.textContent="|"+t+"|";var n=a.getComputedTextLength();a.textContent="||";var o=a.getComputedTextLength();i.cache[s+1]=(n-o)/100}else a.textContent=t,i.cache[s+1]=a.getComputedTextLength()/100}return i.cache[s+1]*r},a.prototype.checkLoadedFonts=function(){var e,r,i,s=this.fonts.length,a=s;for(e=0;e<s;e+=1)this.fonts[e].loaded?a-=1:"n"===this.fonts[e].fOrigin||0===this.fonts[e].origin?this.fonts[e].loaded=!0:(r=this.fonts[e].monoCase.node,i=this.fonts[e].monoCase.w,r.offsetWidth!==i?(a-=1,this.fonts[e].loaded=!0):(r=this.fonts[e].sansCase.node,i=this.fonts[e].sansCase.w,r.offsetWidth!==i&&(a-=1,this.fonts[e].loaded=!0)),this.fonts[e].loaded&&(this.fonts[e].sansCase.parent.parentNode.removeChild(this.fonts[e].sansCase.parent),this.fonts[e].monoCase.parent.parentNode.removeChild(this.fonts[e].monoCase.parent)));0!==a&&Date.now()-this.initTime<t?setTimeout(this.checkLoadedFonts.bind(this),20):setTimeout(function(){this.isLoaded=!0}.bind(this),0)},a.prototype.loaded=function(){return this.isLoaded},a}(),PropertyFactory=function(){var t=initialDefaultFrame,e=Math.abs;function r(t,e){var r,s=this.offsetTime;"multidimensional"===this.propType&&(r=createTypedArray("float32",this.pv.length));for(var a,n,o,h,l,p,f,m,c=e.lastIndex,d=c,u=this.keyframes.length-1,y=!0;y;){if(a=this.keyframes[d],n=this.keyframes[d+1],d===u-1&&t>=n.t-s){a.h&&(a=n),c=0;break}if(n.t-s>t){c=d;break}d<u-1?d+=1:(c=0,y=!1)}var g,v=n.t-s,b=a.t-s;if(a.to){a.bezierData||(a.bezierData=bez.buildBezierData(a.s,n.s||a.e,a.to,a.ti));var P=a.bezierData;if(t>=v||t<b){var _=t>=v?P.points.length-1:0;for(h=P.points[_].point.length,o=0;o<h;o+=1)r[o]=P.points[_].point[o]}else{a.__fnct?m=a.__fnct:(m=BezierFactory.getBezierEasing(a.o.x,a.o.y,a.i.x,a.i.y,a.n).get,a.__fnct=m),l=m((t-b)/(v-b));var x,S=P.segmentLength*l,T=e.lastFrame<t&&e._lastKeyframeIndex===d?e._lastAddedLength:0;for(f=e.lastFrame<t&&e._lastKeyframeIndex===d?e._lastPoint:0,y=!0,p=P.points.length;y;){if(T+=P.points[f].partialLength,0===S||0===l||f===P.points.length-1){for(h=P.points[f].point.length,o=0;o<h;o+=1)r[o]=P.points[f].point[o];break}if(S>=T&&S<T+P.points[f+1].partialLength){for(x=(S-T)/P.points[f+1].partialLength,h=P.points[f].point.length,o=0;o<h;o+=1)r[o]=P.points[f].point[o]+(P.points[f+1].point[o]-P.points[f].point[o])*x;break}f<p-1?f+=1:y=!1}e._lastPoint=f,e._lastAddedLength=T-P.points[f].partialLength,e._lastKeyframeIndex=d}}else{var E,C,A,k,D;if(u=a.s.length,g=n.s||a.e,this.sh&&1!==a.h)if(t>=v)r[0]=g[0],r[1]=g[1],r[2]=g[2];else if(t<=b)r[0]=a.s[0],r[1]=a.s[1],r[2]=a.s[2];else{!function(t,e){var r=e[0],i=e[1],s=e[2],a=e[3],n=Math.atan2(2*i*a-2*r*s,1-2*i*i-2*s*s),o=Math.asin(2*r*i+2*s*a),h=Math.atan2(2*r*a-2*i*s,1-2*r*r-2*s*s);t[0]=n/degToRads,t[1]=o/degToRads,t[2]=h/degToRads}(r,function(t,e,r){var i,s,a,n,o,h=[],l=t[0],p=t[1],f=t[2],m=t[3],c=e[0],d=e[1],u=e[2],y=e[3];(s=l*c+p*d+f*u+m*y)<0&&(s=-s,c=-c,d=-d,u=-u,y=-y);1-s>1e-6?(i=Math.acos(s),a=Math.sin(i),n=Math.sin((1-r)*i)/a,o=Math.sin(r*i)/a):(n=1-r,o=r);return h[0]=n*l+o*c,h[1]=n*p+o*d,h[2]=n*f+o*u,h[3]=n*m+o*y,h}(i(a.s),i(g),(t-b)/(v-b)))}else for(d=0;d<u;d+=1)1!==a.h&&(t>=v?l=1:t<b?l=0:(a.o.x.constructor===Array?(a.__fnct||(a.__fnct=[]),a.__fnct[d]?m=a.__fnct[d]:(E=void 0===a.o.x[d]?a.o.x[0]:a.o.x[d],C=void 0===a.o.y[d]?a.o.y[0]:a.o.y[d],A=void 0===a.i.x[d]?a.i.x[0]:a.i.x[d],k=void 0===a.i.y[d]?a.i.y[0]:a.i.y[d],m=BezierFactory.getBezierEasing(E,C,A,k).get,a.__fnct[d]=m)):a.__fnct?m=a.__fnct:(E=a.o.x,C=a.o.y,A=a.i.x,k=a.i.y,m=BezierFactory.getBezierEasing(E,C,A,k).get,a.__fnct=m),l=m((t-b)/(v-b)))),g=n.s||a.e,D=1===a.h?a.s[d]:a.s[d]+(g[d]-a.s[d])*l,1===u?r=D:r[d]=D}return e.lastIndex=c,r}function i(t){var e=t[0]*degToRads,r=t[1]*degToRads,i=t[2]*degToRads,s=Math.cos(e/2),a=Math.cos(r/2),n=Math.cos(i/2),o=Math.sin(e/2),h=Math.sin(r/2),l=Math.sin(i/2);return[o*h*n+s*a*l,o*a*n+s*h*l,s*h*n-o*a*l,s*a*n-o*h*l]}function s(){var e=this.comp.renderedFrame-this.offsetTime,r=this.keyframes[0].t-this.offsetTime,i=this.keyframes[this.keyframes.length-1].t-this.offsetTime;if(!(e===this._caching.lastFrame||this._caching.lastFrame!==t&&(this._caching.lastFrame>=i&&e>=i||this._caching.lastFrame<r&&e<r))){this._caching.lastFrame>=e&&(this._caching._lastKeyframeIndex=-1,this._caching.lastIndex=0);var s=this.interpolateValue(e,this._caching);this.pv=s}return this._caching.lastFrame=e,this.pv}function a(t){var r;if("unidimensional"===this.propType)r=t*this.mult,e(this.v-r)>1e-5&&(this.v=r,this._mdf=!0);else for(var i=0,s=this.v.length;i<s;)r=t[i]*this.mult,e(this.v[i]-r)>1e-5&&(this.v[i]=r,this._mdf=!0),i+=1}function n(){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length)if(this.lock)this.setVValue(this.pv);else{this.lock=!0,this._mdf=this._isFirstFrame;var t,e=this.effectsSequence.length,r=this.kf?this.pv:this.data.k;for(t=0;t<e;t+=1)r=this.effectsSequence[t](r);this.setVValue(r),this._isFirstFrame=!1,this.lock=!1,this.frameId=this.elem.globalData.frameId}}function o(t){this.effectsSequence.push(t),this.container.addDynamicProperty(this)}function h(t,e,r,i){this.propType="unidimensional",this.mult=r||1,this.data=e,this.v=r?e.k*r:e.k,this.pv=e.k,this._mdf=!1,this.elem=t,this.container=i,this.comp=t.comp,this.k=!1,this.kf=!1,this.vel=0,this.effectsSequence=[],this._isFirstFrame=!0,this.getValue=n,this.setVValue=a,this.addEffect=o}function l(t,e,r,i){this.propType="multidimensional",this.mult=r||1,this.data=e,this._mdf=!1,this.elem=t,this.container=i,this.comp=t.comp,this.k=!1,this.kf=!1,this.frameId=-1;var s,h=e.k.length;this.v=createTypedArray("float32",h),this.pv=createTypedArray("float32",h);createTypedArray("float32",h);for(this.vel=createTypedArray("float32",h),s=0;s<h;s+=1)this.v[s]=e.k[s]*this.mult,this.pv[s]=e.k[s];this._isFirstFrame=!0,this.effectsSequence=[],this.getValue=n,this.setVValue=a,this.addEffect=o}function p(e,i,h,l){this.propType="unidimensional",this.keyframes=i.k,this.offsetTime=e.data.st,this.frameId=-1,this._caching={lastFrame:t,lastIndex:0,value:0,_lastKeyframeIndex:-1},this.k=!0,this.kf=!0,this.data=i,this.mult=h||1,this.elem=e,this.container=l,this.comp=e.comp,this.v=t,this.pv=t,this._isFirstFrame=!0,this.getValue=n,this.setVValue=a,this.interpolateValue=r,this.effectsSequence=[s.bind(this)],this.addEffect=o}function f(e,i,h,l){this.propType="multidimensional";var p,f,m,c,d,u=i.k.length;for(p=0;p<u-1;p+=1)i.k[p].to&&i.k[p].s&&i.k[p].e&&(f=i.k[p].s,m=i.k[p].e,c=i.k[p].to,d=i.k[p].ti,(2===f.length&&(f[0]!==m[0]||f[1]!==m[1])&&bez.pointOnLine2D(f[0],f[1],m[0],m[1],f[0]+c[0],f[1]+c[1])&&bez.pointOnLine2D(f[0],f[1],m[0],m[1],m[0]+d[0],m[1]+d[1])||3===f.length&&(f[0]!==m[0]||f[1]!==m[1]||f[2]!==m[2])&&bez.pointOnLine3D(f[0],f[1],f[2],m[0],m[1],m[2],f[0]+c[0],f[1]+c[1],f[2]+c[2])&&bez.pointOnLine3D(f[0],f[1],f[2],m[0],m[1],m[2],m[0]+d[0],m[1]+d[1],m[2]+d[2]))&&(i.k[p].to=null,i.k[p].ti=null),f[0]===m[0]&&f[1]===m[1]&&0===c[0]&&0===c[1]&&0===d[0]&&0===d[1]&&(2===f.length||f[2]===m[2]&&0===c[2]&&0===d[2])&&(i.k[p].to=null,i.k[p].ti=null));this.effectsSequence=[s.bind(this)],this.keyframes=i.k,this.offsetTime=e.data.st,this.k=!0,this.kf=!0,this._isFirstFrame=!0,this.mult=h||1,this.elem=e,this.container=l,this.comp=e.comp,this.getValue=n,this.setVValue=a,this.interpolateValue=r,this.frameId=-1;var y=i.k[0].s.length;for(this.v=createTypedArray("float32",y),this.pv=createTypedArray("float32",y),p=0;p<y;p+=1)this.v[p]=t,this.pv[p]=t;this._caching={lastFrame:t,lastIndex:0,value:createTypedArray("float32",y)},this.addEffect=o}return{getProp:function(t,e,r,i,s){var a;if(e.k.length)if("number"==typeof e.k[0])a=new l(t,e,i,s);else switch(r){case 0:a=new p(t,e,i,s);break;case 1:a=new f(t,e,i,s)}else a=new h(t,e,i,s);return a.effectsSequence.length&&s.addDynamicProperty(a),a}}}(),TransformPropertyFactory=function(){function t(t,e,r){if(this.elem=t,this.frameId=-1,this.propType="transform",this.data=e,this.v=new Matrix,this.pre=new Matrix,this.appliedTransformations=0,this.initDynamicPropertyContainer(r||t),e.p&&e.p.s?(this.px=PropertyFactory.getProp(t,e.p.x,0,0,this),this.py=PropertyFactory.getProp(t,e.p.y,0,0,this),e.p.z&&(this.pz=PropertyFactory.getProp(t,e.p.z,0,0,this))):this.p=PropertyFactory.getProp(t,e.p||{k:[0,0,0]},1,0,this),e.rx){if(this.rx=PropertyFactory.getProp(t,e.rx,0,degToRads,this),this.ry=PropertyFactory.getProp(t,e.ry,0,degToRads,this),this.rz=PropertyFactory.getProp(t,e.rz,0,degToRads,this),e.or.k[0].ti){var i,s=e.or.k.length;for(i=0;i<s;i+=1)e.or.k[i].to=e.or.k[i].ti=null}this.or=PropertyFactory.getProp(t,e.or,1,degToRads,this),this.or.sh=!0}else this.r=PropertyFactory.getProp(t,e.r||{k:0},0,degToRads,this);e.sk&&(this.sk=PropertyFactory.getProp(t,e.sk,0,degToRads,this),this.sa=PropertyFactory.getProp(t,e.sa,0,degToRads,this)),this.a=PropertyFactory.getProp(t,e.a||{k:[0,0,0]},1,0,this),this.s=PropertyFactory.getProp(t,e.s||{k:[100,100,100]},1,.01,this),e.o?this.o=PropertyFactory.getProp(t,e.o,0,.01,t):this.o={_mdf:!1,v:1},this._isDirty=!0,this.dynamicProperties.length||this.getValue(!0)}return t.prototype={applyToMatrix:function(t){var e=this._mdf;this.iterateDynamicProperties(),this._mdf=this._mdf||e,this.a&&t.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.s&&t.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&t.skewFromAxis(-this.sk.v,this.sa.v),this.r?t.rotate(-this.r.v):t.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.data.p.s?this.data.p.z?t.translate(this.px.v,this.py.v,-this.pz.v):t.translate(this.px.v,this.py.v,0):t.translate(this.p.v[0],this.p.v[1],-this.p.v[2])},getValue:function(t){if(this.elem.globalData.frameId!==this.frameId){if(this._isDirty&&(this.precalculateMatrix(),this._isDirty=!1),this.iterateDynamicProperties(),this._mdf||t){if(this.v.cloneFromProps(this.pre.props),this.appliedTransformations<1&&this.v.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations<2&&this.v.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&this.appliedTransformations<3&&this.v.skewFromAxis(-this.sk.v,this.sa.v),this.r&&this.appliedTransformations<4?this.v.rotate(-this.r.v):!this.r&&this.appliedTransformations<4&&this.v.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.autoOriented){var e,r,i=this.elem.globalData.frameRate;if(this.p&&this.p.keyframes&&this.p.getValueAtTime)this.p._caching.lastFrame+this.p.offsetTime<=this.p.keyframes[0].t?(e=this.p.getValueAtTime((this.p.keyframes[0].t+.01)/i,0),r=this.p.getValueAtTime(this.p.keyframes[0].t/i,0)):this.p._caching.lastFrame+this.p.offsetTime>=this.p.keyframes[this.p.keyframes.length-1].t?(e=this.p.getValueAtTime(this.p.keyframes[this.p.keyframes.length-1].t/i,0),r=this.p.getValueAtTime((this.p.keyframes[this.p.keyframes.length-1].t-.01)/i,0)):(e=this.p.pv,r=this.p.getValueAtTime((this.p._caching.lastFrame+this.p.offsetTime-.01)/i,this.p.offsetTime));else if(this.px&&this.px.keyframes&&this.py.keyframes&&this.px.getValueAtTime&&this.py.getValueAtTime){e=[],r=[];var s=this.px,a=this.py;s._caching.lastFrame+s.offsetTime<=s.keyframes[0].t?(e[0]=s.getValueAtTime((s.keyframes[0].t+.01)/i,0),e[1]=a.getValueAtTime((a.keyframes[0].t+.01)/i,0),r[0]=s.getValueAtTime(s.keyframes[0].t/i,0),r[1]=a.getValueAtTime(a.keyframes[0].t/i,0)):s._caching.lastFrame+s.offsetTime>=s.keyframes[s.keyframes.length-1].t?(e[0]=s.getValueAtTime(s.keyframes[s.keyframes.length-1].t/i,0),e[1]=a.getValueAtTime(a.keyframes[a.keyframes.length-1].t/i,0),r[0]=s.getValueAtTime((s.keyframes[s.keyframes.length-1].t-.01)/i,0),r[1]=a.getValueAtTime((a.keyframes[a.keyframes.length-1].t-.01)/i,0)):(e=[s.pv,a.pv],r[0]=s.getValueAtTime((s._caching.lastFrame+s.offsetTime-.01)/i,s.offsetTime),r[1]=a.getValueAtTime((a._caching.lastFrame+a.offsetTime-.01)/i,a.offsetTime))}this.v.rotate(-Math.atan2(e[1]-r[1],e[0]-r[0]))}this.data.p&&this.data.p.s?this.data.p.z?this.v.translate(this.px.v,this.py.v,-this.pz.v):this.v.translate(this.px.v,this.py.v,0):this.v.translate(this.p.v[0],this.p.v[1],-this.p.v[2])}this.frameId=this.elem.globalData.frameId}},precalculateMatrix:function(){if(!this.a.k&&(this.pre.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations=1,!this.s.effectsSequence.length)){if(this.pre.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.appliedTransformations=2,this.sk){if(this.sk.effectsSequence.length||this.sa.effectsSequence.length)return;this.pre.skewFromAxis(-this.sk.v,this.sa.v),this.appliedTransformations=3}if(this.r){if(this.r.effectsSequence.length)return;this.pre.rotate(-this.r.v),this.appliedTransformations=4}else this.rz.effectsSequence.length||this.ry.effectsSequence.length||this.rx.effectsSequence.length||this.or.effectsSequence.length||(this.pre.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.appliedTransformations=4)}},autoOrient:function(){}},extendPrototype([DynamicPropertyContainer],t),t.prototype.addDynamicProperty=function(t){this._addDynamicProperty(t),this.elem.addDynamicProperty(t),this._isDirty=!0},t.prototype._addDynamicProperty=DynamicPropertyContainer.prototype.addDynamicProperty,{getTransformProperty:function(e,r,i){return new t(e,r,i)}}}();function ShapePath(){this.c=!1,this._length=0,this._maxLength=8,this.v=createSizedArray(this._maxLength),this.o=createSizedArray(this._maxLength),this.i=createSizedArray(this._maxLength)}ShapePath.prototype.setPathData=function(t,e){this.c=t,this.setLength(e);for(var r=0;r<e;)this.v[r]=point_pool.newElement(),this.o[r]=point_pool.newElement(),this.i[r]=point_pool.newElement(),r+=1},ShapePath.prototype.setLength=function(t){for(;this._maxLength<t;)this.doubleArrayLength();this._length=t},ShapePath.prototype.doubleArrayLength=function(){this.v=this.v.concat(createSizedArray(this._maxLength)),this.i=this.i.concat(createSizedArray(this._maxLength)),this.o=this.o.concat(createSizedArray(this._maxLength)),this._maxLength*=2},ShapePath.prototype.setXYAt=function(t,e,r,i,s){var a;switch(this._length=Math.max(this._length,i+1),this._length>=this._maxLength&&this.doubleArrayLength(),r){case"v":a=this.v;break;case"i":a=this.i;break;case"o":a=this.o}(!a[i]||a[i]&&!s)&&(a[i]=point_pool.newElement()),a[i][0]=t,a[i][1]=e},ShapePath.prototype.setTripleAt=function(t,e,r,i,s,a,n,o){this.setXYAt(t,e,"v",n,o),this.setXYAt(r,i,"o",n,o),this.setXYAt(s,a,"i",n,o)},ShapePath.prototype.reverse=function(){var t=new ShapePath;t.setPathData(this.c,this._length);var e=this.v,r=this.o,i=this.i,s=0;this.c&&(t.setTripleAt(e[0][0],e[0][1],i[0][0],i[0][1],r[0][0],r[0][1],0,!1),s=1);var a,n=this._length-1,o=this._length;for(a=s;a<o;a+=1)t.setTripleAt(e[n][0],e[n][1],i[n][0],i[n][1],r[n][0],r[n][1],a,!1),n-=1;return t};var ShapePropertyFactory=function(){var t=-999999;function e(t,e,r){var i,s,a,n,o,h,l,p,f,m=r.lastIndex,c=this.keyframes;if(t<c[0].t-this.offsetTime)i=c[0].s[0],a=!0,m=0;else if(t>=c[c.length-1].t-this.offsetTime)i=c[c.length-1].s?c[c.length-1].s[0]:c[c.length-2].e[0],a=!0;else{for(var d,u,y=m,g=c.length-1,v=!0;v&&(d=c[y],!((u=c[y+1]).t-this.offsetTime>t));)y<g-1?y+=1:v=!1;if(m=y,!(a=1===d.h)){if(t>=u.t-this.offsetTime)p=1;else if(t<d.t-this.offsetTime)p=0;else{var b;d.__fnct?b=d.__fnct:(b=BezierFactory.getBezierEasing(d.o.x,d.o.y,d.i.x,d.i.y).get,d.__fnct=b),p=b((t-(d.t-this.offsetTime))/(u.t-this.offsetTime-(d.t-this.offsetTime)))}s=u.s?u.s[0]:d.e[0]}i=d.s[0]}for(h=e._length,l=i.i[0].length,r.lastIndex=m,n=0;n<h;n+=1)for(o=0;o<l;o+=1)f=a?i.i[n][o]:i.i[n][o]+(s.i[n][o]-i.i[n][o])*p,e.i[n][o]=f,f=a?i.o[n][o]:i.o[n][o]+(s.o[n][o]-i.o[n][o])*p,e.o[n][o]=f,f=a?i.v[n][o]:i.v[n][o]+(s.v[n][o]-i.v[n][o])*p,e.v[n][o]=f}function r(){var e=this.comp.renderedFrame-this.offsetTime,r=this.keyframes[0].t-this.offsetTime,i=this.keyframes[this.keyframes.length-1].t-this.offsetTime,s=this._caching.lastFrame;return s!==t&&(s<r&&e<r||s>i&&e>i)||(this._caching.lastIndex=s<e?this._caching.lastIndex:0,this.interpolateShape(e,this.pv,this._caching)),this._caching.lastFrame=e,this.pv}function i(){this.paths=this.localShapeCollection}function s(t){(function(t,e){if(t._length!==e._length||t.c!==e.c)return!1;var r,i=t._length;for(r=0;r<i;r+=1)if(t.v[r][0]!==e.v[r][0]||t.v[r][1]!==e.v[r][1]||t.o[r][0]!==e.o[r][0]||t.o[r][1]!==e.o[r][1]||t.i[r][0]!==e.i[r][0]||t.i[r][1]!==e.i[r][1])return!1;return!0})(this.v,t)||(this.v=shape_pool.clone(t),this.localShapeCollection.releaseShapes(),this.localShapeCollection.addShape(this.v),this._mdf=!0,this.paths=this.localShapeCollection)}function a(){if(this.elem.globalData.frameId!==this.frameId)if(this.effectsSequence.length)if(this.lock)this.setVValue(this.pv);else{this.lock=!0,this._mdf=!1;var t,e=this.kf?this.pv:this.data.ks?this.data.ks.k:this.data.pt.k,r=this.effectsSequence.length;for(t=0;t<r;t+=1)e=this.effectsSequence[t](e);this.setVValue(e),this.lock=!1,this.frameId=this.elem.globalData.frameId}else this._mdf=!1}function n(t,e,r){this.propType="shape",this.comp=t.comp,this.container=t,this.elem=t,this.data=e,this.k=!1,this.kf=!1,this._mdf=!1;var s=3===r?e.pt.k:e.ks.k;this.v=shape_pool.clone(s),this.pv=shape_pool.clone(this.v),this.localShapeCollection=shapeCollection_pool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.reset=i,this.effectsSequence=[]}function o(t){this.effectsSequence.push(t),this.container.addDynamicProperty(this)}function h(e,s,a){this.propType="shape",this.comp=e.comp,this.elem=e,this.container=e,this.offsetTime=e.data.st,this.keyframes=3===a?s.pt.k:s.ks.k,this.k=!0,this.kf=!0;var n=this.keyframes[0].s[0].i.length;this.keyframes[0].s[0].i[0].length;this.v=shape_pool.newElement(),this.v.setPathData(this.keyframes[0].s[0].c,n),this.pv=shape_pool.clone(this.v),this.localShapeCollection=shapeCollection_pool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.lastFrame=t,this.reset=i,this._caching={lastFrame:t,lastIndex:0},this.effectsSequence=[r.bind(this)]}n.prototype.interpolateShape=e,n.prototype.getValue=a,n.prototype.setVValue=s,n.prototype.addEffect=o,h.prototype.getValue=a,h.prototype.interpolateShape=e,h.prototype.setVValue=s,h.prototype.addEffect=o;var l=function(){var t=roundCorner;function e(t,e){this.v=shape_pool.newElement(),this.v.setPathData(!0,4),this.localShapeCollection=shapeCollection_pool.newShapeCollection(),this.paths=this.localShapeCollection,this.localShapeCollection.addShape(this.v),this.d=e.d,this.elem=t,this.comp=t.comp,this.frameId=-1,this.initDynamicPropertyContainer(t),this.p=PropertyFactory.getProp(t,e.p,1,0,this),this.s=PropertyFactory.getProp(t,e.s,1,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertEllToPath())}return e.prototype={reset:i,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertEllToPath())},convertEllToPath:function(){var e=this.p.v[0],r=this.p.v[1],i=this.s.v[0]/2,s=this.s.v[1]/2,a=3!==this.d,n=this.v;n.v[0][0]=e,n.v[0][1]=r-s,n.v[1][0]=a?e+i:e-i,n.v[1][1]=r,n.v[2][0]=e,n.v[2][1]=r+s,n.v[3][0]=a?e-i:e+i,n.v[3][1]=r,n.i[0][0]=a?e-i*t:e+i*t,n.i[0][1]=r-s,n.i[1][0]=a?e+i:e-i,n.i[1][1]=r-s*t,n.i[2][0]=a?e+i*t:e-i*t,n.i[2][1]=r+s,n.i[3][0]=a?e-i:e+i,n.i[3][1]=r+s*t,n.o[0][0]=a?e+i*t:e-i*t,n.o[0][1]=r-s,n.o[1][0]=a?e+i:e-i,n.o[1][1]=r+s*t,n.o[2][0]=a?e-i*t:e+i*t,n.o[2][1]=r+s,n.o[3][0]=a?e-i:e+i,n.o[3][1]=r-s*t}},extendPrototype([DynamicPropertyContainer],e),e}(),p=function(){function t(t,e){this.v=shape_pool.newElement(),this.v.setPathData(!0,0),this.elem=t,this.comp=t.comp,this.data=e,this.frameId=-1,this.d=e.d,this.initDynamicPropertyContainer(t),1===e.sy?(this.ir=PropertyFactory.getProp(t,e.ir,0,0,this),this.is=PropertyFactory.getProp(t,e.is,0,.01,this),this.convertToPath=this.convertStarToPath):this.convertToPath=this.convertPolygonToPath,this.pt=PropertyFactory.getProp(t,e.pt,0,0,this),this.p=PropertyFactory.getProp(t,e.p,1,0,this),this.r=PropertyFactory.getProp(t,e.r,0,degToRads,this),this.or=PropertyFactory.getProp(t,e.or,0,0,this),this.os=PropertyFactory.getProp(t,e.os,0,.01,this),this.localShapeCollection=shapeCollection_pool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertToPath())}return t.prototype={reset:i,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertToPath())},convertStarToPath:function(){var t,e,r,i,s=2*Math.floor(this.pt.v),a=2*Math.PI/s,n=!0,o=this.or.v,h=this.ir.v,l=this.os.v,p=this.is.v,f=2*Math.PI*o/(2*s),m=2*Math.PI*h/(2*s),c=-Math.PI/2;c+=this.r.v;var d=3===this.data.d?-1:1;for(this.v._length=0,t=0;t<s;t+=1){r=n?l:p,i=n?f:m;var u=(e=n?o:h)*Math.cos(c),y=e*Math.sin(c),g=0===u&&0===y?0:y/Math.sqrt(u*u+y*y),v=0===u&&0===y?0:-u/Math.sqrt(u*u+y*y);u+=+this.p.v[0],y+=+this.p.v[1],this.v.setTripleAt(u,y,u-g*i*r*d,y-v*i*r*d,u+g*i*r*d,y+v*i*r*d,t,!0),n=!n,c+=a*d}},convertPolygonToPath:function(){var t,e=Math.floor(this.pt.v),r=2*Math.PI/e,i=this.or.v,s=this.os.v,a=2*Math.PI*i/(4*e),n=-Math.PI/2,o=3===this.data.d?-1:1;for(n+=this.r.v,this.v._length=0,t=0;t<e;t+=1){var h=i*Math.cos(n),l=i*Math.sin(n),p=0===h&&0===l?0:l/Math.sqrt(h*h+l*l),f=0===h&&0===l?0:-h/Math.sqrt(h*h+l*l);h+=+this.p.v[0],l+=+this.p.v[1],this.v.setTripleAt(h,l,h-p*a*s*o,l-f*a*s*o,h+p*a*s*o,l+f*a*s*o,t,!0),n+=r*o}this.paths.length=0,this.paths[0]=this.v}},extendPrototype([DynamicPropertyContainer],t),t}(),f=function(){function t(t,e){this.v=shape_pool.newElement(),this.v.c=!0,this.localShapeCollection=shapeCollection_pool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.elem=t,this.comp=t.comp,this.frameId=-1,this.d=e.d,this.initDynamicPropertyContainer(t),this.p=PropertyFactory.getProp(t,e.p,1,0,this),this.s=PropertyFactory.getProp(t,e.s,1,0,this),this.r=PropertyFactory.getProp(t,e.r,0,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertRectToPath())}return t.prototype={convertRectToPath:function(){var t=this.p.v[0],e=this.p.v[1],r=this.s.v[0]/2,i=this.s.v[1]/2,s=bm_min(r,i,this.r.v),a=s*(1-roundCorner);this.v._length=0,2===this.d||1===this.d?(this.v.setTripleAt(t+r,e-i+s,t+r,e-i+s,t+r,e-i+a,0,!0),this.v.setTripleAt(t+r,e+i-s,t+r,e+i-a,t+r,e+i-s,1,!0),0!==s?(this.v.setTripleAt(t+r-s,e+i,t+r-s,e+i,t+r-a,e+i,2,!0),this.v.setTripleAt(t-r+s,e+i,t-r+a,e+i,t-r+s,e+i,3,!0),this.v.setTripleAt(t-r,e+i-s,t-r,e+i-s,t-r,e+i-a,4,!0),this.v.setTripleAt(t-r,e-i+s,t-r,e-i+a,t-r,e-i+s,5,!0),this.v.setTripleAt(t-r+s,e-i,t-r+s,e-i,t-r+a,e-i,6,!0),this.v.setTripleAt(t+r-s,e-i,t+r-a,e-i,t+r-s,e-i,7,!0)):(this.v.setTripleAt(t-r,e+i,t-r+a,e+i,t-r,e+i,2),this.v.setTripleAt(t-r,e-i,t-r,e-i+a,t-r,e-i,3))):(this.v.setTripleAt(t+r,e-i+s,t+r,e-i+a,t+r,e-i+s,0,!0),0!==s?(this.v.setTripleAt(t+r-s,e-i,t+r-s,e-i,t+r-a,e-i,1,!0),this.v.setTripleAt(t-r+s,e-i,t-r+a,e-i,t-r+s,e-i,2,!0),this.v.setTripleAt(t-r,e-i+s,t-r,e-i+s,t-r,e-i+a,3,!0),this.v.setTripleAt(t-r,e+i-s,t-r,e+i-a,t-r,e+i-s,4,!0),this.v.setTripleAt(t-r+s,e+i,t-r+s,e+i,t-r+a,e+i,5,!0),this.v.setTripleAt(t+r-s,e+i,t+r-a,e+i,t+r-s,e+i,6,!0),this.v.setTripleAt(t+r,e+i-s,t+r,e+i-s,t+r,e+i-a,7,!0)):(this.v.setTripleAt(t-r,e-i,t-r+a,e-i,t-r,e-i,1,!0),this.v.setTripleAt(t-r,e+i,t-r,e+i-a,t-r,e+i,2,!0),this.v.setTripleAt(t+r,e+i,t+r-a,e+i,t+r,e+i,3,!0)))},getValue:function(t){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertRectToPath())},reset:i},extendPrototype([DynamicPropertyContainer],t),t}();var m={getShapeProp:function(t,e,r){var i;return 3===r||4===r?i=(3===r?e.pt:e.ks).k.length?new h(t,e,r):new n(t,e,r):5===r?i=new f(t,e):6===r?i=new l(t,e):7===r&&(i=new p(t,e)),i.k&&t.addDynamicProperty(i),i},getConstructorFunction:function(){return n},getKeyframedConstructorFunction:function(){return h}};return m}(),ShapeModifiers=function(){var t={},e={};return t.registerModifier=function(t,r){e[t]||(e[t]=r)},t.getModifier=function(t,r,i){return new e[t](r,i)},t}();function ShapeModifier(){}function TrimModifier(){}function RoundCornersModifier(){}function RepeaterModifier(){}function ShapeCollection(){this._length=0,this._maxLength=4,this.shapes=createSizedArray(this._maxLength)}function DashProperty(t,e,r,i){this.elem=t,this.frameId=-1,this.dataProps=createSizedArray(e.length),this.renderer=r,this.k=!1,this.dashStr="",this.dashArray=createTypedArray("float32",e.length?e.length-1:0),this.dashoffset=createTypedArray("float32",1),this.initDynamicPropertyContainer(i);var s,a,n=e.length||0;for(s=0;s<n;s+=1)a=PropertyFactory.getProp(t,e[s].v,0,0,this),this.k=a.k||this.k,this.dataProps[s]={n:e[s].n,p:a};this.k||this.getValue(!0),this._isAnimated=this.k}function GradientProperty(t,e,r){this.data=e,this.c=createTypedArray("uint8c",4*e.p);var i=e.k.k[0].s?e.k.k[0].s.length-4*e.p:e.k.k.length-4*e.p;this.o=createTypedArray("float32",i),this._cmdf=!1,this._omdf=!1,this._collapsable=this.checkCollapsable(),this._hasOpacity=i,this.initDynamicPropertyContainer(r),this.prop=PropertyFactory.getProp(t,e.k,1,null,this),this.k=this.prop.k,this.getValue(!0)}ShapeModifier.prototype.initModifierProperties=function(){},ShapeModifier.prototype.addShapeToModifier=function(){},ShapeModifier.prototype.addShape=function(t){if(!this.closed){t.sh.container.addDynamicProperty(t.sh);var e={shape:t.sh,data:t,localShapeCollection:shapeCollection_pool.newShapeCollection()};this.shapes.push(e),this.addShapeToModifier(e),this._isAnimated&&t.setAsAnimated()}},ShapeModifier.prototype.init=function(t,e){this.shapes=[],this.elem=t,this.initDynamicPropertyContainer(t),this.initModifierProperties(t,e),this.frameId=initialDefaultFrame,this.closed=!1,this.k=!1,this.dynamicProperties.length?this.k=!0:this.getValue(!0)},ShapeModifier.prototype.processKeys=function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties())},extendPrototype([DynamicPropertyContainer],ShapeModifier),extendPrototype([ShapeModifier],TrimModifier),TrimModifier.prototype.initModifierProperties=function(t,e){this.s=PropertyFactory.getProp(t,e.s,0,.01,this),this.e=PropertyFactory.getProp(t,e.e,0,.01,this),this.o=PropertyFactory.getProp(t,e.o,0,0,this),this.sValue=0,this.eValue=0,this.getValue=this.processKeys,this.m=e.m,this._isAnimated=!!this.s.effectsSequence.length||!!this.e.effectsSequence.length||!!this.o.effectsSequence.length},TrimModifier.prototype.addShapeToModifier=function(t){t.pathsData=[]},TrimModifier.prototype.calculateShapeEdges=function(t,e,r,i,s){var a=[];e<=1?a.push({s:t,e:e}):t>=1?a.push({s:t-1,e:e-1}):(a.push({s:t,e:1}),a.push({s:0,e:e-1}));var n,o,h=[],l=a.length;for(n=0;n<l;n+=1){var p,f;if((o=a[n]).e*s<i||o.s*s>i+r);else p=o.s*s<=i?0:(o.s*s-i)/r,f=o.e*s>=i+r?1:(o.e*s-i)/r,h.push([p,f])}return h.length||h.push([0,0]),h},TrimModifier.prototype.releasePathsData=function(t){var e,r=t.length;for(e=0;e<r;e+=1)segments_length_pool.release(t[e]);return t.length=0,t},TrimModifier.prototype.processShapes=function(t){var e,r,i;if(this._mdf||t){var s=this.o.v%360/360;if(s<0&&(s+=1),(e=(this.s.v>1?1:this.s.v<0?0:this.s.v)+s)>(r=(this.e.v>1?1:this.e.v<0?0:this.e.v)+s)){var a=e;e=r,r=a}e=1e-4*Math.round(1e4*e),r=1e-4*Math.round(1e4*r),this.sValue=e,this.eValue=r}else e=this.sValue,r=this.eValue;var n,o,h,l,p,f,m=this.shapes.length,c=0;if(r===e)for(n=0;n<m;n+=1)this.shapes[n].localShapeCollection.releaseShapes(),this.shapes[n].shape._mdf=!0,this.shapes[n].shape.paths=this.shapes[n].localShapeCollection;else if(1===r&&0===e||0===r&&1===e){if(this._mdf)for(n=0;n<m;n+=1)this.shapes[n].pathsData.length=0,this.shapes[n].shape._mdf=!0}else{var d,u,y=[];for(n=0;n<m;n+=1)if((d=this.shapes[n]).shape._mdf||this._mdf||t||2===this.m){if(h=(i=d.shape.paths)._length,f=0,!d.shape._mdf&&d.pathsData.length)f=d.totalShapeLength;else{for(l=this.releasePathsData(d.pathsData),o=0;o<h;o+=1)p=bez.getSegmentsLength(i.shapes[o]),l.push(p),f+=p.totalLength;d.totalShapeLength=f,d.pathsData=l}c+=f,d.shape._mdf=!0}else d.shape.paths=d.localShapeCollection;var g,v=e,b=r,P=0;for(n=m-1;n>=0;n-=1)if((d=this.shapes[n]).shape._mdf){for((u=d.localShapeCollection).releaseShapes(),2===this.m&&m>1?(g=this.calculateShapeEdges(e,r,d.totalShapeLength,P,c),P+=d.totalShapeLength):g=[[v,b]],h=g.length,o=0;o<h;o+=1){v=g[o][0],b=g[o][1],y.length=0,b<=1?y.push({s:d.totalShapeLength*v,e:d.totalShapeLength*b}):v>=1?y.push({s:d.totalShapeLength*(v-1),e:d.totalShapeLength*(b-1)}):(y.push({s:d.totalShapeLength*v,e:d.totalShapeLength}),y.push({s:0,e:d.totalShapeLength*(b-1)}));var _=this.addShapes(d,y[0]);if(y[0].s!==y[0].e){if(y.length>1)if(d.shape.paths.shapes[d.shape.paths._length-1].c){var x=_.pop();this.addPaths(_,u),_=this.addShapes(d,y[1],x)}else this.addPaths(_,u),_=this.addShapes(d,y[1]);this.addPaths(_,u)}}d.shape.paths=u}}},TrimModifier.prototype.addPaths=function(t,e){var r,i=t.length;for(r=0;r<i;r+=1)e.addShape(t[r])},TrimModifier.prototype.addSegment=function(t,e,r,i,s,a,n){s.setXYAt(e[0],e[1],"o",a),s.setXYAt(r[0],r[1],"i",a+1),n&&s.setXYAt(t[0],t[1],"v",a),s.setXYAt(i[0],i[1],"v",a+1)},TrimModifier.prototype.addSegmentFromArray=function(t,e,r,i){e.setXYAt(t[1],t[5],"o",r),e.setXYAt(t[2],t[6],"i",r+1),i&&e.setXYAt(t[0],t[4],"v",r),e.setXYAt(t[3],t[7],"v",r+1)},TrimModifier.prototype.addShapes=function(t,e,r){var i,s,a,n,o,h,l,p,f=t.pathsData,m=t.shape.paths.shapes,c=t.shape.paths._length,d=0,u=[],y=!0;for(r?(o=r._length,p=r._length):(r=shape_pool.newElement(),o=0,p=0),u.push(r),i=0;i<c;i+=1){for(h=f[i].lengths,r.c=m[i].c,a=m[i].c?h.length:h.length+1,s=1;s<a;s+=1)if(d+(n=h[s-1]).addedLength<e.s)d+=n.addedLength,r.c=!1;else{if(d>e.e){r.c=!1;break}e.s<=d&&e.e>=d+n.addedLength?(this.addSegment(m[i].v[s-1],m[i].o[s-1],m[i].i[s],m[i].v[s],r,o,y),y=!1):(l=bez.getNewSegment(m[i].v[s-1],m[i].v[s],m[i].o[s-1],m[i].i[s],(e.s-d)/n.addedLength,(e.e-d)/n.addedLength,h[s-1]),this.addSegmentFromArray(l,r,o,y),y=!1,r.c=!1),d+=n.addedLength,o+=1}if(m[i].c&&h.length){if(n=h[s-1],d<=e.e){var g=h[s-1].addedLength;e.s<=d&&e.e>=d+g?(this.addSegment(m[i].v[s-1],m[i].o[s-1],m[i].i[0],m[i].v[0],r,o,y),y=!1):(l=bez.getNewSegment(m[i].v[s-1],m[i].v[0],m[i].o[s-1],m[i].i[0],(e.s-d)/g,(e.e-d)/g,h[s-1]),this.addSegmentFromArray(l,r,o,y),y=!1,r.c=!1)}else r.c=!1;d+=n.addedLength,o+=1}if(r._length&&(r.setXYAt(r.v[p][0],r.v[p][1],"i",p),r.setXYAt(r.v[r._length-1][0],r.v[r._length-1][1],"o",r._length-1)),d>e.e)break;i<c-1&&(r=shape_pool.newElement(),y=!0,u.push(r),o=0)}return u},ShapeModifiers.registerModifier("tm",TrimModifier),extendPrototype([ShapeModifier],RoundCornersModifier),RoundCornersModifier.prototype.initModifierProperties=function(t,e){this.getValue=this.processKeys,this.rd=PropertyFactory.getProp(t,e.r,0,null,this),this._isAnimated=!!this.rd.effectsSequence.length},RoundCornersModifier.prototype.processPath=function(t,e){var r=shape_pool.newElement();r.c=t.c;var i,s,a,n,o,h,l,p,f,m,c,d,u,y=t._length,g=0;for(i=0;i<y;i+=1)s=t.v[i],n=t.o[i],a=t.i[i],s[0]===n[0]&&s[1]===n[1]&&s[0]===a[0]&&s[1]===a[1]?0!==i&&i!==y-1||t.c?(o=0===i?t.v[y-1]:t.v[i-1],l=(h=Math.sqrt(Math.pow(s[0]-o[0],2)+Math.pow(s[1]-o[1],2)))?Math.min(h/2,e)/h:0,p=d=s[0]+(o[0]-s[0])*l,f=u=s[1]-(s[1]-o[1])*l,m=p-(p-s[0])*roundCorner,c=f-(f-s[1])*roundCorner,r.setTripleAt(p,f,m,c,d,u,g),g+=1,o=i===y-1?t.v[0]:t.v[i+1],l=(h=Math.sqrt(Math.pow(s[0]-o[0],2)+Math.pow(s[1]-o[1],2)))?Math.min(h/2,e)/h:0,p=m=s[0]+(o[0]-s[0])*l,f=c=s[1]+(o[1]-s[1])*l,d=p-(p-s[0])*roundCorner,u=f-(f-s[1])*roundCorner,r.setTripleAt(p,f,m,c,d,u,g),g+=1):(r.setTripleAt(s[0],s[1],n[0],n[1],a[0],a[1],g),g+=1):(r.setTripleAt(t.v[i][0],t.v[i][1],t.o[i][0],t.o[i][1],t.i[i][0],t.i[i][1],g),g+=1);return r},RoundCornersModifier.prototype.processShapes=function(t){var e,r,i,s,a,n,o=this.shapes.length,h=this.rd.v;if(0!==h)for(r=0;r<o;r+=1){if((a=this.shapes[r]).shape.paths,n=a.localShapeCollection,a.shape._mdf||this._mdf||t)for(n.releaseShapes(),a.shape._mdf=!0,e=a.shape.paths.shapes,s=a.shape.paths._length,i=0;i<s;i+=1)n.addShape(this.processPath(e[i],h));a.shape.paths=a.localShapeCollection}this.dynamicProperties.length||(this._mdf=!1)},ShapeModifiers.registerModifier("rd",RoundCornersModifier),extendPrototype([ShapeModifier],RepeaterModifier),RepeaterModifier.prototype.initModifierProperties=function(t,e){this.getValue=this.processKeys,this.c=PropertyFactory.getProp(t,e.c,0,null,this),this.o=PropertyFactory.getProp(t,e.o,0,null,this),this.tr=TransformPropertyFactory.getTransformProperty(t,e.tr,this),this.so=PropertyFactory.getProp(t,e.tr.so,0,.01,this),this.eo=PropertyFactory.getProp(t,e.tr.eo,0,.01,this),this.data=e,this.dynamicProperties.length||this.getValue(!0),this._isAnimated=!!this.dynamicProperties.length,this.pMatrix=new Matrix,this.rMatrix=new Matrix,this.sMatrix=new Matrix,this.tMatrix=new Matrix,this.matrix=new Matrix},RepeaterModifier.prototype.applyTransforms=function(t,e,r,i,s,a){var n=a?-1:1,o=i.s.v[0]+(1-i.s.v[0])*(1-s),h=i.s.v[1]+(1-i.s.v[1])*(1-s);t.translate(i.p.v[0]*n*s,i.p.v[1]*n*s,i.p.v[2]),e.translate(-i.a.v[0],-i.a.v[1],i.a.v[2]),e.rotate(-i.r.v*n*s),e.translate(i.a.v[0],i.a.v[1],i.a.v[2]),r.translate(-i.a.v[0],-i.a.v[1],i.a.v[2]),r.scale(a?1/o:o,a?1/h:h),r.translate(i.a.v[0],i.a.v[1],i.a.v[2])},RepeaterModifier.prototype.init=function(t,e,r,i){this.elem=t,this.arr=e,this.pos=r,this.elemsData=i,this._currentCopies=0,this._elements=[],this._groups=[],this.frameId=-1,this.initDynamicPropertyContainer(t),this.initModifierProperties(t,e[r]);for(;r>0;)r-=1,this._elements.unshift(e[r]),1;this.dynamicProperties.length?this.k=!0:this.getValue(!0)},RepeaterModifier.prototype.resetElements=function(t){var e,r=t.length;for(e=0;e<r;e+=1)t[e]._processed=!1,"gr"===t[e].ty&&this.resetElements(t[e].it)},RepeaterModifier.prototype.cloneElements=function(t){t.length;var e=JSON.parse(JSON.stringify(t));return this.resetElements(e),e},RepeaterModifier.prototype.changeGroupRender=function(t,e){var r,i=t.length;for(r=0;r<i;r+=1)t[r]._render=e,"gr"===t[r].ty&&this.changeGroupRender(t[r].it,e)},RepeaterModifier.prototype.processShapes=function(t){var e,r,i,s,a;if(this._mdf||t){var n,o=Math.ceil(this.c.v);if(this._groups.length<o){for(;this._groups.length<o;){var h={it:this.cloneElements(this._elements),ty:"gr"};h.it.push({a:{a:0,ix:1,k:[0,0]},nm:"Transform",o:{a:0,ix:7,k:100},p:{a:0,ix:2,k:[0,0]},r:{a:1,ix:6,k:[{s:0,e:0,t:0},{s:0,e:0,t:1}]},s:{a:0,ix:3,k:[100,100]},sa:{a:0,ix:5,k:0},sk:{a:0,ix:4,k:0},ty:"tr"}),this.arr.splice(0,0,h),this._groups.splice(0,0,h),this._currentCopies+=1}this.elem.reloadShapes()}for(a=0,i=0;i<=this._groups.length-1;i+=1)n=a<o,this._groups[i]._render=n,this.changeGroupRender(this._groups[i].it,n),a+=1;this._currentCopies=o;var l=this.o.v,p=l%1,f=l>0?Math.floor(l):Math.ceil(l),m=(this.tr.v.props,this.pMatrix.props),c=this.rMatrix.props,d=this.sMatrix.props;this.pMatrix.reset(),this.rMatrix.reset(),this.sMatrix.reset(),this.tMatrix.reset(),this.matrix.reset();var u,y,g=0;if(l>0){for(;g<f;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),g+=1;p&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,p,!1),g+=p)}else if(l<0){for(;g>f;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!0),g-=1;p&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,-p,!0),g-=p)}for(i=1===this.data.m?0:this._currentCopies-1,s=1===this.data.m?1:-1,a=this._currentCopies;a;){if(y=(r=(e=this.elemsData[i].it)[e.length-1].transform.mProps.v.props).length,e[e.length-1].transform.mProps._mdf=!0,e[e.length-1].transform.op._mdf=!0,e[e.length-1].transform.op.v=this.so.v+(this.eo.v-this.so.v)*(i/(this._currentCopies-1)),0!==g){for((0!==i&&1===s||i!==this._currentCopies-1&&-1===s)&&this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),this.matrix.transform(c[0],c[1],c[2],c[3],c[4],c[5],c[6],c[7],c[8],c[9],c[10],c[11],c[12],c[13],c[14],c[15]),this.matrix.transform(d[0],d[1],d[2],d[3],d[4],d[5],d[6],d[7],d[8],d[9],d[10],d[11],d[12],d[13],d[14],d[15]),this.matrix.transform(m[0],m[1],m[2],m[3],m[4],m[5],m[6],m[7],m[8],m[9],m[10],m[11],m[12],m[13],m[14],m[15]),u=0;u<y;u+=1)r[u]=this.matrix.props[u];this.matrix.reset()}else for(this.matrix.reset(),u=0;u<y;u+=1)r[u]=this.matrix.props[u];g+=1,a-=1,i+=s}}else for(a=this._currentCopies,i=0,s=1;a;)r=(e=this.elemsData[i].it)[e.length-1].transform.mProps.v.props,e[e.length-1].transform.mProps._mdf=!1,e[e.length-1].transform.op._mdf=!1,a-=1,i+=s},RepeaterModifier.prototype.addShape=function(){},ShapeModifiers.registerModifier("rp",RepeaterModifier),ShapeCollection.prototype.addShape=function(t){this._length===this._maxLength&&(this.shapes=this.shapes.concat(createSizedArray(this._maxLength)),this._maxLength*=2),this.shapes[this._length]=t,this._length+=1},ShapeCollection.prototype.releaseShapes=function(){var t;for(t=0;t<this._length;t+=1)shape_pool.release(this.shapes[t]);this._length=0},DashProperty.prototype.getValue=function(t){if((this.elem.globalData.frameId!==this.frameId||t)&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf=this._mdf||t,this._mdf)){var e=0,r=this.dataProps.length;for("svg"===this.renderer&&(this.dashStr=""),e=0;e<r;e+=1)"o"!=this.dataProps[e].n?"svg"===this.renderer?this.dashStr+=" "+this.dataProps[e].p.v:this.dashArray[e]=this.dataProps[e].p.v:this.dashoffset[0]=this.dataProps[e].p.v}},extendPrototype([DynamicPropertyContainer],DashProperty),GradientProperty.prototype.comparePoints=function(t,e){for(var r=0,i=this.o.length/2;r<i;){if(Math.abs(t[4*r]-t[4*e+2*r])>.01)return!1;r+=1}return!0},GradientProperty.prototype.checkCollapsable=function(){if(this.o.length/2!=this.c.length/4)return!1;if(this.data.k.k[0].s)for(var t=0,e=this.data.k.k.length;t<e;){if(!this.comparePoints(this.data.k.k[t].s,this.data.p))return!1;t+=1}else if(!this.comparePoints(this.data.k.k,this.data.p))return!1;return!0},GradientProperty.prototype.getValue=function(t){if(this.prop.getValue(),this._mdf=!1,this._cmdf=!1,this._omdf=!1,this.prop._mdf||t){var e,r,i,s=4*this.data.p;for(e=0;e<s;e+=1)r=e%4==0?100:255,i=Math.round(this.prop.v[e]*r),this.c[e]!==i&&(this.c[e]=i,this._cmdf=!t);if(this.o.length)for(s=this.prop.v.length,e=4*this.data.p;e<s;e+=1)r=e%2==0?100:1,i=e%2==0?Math.round(100*this.prop.v[e]):this.prop.v[e],this.o[e-4*this.data.p]!==i&&(this.o[e-4*this.data.p]=i,this._omdf=!t);this._mdf=!t}},extendPrototype([DynamicPropertyContainer],GradientProperty);var buildShapeString=function(t,e,r,i){if(0===e)return"";var s,a=t.o,n=t.i,o=t.v,h=" M"+i.applyToPointStringified(o[0][0],o[0][1]);for(s=1;s<e;s+=1)h+=" C"+i.applyToPointStringified(a[s-1][0],a[s-1][1])+" "+i.applyToPointStringified(n[s][0],n[s][1])+" "+i.applyToPointStringified(o[s][0],o[s][1]);return r&&e&&(h+=" C"+i.applyToPointStringified(a[s-1][0],a[s-1][1])+" "+i.applyToPointStringified(n[0][0],n[0][1])+" "+i.applyToPointStringified(o[0][0],o[0][1]),h+="z"),h},ImagePreloader=function(){var t=function(){var t=createTag("canvas");t.width=1,t.height=1;var e=t.getContext("2d");return e.fillStyle="rgba(0,0,0,0)",e.fillRect(0,0,1,1),t}();function e(){this.loadedAssets+=1,this.loadedAssets===this.totalImages&&this.imagesLoadedCb&&this.imagesLoadedCb(null)}function r(e){var r=function(t,e,r){var i="";if(t.e)i=t.p;else if(e){var s=t.p;-1!==s.indexOf("images/")&&(s=s.split("/")[1]),i=e+s}else i=r,i+=t.u?t.u:"",i+=t.p;return i}(e,this.assetsPath,this.path),i=createTag("img");i.crossOrigin="anonymous",i.addEventListener("load",this._imageLoaded.bind(this),!1),i.addEventListener("error",function(){s.img=t,this._imageLoaded()}.bind(this),!1),i.src=r;var s={img:i,assetData:e};return s}function i(t,e){this.imagesLoadedCb=e;var r,i=t.length;for(r=0;r<i;r+=1)t[r].layers||(this.totalImages+=1,this.images.push(this._createImageData(t[r])))}function s(t){this.path=t||""}function a(t){this.assetsPath=t||""}function n(t){for(var e=0,r=this.images.length;e<r;){if(this.images[e].assetData===t)return this.images[e].img;e+=1}}function o(){this.imagesLoadedCb=null,this.images.length=0}function h(){return this.totalImages===this.loadedAssets}return function(){this.loadAssets=i,this.setAssetsPath=a,this.setPath=s,this.loaded=h,this.destroy=o,this.getImage=n,this._createImageData=r,this._imageLoaded=e,this.assetsPath="",this.path="",this.totalImages=0,this.loadedAssets=0,this.imagesLoadedCb=null,this.images=[]}}(),featureSupport=function(){var t={maskType:!0};return(/MSIE 10/i.test(navigator.userAgent)||/MSIE 9/i.test(navigator.userAgent)||/rv:11.0/i.test(navigator.userAgent)||/Edge\/\d./i.test(navigator.userAgent))&&(t.maskType=!1),t}(),filtersFactory=function(){var t={};return t.createFilter=function(t){var e=createNS("filter");return e.setAttribute("id",t),e.setAttribute("filterUnits","objectBoundingBox"),e.setAttribute("x","0%"),e.setAttribute("y","0%"),e.setAttribute("width","100%"),e.setAttribute("height","100%"),e},t.createAlphaToLuminanceFilter=function(){var t=createNS("feColorMatrix");return t.setAttribute("type","matrix"),t.setAttribute("color-interpolation-filters","sRGB"),t.setAttribute("values","0 0 0 1 0  0 0 0 1 0  0 0 0 1 0  0 0 0 1 1"),t},t}(),assetLoader=function(){function t(t){return t.response&&"object"===_typeof(t.response)?t.response:t.response&&"string"==typeof t.response?JSON.parse(t.response):t.responseText?JSON.parse(t.responseText):void 0}return{load:function(e,r,i){var s,a=new XMLHttpRequest;a.open("GET",e,!0);try{a.responseType="json"}catch(t){}a.send(),a.onreadystatechange=function(){if(4==a.readyState)if(200==a.status)s=t(a),r(s);else try{s=t(a),r(s)}catch(t){i&&i(t)}}}}}();function TextAnimatorProperty(t,e,r){this._isFirstFrame=!0,this._hasMaskedPath=!1,this._frameId=-1,this._textData=t,this._renderType=e,this._elem=r,this._animatorsData=createSizedArray(this._textData.a.length),this._pathData={},this._moreOptions={alignment:{}},this.renderedLetters=[],this.lettersChangedFlag=!1,this.initDynamicPropertyContainer(r)}function TextAnimatorDataProperty(t,e,r){var i={propType:!1},s=PropertyFactory.getProp,a=e.a;this.a={r:a.r?s(t,a.r,0,degToRads,r):i,rx:a.rx?s(t,a.rx,0,degToRads,r):i,ry:a.ry?s(t,a.ry,0,degToRads,r):i,sk:a.sk?s(t,a.sk,0,degToRads,r):i,sa:a.sa?s(t,a.sa,0,degToRads,r):i,s:a.s?s(t,a.s,1,.01,r):i,a:a.a?s(t,a.a,1,0,r):i,o:a.o?s(t,a.o,0,.01,r):i,p:a.p?s(t,a.p,1,0,r):i,sw:a.sw?s(t,a.sw,0,0,r):i,sc:a.sc?s(t,a.sc,1,0,r):i,fc:a.fc?s(t,a.fc,1,0,r):i,fh:a.fh?s(t,a.fh,0,0,r):i,fs:a.fs?s(t,a.fs,0,.01,r):i,fb:a.fb?s(t,a.fb,0,.01,r):i,t:a.t?s(t,a.t,0,0,r):i},this.s=TextSelectorProp.getTextSelectorProp(t,e.s,r),this.s.t=e.s.t}function LetterProps(t,e,r,i,s,a){this.o=t,this.sw=e,this.sc=r,this.fc=i,this.m=s,this.p=a,this._mdf={o:!0,sw:!!e,sc:!!r,fc:!!i,m:!0,p:!0}}function TextProperty(t,e){this._frameId=initialDefaultFrame,this.pv="",this.v="",this.kf=!1,this._isFirstFrame=!0,this._mdf=!1,this.data=e,this.elem=t,this.comp=this.elem.comp,this.keysIndex=0,this.canResize=!1,this.minimumFontSize=1,this.effectsSequence=[],this.currentData={ascent:0,boxWidth:this.defaultBoxWidth,f:"",fStyle:"",fWeight:"",fc:"",j:"",justifyOffset:"",l:[],lh:0,lineWidths:[],ls:"",of:"",s:"",sc:"",sw:0,t:0,tr:0,sz:0,ps:null,fillColorAnim:!1,strokeColorAnim:!1,strokeWidthAnim:!1,yOffset:0,finalSize:0,finalText:[],finalLineHeight:0,__complete:!1},this.copyData(this.currentData,this.data.d.k[0].s),this.searchProperty()||this.completeTextData(this.currentData)}TextAnimatorProperty.prototype.searchProperties=function(){var t,e,r=this._textData.a.length,i=PropertyFactory.getProp;for(t=0;t<r;t+=1)e=this._textData.a[t],this._animatorsData[t]=new TextAnimatorDataProperty(this._elem,e,this);this._textData.p&&"m"in this._textData.p?(this._pathData={f:i(this._elem,this._textData.p.f,0,0,this),l:i(this._elem,this._textData.p.l,0,0,this),r:this._textData.p.r,m:this._elem.maskManager.getMaskProperty(this._textData.p.m)},this._hasMaskedPath=!0):this._hasMaskedPath=!1,this._moreOptions.alignment=i(this._elem,this._textData.m.a,1,0,this)},TextAnimatorProperty.prototype.getMeasures=function(t,e){if(this.lettersChangedFlag=e,this._mdf||this._isFirstFrame||e||this._hasMaskedPath&&this._pathData.m._mdf){this._isFirstFrame=!1;var r,i,s,a,n,o,h,l,p,f,m,c,d,u,y,g,v,b,P,_=this._moreOptions.alignment.v,x=this._animatorsData,S=this._textData,T=this.mHelper,E=this._renderType,C=this.renderedLetters.length,A=(this.data,t.l);if(this._hasMaskedPath){if(P=this._pathData.m,!this._pathData.n||this._pathData._mdf){var k,D=P.v;for(this._pathData.r&&(D=D.reverse()),n={tLength:0,segments:[]},a=D._length-1,g=0,s=0;s<a;s+=1)k=bez.buildBezierData(D.v[s],D.v[s+1],[D.o[s][0]-D.v[s][0],D.o[s][1]-D.v[s][1]],[D.i[s+1][0]-D.v[s+1][0],D.i[s+1][1]-D.v[s+1][1]]),n.tLength+=k.segmentLength,n.segments.push(k),g+=k.segmentLength;s=a,P.v.c&&(k=bez.buildBezierData(D.v[s],D.v[0],[D.o[s][0]-D.v[s][0],D.o[s][1]-D.v[s][1]],[D.i[0][0]-D.v[0][0],D.i[0][1]-D.v[0][1]]),n.tLength+=k.segmentLength,n.segments.push(k),g+=k.segmentLength),this._pathData.pi=n}if(n=this._pathData.pi,o=this._pathData.f.v,m=0,f=1,l=0,p=!0,u=n.segments,o<0&&P.v.c)for(n.tLength<Math.abs(o)&&(o=-Math.abs(o)%n.tLength),f=(d=u[m=u.length-1].points).length-1;o<0;)o+=d[f].partialLength,(f-=1)<0&&(f=(d=u[m-=1].points).length-1);c=(d=u[m].points)[f-1],y=(h=d[f]).partialLength}a=A.length,r=0,i=0;var M,I,w,F,V=1.2*t.finalSize*.714,R=!0;w=x.length;var L,O,z,B,N,G,j,q,H,W,Y,X,K,$=-1,J=o,U=m,Z=f,Q=-1,tt="",et=this.defaultPropsArray;if(2===t.j||1===t.j){var rt=0,it=0,st=2===t.j?-.5:-1,at=0,nt=!0;for(s=0;s<a;s+=1)if(A[s].n){for(rt&&(rt+=it);at<s;)A[at].animatorJustifyOffset=rt,at+=1;rt=0,nt=!0}else{for(I=0;I<w;I+=1)(M=x[I].a).t.propType&&(nt&&2===t.j&&(it+=M.t.v*st),(L=x[I].s.getMult(A[s].anIndexes[I],S.a[I].s.totalChars)).length?rt+=M.t.v*L[0]*st:rt+=M.t.v*L*st);nt=!1}for(rt&&(rt+=it);at<s;)A[at].animatorJustifyOffset=rt,at+=1}for(s=0;s<a;s+=1){if(T.reset(),N=1,A[s].n)r=0,i+=t.yOffset,i+=R?1:0,o=J,R=!1,0,this._hasMaskedPath&&(f=Z,c=(d=u[m=U].points)[f-1],y=(h=d[f]).partialLength,l=0),K=W=X=tt="",et=this.defaultPropsArray;else{if(this._hasMaskedPath){if(Q!==A[s].line){switch(t.j){case 1:o+=g-t.lineWidths[A[s].line];break;case 2:o+=(g-t.lineWidths[A[s].line])/2}Q=A[s].line}$!==A[s].ind&&(A[$]&&(o+=A[$].extra),o+=A[s].an/2,$=A[s].ind),o+=_[0]*A[s].an/200;var ot=0;for(I=0;I<w;I+=1)(M=x[I].a).p.propType&&((L=x[I].s.getMult(A[s].anIndexes[I],S.a[I].s.totalChars)).length?ot+=M.p.v[0]*L[0]:ot+=M.p.v[0]*L),M.a.propType&&((L=x[I].s.getMult(A[s].anIndexes[I],S.a[I].s.totalChars)).length?ot+=M.a.v[0]*L[0]:ot+=M.a.v[0]*L);for(p=!0;p;)l+y>=o+ot||!d?(v=(o+ot-l)/h.partialLength,z=c.point[0]+(h.point[0]-c.point[0])*v,B=c.point[1]+(h.point[1]-c.point[1])*v,T.translate(-_[0]*A[s].an/200,-_[1]*V/100),p=!1):d&&(l+=h.partialLength,(f+=1)>=d.length&&(f=0,u[m+=1]?d=u[m].points:P.v.c?(f=0,d=u[m=0].points):(l-=h.partialLength,d=null)),d&&(c=h,y=(h=d[f]).partialLength));O=A[s].an/2-A[s].add,T.translate(-O,0,0)}else O=A[s].an/2-A[s].add,T.translate(-O,0,0),T.translate(-_[0]*A[s].an/200,-_[1]*V/100,0);for(A[s].l/2,I=0;I<w;I+=1)(M=x[I].a).t.propType&&(L=x[I].s.getMult(A[s].anIndexes[I],S.a[I].s.totalChars),0===r&&0===t.j||(this._hasMaskedPath?L.length?o+=M.t.v*L[0]:o+=M.t.v*L:L.length?r+=M.t.v*L[0]:r+=M.t.v*L));for(A[s].l/2,t.strokeWidthAnim&&(j=t.sw||0),t.strokeColorAnim&&(G=t.sc?[t.sc[0],t.sc[1],t.sc[2]]:[0,0,0]),t.fillColorAnim&&t.fc&&(q=[t.fc[0],t.fc[1],t.fc[2]]),I=0;I<w;I+=1)(M=x[I].a).a.propType&&((L=x[I].s.getMult(A[s].anIndexes[I],S.a[I].s.totalChars)).length?T.translate(-M.a.v[0]*L[0],-M.a.v[1]*L[1],M.a.v[2]*L[2]):T.translate(-M.a.v[0]*L,-M.a.v[1]*L,M.a.v[2]*L));for(I=0;I<w;I+=1)(M=x[I].a).s.propType&&((L=x[I].s.getMult(A[s].anIndexes[I],S.a[I].s.totalChars)).length?T.scale(1+(M.s.v[0]-1)*L[0],1+(M.s.v[1]-1)*L[1],1):T.scale(1+(M.s.v[0]-1)*L,1+(M.s.v[1]-1)*L,1));for(I=0;I<w;I+=1){if(M=x[I].a,L=x[I].s.getMult(A[s].anIndexes[I],S.a[I].s.totalChars),M.sk.propType&&(L.length?T.skewFromAxis(-M.sk.v*L[0],M.sa.v*L[1]):T.skewFromAxis(-M.sk.v*L,M.sa.v*L)),M.r.propType&&(L.length?T.rotateZ(-M.r.v*L[2]):T.rotateZ(-M.r.v*L)),M.ry.propType&&(L.length?T.rotateY(M.ry.v*L[1]):T.rotateY(M.ry.v*L)),M.rx.propType&&(L.length?T.rotateX(M.rx.v*L[0]):T.rotateX(M.rx.v*L)),M.o.propType&&(L.length?N+=(M.o.v*L[0]-N)*L[0]:N+=(M.o.v*L-N)*L),t.strokeWidthAnim&&M.sw.propType&&(L.length?j+=M.sw.v*L[0]:j+=M.sw.v*L),t.strokeColorAnim&&M.sc.propType)for(H=0;H<3;H+=1)L.length?G[H]=G[H]+(M.sc.v[H]-G[H])*L[0]:G[H]=G[H]+(M.sc.v[H]-G[H])*L;if(t.fillColorAnim&&t.fc){if(M.fc.propType)for(H=0;H<3;H+=1)L.length?q[H]=q[H]+(M.fc.v[H]-q[H])*L[0]:q[H]=q[H]+(M.fc.v[H]-q[H])*L;M.fh.propType&&(q=L.length?addHueToRGB(q,M.fh.v*L[0]):addHueToRGB(q,M.fh.v*L)),M.fs.propType&&(q=L.length?addSaturationToRGB(q,M.fs.v*L[0]):addSaturationToRGB(q,M.fs.v*L)),M.fb.propType&&(q=L.length?addBrightnessToRGB(q,M.fb.v*L[0]):addBrightnessToRGB(q,M.fb.v*L))}}for(I=0;I<w;I+=1)(M=x[I].a).p.propType&&(L=x[I].s.getMult(A[s].anIndexes[I],S.a[I].s.totalChars),this._hasMaskedPath?L.length?T.translate(0,M.p.v[1]*L[0],-M.p.v[2]*L[1]):T.translate(0,M.p.v[1]*L,-M.p.v[2]*L):L.length?T.translate(M.p.v[0]*L[0],M.p.v[1]*L[1],-M.p.v[2]*L[2]):T.translate(M.p.v[0]*L,M.p.v[1]*L,-M.p.v[2]*L));if(t.strokeWidthAnim&&(W=j<0?0:j),t.strokeColorAnim&&(Y="rgb("+Math.round(255*G[0])+","+Math.round(255*G[1])+","+Math.round(255*G[2])+")"),t.fillColorAnim&&t.fc&&(X="rgb("+Math.round(255*q[0])+","+Math.round(255*q[1])+","+Math.round(255*q[2])+")"),this._hasMaskedPath){if(T.translate(0,-t.ls),T.translate(0,_[1]*V/100+i,0),S.p.p){b=(h.point[1]-c.point[1])/(h.point[0]-c.point[0]);var ht=180*Math.atan(b)/Math.PI;h.point[0]<c.point[0]&&(ht+=180),T.rotate(-ht*Math.PI/180)}T.translate(z,B,0),o-=_[0]*A[s].an/200,A[s+1]&&$!==A[s+1].ind&&(o+=A[s].an/2,o+=t.tr/1e3*t.finalSize)}else{switch(T.translate(r,i,0),t.ps&&T.translate(t.ps[0],t.ps[1]+t.ascent,0),t.j){case 1:T.translate(A[s].animatorJustifyOffset+t.justifyOffset+(t.boxWidth-t.lineWidths[A[s].line]),0,0);break;case 2:T.translate(A[s].animatorJustifyOffset+t.justifyOffset+(t.boxWidth-t.lineWidths[A[s].line])/2,0,0)}T.translate(0,-t.ls),T.translate(O,0,0),T.translate(_[0]*A[s].an/200,_[1]*V/100,0),r+=A[s].l+t.tr/1e3*t.finalSize}"html"===E?tt=T.toCSS():"svg"===E?tt=T.to2dCSS():et=[T.props[0],T.props[1],T.props[2],T.props[3],T.props[4],T.props[5],T.props[6],T.props[7],T.props[8],T.props[9],T.props[10],T.props[11],T.props[12],T.props[13],T.props[14],T.props[15]],K=N}C<=s?(F=new LetterProps(K,W,Y,X,tt,et),this.renderedLetters.push(F),C+=1,this.lettersChangedFlag=!0):(F=this.renderedLetters[s],this.lettersChangedFlag=F.update(K,W,Y,X,tt,et)||this.lettersChangedFlag)}}},TextAnimatorProperty.prototype.getValue=function(){this._elem.globalData.frameId!==this._frameId&&(this._frameId=this._elem.globalData.frameId,this.iterateDynamicProperties())},TextAnimatorProperty.prototype.mHelper=new Matrix,TextAnimatorProperty.prototype.defaultPropsArray=[],extendPrototype([DynamicPropertyContainer],TextAnimatorProperty),LetterProps.prototype.update=function(t,e,r,i,s,a){this._mdf.o=!1,this._mdf.sw=!1,this._mdf.sc=!1,this._mdf.fc=!1,this._mdf.m=!1,this._mdf.p=!1;var n=!1;return this.o!==t&&(this.o=t,this._mdf.o=!0,n=!0),this.sw!==e&&(this.sw=e,this._mdf.sw=!0,n=!0),this.sc!==r&&(this.sc=r,this._mdf.sc=!0,n=!0),this.fc!==i&&(this.fc=i,this._mdf.fc=!0,n=!0),this.m!==s&&(this.m=s,this._mdf.m=!0,n=!0),!a.length||this.p[0]===a[0]&&this.p[1]===a[1]&&this.p[4]===a[4]&&this.p[5]===a[5]&&this.p[12]===a[12]&&this.p[13]===a[13]||(this.p=a,this._mdf.p=!0,n=!0),n},TextProperty.prototype.defaultBoxWidth=[0,0],TextProperty.prototype.copyData=function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r]);return t},TextProperty.prototype.setCurrentData=function(t){t.__complete||this.completeTextData(t),this.currentData=t,this.currentData.boxWidth=this.currentData.boxWidth||this.defaultBoxWidth,this._mdf=!0},TextProperty.prototype.searchProperty=function(){return this.searchKeyframes()},TextProperty.prototype.searchKeyframes=function(){return this.kf=this.data.d.k.length>1,this.kf&&this.addEffect(this.getKeyframeValue.bind(this)),this.kf},TextProperty.prototype.addEffect=function(t){this.effectsSequence.push(t),this.elem.addDynamicProperty(this)},TextProperty.prototype.getValue=function(t){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length||t){this.currentData.t=this.data.d.k[this.keysIndex].s.t;var e=this.currentData,r=this.keysIndex;if(this.lock)this.setCurrentData(this.currentData);else{this.lock=!0,this._mdf=!1;var i,s=this.effectsSequence.length,a=t||this.data.d.k[this.keysIndex].s;for(i=0;i<s;i+=1)a=r!==this.keysIndex?this.effectsSequence[i](a,a.t):this.effectsSequence[i](this.currentData,a.t);e!==a&&this.setCurrentData(a),this.pv=this.v=this.currentData,this.lock=!1,this.frameId=this.elem.globalData.frameId}}},TextProperty.prototype.getKeyframeValue=function(){for(var t=this.data.d.k,e=this.elem.comp.renderedFrame,r=0,i=t.length;r<=i-1&&(t[r].s,!(r===i-1||t[r+1].t>e));)r+=1;return this.keysIndex!==r&&(this.keysIndex=r),this.data.d.k[this.keysIndex].s},TextProperty.prototype.buildFinalText=function(t){for(var e,r=FontManager.getCombinedCharacterCodes(),i=[],s=0,a=t.length;s<a;)e=t.charCodeAt(s),-1!==r.indexOf(e)?i[i.length-1]+=t.charAt(s):e>=55296&&e<=56319&&(e=t.charCodeAt(s+1))>=56320&&e<=57343?(i.push(t.substr(s,2)),++s):i.push(t.charAt(s)),s+=1;return i},TextProperty.prototype.completeTextData=function(t){t.__complete=!0;var e,r,i,s,a,n,o,h=this.elem.globalData.fontManager,l=this.data,p=[],f=0,m=l.m.g,c=0,d=0,u=0,y=[],g=0,v=0,b=h.getFontByName(t.f),P=0,_=b.fStyle?b.fStyle.split(" "):[],x="normal",S="normal";for(r=_.length,e=0;e<r;e+=1)switch(_[e].toLowerCase()){case"italic":S="italic";break;case"bold":x="700";break;case"black":x="900";break;case"medium":x="500";break;case"regular":case"normal":x="400";break;case"light":case"thin":x="200"}t.fWeight=b.fWeight||x,t.fStyle=S,t.finalSize=t.s,t.finalText=this.buildFinalText(t.t),r=t.finalText.length,t.finalLineHeight=t.lh;var T,E=t.tr/1e3*t.finalSize;if(t.sz)for(var C,A,k=!0,D=t.sz[0],M=t.sz[1];k;){C=0,g=0,r=(A=this.buildFinalText(t.t)).length,E=t.tr/1e3*t.finalSize;var I=-1;for(e=0;e<r;e+=1)T=A[e].charCodeAt(0),i=!1," "===A[e]?I=e:13!==T&&3!==T||(g=0,i=!0,C+=t.finalLineHeight||1.2*t.finalSize),h.chars?(o=h.getCharData(A[e],b.fStyle,b.fFamily),P=i?0:o.w*t.finalSize/100):P=h.measureText(A[e],t.f,t.finalSize),g+P>D&&" "!==A[e]?(-1===I?r+=1:e=I,C+=t.finalLineHeight||1.2*t.finalSize,A.splice(e,I===e?1:0,"\r"),I=-1,g=0):(g+=P,g+=E);C+=b.ascent*t.finalSize/100,this.canResize&&t.finalSize>this.minimumFontSize&&M<C?(t.finalSize-=1,t.finalLineHeight=t.finalSize*t.lh/t.s):(t.finalText=A,r=t.finalText.length,k=!1)}g=-E,P=0;var w,F=0;for(e=0;e<r;e+=1)if(i=!1,T=(w=t.finalText[e]).charCodeAt(0)," "===w?s=" ":13===T||3===T?(F=0,y.push(g),v=g>v?g:v,g=-2*E,s="",i=!0,u+=1):s=t.finalText[e],h.chars?(o=h.getCharData(w,b.fStyle,h.getFontByName(t.f).fFamily),P=i?0:o.w*t.finalSize/100):P=h.measureText(s,t.f,t.finalSize)," "===w?F+=P+E:(g+=P+E+F,F=0),p.push({l:P,an:P,add:c,n:i,anIndexes:[],val:s,line:u,animatorJustifyOffset:0}),2==m){if(c+=P,""===s||" "===s||e===r-1){for(""!==s&&" "!==s||(c-=P);d<=e;)p[d].an=c,p[d].ind=f,p[d].extra=P,d+=1;f+=1,c=0}}else if(3==m){if(c+=P,""===s||e===r-1){for(""===s&&(c-=P);d<=e;)p[d].an=c,p[d].ind=f,p[d].extra=P,d+=1;c=0,f+=1}}else p[f].ind=f,p[f].extra=0,f+=1;if(t.l=p,v=g>v?g:v,y.push(g),t.sz)t.boxWidth=t.sz[0],t.justifyOffset=0;else switch(t.boxWidth=v,t.j){case 1:t.justifyOffset=-t.boxWidth;break;case 2:t.justifyOffset=-t.boxWidth/2;break;default:t.justifyOffset=0}t.lineWidths=y;var V,R,L=l.a;n=L.length;var O,z,B=[];for(a=0;a<n;a+=1){for((V=L[a]).a.sc&&(t.strokeColorAnim=!0),V.a.sw&&(t.strokeWidthAnim=!0),(V.a.fc||V.a.fh||V.a.fs||V.a.fb)&&(t.fillColorAnim=!0),z=0,O=V.s.b,e=0;e<r;e+=1)(R=p[e]).anIndexes[a]=z,(1==O&&""!==R.val||2==O&&""!==R.val&&" "!==R.val||3==O&&(R.n||" "==R.val||e==r-1)||4==O&&(R.n||e==r-1))&&(1===V.s.rn&&B.push(z),z+=1);l.a[a].s.totalChars=z;var N,G=-1;if(1===V.s.rn)for(e=0;e<r;e+=1)G!=(R=p[e]).anIndexes[a]&&(G=R.anIndexes[a],N=B.splice(Math.floor(Math.random()*B.length),1)[0]),R.anIndexes[a]=N}t.yOffset=t.finalLineHeight||1.2*t.finalSize,t.ls=t.ls||0,t.ascent=b.ascent*t.finalSize/100},TextProperty.prototype.updateDocumentData=function(t,e){e=void 0===e?this.keysIndex:e;var r=this.copyData({},this.data.d.k[e].s);r=this.copyData(r,t),this.data.d.k[e].s=r,this.recalculate(e),this.elem.addDynamicProperty(this)},TextProperty.prototype.recalculate=function(t){var e=this.data.d.k[t].s;e.__complete=!1,this.keysIndex=0,this._isFirstFrame=!0,this.getValue(e)},TextProperty.prototype.canResizeFont=function(t){this.canResize=t,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)},TextProperty.prototype.setMinimumFontSize=function(t){this.minimumFontSize=Math.floor(t)||1,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)};var TextSelectorProp=function(){var t=Math.max,e=Math.min,r=Math.floor;function i(t,e){this._currentTextLength=-1,this.k=!1,this.data=e,this.elem=t,this.comp=t.comp,this.finalS=0,this.finalE=0,this.initDynamicPropertyContainer(t),this.s=PropertyFactory.getProp(t,e.s||{k:0},0,0,this),this.e="e"in e?PropertyFactory.getProp(t,e.e,0,0,this):{v:100},this.o=PropertyFactory.getProp(t,e.o||{k:0},0,0,this),this.xe=PropertyFactory.getProp(t,e.xe||{k:0},0,0,this),this.ne=PropertyFactory.getProp(t,e.ne||{k:0},0,0,this),this.a=PropertyFactory.getProp(t,e.a,0,.01,this),this.dynamicProperties.length||this.getValue()}return i.prototype={getMult:function(i){this._currentTextLength!==this.elem.textProperty.currentData.l.length&&this.getValue();var s=BezierFactory.getBezierEasing(this.ne.v/100,0,1-this.xe.v/100,1).get,a=0,n=this.finalS,o=this.finalE,h=this.data.sh;if(2==h)a=s(a=o===n?i>=o?1:0:t(0,e(.5/(o-n)+(i-n)/(o-n),1)));else if(3==h)a=s(a=o===n?i>=o?0:1:1-t(0,e(.5/(o-n)+(i-n)/(o-n),1)));else if(4==h)o===n?a=0:(a=t(0,e(.5/(o-n)+(i-n)/(o-n),1)))<.5?a*=2:a=1-2*(a-.5),a=s(a);else if(5==h){if(o===n)a=0;else{var l=o-n,p=-l/2+(i=e(t(0,i+.5-n),o-n)),f=l/2;a=Math.sqrt(1-p*p/(f*f))}a=s(a)}else 6==h?(o===n?a=0:(i=e(t(0,i+.5-n),o-n),a=(1+Math.cos(Math.PI+2*Math.PI*i/(o-n)))/2),a=s(a)):(i>=r(n)&&(a=i-n<0?1-(n-i):t(0,e(o-i,1))),a=s(a));return a*this.a.v},getValue:function(t){this.iterateDynamicProperties(),this._mdf=t||this._mdf,this._currentTextLength=this.elem.textProperty.currentData.l.length||0,t&&2===this.data.r&&(this.e.v=this._currentTextLength);var e=2===this.data.r?1:100/this.data.totalChars,r=this.o.v/e,i=this.s.v/e+r,s=this.e.v/e+r;if(i>s){var a=i;i=s,s=a}this.finalS=i,this.finalE=s}},extendPrototype([DynamicPropertyContainer],i),{getTextSelectorProp:function(t,e,r){return new i(t,e,r)}}}(),pool_factory=function(t,e,r,i){var s=0,a=t,n=createSizedArray(a);function o(){return s?n[s-=1]:e()}return{newElement:o,release:function(t){s===a&&(n=pooling.double(n),a*=2),r&&r(t),n[s]=t,s+=1}}},pooling={double:function(t){return t.concat(createSizedArray(t.length))}},point_pool=pool_factory(8,function(){return createTypedArray("float32",2)}),shape_pool=(factory=pool_factory(4,function(){return new ShapePath},function(t){var e,r=t._length;for(e=0;e<r;e+=1)point_pool.release(t.v[e]),point_pool.release(t.i[e]),point_pool.release(t.o[e]),t.v[e]=null,t.i[e]=null,t.o[e]=null;t._length=0,t.c=!1}),factory.clone=function(t){var e,r=factory.newElement(),i=void 0===t._length?t.v.length:t._length;for(r.setLength(i),r.c=t.c,e=0;e<i;e+=1)r.setTripleAt(t.v[e][0],t.v[e][1],t.o[e][0],t.o[e][1],t.i[e][0],t.i[e][1],e);return r},factory),factory,shapeCollection_pool=function(){var t={newShapeCollection:function(){var t;t=e?i[e-=1]:new ShapeCollection;return t},release:function(t){var s,a=t._length;for(s=0;s<a;s+=1)shape_pool.release(t.shapes[s]);t._length=0,e===r&&(i=pooling.double(i),r*=2);i[e]=t,e+=1}},e=0,r=4,i=createSizedArray(r);return t}(),segments_length_pool=pool_factory(8,function(){return{lengths:[],totalLength:0}},function(t){var e,r=t.lengths.length;for(e=0;e<r;e+=1)bezier_length_pool.release(t.lengths[e]);t.lengths.length=0}),bezier_length_pool=pool_factory(8,function(){return{addedLength:0,percents:createTypedArray("float32",defaultCurveSegments),lengths:createTypedArray("float32",defaultCurveSegments)}});function BaseRenderer(){}function SVGRenderer(t,e){this.animationItem=t,this.layers=null,this.renderedFrame=-1,this.svgElement=createNS("svg");var r="";if(e&&e.title){var i=createNS("title"),s=createElementID();i.setAttribute("id",s),i.textContent=e.title,this.svgElement.appendChild(i),r+=s}if(e&&e.description){var a=createNS("desc"),n=createElementID();a.setAttribute("id",n),a.textContent=e.description,this.svgElement.appendChild(a),r+=" "+n}r&&this.svgElement.setAttribute("aria-labelledby",r);var o=createNS("defs");this.svgElement.appendChild(o);var h=createNS("g");this.svgElement.appendChild(h),this.layerElement=h,this.renderConfig={preserveAspectRatio:e&&e.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:e&&e.imagePreserveAspectRatio||"xMidYMid slice",progressiveLoad:e&&e.progressiveLoad||!1,hideOnTransparent:!e||!1!==e.hideOnTransparent,viewBoxOnly:e&&e.viewBoxOnly||!1,viewBoxSize:e&&e.viewBoxSize||!1,className:e&&e.className||""},this.globalData={_mdf:!1,frameNum:-1,defs:o,renderConfig:this.renderConfig},this.elements=[],this.pendingElements=[],this.destroyed=!1,this.rendererType="svg"}function CanvasRenderer(t,e){this.animationItem=t,this.renderConfig={clearCanvas:!e||void 0===e.clearCanvas||e.clearCanvas,context:e&&e.context||null,progressiveLoad:e&&e.progressiveLoad||!1,preserveAspectRatio:e&&e.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:e&&e.imagePreserveAspectRatio||"xMidYMid slice",className:e&&e.className||""},this.renderConfig.dpr=e&&e.dpr||1,this.animationItem.wrapper&&(this.renderConfig.dpr=e&&e.dpr||window.devicePixelRatio||1),this.renderedFrame=-1,this.globalData={frameNum:-1,_mdf:!1,renderConfig:this.renderConfig,currentGlobalAlpha:-1},this.contextData=new CVContextData,this.elements=[],this.pendingElements=[],this.transformMat=new Matrix,this.completeLayers=!1,this.rendererType="canvas"}function MaskElement(t,e,r){this.data=t,this.element=e,this.globalData=r,this.storedData=[],this.masksProperties=this.data.masksProperties||[],this.maskElement=null;var i,s=this.globalData.defs,a=this.masksProperties?this.masksProperties.length:0;this.viewData=createSizedArray(a),this.solidPath="";var n,o,h,l,p,f,m,c=this.masksProperties,d=0,u=[],y=createElementID(),g="clipPath",v="clip-path";for(i=0;i<a;i++)if(("a"!==c[i].mode&&"n"!==c[i].mode||c[i].inv||100!==c[i].o.k||c[i].o.x)&&(g="mask",v="mask"),"s"!=c[i].mode&&"i"!=c[i].mode||0!==d?l=null:((l=createNS("rect")).setAttribute("fill","#ffffff"),l.setAttribute("width",this.element.comp.data.w||0),l.setAttribute("height",this.element.comp.data.h||0),u.push(l)),n=createNS("path"),"n"!=c[i].mode){var b;if(d+=1,n.setAttribute("fill","s"===c[i].mode?"#000000":"#ffffff"),n.setAttribute("clip-rule","nonzero"),0!==c[i].x.k?(g="mask",v="mask",m=PropertyFactory.getProp(this.element,c[i].x,0,null,this.element),b=createElementID(),(p=createNS("filter")).setAttribute("id",b),(f=createNS("feMorphology")).setAttribute("operator","erode"),f.setAttribute("in","SourceGraphic"),f.setAttribute("radius","0"),p.appendChild(f),s.appendChild(p),n.setAttribute("stroke","s"===c[i].mode?"#000000":"#ffffff")):(f=null,m=null),this.storedData[i]={elem:n,x:m,expan:f,lastPath:"",lastOperator:"",filterId:b,lastRadius:0},"i"==c[i].mode){h=u.length;var P=createNS("g");for(o=0;o<h;o+=1)P.appendChild(u[o]);var _=createNS("mask");_.setAttribute("mask-type","alpha"),_.setAttribute("id",y+"_"+d),_.appendChild(n),s.appendChild(_),P.setAttribute("mask","url("+locationHref+"#"+y+"_"+d+")"),u.length=0,u.push(P)}else u.push(n);c[i].inv&&!this.solidPath&&(this.solidPath=this.createLayerSolidPath()),this.viewData[i]={elem:n,lastPath:"",op:PropertyFactory.getProp(this.element,c[i].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,c[i],3),invRect:l},this.viewData[i].prop.k||this.drawPath(c[i],this.viewData[i].prop.v,this.viewData[i])}else this.viewData[i]={op:PropertyFactory.getProp(this.element,c[i].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,c[i],3),elem:n,lastPath:""},s.appendChild(n);for(this.maskElement=createNS(g),a=u.length,i=0;i<a;i+=1)this.maskElement.appendChild(u[i]);d>0&&(this.maskElement.setAttribute("id",y),this.element.maskedElement.setAttribute(v,"url("+locationHref+"#"+y+")"),s.appendChild(this.maskElement)),this.viewData.length&&this.element.addRenderableComponent(this)}function HierarchyElement(){}function FrameElement(){}function TransformElement(){}function RenderableElement(){}function RenderableDOMElement(){}function ProcessedElement(t,e){this.elem=t,this.pos=e}function SVGShapeData(t,e,r){this.caches=[],this.styles=[],this.transformers=t,this.lStr="",this.sh=r,this.lvl=e,this._isAnimated=!!r.k;for(var i=0,s=t.length;i<s;){if(t[i].mProps.dynamicProperties.length){this._isAnimated=!0;break}i+=1}}function ShapeGroupData(){this.it=[],this.prevViewData=[],this.gr=createNS("g")}function ShapeTransformManager(){this.sequences={},this.sequenceList=[],this.transform_key_count=0}function CVShapeData(t,e,r,i){this.styledShapes=[],this.tr=[0,0,0,0,0,0];var s=4;"rc"==e.ty?s=5:"el"==e.ty?s=6:"sr"==e.ty&&(s=7),this.sh=ShapePropertyFactory.getShapeProp(t,e,s,t);var a,n,o=r.length;for(a=0;a<o;a+=1)r[a].closed||(n={transforms:i.addTransformSequence(r[a].transforms),trNodes:[]},this.styledShapes.push(n),r[a].elements.push(n))}function BaseElement(){}function NullElement(t,e,r){this.initFrame(),this.initBaseData(t,e,r),this.initFrame(),this.initTransform(t,e,r),this.initHierarchy()}function SVGBaseElement(){}function IShapeElement(){}function ITextElement(){}function ICompElement(){}function IImageElement(t,e,r){this.assetData=e.getAssetData(t.refId),this.initElement(t,e,r),this.sourceRect={top:0,left:0,width:this.assetData.w,height:this.assetData.h}}function ISolidElement(t,e,r){this.initElement(t,e,r)}function SVGShapeElement(t,e,r){this.shapes=[],this.shapesData=t.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.initElement(t,e,r),this.prevViewData=[]}function CVContextData(){this.saved=[],this.cArrPos=0,this.cTr=new Matrix,this.cO=1;var t;for(this.savedOp=createTypedArray("float32",15),t=0;t<15;t+=1)this.saved[t]=createTypedArray("float32",16);this._length=15}function CVBaseElement(){}function CVImageElement(t,e,r){this.assetData=e.getAssetData(t.refId),this.img=e.imageLoader.getImage(this.assetData),this.initElement(t,e,r)}function CVCompElement(t,e,r){this.completeLayers=!1,this.layers=t.layers,this.pendingElements=[],this.elements=createSizedArray(this.layers.length),this.initElement(t,e,r),this.tm=t.tm?PropertyFactory.getProp(this,t.tm,0,e.frameRate,this):{_placeholder:!0}}function CVMaskElement(t,e){this.data=t,this.element=e,this.masksProperties=this.data.masksProperties||[],this.viewData=createSizedArray(this.masksProperties.length);var r,i=this.masksProperties.length,s=!1;for(r=0;r<i;r++)"n"!==this.masksProperties[r].mode&&(s=!0),this.viewData[r]=ShapePropertyFactory.getShapeProp(this.element,this.masksProperties[r],3);this.hasMasks=s,s&&this.element.addRenderableComponent(this)}function CVShapeElement(t,e,r){this.shapes=[],this.shapesData=t.shapes,this.stylesList=[],this.itemsData=[],this.prevViewData=[],this.shapeModifiers=[],this.processedElements=[],this.transformsManager=new ShapeTransformManager,this.initElement(t,e,r)}function CVSolidElement(t,e,r){this.initElement(t,e,r)}function CVTextElement(t,e,r){this.textSpans=[],this.yOffset=0,this.fillColorAnim=!1,this.strokeColorAnim=!1,this.strokeWidthAnim=!1,this.stroke=!1,this.fill=!1,this.justifyOffset=0,this.currentRender=null,this.renderType="canvas",this.values={fill:"rgba(0,0,0,0)",stroke:"rgba(0,0,0,0)",sWidth:0,fValue:""},this.initElement(t,e,r)}function CVEffects(){}BaseRenderer.prototype.checkLayers=function(t){var e,r,i=this.layers.length;for(this.completeLayers=!0,e=i-1;e>=0;e--)this.elements[e]||(r=this.layers[e]).ip-r.st<=t-this.layers[e].st&&r.op-r.st>t-this.layers[e].st&&this.buildItem(e),this.completeLayers=!!this.elements[e]&&this.completeLayers;this.checkPendingElements()},BaseRenderer.prototype.createItem=function(t){switch(t.ty){case 2:return this.createImage(t);case 0:return this.createComp(t);case 1:return this.createSolid(t);case 3:return this.createNull(t);case 4:return this.createShape(t);case 5:return this.createText(t);case 13:return this.createCamera(t)}return this.createNull(t)},BaseRenderer.prototype.createCamera=function(){throw new Error("You're using a 3d camera. Try the html renderer.")},BaseRenderer.prototype.buildAllItems=function(){var t,e=this.layers.length;for(t=0;t<e;t+=1)this.buildItem(t);this.checkPendingElements()},BaseRenderer.prototype.includeLayers=function(t){this.completeLayers=!1;var e,r,i=t.length,s=this.layers.length;for(e=0;e<i;e+=1)for(r=0;r<s;){if(this.layers[r].id==t[e].id){this.layers[r]=t[e];break}r+=1}},BaseRenderer.prototype.setProjectInterface=function(t){this.globalData.projectInterface=t},BaseRenderer.prototype.initItems=function(){this.globalData.progressiveLoad||this.buildAllItems()},BaseRenderer.prototype.buildElementParenting=function(t,e,r){for(var i=this.elements,s=this.layers,a=0,n=s.length;a<n;)s[a].ind==e&&(i[a]&&!0!==i[a]?(r.push(i[a]),i[a].setAsParent(),void 0!==s[a].parent?this.buildElementParenting(t,s[a].parent,r):t.setHierarchy(r)):(this.buildItem(a),this.addPendingElement(t))),a+=1},BaseRenderer.prototype.addPendingElement=function(t){this.pendingElements.push(t)},BaseRenderer.prototype.searchExtraCompositions=function(t){var e,r=t.length;for(e=0;e<r;e+=1)if(t[e].xt){var i=this.createComp(t[e]);i.initExpressions(),this.globalData.projectInterface.registerComposition(i)}},BaseRenderer.prototype.setupGlobalData=function(t,e){this.globalData.fontManager=new FontManager,this.globalData.fontManager.addChars(t.chars),this.globalData.fontManager.addFonts(t.fonts,e),this.globalData.getAssetData=this.animationItem.getAssetData.bind(this.animationItem),this.globalData.getAssetsPath=this.animationItem.getAssetsPath.bind(this.animationItem),this.globalData.imageLoader=this.animationItem.imagePreloader,this.globalData.frameId=0,this.globalData.frameRate=t.fr,this.globalData.nm=t.nm,this.globalData.compSize={w:t.w,h:t.h}},extendPrototype([BaseRenderer],SVGRenderer),SVGRenderer.prototype.createNull=function(t){return new NullElement(t,this.globalData,this)},SVGRenderer.prototype.createShape=function(t){return new SVGShapeElement(t,this.globalData,this)},SVGRenderer.prototype.createText=function(t){return new SVGTextElement(t,this.globalData,this)},SVGRenderer.prototype.createImage=function(t){return new IImageElement(t,this.globalData,this)},SVGRenderer.prototype.createComp=function(t){return new SVGCompElement(t,this.globalData,this)},SVGRenderer.prototype.createSolid=function(t){return new ISolidElement(t,this.globalData,this)},SVGRenderer.prototype.configAnimation=function(t){this.svgElement.setAttribute("xmlns","http://www.w3.org/2000/svg"),this.renderConfig.viewBoxSize?this.svgElement.setAttribute("viewBox",this.renderConfig.viewBoxSize):this.svgElement.setAttribute("viewBox","0 0 "+t.w+" "+t.h),this.renderConfig.viewBoxOnly||(this.svgElement.setAttribute("width",t.w),this.svgElement.setAttribute("height",t.h),this.svgElement.style.width="100%",this.svgElement.style.height="100%",this.svgElement.style.transform="translate3d(0,0,0)"),this.renderConfig.className&&this.svgElement.setAttribute("class",this.renderConfig.className),this.svgElement.setAttribute("preserveAspectRatio",this.renderConfig.preserveAspectRatio),this.animationItem.wrapper.appendChild(this.svgElement);var e=this.globalData.defs;this.setupGlobalData(t,e),this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.data=t;var r=createNS("clipPath"),i=createNS("rect");i.setAttribute("width",t.w),i.setAttribute("height",t.h),i.setAttribute("x",0),i.setAttribute("y",0);var s=createElementID();r.setAttribute("id",s),r.appendChild(i),this.layerElement.setAttribute("clip-path","url("+locationHref+"#"+s+")"),e.appendChild(r),this.layers=t.layers,this.elements=createSizedArray(t.layers.length)},SVGRenderer.prototype.destroy=function(){this.animationItem.wrapper.innerHTML="",this.layerElement=null,this.globalData.defs=null;var t,e=this.layers?this.layers.length:0;for(t=0;t<e;t++)this.elements[t]&&this.elements[t].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},SVGRenderer.prototype.updateContainerSize=function(){},SVGRenderer.prototype.buildItem=function(t){var e=this.elements;if(!e[t]&&99!=this.layers[t].ty){e[t]=!0;var r=this.createItem(this.layers[t]);e[t]=r,expressionsPlugin&&(0===this.layers[t].ty&&this.globalData.projectInterface.registerComposition(r),r.initExpressions()),this.appendElementInPos(r,t),this.layers[t].tt&&(this.elements[t-1]&&!0!==this.elements[t-1]?r.setMatte(e[t-1].layerId):(this.buildItem(t-1),this.addPendingElement(r)))}},SVGRenderer.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var t=this.pendingElements.pop();if(t.checkParenting(),t.data.tt)for(var e=0,r=this.elements.length;e<r;){if(this.elements[e]===t){t.setMatte(this.elements[e-1].layerId);break}e+=1}}},SVGRenderer.prototype.renderFrame=function(t){if(this.renderedFrame!==t&&!this.destroyed){null===t?t=this.renderedFrame:this.renderedFrame=t,this.globalData.frameNum=t,this.globalData.frameId+=1,this.globalData.projectInterface.currentFrame=t,this.globalData._mdf=!1;var e,r=this.layers.length;for(this.completeLayers||this.checkLayers(t),e=r-1;e>=0;e--)(this.completeLayers||this.elements[e])&&this.elements[e].prepareFrame(t-this.layers[e].st);if(this.globalData._mdf)for(e=0;e<r;e+=1)(this.completeLayers||this.elements[e])&&this.elements[e].renderFrame()}},SVGRenderer.prototype.appendElementInPos=function(t,e){var r=t.getBaseElement();if(r){for(var i,s=0;s<e;)this.elements[s]&&!0!==this.elements[s]&&this.elements[s].getBaseElement()&&(i=this.elements[s].getBaseElement()),s+=1;i?this.layerElement.insertBefore(r,i):this.layerElement.appendChild(r)}},SVGRenderer.prototype.hide=function(){this.layerElement.style.display="none"},SVGRenderer.prototype.show=function(){this.layerElement.style.display="block"},extendPrototype([BaseRenderer],CanvasRenderer),CanvasRenderer.prototype.createShape=function(t){return new CVShapeElement(t,this.globalData,this)},CanvasRenderer.prototype.createText=function(t){return new CVTextElement(t,this.globalData,this)},CanvasRenderer.prototype.createImage=function(t){return new CVImageElement(t,this.globalData,this)},CanvasRenderer.prototype.createComp=function(t){return new CVCompElement(t,this.globalData,this)},CanvasRenderer.prototype.createSolid=function(t){return new CVSolidElement(t,this.globalData,this)},CanvasRenderer.prototype.createNull=SVGRenderer.prototype.createNull,CanvasRenderer.prototype.ctxTransform=function(t){if(1!==t[0]||0!==t[1]||0!==t[4]||1!==t[5]||0!==t[12]||0!==t[13])if(this.renderConfig.clearCanvas){this.transformMat.cloneFromProps(t);var e=this.contextData.cTr.props;this.transformMat.transform(e[0],e[1],e[2],e[3],e[4],e[5],e[6],e[7],e[8],e[9],e[10],e[11],e[12],e[13],e[14],e[15]),this.contextData.cTr.cloneFromProps(this.transformMat.props);var r=this.contextData.cTr.props;this.canvasContext.setTransform(r[0],r[1],r[4],r[5],r[12],r[13])}else this.canvasContext.transform(t[0],t[1],t[4],t[5],t[12],t[13])},CanvasRenderer.prototype.ctxOpacity=function(t){if(!this.renderConfig.clearCanvas)return this.canvasContext.globalAlpha*=t<0?0:t,void(this.globalData.currentGlobalAlpha=this.contextData.cO);this.contextData.cO*=t<0?0:t,this.globalData.currentGlobalAlpha!==this.contextData.cO&&(this.canvasContext.globalAlpha=this.contextData.cO,this.globalData.currentGlobalAlpha=this.contextData.cO)},CanvasRenderer.prototype.reset=function(){this.renderConfig.clearCanvas?this.contextData.reset():this.canvasContext.restore()},CanvasRenderer.prototype.save=function(t){if(this.renderConfig.clearCanvas){t&&this.canvasContext.save();var e=this.contextData.cTr.props;this.contextData._length<=this.contextData.cArrPos&&this.contextData.duplicate();var r,i=this.contextData.saved[this.contextData.cArrPos];for(r=0;r<16;r+=1)i[r]=e[r];this.contextData.savedOp[this.contextData.cArrPos]=this.contextData.cO,this.contextData.cArrPos+=1}else this.canvasContext.save()},CanvasRenderer.prototype.restore=function(t){if(this.renderConfig.clearCanvas){t&&(this.canvasContext.restore(),this.globalData.blendMode="source-over"),this.contextData.cArrPos-=1;var e,r=this.contextData.saved[this.contextData.cArrPos],i=this.contextData.cTr.props;for(e=0;e<16;e+=1)i[e]=r[e];this.canvasContext.setTransform(r[0],r[1],r[4],r[5],r[12],r[13]),r=this.contextData.savedOp[this.contextData.cArrPos],this.contextData.cO=r,this.globalData.currentGlobalAlpha!==r&&(this.canvasContext.globalAlpha=r,this.globalData.currentGlobalAlpha=r)}else this.canvasContext.restore()},CanvasRenderer.prototype.configAnimation=function(t){this.animationItem.wrapper?(this.animationItem.container=createTag("canvas"),this.animationItem.container.style.width="100%",this.animationItem.container.style.height="100%",this.animationItem.container.style.transformOrigin=this.animationItem.container.style.mozTransformOrigin=this.animationItem.container.style.webkitTransformOrigin=this.animationItem.container.style["-webkit-transform"]="0px 0px 0px",this.animationItem.wrapper.appendChild(this.animationItem.container),this.canvasContext=this.animationItem.container.getContext("2d"),this.renderConfig.className&&this.animationItem.container.setAttribute("class",this.renderConfig.className)):this.canvasContext=this.renderConfig.context,this.data=t,this.layers=t.layers,this.transformCanvas={w:t.w,h:t.h,sx:0,sy:0,tx:0,ty:0},this.setupGlobalData(t,document.body),this.globalData.canvasContext=this.canvasContext,this.globalData.renderer=this,this.globalData.isDashed=!1,this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.globalData.transformCanvas=this.transformCanvas,this.elements=createSizedArray(t.layers.length),this.updateContainerSize()},CanvasRenderer.prototype.updateContainerSize=function(){var t,e,r,i;if(this.reset(),this.animationItem.wrapper&&this.animationItem.container?(t=this.animationItem.wrapper.offsetWidth,e=this.animationItem.wrapper.offsetHeight,this.animationItem.container.setAttribute("width",t*this.renderConfig.dpr),this.animationItem.container.setAttribute("height",e*this.renderConfig.dpr)):(t=this.canvasContext.canvas.width*this.renderConfig.dpr,e=this.canvasContext.canvas.height*this.renderConfig.dpr),-1!==this.renderConfig.preserveAspectRatio.indexOf("meet")||-1!==this.renderConfig.preserveAspectRatio.indexOf("slice")){var s=this.renderConfig.preserveAspectRatio.split(" "),a=s[1]||"meet",n=s[0]||"xMidYMid",o=n.substr(0,4),h=n.substr(4);r=t/e,(i=this.transformCanvas.w/this.transformCanvas.h)>r&&"meet"===a||i<r&&"slice"===a?(this.transformCanvas.sx=t/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=t/(this.transformCanvas.w/this.renderConfig.dpr)):(this.transformCanvas.sx=e/(this.transformCanvas.h/this.renderConfig.dpr),this.transformCanvas.sy=e/(this.transformCanvas.h/this.renderConfig.dpr)),this.transformCanvas.tx="xMid"===o&&(i<r&&"meet"===a||i>r&&"slice"===a)?(t-this.transformCanvas.w*(e/this.transformCanvas.h))/2*this.renderConfig.dpr:"xMax"===o&&(i<r&&"meet"===a||i>r&&"slice"===a)?(t-this.transformCanvas.w*(e/this.transformCanvas.h))*this.renderConfig.dpr:0,this.transformCanvas.ty="YMid"===h&&(i>r&&"meet"===a||i<r&&"slice"===a)?(e-this.transformCanvas.h*(t/this.transformCanvas.w))/2*this.renderConfig.dpr:"YMax"===h&&(i>r&&"meet"===a||i<r&&"slice"===a)?(e-this.transformCanvas.h*(t/this.transformCanvas.w))*this.renderConfig.dpr:0}else"none"==this.renderConfig.preserveAspectRatio?(this.transformCanvas.sx=t/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=e/(this.transformCanvas.h/this.renderConfig.dpr),this.transformCanvas.tx=0,this.transformCanvas.ty=0):(this.transformCanvas.sx=this.renderConfig.dpr,this.transformCanvas.sy=this.renderConfig.dpr,this.transformCanvas.tx=0,this.transformCanvas.ty=0);this.transformCanvas.props=[this.transformCanvas.sx,0,0,0,0,this.transformCanvas.sy,0,0,0,0,1,0,this.transformCanvas.tx,this.transformCanvas.ty,0,1],this.ctxTransform(this.transformCanvas.props),this.canvasContext.beginPath(),this.canvasContext.rect(0,0,this.transformCanvas.w,this.transformCanvas.h),this.canvasContext.closePath(),this.canvasContext.clip(),this.renderFrame(this.renderedFrame,!0)},CanvasRenderer.prototype.destroy=function(){var t;for(this.renderConfig.clearCanvas&&(this.animationItem.wrapper.innerHTML=""),t=(this.layers?this.layers.length:0)-1;t>=0;t-=1)this.elements[t]&&this.elements[t].destroy();this.elements.length=0,this.globalData.canvasContext=null,this.animationItem.container=null,this.destroyed=!0},CanvasRenderer.prototype.renderFrame=function(t,e){if((this.renderedFrame!==t||!0!==this.renderConfig.clearCanvas||e)&&!this.destroyed&&-1!==t){this.renderedFrame=t,this.globalData.frameNum=t-this.animationItem._isFirstFrame,this.globalData.frameId+=1,this.globalData._mdf=!this.renderConfig.clearCanvas||e,this.globalData.projectInterface.currentFrame=t;var r,i=this.layers.length;for(this.completeLayers||this.checkLayers(t),r=0;r<i;r++)(this.completeLayers||this.elements[r])&&this.elements[r].prepareFrame(t-this.layers[r].st);if(this.globalData._mdf){for(!0===this.renderConfig.clearCanvas?this.canvasContext.clearRect(0,0,this.transformCanvas.w,this.transformCanvas.h):this.save(),r=i-1;r>=0;r-=1)(this.completeLayers||this.elements[r])&&this.elements[r].renderFrame();!0!==this.renderConfig.clearCanvas&&this.restore()}}},CanvasRenderer.prototype.buildItem=function(t){var e=this.elements;if(!e[t]&&99!=this.layers[t].ty){var r=this.createItem(this.layers[t],this,this.globalData);e[t]=r,r.initExpressions()}},CanvasRenderer.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){this.pendingElements.pop().checkParenting()}},CanvasRenderer.prototype.hide=function(){this.animationItem.container.style.display="none"},CanvasRenderer.prototype.show=function(){this.animationItem.container.style.display="block"},MaskElement.prototype.getMaskProperty=function(t){return this.viewData[t].prop},MaskElement.prototype.renderFrame=function(t){var e,r=this.element.finalTransform.mat,i=this.masksProperties.length;for(e=0;e<i;e++)if((this.viewData[e].prop._mdf||t)&&this.drawPath(this.masksProperties[e],this.viewData[e].prop.v,this.viewData[e]),(this.viewData[e].op._mdf||t)&&this.viewData[e].elem.setAttribute("fill-opacity",this.viewData[e].op.v),"n"!==this.masksProperties[e].mode&&(this.viewData[e].invRect&&(this.element.finalTransform.mProp._mdf||t)&&(this.viewData[e].invRect.setAttribute("x",-r.props[12]),this.viewData[e].invRect.setAttribute("y",-r.props[13])),this.storedData[e].x&&(this.storedData[e].x._mdf||t))){var s=this.storedData[e].expan;this.storedData[e].x.v<0?("erode"!==this.storedData[e].lastOperator&&(this.storedData[e].lastOperator="erode",this.storedData[e].elem.setAttribute("filter","url("+locationHref+"#"+this.storedData[e].filterId+")")),s.setAttribute("radius",-this.storedData[e].x.v)):("dilate"!==this.storedData[e].lastOperator&&(this.storedData[e].lastOperator="dilate",this.storedData[e].elem.setAttribute("filter",null)),this.storedData[e].elem.setAttribute("stroke-width",2*this.storedData[e].x.v))}},MaskElement.prototype.getMaskelement=function(){return this.maskElement},MaskElement.prototype.createLayerSolidPath=function(){var t="M0,0 ";return t+=" h"+this.globalData.compSize.w,t+=" v"+this.globalData.compSize.h,t+=" h-"+this.globalData.compSize.w,t+=" v-"+this.globalData.compSize.h+" "},MaskElement.prototype.drawPath=function(t,e,r){var i,s,a=" M"+e.v[0][0]+","+e.v[0][1];for(s=e._length,i=1;i<s;i+=1)a+=" C"+e.o[i-1][0]+","+e.o[i-1][1]+" "+e.i[i][0]+","+e.i[i][1]+" "+e.v[i][0]+","+e.v[i][1];if(e.c&&s>1&&(a+=" C"+e.o[i-1][0]+","+e.o[i-1][1]+" "+e.i[0][0]+","+e.i[0][1]+" "+e.v[0][0]+","+e.v[0][1]),r.lastPath!==a){var n="";r.elem&&(e.c&&(n=t.inv?this.solidPath+a:a),r.elem.setAttribute("d",n)),r.lastPath=a}},MaskElement.prototype.destroy=function(){this.element=null,this.globalData=null,this.maskElement=null,this.data=null,this.masksProperties=null},HierarchyElement.prototype={initHierarchy:function(){this.hierarchy=[],this._isParent=!1,this.checkParenting()},setHierarchy:function(t){this.hierarchy=t},setAsParent:function(){this._isParent=!0},checkParenting:function(){void 0!==this.data.parent&&this.comp.buildElementParenting(this,this.data.parent,[])}},FrameElement.prototype={initFrame:function(){this._isFirstFrame=!1,this.dynamicProperties=[],this._mdf=!1},prepareProperties:function(t,e){var r,i=this.dynamicProperties.length;for(r=0;r<i;r+=1)(e||this._isParent&&"transform"===this.dynamicProperties[r].propType)&&(this.dynamicProperties[r].getValue(),this.dynamicProperties[r]._mdf&&(this.globalData._mdf=!0,this._mdf=!0))},addDynamicProperty:function(t){-1===this.dynamicProperties.indexOf(t)&&this.dynamicProperties.push(t)}},TransformElement.prototype={initTransform:function(){this.finalTransform={mProp:this.data.ks?TransformPropertyFactory.getTransformProperty(this,this.data.ks,this):{o:0},_matMdf:!1,_opMdf:!1,mat:new Matrix},this.data.ao&&(this.finalTransform.mProp.autoOriented=!0),this.data.ty},renderTransform:function(){if(this.finalTransform._opMdf=this.finalTransform.mProp.o._mdf||this._isFirstFrame,this.finalTransform._matMdf=this.finalTransform.mProp._mdf||this._isFirstFrame,this.hierarchy){var t,e=this.finalTransform.mat,r=0,i=this.hierarchy.length;if(!this.finalTransform._matMdf)for(;r<i;){if(this.hierarchy[r].finalTransform.mProp._mdf){this.finalTransform._matMdf=!0;break}r+=1}if(this.finalTransform._matMdf)for(t=this.finalTransform.mProp.v.props,e.cloneFromProps(t),r=0;r<i;r+=1)t=this.hierarchy[r].finalTransform.mProp.v.props,e.transform(t[0],t[1],t[2],t[3],t[4],t[5],t[6],t[7],t[8],t[9],t[10],t[11],t[12],t[13],t[14],t[15])}},globalToLocal:function(t){var e=[];e.push(this.finalTransform);for(var r=!0,i=this.comp;r;)i.finalTransform?(i.data.hasMask&&e.splice(0,0,i.finalTransform),i=i.comp):r=!1;var s,a,n=e.length;for(s=0;s<n;s+=1)a=e[s].mat.applyToPointArray(0,0,0),t=[t[0]-a[0],t[1]-a[1],0];return t},mHelper:new Matrix},RenderableElement.prototype={initRenderable:function(){this.isInRange=!1,this.hidden=!1,this.isTransparent=!1,this.renderableComponents=[]},addRenderableComponent:function(t){-1===this.renderableComponents.indexOf(t)&&this.renderableComponents.push(t)},removeRenderableComponent:function(t){-1!==this.renderableComponents.indexOf(t)&&this.renderableComponents.splice(this.renderableComponents.indexOf(t),1)},prepareRenderableFrame:function(t){this.checkLayerLimits(t)},checkTransparency:function(){this.finalTransform.mProp.o.v<=0?!this.isTransparent&&this.globalData.renderConfig.hideOnTransparent&&(this.isTransparent=!0,this.hide()):this.isTransparent&&(this.isTransparent=!1,this.show())},checkLayerLimits:function(t){this.data.ip-this.data.st<=t&&this.data.op-this.data.st>t?!0!==this.isInRange&&(this.globalData._mdf=!0,this._mdf=!0,this.isInRange=!0,this.show()):!1!==this.isInRange&&(this.globalData._mdf=!0,this.isInRange=!1,this.hide())},renderRenderable:function(){var t,e=this.renderableComponents.length;for(t=0;t<e;t+=1)this.renderableComponents[t].renderFrame(this._isFirstFrame)},sourceRectAtTime:function(){return{top:0,left:0,width:100,height:100}},getLayerSize:function(){return 5===this.data.ty?{w:this.data.textData.width,h:this.data.textData.height}:{w:this.data.width,h:this.data.height}}},extendPrototype([RenderableElement,createProxyFunction({initElement:function(t,e,r){this.initFrame(),this.initBaseData(t,e,r),this.initTransform(t,e,r),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide()},hide:function(){this.hidden||this.isInRange&&!this.isTransparent||((this.baseElement||this.layerElement).style.display="none",this.hidden=!0)},show:function(){this.isInRange&&!this.isTransparent&&(this.data.hd||((this.baseElement||this.layerElement).style.display="block"),this.hidden=!1,this._isFirstFrame=!0)},renderFrame:function(){this.data.hd||this.hidden||(this.renderTransform(),this.renderRenderable(),this.renderElement(),this.renderInnerContent(),this._isFirstFrame&&(this._isFirstFrame=!1))},renderInnerContent:function(){},prepareFrame:function(t){this._mdf=!1,this.prepareRenderableFrame(t),this.prepareProperties(t,this.isInRange),this.checkTransparency()},destroy:function(){this.innerElem=null,this.destroyBaseElement()}})],RenderableDOMElement),SVGShapeData.prototype.setAsAnimated=function(){this._isAnimated=!0},ShapeTransformManager.prototype={addTransformSequence:function(t){var e,r=t.length,i="_";for(e=0;e<r;e+=1)i+=t[e].transform.key+"_";var s=this.sequences[i];return s||(s={transforms:[].concat(t),finalTransform:new Matrix,_mdf:!1},this.sequences[i]=s,this.sequenceList.push(s)),s},processSequence:function(t,e){for(var r,i=0,s=t.transforms.length,a=e;i<s&&!e;){if(t.transforms[i].transform.mProps._mdf){a=!0;break}i+=1}if(a)for(t.finalTransform.reset(),i=s-1;i>=0;i-=1)r=t.transforms[i].transform.mProps.v.props,t.finalTransform.transform(r[0],r[1],r[2],r[3],r[4],r[5],r[6],r[7],r[8],r[9],r[10],r[11],r[12],r[13],r[14],r[15]);t._mdf=a},processSequences:function(t){var e,r=this.sequenceList.length;for(e=0;e<r;e+=1)this.processSequence(this.sequenceList[e],t)},getNewKey:function(){return"_"+this.transform_key_count++}},CVShapeData.prototype.setAsAnimated=SVGShapeData.prototype.setAsAnimated,BaseElement.prototype={checkMasks:function(){if(!this.data.hasMask)return!1;for(var t=0,e=this.data.masksProperties.length;t<e;){if("n"!==this.data.masksProperties[t].mode&&!1!==this.data.masksProperties[t].cl)return!0;t+=1}return!1},initExpressions:function(){this.layerInterface=LayerExpressionInterface(this),this.data.hasMask&&this.maskManager&&this.layerInterface.registerMaskInterface(this.maskManager);var t=EffectsExpressionInterface.createEffectsInterface(this,this.layerInterface);this.layerInterface.registerEffectsInterface(t),0===this.data.ty||this.data.xt?this.compInterface=CompExpressionInterface(this):4===this.data.ty?(this.layerInterface.shapeInterface=ShapeExpressionInterface(this.shapesData,this.itemsData,this.layerInterface),this.layerInterface.content=this.layerInterface.shapeInterface):5===this.data.ty&&(this.layerInterface.textInterface=TextExpressionInterface(this),this.layerInterface.text=this.layerInterface.textInterface)},setBlendMode:function(){var t=getBlendMode(this.data.bm);(this.baseElement||this.layerElement).style["mix-blend-mode"]=t},initBaseData:function(t,e,r){this.globalData=e,this.comp=r,this.data=t,this.layerId=createElementID(),this.data.sr||(this.data.sr=1),this.effectsManager=new EffectsManager(this.data,this,this.dynamicProperties)},getType:function(){return this.type},sourceRectAtTime:function(){}},NullElement.prototype.prepareFrame=function(t){this.prepareProperties(t,!0)},NullElement.prototype.renderFrame=function(){},NullElement.prototype.getBaseElement=function(){return null},NullElement.prototype.destroy=function(){},NullElement.prototype.sourceRectAtTime=function(){},NullElement.prototype.hide=function(){},extendPrototype([BaseElement,TransformElement,HierarchyElement,FrameElement],NullElement),SVGBaseElement.prototype={initRendererElement:function(){this.layerElement=createNS("g")},createContainerElements:function(){this.matteElement=createNS("g"),this.transformedElement=this.layerElement,this.maskedElement=this.layerElement,this._sizeChanged=!1;var t,e,r,i=null;if(this.data.td){if(3==this.data.td||1==this.data.td){var s=createNS("mask");s.setAttribute("id",this.layerId),s.setAttribute("mask-type",3==this.data.td?"luminance":"alpha"),s.appendChild(this.layerElement),i=s,this.globalData.defs.appendChild(s),featureSupport.maskType||1!=this.data.td||(s.setAttribute("mask-type","luminance"),t=createElementID(),e=filtersFactory.createFilter(t),this.globalData.defs.appendChild(e),e.appendChild(filtersFactory.createAlphaToLuminanceFilter()),(r=createNS("g")).appendChild(this.layerElement),i=r,s.appendChild(r),r.setAttribute("filter","url("+locationHref+"#"+t+")"))}else if(2==this.data.td){var a=createNS("mask");a.setAttribute("id",this.layerId),a.setAttribute("mask-type","alpha");var n=createNS("g");a.appendChild(n),t=createElementID(),e=filtersFactory.createFilter(t);var o=createNS("feComponentTransfer");o.setAttribute("in","SourceGraphic"),e.appendChild(o);var h=createNS("feFuncA");h.setAttribute("type","table"),h.setAttribute("tableValues","1.0 0.0"),o.appendChild(h),this.globalData.defs.appendChild(e);var l=createNS("rect");l.setAttribute("width",this.comp.data.w),l.setAttribute("height",this.comp.data.h),l.setAttribute("x","0"),l.setAttribute("y","0"),l.setAttribute("fill","#ffffff"),l.setAttribute("opacity","0"),n.setAttribute("filter","url("+locationHref+"#"+t+")"),n.appendChild(l),n.appendChild(this.layerElement),i=n,featureSupport.maskType||(a.setAttribute("mask-type","luminance"),e.appendChild(filtersFactory.createAlphaToLuminanceFilter()),r=createNS("g"),n.appendChild(l),r.appendChild(this.layerElement),i=r,n.appendChild(r)),this.globalData.defs.appendChild(a)}}else this.data.tt?(this.matteElement.appendChild(this.layerElement),i=this.matteElement,this.baseElement=this.matteElement):this.baseElement=this.layerElement;if(this.data.ln&&this.layerElement.setAttribute("id",this.data.ln),this.data.cl&&this.layerElement.setAttribute("class",this.data.cl),0===this.data.ty&&!this.data.hd){var p=createNS("clipPath"),f=createNS("path");f.setAttribute("d","M0,0 L"+this.data.w+",0 L"+this.data.w+","+this.data.h+" L0,"+this.data.h+"z");var m=createElementID();if(p.setAttribute("id",m),p.appendChild(f),this.globalData.defs.appendChild(p),this.checkMasks()){var c=createNS("g");c.setAttribute("clip-path","url("+locationHref+"#"+m+")"),c.appendChild(this.layerElement),this.transformedElement=c,i?i.appendChild(this.transformedElement):this.baseElement=this.transformedElement}else this.layerElement.setAttribute("clip-path","url("+locationHref+"#"+m+")")}0!==this.data.bm&&this.setBlendMode()},renderElement:function(){this.finalTransform._matMdf&&this.transformedElement.setAttribute("transform",this.finalTransform.mat.to2dCSS()),this.finalTransform._opMdf&&this.transformedElement.setAttribute("opacity",this.finalTransform.mProp.o.v)},destroyBaseElement:function(){this.layerElement=null,this.matteElement=null,this.maskManager.destroy()},getBaseElement:function(){return this.data.hd?null:this.baseElement},createRenderableComponents:function(){this.maskManager=new MaskElement(this.data,this,this.globalData),this.renderableEffectsManager=new SVGEffects(this)},setMatte:function(t){this.matteElement&&this.matteElement.setAttribute("mask","url("+locationHref+"#"+t+")")}},IShapeElement.prototype={addShapeToModifiers:function(t){var e,r=this.shapeModifiers.length;for(e=0;e<r;e+=1)this.shapeModifiers[e].addShape(t)},isShapeInAnimatedModifiers:function(t){for(var e=this.shapeModifiers.length;0<e;)if(this.shapeModifiers[0].isAnimatedWithShape(t))return!0;return!1},renderModifiers:function(){if(this.shapeModifiers.length){var t,e=this.shapes.length;for(t=0;t<e;t+=1)this.shapes[t].sh.reset();for(t=(e=this.shapeModifiers.length)-1;t>=0;t-=1)this.shapeModifiers[t].processShapes(this._isFirstFrame)}},lcEnum:{1:"butt",2:"round",3:"square"},ljEnum:{1:"miter",2:"round",3:"bevel"},searchProcessedElement:function(t){for(var e=this.processedElements,r=0,i=e.length;r<i;){if(e[r].elem===t)return e[r].pos;r+=1}return 0},addProcessedElement:function(t,e){for(var r=this.processedElements,i=r.length;i;)if(r[i-=1].elem===t)return void(r[i].pos=e);r.push(new ProcessedElement(t,e))},prepareFrame:function(t){this.prepareRenderableFrame(t),this.prepareProperties(t,this.isInRange)}},ITextElement.prototype.initElement=function(t,e,r){this.lettersChangedFlag=!0,this.initFrame(),this.initBaseData(t,e,r),this.textProperty=new TextProperty(this,t.t,this.dynamicProperties),this.textAnimator=new TextAnimatorProperty(t.t,this.renderType,this),this.initTransform(t,e,r),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide(),this.textAnimator.searchProperties(this.dynamicProperties)},ITextElement.prototype.prepareFrame=function(t){this._mdf=!1,this.prepareRenderableFrame(t),this.prepareProperties(t,this.isInRange),(this.textProperty._mdf||this.textProperty._isFirstFrame)&&(this.buildNewText(),this.textProperty._isFirstFrame=!1,this.textProperty._mdf=!1)},ITextElement.prototype.createPathShape=function(t,e){var r,i,s=e.length,a="";for(r=0;r<s;r+=1)i=e[r].ks.k,a+=buildShapeString(i,i.i.length,!0,t);return a},ITextElement.prototype.updateDocumentData=function(t,e){this.textProperty.updateDocumentData(t,e)},ITextElement.prototype.canResizeFont=function(t){this.textProperty.canResizeFont(t)},ITextElement.prototype.setMinimumFontSize=function(t){this.textProperty.setMinimumFontSize(t)},ITextElement.prototype.applyTextPropertiesToMatrix=function(t,e,r,i,s){switch(t.ps&&e.translate(t.ps[0],t.ps[1]+t.ascent,0),e.translate(0,-t.ls,0),t.j){case 1:e.translate(t.justifyOffset+(t.boxWidth-t.lineWidths[r]),0,0);break;case 2:e.translate(t.justifyOffset+(t.boxWidth-t.lineWidths[r])/2,0,0)}e.translate(i,s,0)},ITextElement.prototype.buildColor=function(t){return"rgb("+Math.round(255*t[0])+","+Math.round(255*t[1])+","+Math.round(255*t[2])+")"},ITextElement.prototype.emptyProp=new LetterProps,ITextElement.prototype.destroy=function(){},extendPrototype([BaseElement,TransformElement,HierarchyElement,FrameElement,RenderableDOMElement],ICompElement),ICompElement.prototype.initElement=function(t,e,r){this.initFrame(),this.initBaseData(t,e,r),this.initTransform(t,e,r),this.initRenderable(),this.initHierarchy(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),!this.data.xt&&e.progressiveLoad||this.buildAllItems(),this.hide()},ICompElement.prototype.prepareFrame=function(t){if(this._mdf=!1,this.prepareRenderableFrame(t),this.prepareProperties(t,this.isInRange),this.isInRange||this.data.xt){if(this.tm._placeholder)this.renderedFrame=t/this.data.sr;else{var e=this.tm.v;e===this.data.op&&(e=this.data.op-1),this.renderedFrame=e}var r,i=this.elements.length;for(this.completeLayers||this.checkLayers(this.renderedFrame),r=i-1;r>=0;r-=1)(this.completeLayers||this.elements[r])&&(this.elements[r].prepareFrame(this.renderedFrame-this.layers[r].st),this.elements[r]._mdf&&(this._mdf=!0))}},ICompElement.prototype.renderInnerContent=function(){var t,e=this.layers.length;for(t=0;t<e;t+=1)(this.completeLayers||this.elements[t])&&this.elements[t].renderFrame()},ICompElement.prototype.setElements=function(t){this.elements=t},ICompElement.prototype.getElements=function(){return this.elements},ICompElement.prototype.destroyElements=function(){var t,e=this.layers.length;for(t=0;t<e;t+=1)this.elements[t]&&this.elements[t].destroy()},ICompElement.prototype.destroy=function(){this.destroyElements(),this.destroyBaseElement()},extendPrototype([BaseElement,TransformElement,SVGBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],IImageElement),IImageElement.prototype.createContent=function(){var t=this.globalData.getAssetsPath(this.assetData);this.innerElem=createNS("image"),this.innerElem.setAttribute("width",this.assetData.w+"px"),this.innerElem.setAttribute("height",this.assetData.h+"px"),this.innerElem.setAttribute("preserveAspectRatio",this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio),this.innerElem.setAttributeNS("http://www.w3.org/1999/xlink","href",t),this.layerElement.appendChild(this.innerElem)},IImageElement.prototype.sourceRectAtTime=function(){return this.sourceRect},extendPrototype([IImageElement],ISolidElement),ISolidElement.prototype.createContent=function(){var t=createNS("rect");t.setAttribute("width",this.data.sw),t.setAttribute("height",this.data.sh),t.setAttribute("fill",this.data.sc),this.layerElement.appendChild(t)},extendPrototype([BaseElement,TransformElement,SVGBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableDOMElement],SVGShapeElement),SVGShapeElement.prototype.initSecondaryElement=function(){},SVGShapeElement.prototype.identityMatrix=new Matrix,SVGShapeElement.prototype.buildExpressionInterface=function(){},SVGShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes()},SVGShapeElement.prototype.filterUniqueShapes=function(){var t,e,r,i,s=this.shapes.length,a=this.stylesList.length,n=[],o=!1;for(r=0;r<a;r+=1){for(i=this.stylesList[r],o=!1,n.length=0,t=0;t<s;t+=1)-1!==(e=this.shapes[t]).styles.indexOf(i)&&(n.push(e),o=e._isAnimated||o);n.length>1&&o&&this.setShapesAsAnimated(n)}},SVGShapeElement.prototype.setShapesAsAnimated=function(t){var e,r=t.length;for(e=0;e<r;e+=1)t[e].setAsAnimated()},SVGShapeElement.prototype.createStyleElement=function(t,e){var r,i=new SVGStyleData(t,e),s=i.pElem;if("st"===t.ty)r=new SVGStrokeStyleData(this,t,i);else if("fl"===t.ty)r=new SVGFillStyleData(this,t,i);else if("gf"===t.ty||"gs"===t.ty){r=new("gf"===t.ty?SVGGradientFillStyleData:SVGGradientStrokeStyleData)(this,t,i),this.globalData.defs.appendChild(r.gf),r.maskId&&(this.globalData.defs.appendChild(r.ms),this.globalData.defs.appendChild(r.of),s.setAttribute("mask","url("+locationHref+"#"+r.maskId+")"))}return"st"!==t.ty&&"gs"!==t.ty||(s.setAttribute("stroke-linecap",this.lcEnum[t.lc]||"round"),s.setAttribute("stroke-linejoin",this.ljEnum[t.lj]||"round"),s.setAttribute("fill-opacity","0"),1===t.lj&&s.setAttribute("stroke-miterlimit",t.ml)),2===t.r&&s.setAttribute("fill-rule","evenodd"),t.ln&&s.setAttribute("id",t.ln),t.cl&&s.setAttribute("class",t.cl),t.bm&&(s.style["mix-blend-mode"]=getBlendMode(t.bm)),this.stylesList.push(i),this.addToAnimatedContents(t,r),r},SVGShapeElement.prototype.createGroupElement=function(t){var e=new ShapeGroupData;return t.ln&&e.gr.setAttribute("id",t.ln),t.cl&&e.gr.setAttribute("class",t.cl),t.bm&&(e.gr.style["mix-blend-mode"]=getBlendMode(t.bm)),e},SVGShapeElement.prototype.createTransformElement=function(t,e){var r=TransformPropertyFactory.getTransformProperty(this,t,this),i=new SVGTransformData(r,r.o,e);return this.addToAnimatedContents(t,i),i},SVGShapeElement.prototype.createShapeElement=function(t,e,r){var i=4;"rc"===t.ty?i=5:"el"===t.ty?i=6:"sr"===t.ty&&(i=7);var s=new SVGShapeData(e,r,ShapePropertyFactory.getShapeProp(this,t,i,this));return this.shapes.push(s),this.addShapeToModifiers(s),this.addToAnimatedContents(t,s),s},SVGShapeElement.prototype.addToAnimatedContents=function(t,e){for(var r=0,i=this.animatedContents.length;r<i;){if(this.animatedContents[r].element===e)return;r+=1}this.animatedContents.push({fn:SVGElementsRenderer.createRenderFunction(t),element:e,data:t})},SVGShapeElement.prototype.setElementStyles=function(t){var e,r=t.styles,i=this.stylesList.length;for(e=0;e<i;e+=1)this.stylesList[e].closed||r.push(this.stylesList[e])},SVGShapeElement.prototype.reloadShapes=function(){this._isFirstFrame=!0;var t,e=this.itemsData.length;for(t=0;t<e;t+=1)this.prevViewData[t]=this.itemsData[t];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes(),e=this.dynamicProperties.length,t=0;t<e;t+=1)this.dynamicProperties[t].getValue();this.renderModifiers()},SVGShapeElement.prototype.searchShapes=function(t,e,r,i,s,a,n){var o,h,l,p,f,m,c=[].concat(a),d=t.length-1,u=[],y=[];for(o=d;o>=0;o-=1){if((m=this.searchProcessedElement(t[o]))?e[o]=r[m-1]:t[o]._render=n,"fl"==t[o].ty||"st"==t[o].ty||"gf"==t[o].ty||"gs"==t[o].ty)m?e[o].style.closed=!1:e[o]=this.createStyleElement(t[o],s),t[o]._render&&i.appendChild(e[o].style.pElem),u.push(e[o].style);else if("gr"==t[o].ty){if(m)for(l=e[o].it.length,h=0;h<l;h+=1)e[o].prevViewData[h]=e[o].it[h];else e[o]=this.createGroupElement(t[o]);this.searchShapes(t[o].it,e[o].it,e[o].prevViewData,e[o].gr,s+1,c,n),t[o]._render&&i.appendChild(e[o].gr)}else"tr"==t[o].ty?(m||(e[o]=this.createTransformElement(t[o],i)),p=e[o].transform,c.push(p)):"sh"==t[o].ty||"rc"==t[o].ty||"el"==t[o].ty||"sr"==t[o].ty?(m||(e[o]=this.createShapeElement(t[o],c,s)),this.setElementStyles(e[o])):"tm"==t[o].ty||"rd"==t[o].ty||"ms"==t[o].ty?(m?(f=e[o]).closed=!1:((f=ShapeModifiers.getModifier(t[o].ty)).init(this,t[o]),e[o]=f,this.shapeModifiers.push(f)),y.push(f)):"rp"==t[o].ty&&(m?(f=e[o]).closed=!0:(f=ShapeModifiers.getModifier(t[o].ty),e[o]=f,f.init(this,t,o,e),this.shapeModifiers.push(f),n=!1),y.push(f));this.addProcessedElement(t[o],o+1)}for(d=u.length,o=0;o<d;o+=1)u[o].closed=!0;for(d=y.length,o=0;o<d;o+=1)y[o].closed=!0},SVGShapeElement.prototype.renderInnerContent=function(){this.renderModifiers();var t,e=this.stylesList.length;for(t=0;t<e;t+=1)this.stylesList[t].reset();for(this.renderShape(),t=0;t<e;t+=1)(this.stylesList[t]._mdf||this._isFirstFrame)&&(this.stylesList[t].msElem&&(this.stylesList[t].msElem.setAttribute("d",this.stylesList[t].d),this.stylesList[t].d="M0 0"+this.stylesList[t].d),this.stylesList[t].pElem.setAttribute("d",this.stylesList[t].d||"M0 0"))},SVGShapeElement.prototype.renderShape=function(){var t,e,r=this.animatedContents.length;for(t=0;t<r;t+=1)e=this.animatedContents[t],(this._isFirstFrame||e.element._isAnimated)&&!0!==e.data&&e.fn(e.data,e.element,this._isFirstFrame)},SVGShapeElement.prototype.destroy=function(){this.destroyBaseElement(),this.shapesData=null,this.itemsData=null},CVContextData.prototype.duplicate=function(){var t=2*this._length,e=this.savedOp;this.savedOp=createTypedArray("float32",t),this.savedOp.set(e);var r=0;for(r=this._length;r<t;r+=1)this.saved[r]=createTypedArray("float32",16);this._length=t},CVContextData.prototype.reset=function(){this.cArrPos=0,this.cTr.reset(),this.cO=1},CVBaseElement.prototype={createElements:function(){},initRendererElement:function(){},createContainerElements:function(){this.canvasContext=this.globalData.canvasContext,this.renderableEffectsManager=new CVEffects(this)},createContent:function(){},setBlendMode:function(){var t=this.globalData;if(t.blendMode!==this.data.bm){t.blendMode=this.data.bm;var e=getBlendMode(this.data.bm);t.canvasContext.globalCompositeOperation=e}},createRenderableComponents:function(){this.maskManager=new CVMaskElement(this.data,this)},hideElement:function(){this.hidden||this.isInRange&&!this.isTransparent||(this.hidden=!0)},showElement:function(){this.isInRange&&!this.isTransparent&&(this.hidden=!1,this._isFirstFrame=!0,this.maskManager._isFirstFrame=!0)},renderFrame:function(){this.hidden||this.data.hd||(this.renderTransform(),this.renderRenderable(),this.setBlendMode(),this.globalData.renderer.save(),this.globalData.renderer.ctxTransform(this.finalTransform.mat.props),this.globalData.renderer.ctxOpacity(this.finalTransform.mProp.o.v),this.renderInnerContent(),this.globalData.renderer.restore(),this.maskManager.hasMasks&&this.globalData.renderer.restore(!0),this._isFirstFrame&&(this._isFirstFrame=!1))},destroy:function(){this.canvasContext=null,this.data=null,this.globalData=null,this.maskManager.destroy()},mHelper:new Matrix},CVBaseElement.prototype.hide=CVBaseElement.prototype.hideElement,CVBaseElement.prototype.show=CVBaseElement.prototype.showElement,extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement],CVImageElement),CVImageElement.prototype.initElement=SVGShapeElement.prototype.initElement,CVImageElement.prototype.prepareFrame=IImageElement.prototype.prepareFrame,CVImageElement.prototype.createContent=function(){if(this.img.width&&(this.assetData.w!==this.img.width||this.assetData.h!==this.img.height)){var t=createTag("canvas");t.width=this.assetData.w,t.height=this.assetData.h;var e,r,i=t.getContext("2d"),s=this.img.width,a=this.img.height,n=s/a,o=this.assetData.w/this.assetData.h,h=this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio;n>o&&"xMidYMid slice"===h||n<o&&"xMidYMid slice"!==h?e=(r=a)*o:r=(e=s)/o,i.drawImage(this.img,(s-e)/2,(a-r)/2,e,r,0,0,this.assetData.w,this.assetData.h),this.img=t}},CVImageElement.prototype.renderInnerContent=function(t){this.canvasContext.drawImage(this.img,0,0)},CVImageElement.prototype.destroy=function(){this.img=null},extendPrototype([CanvasRenderer,ICompElement,CVBaseElement],CVCompElement),CVCompElement.prototype.renderInnerContent=function(){var t;for(t=this.layers.length-1;t>=0;t-=1)(this.completeLayers||this.elements[t])&&this.elements[t].renderFrame()},CVCompElement.prototype.destroy=function(){var t;for(t=this.layers.length-1;t>=0;t-=1)this.elements[t]&&this.elements[t].destroy();this.layers=null,this.elements=null},CVMaskElement.prototype.renderFrame=function(){if(this.hasMasks){var t,e,r,i,s=this.element.finalTransform.mat,a=this.element.canvasContext,n=this.masksProperties.length;for(a.beginPath(),t=0;t<n;t++)if("n"!==this.masksProperties[t].mode){this.masksProperties[t].inv&&(a.moveTo(0,0),a.lineTo(this.element.globalData.compSize.w,0),a.lineTo(this.element.globalData.compSize.w,this.element.globalData.compSize.h),a.lineTo(0,this.element.globalData.compSize.h),a.lineTo(0,0)),i=this.viewData[t].v,e=s.applyToPointArray(i.v[0][0],i.v[0][1],0),a.moveTo(e[0],e[1]);var o,h=i._length;for(o=1;o<h;o++)r=s.applyToTriplePoints(i.o[o-1],i.i[o],i.v[o]),a.bezierCurveTo(r[0],r[1],r[2],r[3],r[4],r[5]);r=s.applyToTriplePoints(i.o[o-1],i.i[0],i.v[0]),a.bezierCurveTo(r[0],r[1],r[2],r[3],r[4],r[5])}this.element.globalData.renderer.save(!0),a.clip()}},CVMaskElement.prototype.getMaskProperty=MaskElement.prototype.getMaskProperty,CVMaskElement.prototype.destroy=function(){this.element=null},extendPrototype([BaseElement,TransformElement,CVBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableElement],CVShapeElement),CVShapeElement.prototype.initElement=RenderableDOMElement.prototype.initElement,CVShapeElement.prototype.transformHelper={opacity:1,_opMdf:!1},CVShapeElement.prototype.dashResetter=[],CVShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[])},CVShapeElement.prototype.createStyleElement=function(t,e){var r={data:t,type:t.ty,preTransforms:this.transformsManager.addTransformSequence(e),transforms:[],elements:[],closed:!0===t.hd},i={};if("fl"==t.ty||"st"==t.ty?(i.c=PropertyFactory.getProp(this,t.c,1,255,this),i.c.k||(r.co="rgb("+bm_floor(i.c.v[0])+","+bm_floor(i.c.v[1])+","+bm_floor(i.c.v[2])+")")):"gf"!==t.ty&&"gs"!==t.ty||(i.s=PropertyFactory.getProp(this,t.s,1,null,this),i.e=PropertyFactory.getProp(this,t.e,1,null,this),i.h=PropertyFactory.getProp(this,t.h||{k:0},0,.01,this),i.a=PropertyFactory.getProp(this,t.a||{k:0},0,degToRads,this),i.g=new GradientProperty(this,t.g,this)),i.o=PropertyFactory.getProp(this,t.o,0,.01,this),"st"==t.ty||"gs"==t.ty){if(r.lc=this.lcEnum[t.lc]||"round",r.lj=this.ljEnum[t.lj]||"round",1==t.lj&&(r.ml=t.ml),i.w=PropertyFactory.getProp(this,t.w,0,null,this),i.w.k||(r.wi=i.w.v),t.d){var s=new DashProperty(this,t.d,"canvas",this);i.d=s,i.d.k||(r.da=i.d.dashArray,r.do=i.d.dashoffset[0])}}else r.r=2===t.r?"evenodd":"nonzero";return this.stylesList.push(r),i.style=r,i},CVShapeElement.prototype.createGroupElement=function(t){return{it:[],prevViewData:[]}},CVShapeElement.prototype.createTransformElement=function(t){return{transform:{opacity:1,_opMdf:!1,key:this.transformsManager.getNewKey(),op:PropertyFactory.getProp(this,t.o,0,.01,this),mProps:TransformPropertyFactory.getTransformProperty(this,t,this)}}},CVShapeElement.prototype.createShapeElement=function(t){var e=new CVShapeData(this,t,this.stylesList,this.transformsManager);return this.shapes.push(e),this.addShapeToModifiers(e),e},CVShapeElement.prototype.reloadShapes=function(){this._isFirstFrame=!0;var t,e=this.itemsData.length;for(t=0;t<e;t+=1)this.prevViewData[t]=this.itemsData[t];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[]),e=this.dynamicProperties.length,t=0;t<e;t+=1)this.dynamicProperties[t].getValue();this.renderModifiers(),this.transformsManager.processSequences(this._isFirstFrame)},CVShapeElement.prototype.addTransformToStyleList=function(t){var e,r=this.stylesList.length;for(e=0;e<r;e+=1)this.stylesList[e].closed||this.stylesList[e].transforms.push(t)},CVShapeElement.prototype.removeTransformFromStyleList=function(){var t,e=this.stylesList.length;for(t=0;t<e;t+=1)this.stylesList[t].closed||this.stylesList[t].transforms.pop()},CVShapeElement.prototype.closeStyles=function(t){var e,r=t.length;for(e=0;e<r;e+=1)t[e].closed=!0},CVShapeElement.prototype.searchShapes=function(t,e,r,i,s){var a,n,o,h,l,p,f=t.length-1,m=[],c=[],d=[].concat(s);for(a=f;a>=0;a-=1){if((h=this.searchProcessedElement(t[a]))?e[a]=r[h-1]:t[a]._shouldRender=i,"fl"==t[a].ty||"st"==t[a].ty||"gf"==t[a].ty||"gs"==t[a].ty)h?e[a].style.closed=!1:e[a]=this.createStyleElement(t[a],d),m.push(e[a].style);else if("gr"==t[a].ty){if(h)for(o=e[a].it.length,n=0;n<o;n+=1)e[a].prevViewData[n]=e[a].it[n];else e[a]=this.createGroupElement(t[a]);this.searchShapes(t[a].it,e[a].it,e[a].prevViewData,i,d)}else"tr"==t[a].ty?(h||(p=this.createTransformElement(t[a]),e[a]=p),d.push(e[a]),this.addTransformToStyleList(e[a])):"sh"==t[a].ty||"rc"==t[a].ty||"el"==t[a].ty||"sr"==t[a].ty?h||(e[a]=this.createShapeElement(t[a])):"tm"==t[a].ty||"rd"==t[a].ty?(h?(l=e[a]).closed=!1:((l=ShapeModifiers.getModifier(t[a].ty)).init(this,t[a]),e[a]=l,this.shapeModifiers.push(l)),c.push(l)):"rp"==t[a].ty&&(h?(l=e[a]).closed=!0:(l=ShapeModifiers.getModifier(t[a].ty),e[a]=l,l.init(this,t,a,e),this.shapeModifiers.push(l),i=!1),c.push(l));this.addProcessedElement(t[a],a+1)}for(this.removeTransformFromStyleList(),this.closeStyles(m),f=c.length,a=0;a<f;a+=1)c[a].closed=!0},CVShapeElement.prototype.renderInnerContent=function(){this.transformHelper.opacity=1,this.transformHelper._opMdf=!1,this.renderModifiers(),this.transformsManager.processSequences(this._isFirstFrame),this.renderShape(this.transformHelper,this.shapesData,this.itemsData,!0)},CVShapeElement.prototype.renderShapeTransform=function(t,e){(t._opMdf||e.op._mdf||this._isFirstFrame)&&(e.opacity=t.opacity,e.opacity*=e.op.v,e._opMdf=!0)},CVShapeElement.prototype.drawLayer=function(){var t,e,r,i,s,a,n,o,h,l=this.stylesList.length,p=this.globalData.renderer,f=this.globalData.canvasContext;for(t=0;t<l;t+=1)if(("st"!==(o=(h=this.stylesList[t]).type)&&"gs"!==o||0!==h.wi)&&h.data._shouldRender&&0!==h.coOp&&0!==this.globalData.currentGlobalAlpha){for(p.save(),a=h.elements,"st"===o||"gs"===o?(f.strokeStyle="st"===o?h.co:h.grd,f.lineWidth=h.wi,f.lineCap=h.lc,f.lineJoin=h.lj,f.miterLimit=h.ml||0):f.fillStyle="fl"===o?h.co:h.grd,p.ctxOpacity(h.coOp),"st"!==o&&"gs"!==o&&f.beginPath(),p.ctxTransform(h.preTransforms.finalTransform.props),r=a.length,e=0;e<r;e+=1){for("st"!==o&&"gs"!==o||(f.beginPath(),h.da&&(f.setLineDash(h.da),f.lineDashOffset=h.do)),s=(n=a[e].trNodes).length,i=0;i<s;i+=1)"m"==n[i].t?f.moveTo(n[i].p[0],n[i].p[1]):"c"==n[i].t?f.bezierCurveTo(n[i].pts[0],n[i].pts[1],n[i].pts[2],n[i].pts[3],n[i].pts[4],n[i].pts[5]):f.closePath();"st"!==o&&"gs"!==o||(f.stroke(),h.da&&f.setLineDash(this.dashResetter))}"st"!==o&&"gs"!==o&&f.fill(h.r),p.restore()}},CVShapeElement.prototype.renderShape=function(t,e,r,i){var s,a;for(a=t,s=e.length-1;s>=0;s-=1)"tr"==e[s].ty?(a=r[s].transform,this.renderShapeTransform(t,a)):"sh"==e[s].ty||"el"==e[s].ty||"rc"==e[s].ty||"sr"==e[s].ty?this.renderPath(e[s],r[s]):"fl"==e[s].ty?this.renderFill(e[s],r[s],a):"st"==e[s].ty?this.renderStroke(e[s],r[s],a):"gf"==e[s].ty||"gs"==e[s].ty?this.renderGradientFill(e[s],r[s],a):"gr"==e[s].ty?this.renderShape(a,e[s].it,r[s].it):e[s].ty;i&&this.drawLayer()},CVShapeElement.prototype.renderStyledShape=function(t,e){if(this._isFirstFrame||e._mdf||t.transforms._mdf){var r,i,s,a=t.trNodes,n=e.paths,o=n._length;a.length=0;var h=t.transforms.finalTransform;for(s=0;s<o;s+=1){var l=n.shapes[s];if(l&&l.v){for(i=l._length,r=1;r<i;r+=1)1===r&&a.push({t:"m",p:h.applyToPointArray(l.v[0][0],l.v[0][1],0)}),a.push({t:"c",pts:h.applyToTriplePoints(l.o[r-1],l.i[r],l.v[r])});1===i&&a.push({t:"m",p:h.applyToPointArray(l.v[0][0],l.v[0][1],0)}),l.c&&i&&(a.push({t:"c",pts:h.applyToTriplePoints(l.o[r-1],l.i[0],l.v[0])}),a.push({t:"z"}))}}t.trNodes=a}},CVShapeElement.prototype.renderPath=function(t,e){if(!0!==t.hd&&t._shouldRender){var r,i=e.styledShapes.length;for(r=0;r<i;r+=1)this.renderStyledShape(e.styledShapes[r],e.sh)}},CVShapeElement.prototype.renderFill=function(t,e,r){var i=e.style;(e.c._mdf||this._isFirstFrame)&&(i.co="rgb("+bm_floor(e.c.v[0])+","+bm_floor(e.c.v[1])+","+bm_floor(e.c.v[2])+")"),(e.o._mdf||r._opMdf||this._isFirstFrame)&&(i.coOp=e.o.v*r.opacity)},CVShapeElement.prototype.renderGradientFill=function(t,e,r){var i=e.style;if(!i.grd||e.g._mdf||e.s._mdf||e.e._mdf||1!==t.t&&(e.h._mdf||e.a._mdf)){var s=this.globalData.canvasContext,a=e.s.v,n=e.e.v;if(1===t.t)m=s.createLinearGradient(a[0],a[1],n[0],n[1]);else var o=Math.sqrt(Math.pow(a[0]-n[0],2)+Math.pow(a[1]-n[1],2)),h=Math.atan2(n[1]-a[1],n[0]-a[0]),l=o*(e.h.v>=1?.99:e.h.v<=-1?-.99:e.h.v),p=Math.cos(h+e.a.v)*l+a[0],f=Math.sin(h+e.a.v)*l+a[1],m=s.createRadialGradient(p,f,0,a[0],a[1],o);var c,d=t.g.p,u=e.g.c,y=1;for(c=0;c<d;c+=1)e.g._hasOpacity&&e.g._collapsable&&(y=e.g.o[2*c+1]),m.addColorStop(u[4*c]/100,"rgba("+u[4*c+1]+","+u[4*c+2]+","+u[4*c+3]+","+y+")");i.grd=m}i.coOp=e.o.v*r.opacity},CVShapeElement.prototype.renderStroke=function(t,e,r){var i=e.style,s=e.d;s&&(s._mdf||this._isFirstFrame)&&(i.da=s.dashArray,i.do=s.dashoffset[0]),(e.c._mdf||this._isFirstFrame)&&(i.co="rgb("+bm_floor(e.c.v[0])+","+bm_floor(e.c.v[1])+","+bm_floor(e.c.v[2])+")"),(e.o._mdf||r._opMdf||this._isFirstFrame)&&(i.coOp=e.o.v*r.opacity),(e.w._mdf||this._isFirstFrame)&&(i.wi=e.w.v)},CVShapeElement.prototype.destroy=function(){this.shapesData=null,this.globalData=null,this.canvasContext=null,this.stylesList.length=0,this.itemsData.length=0},extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement],CVSolidElement),CVSolidElement.prototype.initElement=SVGShapeElement.prototype.initElement,CVSolidElement.prototype.prepareFrame=IImageElement.prototype.prepareFrame,CVSolidElement.prototype.renderInnerContent=function(){var t=this.canvasContext;t.fillStyle=this.data.sc,t.fillRect(0,0,this.data.sw,this.data.sh)},extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement,ITextElement],CVTextElement),CVTextElement.prototype.tHelper=createTag("canvas").getContext("2d"),CVTextElement.prototype.buildNewText=function(){var t=this.textProperty.currentData;this.renderedLetters=createSizedArray(t.l?t.l.length:0);var e=!1;t.fc?(e=!0,this.values.fill=this.buildColor(t.fc)):this.values.fill="rgba(0,0,0,0)",this.fill=e;var r=!1;t.sc&&(r=!0,this.values.stroke=this.buildColor(t.sc),this.values.sWidth=t.sw);var i,s,a=this.globalData.fontManager.getFontByName(t.f),n=t.l,o=this.mHelper;this.stroke=r,this.values.fValue=t.finalSize+"px "+this.globalData.fontManager.getFontByName(t.f).fFamily,s=t.finalText.length;var h,l,p,f,m,c,d,u,y,g,v=this.data.singleShape,b=t.tr/1e3*t.finalSize,P=0,_=0,x=!0,S=0;for(i=0;i<s;i+=1){for(l=(h=this.globalData.fontManager.getCharData(t.finalText[i],a.fStyle,this.globalData.fontManager.getFontByName(t.f).fFamily))&&h.data||{},o.reset(),v&&n[i].n&&(P=-b,_+=t.yOffset,_+=x?1:0,x=!1),d=(m=l.shapes?l.shapes[0].it:[]).length,o.scale(t.finalSize/100,t.finalSize/100),v&&this.applyTextPropertiesToMatrix(t,o,n[i].line,P,_),y=createSizedArray(d),c=0;c<d;c+=1){for(f=m[c].ks.k.i.length,u=m[c].ks.k,g=[],p=1;p<f;p+=1)1==p&&g.push(o.applyToX(u.v[0][0],u.v[0][1],0),o.applyToY(u.v[0][0],u.v[0][1],0)),g.push(o.applyToX(u.o[p-1][0],u.o[p-1][1],0),o.applyToY(u.o[p-1][0],u.o[p-1][1],0),o.applyToX(u.i[p][0],u.i[p][1],0),o.applyToY(u.i[p][0],u.i[p][1],0),o.applyToX(u.v[p][0],u.v[p][1],0),o.applyToY(u.v[p][0],u.v[p][1],0));g.push(o.applyToX(u.o[p-1][0],u.o[p-1][1],0),o.applyToY(u.o[p-1][0],u.o[p-1][1],0),o.applyToX(u.i[0][0],u.i[0][1],0),o.applyToY(u.i[0][0],u.i[0][1],0),o.applyToX(u.v[0][0],u.v[0][1],0),o.applyToY(u.v[0][0],u.v[0][1],0)),y[c]=g}v&&(P+=n[i].l,P+=b),this.textSpans[S]?this.textSpans[S].elem=y:this.textSpans[S]={elem:y},S+=1}},CVTextElement.prototype.renderInnerContent=function(){var t,e,r,i,s,a,n=this.canvasContext;this.finalTransform.mat.props;n.font=this.values.fValue,n.lineCap="butt",n.lineJoin="miter",n.miterLimit=4,this.data.singleShape||this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag);var o,h=this.textAnimator.renderedLetters,l=this.textProperty.currentData.l;e=l.length;var p,f,m=null,c=null,d=null;for(t=0;t<e;t+=1)if(!l[t].n){if((o=h[t])&&(this.globalData.renderer.save(),this.globalData.renderer.ctxTransform(o.p),this.globalData.renderer.ctxOpacity(o.o)),this.fill){for(o&&o.fc?m!==o.fc&&(m=o.fc,n.fillStyle=o.fc):m!==this.values.fill&&(m=this.values.fill,n.fillStyle=this.values.fill),i=(p=this.textSpans[t].elem).length,this.globalData.canvasContext.beginPath(),r=0;r<i;r+=1)for(a=(f=p[r]).length,this.globalData.canvasContext.moveTo(f[0],f[1]),s=2;s<a;s+=6)this.globalData.canvasContext.bezierCurveTo(f[s],f[s+1],f[s+2],f[s+3],f[s+4],f[s+5]);this.globalData.canvasContext.closePath(),this.globalData.canvasContext.fill()}if(this.stroke){for(o&&o.sw?d!==o.sw&&(d=o.sw,n.lineWidth=o.sw):d!==this.values.sWidth&&(d=this.values.sWidth,n.lineWidth=this.values.sWidth),o&&o.sc?c!==o.sc&&(c=o.sc,n.strokeStyle=o.sc):c!==this.values.stroke&&(c=this.values.stroke,n.strokeStyle=this.values.stroke),i=(p=this.textSpans[t].elem).length,this.globalData.canvasContext.beginPath(),r=0;r<i;r+=1)for(a=(f=p[r]).length,this.globalData.canvasContext.moveTo(f[0],f[1]),s=2;s<a;s+=6)this.globalData.canvasContext.bezierCurveTo(f[s],f[s+1],f[s+2],f[s+3],f[s+4],f[s+5]);this.globalData.canvasContext.closePath(),this.globalData.canvasContext.stroke()}o&&this.globalData.renderer.restore()}},CVEffects.prototype.renderFrame=function(){};var animationManager=function(){var t={},e=[],r=0,i=0,s=0,a=!0,n=!1;function o(t){for(var r=0,s=t.target;r<i;)e[r].animation===s&&(e.splice(r,1),r-=1,i-=1,s.isPaused||p()),r+=1}function h(t,r){if(!t)return null;for(var s=0;s<i;){if(e[s].elem==t&&null!==e[s].elem)return e[s].animation;s+=1}var a=new AnimationItem;return f(a,t),a.setData(t,r),a}function l(){s+=1,d()}function p(){s-=1}function f(t,r){t.addEventListener("destroy",o),t.addEventListener("_active",l),t.addEventListener("_idle",p),e.push({elem:r,animation:t}),i+=1}function m(t){var o,h=t-r;for(o=0;o<i;o+=1)e[o].animation.advanceTime(h);r=t,s&&!n?window.requestAnimationFrame(m):a=!0}function c(t){r=t,window.requestAnimationFrame(m)}function d(){!n&&s&&a&&(window.requestAnimationFrame(c),a=!1)}return t.registerAnimation=h,t.loadAnimation=function(t){var e=new AnimationItem;return f(e,null),e.setParams(t),e},t.setSpeed=function(t,r){var s;for(s=0;s<i;s+=1)e[s].animation.setSpeed(t,r)},t.setDirection=function(t,r){var s;for(s=0;s<i;s+=1)e[s].animation.setDirection(t,r)},t.play=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.play(t)},t.pause=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.pause(t)},t.stop=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.stop(t)},t.togglePause=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.togglePause(t)},t.searchAnimations=function(t,e,r){var i,s=[].concat([].slice.call(document.getElementsByClassName("lottie")),[].slice.call(document.getElementsByClassName("bodymovin"))),a=s.length;for(i=0;i<a;i+=1)r&&s[i].setAttribute("data-bm-type",r),h(s[i],t);if(e&&0===a){r||(r="svg");var n=document.getElementsByTagName("body")[0];n.innerHTML="";var o=createTag("div");o.style.width="100%",o.style.height="100%",o.setAttribute("data-bm-type",r),n.appendChild(o),h(o,t)}},t.resize=function(){var t;for(t=0;t<i;t+=1)e[t].animation.resize()},t.goToAndStop=function(t,r,s){var a;for(a=0;a<i;a+=1)e[a].animation.goToAndStop(t,r,s)},t.destroy=function(t){var r;for(r=i-1;r>=0;r-=1)e[r].animation.destroy(t)},t.freeze=function(){n=!0},t.unfreeze=function(){n=!1,d()},t.getRegisteredAnimations=function(){var t,r=e.length,i=[];for(t=0;t<r;t+=1)i.push(e[t].animation);return i},t}(),AnimationItem=function(){this._cbs=[],this.name="",this.path="",this.isLoaded=!1,this.currentFrame=0,this.currentRawFrame=0,this.totalFrames=0,this.frameRate=0,this.frameMult=0,this.playSpeed=1,this.playDirection=1,this.playCount=0,this.animationData={},this.assets=[],this.isPaused=!0,this.autoplay=!1,this.loop=!0,this.renderer=null,this.animationID=createElementID(),this.assetsPath="",this.timeCompleted=0,this.segmentPos=0,this.subframeEnabled=subframeEnabled,this.segments=[],this._idle=!0,this._completedLoop=!1,this.projectInterface=ProjectInterface(),this.imagePreloader=new ImagePreloader};extendPrototype([BaseEvent],AnimationItem),AnimationItem.prototype.setParams=function(t){t.context&&(this.context=t.context),(t.wrapper||t.container)&&(this.wrapper=t.wrapper||t.container);var e=t.animType?t.animType:t.renderer?t.renderer:"svg";switch(e){case"canvas":this.renderer=new CanvasRenderer(this,t.rendererSettings);break;case"svg":this.renderer=new SVGRenderer(this,t.rendererSettings);break;default:this.renderer=new HybridRenderer(this,t.rendererSettings)}this.renderer.setProjectInterface(this.projectInterface),this.animType=e,""===t.loop||null===t.loop||(!1===t.loop?this.loop=!1:!0===t.loop?this.loop=!0:this.loop=parseInt(t.loop)),this.autoplay=!("autoplay"in t)||t.autoplay,this.name=t.name?t.name:"",this.autoloadSegments=!t.hasOwnProperty("autoloadSegments")||t.autoloadSegments,this.assetsPath=t.assetsPath,t.animationData?this.configAnimation(t.animationData):t.path&&("json"!=t.path.substr(-4)&&("/"!=t.path.substr(-1,1)&&(t.path+="/"),t.path+="data.json"),-1!=t.path.lastIndexOf("\\")?this.path=t.path.substr(0,t.path.lastIndexOf("\\")+1):this.path=t.path.substr(0,t.path.lastIndexOf("/")+1),this.fileName=t.path.substr(t.path.lastIndexOf("/")+1),this.fileName=this.fileName.substr(0,this.fileName.lastIndexOf(".json")),assetLoader.load(t.path,this.configAnimation.bind(this),function(){this.trigger("data_failed")}.bind(this)))},AnimationItem.prototype.setData=function(t,e){var r={wrapper:t,animationData:e?"object"===_typeof(e)?e:JSON.parse(e):null},i=t.attributes;r.path=i.getNamedItem("data-animation-path")?i.getNamedItem("data-animation-path").value:i.getNamedItem("data-bm-path")?i.getNamedItem("data-bm-path").value:i.getNamedItem("bm-path")?i.getNamedItem("bm-path").value:"",r.animType=i.getNamedItem("data-anim-type")?i.getNamedItem("data-anim-type").value:i.getNamedItem("data-bm-type")?i.getNamedItem("data-bm-type").value:i.getNamedItem("bm-type")?i.getNamedItem("bm-type").value:i.getNamedItem("data-bm-renderer")?i.getNamedItem("data-bm-renderer").value:i.getNamedItem("bm-renderer")?i.getNamedItem("bm-renderer").value:"canvas";var s=i.getNamedItem("data-anim-loop")?i.getNamedItem("data-anim-loop").value:i.getNamedItem("data-bm-loop")?i.getNamedItem("data-bm-loop").value:i.getNamedItem("bm-loop")?i.getNamedItem("bm-loop").value:"";""===s||(r.loop="false"!==s&&("true"===s||parseInt(s)));var a=i.getNamedItem("data-anim-autoplay")?i.getNamedItem("data-anim-autoplay").value:i.getNamedItem("data-bm-autoplay")?i.getNamedItem("data-bm-autoplay").value:!i.getNamedItem("bm-autoplay")||i.getNamedItem("bm-autoplay").value;r.autoplay="false"!==a,r.name=i.getNamedItem("data-name")?i.getNamedItem("data-name").value:i.getNamedItem("data-bm-name")?i.getNamedItem("data-bm-name").value:i.getNamedItem("bm-name")?i.getNamedItem("bm-name").value:"","false"===(i.getNamedItem("data-anim-prerender")?i.getNamedItem("data-anim-prerender").value:i.getNamedItem("data-bm-prerender")?i.getNamedItem("data-bm-prerender").value:i.getNamedItem("bm-prerender")?i.getNamedItem("bm-prerender").value:"")&&(r.prerender=!1),this.setParams(r)},AnimationItem.prototype.includeLayers=function(t){t.op>this.animationData.op&&(this.animationData.op=t.op,this.totalFrames=Math.floor(t.op-this.animationData.ip));var e,r,i=this.animationData.layers,s=i.length,a=t.layers,n=a.length;for(r=0;r<n;r+=1)for(e=0;e<s;){if(i[e].id==a[r].id){i[e]=a[r];break}e+=1}if((t.chars||t.fonts)&&(this.renderer.globalData.fontManager.addChars(t.chars),this.renderer.globalData.fontManager.addFonts(t.fonts,this.renderer.globalData.defs)),t.assets)for(s=t.assets.length,e=0;e<s;e+=1)this.animationData.assets.push(t.assets[e]);this.animationData.__complete=!1,dataManager.completeData(this.animationData,this.renderer.globalData.fontManager),this.renderer.includeLayers(t.layers),expressionsPlugin&&expressionsPlugin.initExpressions(this),this.loadNextSegment()},AnimationItem.prototype.loadNextSegment=function(){var t=this.animationData.segments;if(!t||0===t.length||!this.autoloadSegments)return this.trigger("data_ready"),void(this.timeCompleted=this.totalFrames);var e=t.shift();this.timeCompleted=e.time*this.frameRate;var r=this.path+this.fileName+"_"+this.segmentPos+".json";this.segmentPos+=1,assetLoader.load(r,this.includeLayers.bind(this),function(){this.trigger("data_failed")}.bind(this))},AnimationItem.prototype.loadSegments=function(){this.animationData.segments||(this.timeCompleted=this.totalFrames),this.loadNextSegment()},AnimationItem.prototype.imagesLoaded=function(){this.trigger("loaded_images"),this.checkLoaded()},AnimationItem.prototype.preloadImages=function(){this.imagePreloader.setAssetsPath(this.assetsPath),this.imagePreloader.setPath(this.path),this.imagePreloader.loadAssets(this.animationData.assets,this.imagesLoaded.bind(this))},AnimationItem.prototype.configAnimation=function(t){this.renderer&&(this.animationData=t,this.totalFrames=Math.floor(this.animationData.op-this.animationData.ip),this.renderer.configAnimation(t),t.assets||(t.assets=[]),this.renderer.searchExtraCompositions(t.assets),this.assets=this.animationData.assets,this.frameRate=this.animationData.fr,this.firstFrame=Math.round(this.animationData.ip),this.frameMult=this.animationData.fr/1e3,this.trigger("config_ready"),this.preloadImages(),this.loadSegments(),this.updaFrameModifier(),this.waitForFontsLoaded())},AnimationItem.prototype.waitForFontsLoaded=function(){this.renderer&&(this.renderer.globalData.fontManager.loaded()?this.checkLoaded():setTimeout(this.waitForFontsLoaded.bind(this),20))},AnimationItem.prototype.checkLoaded=function(){this.isLoaded||!this.renderer.globalData.fontManager.loaded()||!this.imagePreloader.loaded()&&"canvas"===this.renderer.rendererType||(this.isLoaded=!0,dataManager.completeData(this.animationData,this.renderer.globalData.fontManager),expressionsPlugin&&expressionsPlugin.initExpressions(this),this.renderer.initItems(),setTimeout(function(){this.trigger("DOMLoaded")}.bind(this),0),this.gotoFrame(),this.autoplay&&this.play())},AnimationItem.prototype.resize=function(){this.renderer.updateContainerSize()},AnimationItem.prototype.setSubframe=function(t){this.subframeEnabled=!!t},AnimationItem.prototype.gotoFrame=function(){this.currentFrame=this.subframeEnabled?this.currentRawFrame:~~this.currentRawFrame,this.timeCompleted!==this.totalFrames&&this.currentFrame>this.timeCompleted&&(this.currentFrame=this.timeCompleted),this.trigger("enterFrame"),this.renderFrame()},AnimationItem.prototype.renderFrame=function(){!1!==this.isLoaded&&this.renderer.renderFrame(this.currentFrame+this.firstFrame)},AnimationItem.prototype.play=function(t){t&&this.name!=t||!0===this.isPaused&&(this.isPaused=!1,this._idle&&(this._idle=!1,this.trigger("_active")))},AnimationItem.prototype.pause=function(t){t&&this.name!=t||!1===this.isPaused&&(this.isPaused=!0,this._idle=!0,this.trigger("_idle"))},AnimationItem.prototype.togglePause=function(t){t&&this.name!=t||(!0===this.isPaused?this.play():this.pause())},AnimationItem.prototype.stop=function(t){t&&this.name!=t||(this.pause(),this.playCount=0,this._completedLoop=!1,this.setCurrentRawFrameValue(0))},AnimationItem.prototype.goToAndStop=function(t,e,r){r&&this.name!=r||(e?this.setCurrentRawFrameValue(t):this.setCurrentRawFrameValue(t*this.frameModifier),this.pause())},AnimationItem.prototype.goToAndPlay=function(t,e,r){this.goToAndStop(t,e,r),this.play()},AnimationItem.prototype.advanceTime=function(t){if(!0!==this.isPaused&&!1!==this.isLoaded){var e=this.currentRawFrame+t*this.frameModifier,r=!1;e>=this.totalFrames-1&&this.frameModifier>0?this.loop&&this.playCount!==this.loop?e>=this.totalFrames?(this.playCount+=1,this.checkSegments(e%this.totalFrames)||(this.setCurrentRawFrameValue(e%this.totalFrames),this._completedLoop=!0,this.trigger("loopComplete"))):this.setCurrentRawFrameValue(e):this.checkSegments(e>this.totalFrames?e%this.totalFrames:0)||(r=!0,e=this.totalFrames-1):e<0?this.checkSegments(e%this.totalFrames)||(!this.loop||this.playCount--<=0&&!0!==this.loop?(r=!0,e=0):(this.setCurrentRawFrameValue(this.totalFrames+e%this.totalFrames),this._completedLoop?this.trigger("loopComplete"):this._completedLoop=!0)):this.setCurrentRawFrameValue(e),r&&(this.setCurrentRawFrameValue(e),this.pause(),this.trigger("complete"))}},AnimationItem.prototype.adjustSegment=function(t,e){this.playCount=0,t[1]<t[0]?(this.frameModifier>0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(-1)),this.timeCompleted=this.totalFrames=t[0]-t[1],this.firstFrame=t[1],this.setCurrentRawFrameValue(this.totalFrames-.001-e)):t[1]>t[0]&&(this.frameModifier<0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(1)),this.timeCompleted=this.totalFrames=t[1]-t[0],this.firstFrame=t[0],this.setCurrentRawFrameValue(.001+e)),this.trigger("segmentStart")},AnimationItem.prototype.setSegment=function(t,e){var r=-1;this.isPaused&&(this.currentRawFrame+this.firstFrame<t?r=t:this.currentRawFrame+this.firstFrame>e&&(r=e-t)),this.firstFrame=t,this.timeCompleted=this.totalFrames=e-t,-1!==r&&this.goToAndStop(r,!0)},AnimationItem.prototype.playSegments=function(t,e){if(e&&(this.segments.length=0),"object"===_typeof(t[0])){var r,i=t.length;for(r=0;r<i;r+=1)this.segments.push(t[r])}else this.segments.push(t);this.segments.length&&e&&this.adjustSegment(this.segments.shift(),0),this.isPaused&&this.play()},AnimationItem.prototype.resetSegments=function(t){this.segments.length=0,this.segments.push([this.animationData.ip,this.animationData.op]),t&&this.checkSegments(0)},AnimationItem.prototype.checkSegments=function(t){return!!this.segments.length&&(this.adjustSegment(this.segments.shift(),t),!0)},AnimationItem.prototype.destroy=function(t){t&&this.name!=t||!this.renderer||(this.renderer.destroy(),this.imagePreloader.destroy(),this.trigger("destroy"),this._cbs=null,this.onEnterFrame=this.onLoopComplete=this.onComplete=this.onSegmentStart=this.onDestroy=null,this.renderer=null)},AnimationItem.prototype.setCurrentRawFrameValue=function(t){this.currentRawFrame=t,this.gotoFrame()},AnimationItem.prototype.setSpeed=function(t){this.playSpeed=t,this.updaFrameModifier()},AnimationItem.prototype.setDirection=function(t){this.playDirection=t<0?-1:1,this.updaFrameModifier()},AnimationItem.prototype.updaFrameModifier=function(){this.frameModifier=this.frameMult*this.playSpeed*this.playDirection},AnimationItem.prototype.getPath=function(){return this.path},AnimationItem.prototype.getAssetsPath=function(t){var e="";if(t.e)e=t.p;else if(this.assetsPath){var r=t.p;-1!==r.indexOf("images/")&&(r=r.split("/")[1]),e=this.assetsPath+r}else e=this.path,e+=t.u?t.u:"",e+=t.p;return e},AnimationItem.prototype.getAssetData=function(t){for(var e=0,r=this.assets.length;e<r;){if(t==this.assets[e].id)return this.assets[e];e+=1}},AnimationItem.prototype.hide=function(){this.renderer.hide()},AnimationItem.prototype.show=function(){this.renderer.show()},AnimationItem.prototype.getDuration=function(t){return t?this.totalFrames:this.totalFrames/this.frameRate},AnimationItem.prototype.trigger=function(t){if(this._cbs&&this._cbs[t])switch(t){case"enterFrame":this.triggerEvent(t,new BMEnterFrameEvent(t,this.currentFrame,this.totalFrames,this.frameModifier));break;case"loopComplete":this.triggerEvent(t,new BMCompleteLoopEvent(t,this.loop,this.playCount,this.frameMult));break;case"complete":this.triggerEvent(t,new BMCompleteEvent(t,this.frameMult));break;case"segmentStart":this.triggerEvent(t,new BMSegmentStartEvent(t,this.firstFrame,this.totalFrames));break;case"destroy":this.triggerEvent(t,new BMDestroyEvent(t,this));break;default:this.triggerEvent(t)}"enterFrame"===t&&this.onEnterFrame&&this.onEnterFrame.call(this,new BMEnterFrameEvent(t,this.currentFrame,this.totalFrames,this.frameMult)),"loopComplete"===t&&this.onLoopComplete&&this.onLoopComplete.call(this,new BMCompleteLoopEvent(t,this.loop,this.playCount,this.frameMult)),"complete"===t&&this.onComplete&&this.onComplete.call(this,new BMCompleteEvent(t,this.frameMult)),"segmentStart"===t&&this.onSegmentStart&&this.onSegmentStart.call(this,new BMSegmentStartEvent(t,this.firstFrame,this.totalFrames)),"destroy"===t&&this.onDestroy&&this.onDestroy.call(this,new BMDestroyEvent(t,this))};var Expressions=function(){var t={};return t.initExpressions=function(t){var e=0,r=[];t.renderer.compInterface=CompExpressionInterface(t.renderer),t.renderer.globalData.projectInterface.registerComposition(t.renderer),t.renderer.globalData.pushExpression=function(){e+=1},t.renderer.globalData.popExpression=function(){0===(e-=1)&&function(){var t,e=r.length;for(t=0;t<e;t+=1)r[t].release();r.length=0}()},t.renderer.globalData.registerExpressionProperty=function(t){-1===r.indexOf(t)&&r.push(t)}},t}();expressionsPlugin=Expressions;var ExpressionManager=function(){var ob={},Math=BMMath,window=null,document=null;function $bm_isInstanceOfArray(t){return t.constructor===Array||t.constructor===Float32Array}function isNumerable(t,e){return"number"===t||"boolean"===t||"string"===t||e instanceof Number}function $bm_neg(t){var e=_typeof(t);if("number"===e||"boolean"===e||t instanceof Number)return-t;if($bm_isInstanceOfArray(t)){var r,i=t.length,s=[];for(r=0;r<i;r+=1)s[r]=-t[r];return s}return t.propType?t.v:void 0}var easeInBez=BezierFactory.getBezierEasing(.333,0,.833,.833,"easeIn").get,easeOutBez=BezierFactory.getBezierEasing(.167,.167,.667,1,"easeOut").get,easeInOutBez=BezierFactory.getBezierEasing(.33,0,.667,1,"easeInOut").get;function sum(t,e){var r=_typeof(t),i=_typeof(e);if("string"===r||"string"===i)return t+e;if(isNumerable(r,t)&&isNumerable(i,e))return t+e;if($bm_isInstanceOfArray(t)&&isNumerable(i,e))return(t=t.slice(0))[0]=t[0]+e,t;if(isNumerable(r,t)&&$bm_isInstanceOfArray(e))return(e=e.slice(0))[0]=t+e[0],e;if($bm_isInstanceOfArray(t)&&$bm_isInstanceOfArray(e)){for(var s=0,a=t.length,n=e.length,o=[];s<a||s<n;)("number"==typeof t[s]||t[s]instanceof Number)&&("number"==typeof e[s]||e[s]instanceof Number)?o[s]=t[s]+e[s]:o[s]=void 0===e[s]?t[s]:t[s]||e[s],s+=1;return o}return 0}var add=sum;function sub(t,e){var r=_typeof(t),i=_typeof(e);if(isNumerable(r,t)&&isNumerable(i,e))return"string"===r&&(t=parseInt(t)),"string"===i&&(e=parseInt(e)),t-e;if($bm_isInstanceOfArray(t)&&isNumerable(i,e))return(t=t.slice(0))[0]=t[0]-e,t;if(isNumerable(r,t)&&$bm_isInstanceOfArray(e))return(e=e.slice(0))[0]=t-e[0],e;if($bm_isInstanceOfArray(t)&&$bm_isInstanceOfArray(e)){for(var s=0,a=t.length,n=e.length,o=[];s<a||s<n;)("number"==typeof t[s]||t[s]instanceof Number)&&("number"==typeof e[s]||e[s]instanceof Number)?o[s]=t[s]-e[s]:o[s]=void 0===e[s]?t[s]:t[s]||e[s],s+=1;return o}return 0}function mul(t,e){var r,i,s,a=_typeof(t),n=_typeof(e);if(isNumerable(a,t)&&isNumerable(n,e))return t*e;if($bm_isInstanceOfArray(t)&&isNumerable(n,e)){for(s=t.length,r=createTypedArray("float32",s),i=0;i<s;i+=1)r[i]=t[i]*e;return r}if(isNumerable(a,t)&&$bm_isInstanceOfArray(e)){for(s=e.length,r=createTypedArray("float32",s),i=0;i<s;i+=1)r[i]=t*e[i];return r}return 0}function div(t,e){var r,i,s,a=_typeof(t),n=_typeof(e);if(isNumerable(a,t)&&isNumerable(n,e))return t/e;if($bm_isInstanceOfArray(t)&&isNumerable(n,e)){for(s=t.length,r=createTypedArray("float32",s),i=0;i<s;i+=1)r[i]=t[i]/e;return r}if(isNumerable(a,t)&&$bm_isInstanceOfArray(e)){for(s=e.length,r=createTypedArray("float32",s),i=0;i<s;i+=1)r[i]=t/e[i];return r}return 0}function mod(t,e){return"string"==typeof t&&(t=parseInt(t)),"string"==typeof e&&(e=parseInt(e)),t%e}var $bm_sum=sum,$bm_sub=sub,$bm_mul=mul,$bm_div=div,$bm_mod=mod;function clamp(t,e,r){if(e>r){var i=r;r=e,e=i}return Math.min(Math.max(t,e),r)}function radiansToDegrees(t){return t/degToRads}var radians_to_degrees=radiansToDegrees;function degreesToRadians(t){return t*degToRads}var degrees_to_radians=radiansToDegrees,helperLengthArray=[0,0,0,0,0,0];function length(t,e){if("number"==typeof t||t instanceof Number)return e=e||0,Math.abs(t-e);e||(e=helperLengthArray);var r,i=Math.min(t.length,e.length),s=0;for(r=0;r<i;r+=1)s+=Math.pow(e[r]-t[r],2);return Math.sqrt(s)}function normalize(t){return div(t,length(t))}function rgbToHsl(t){var e,r,i=t[0],s=t[1],a=t[2],n=Math.max(i,s,a),o=Math.min(i,s,a),h=(n+o)/2;if(n==o)e=r=0;else{var l=n-o;switch(r=h>.5?l/(2-n-o):l/(n+o),n){case i:e=(s-a)/l+(s<a?6:0);break;case s:e=(a-i)/l+2;break;case a:e=(i-s)/l+4}e/=6}return[e,r,h,t[3]]}function hue2rgb(t,e,r){return r<0&&(r+=1),r>1&&(r-=1),r<1/6?t+6*(e-t)*r:r<.5?e:r<2/3?t+(e-t)*(2/3-r)*6:t}function hslToRgb(t){var e,r,i,s=t[0],a=t[1],n=t[2];if(0===a)e=r=i=n;else{var o=n<.5?n*(1+a):n+a-n*a,h=2*n-o;e=hue2rgb(h,o,s+1/3),r=hue2rgb(h,o,s),i=hue2rgb(h,o,s-1/3)}return[e,r,i,t[3]]}function linear(t,e,r,i,s){if(void 0!==i&&void 0!==s||(i=e,s=r,e=0,r=1),r<e){var a=r;r=e,e=a}if(t<=e)return i;if(t>=r)return s;var n=r===e?0:(t-e)/(r-e);if(!i.length)return i+(s-i)*n;var o,h=i.length,l=createTypedArray("float32",h);for(o=0;o<h;o+=1)l[o]=i[o]+(s[o]-i[o])*n;return l}function random(t,e){if(void 0===e&&(void 0===t?(t=0,e=1):(e=t,t=void 0)),e.length){var r,i=e.length;t||(t=createTypedArray("float32",i));var s=createTypedArray("float32",i),a=BMMath.random();for(r=0;r<i;r+=1)s[r]=t[r]+a*(e[r]-t[r]);return s}return void 0===t&&(t=0),t+BMMath.random()*(e-t)}function createPath(t,e,r,i){var s,a=t.length,n=shape_pool.newElement();n.setPathData(!!i,a);var o,h,l=[0,0];for(s=0;s<a;s+=1)o=e&&e[s]?e[s]:l,h=r&&r[s]?r[s]:l,n.setTripleAt(t[s][0],t[s][1],h[0]+t[s][0],h[1]+t[s][1],o[0]+t[s][0],o[1]+t[s][1],s,!0);return n}function initiateExpression(elem,data,property){var val=data.x,needsVelocity=/velocity(?![\w\d])/.test(val),_needsRandom=-1!==val.indexOf("random"),elemType=elem.data.ty,transform,$bm_transform,content,effect,thisProperty=property;thisProperty.valueAtTime=thisProperty.getValueAtTime,Object.defineProperty(thisProperty,"value",{get:function(){return thisProperty.v}}),elem.comp.frameDuration=1/elem.comp.globalData.frameRate,elem.comp.displayStartTime=0;var inPoint=elem.data.ip/elem.comp.globalData.frameRate,outPoint=elem.data.op/elem.comp.globalData.frameRate,width=elem.data.sw?elem.data.sw:0,height=elem.data.sh?elem.data.sh:0,name=elem.data.nm,loopIn,loop_in,loopOut,loop_out,smooth,toWorld,fromWorld,fromComp,toComp,fromCompToSurface,position,rotation,anchorPoint,scale,thisLayer,thisComp,mask,valueAtTime,velocityAtTime,__expression_functions=[],scoped_bm_rt;if(data.xf){var i,len=data.xf.length;for(i=0;i<len;i+=1)__expression_functions[i]=eval("(function(){ return "+data.xf[i]+"}())")}var expression_function=eval("[function _expression_function(){"+val+";scoped_bm_rt=$bm_rt}]")[0],numKeys=property.kf?data.k.length:0,active=!this.data||!0!==this.data.hd,wiggle=function(t,e){var r,i,s=this.pv.length?this.pv.length:1,a=createTypedArray("float32",s);var n=Math.floor(5*time);for(r=0,i=0;r<n;){for(i=0;i<s;i+=1)a[i]+=-e+2*e*BMMath.random();r+=1}var o=5*time,h=o-Math.floor(o),l=createTypedArray("float32",s);if(s>1){for(i=0;i<s;i+=1)l[i]=this.pv[i]+a[i]+(-e+2*e*BMMath.random())*h;return l}return this.pv+a[0]+(-e+2*e*BMMath.random())*h}.bind(this);function loopInDuration(t,e){return loopIn(t,e,!0)}function loopOutDuration(t,e){return loopOut(t,e,!0)}thisProperty.loopIn&&(loopIn=thisProperty.loopIn.bind(thisProperty),loop_in=loopIn),thisProperty.loopOut&&(loopOut=thisProperty.loopOut.bind(thisProperty),loop_out=loopOut),thisProperty.smooth&&(smooth=thisProperty.smooth.bind(thisProperty)),this.getValueAtTime&&(valueAtTime=this.getValueAtTime.bind(this)),this.getVelocityAtTime&&(velocityAtTime=this.getVelocityAtTime.bind(this));var comp=elem.comp.globalData.projectInterface.bind(elem.comp.globalData.projectInterface),time,velocity,value,text,textIndex,textTotal,selectorValue;function lookAt(t,e){var r=[e[0]-t[0],e[1]-t[1],e[2]-t[2]],i=Math.atan2(r[0],Math.sqrt(r[1]*r[1]+r[2]*r[2]))/degToRads;return[-Math.atan2(r[1],r[2])/degToRads,i,0]}function easeOut(t,e,r,i,s){return applyEase(easeOutBez,t,e,r,i,s)}function easeIn(t,e,r,i,s){return applyEase(easeInBez,t,e,r,i,s)}function ease(t,e,r,i,s){return applyEase(easeInOutBez,t,e,r,i,s)}function applyEase(t,e,r,i,s,a){void 0===s?(s=r,a=i):e=(e-r)/(i-r);var n=t(e=e>1?1:e<0?0:e);if($bm_isInstanceOfArray(s)){var o,h=s.length,l=createTypedArray("float32",h);for(o=0;o<h;o+=1)l[o]=(a[o]-s[o])*n+s[o];return l}return(a-s)*n+s}function nearestKey(t){var e,r,i,s=data.k.length;if(data.k.length&&"number"!=typeof data.k[0])if(r=-1,(t*=elem.comp.globalData.frameRate)<data.k[0].t)r=1,i=data.k[0].t;else{for(e=0;e<s-1;e+=1){if(t===data.k[e].t){r=e+1,i=data.k[e].t;break}if(t>data.k[e].t&&t<data.k[e+1].t){t-data.k[e].t>data.k[e+1].t-t?(r=e+2,i=data.k[e+1].t):(r=e+1,i=data.k[e].t);break}}-1===r&&(r=e+1,i=data.k[e].t)}else r=0,i=0;var a={};return a.index=r,a.time=i/elem.comp.globalData.frameRate,a}function key(t){var e,r,i;if(!data.k.length||"number"==typeof data.k[0])throw new Error("The property has no keyframe at index "+t);t-=1,e={time:data.k[t].t/elem.comp.globalData.frameRate,value:[]};var s=data.k[t].hasOwnProperty("s")?data.k[t].s:data.k[t-1].e;for(i=s.length,r=0;r<i;r+=1)e[r]=s[r],e.value[r]=s[r];return e}function framesToTime(t,e){return e||(e=elem.comp.globalData.frameRate),t/e}function timeToFrames(t,e){return t||0===t||(t=time),e||(e=elem.comp.globalData.frameRate),t*e}function seedRandom(t){BMMath.seedrandom(randSeed+t)}function sourceRectAtTime(){return elem.sourceRectAtTime()}function substring(t,e){return"string"==typeof value?void 0===e?value.substring(t):value.substring(t,e):""}function substr(t,e){return"string"==typeof value?void 0===e?value.substr(t):value.substr(t,e):""}var index=elem.data.ind,hasParent=!(!elem.hierarchy||!elem.hierarchy.length),parent,randSeed=Math.floor(1e6*Math.random()),globalData=elem.globalData;function executeExpression(t){return value=t,_needsRandom&&seedRandom(randSeed),this.frameExpressionId===elem.globalData.frameId&&"textSelector"!==this.propType?value:("textSelector"===this.propType&&(textIndex=this.textIndex,textTotal=this.textTotal,selectorValue=this.selectorValue),thisLayer||(text=elem.layerInterface.text,thisLayer=elem.layerInterface,thisComp=elem.comp.compInterface,toWorld=thisLayer.toWorld.bind(thisLayer),fromWorld=thisLayer.fromWorld.bind(thisLayer),fromComp=thisLayer.fromComp.bind(thisLayer),toComp=thisLayer.toComp.bind(thisLayer),mask=thisLayer.mask?thisLayer.mask.bind(thisLayer):null,fromCompToSurface=fromComp),transform||(transform=elem.layerInterface("ADBE Transform Group"),$bm_transform=transform,transform&&(anchorPoint=transform.anchorPoint)),4!==elemType||content||(content=thisLayer("ADBE Root Vectors Group")),effect||(effect=thisLayer(4)),(hasParent=!(!elem.hierarchy||!elem.hierarchy.length))&&!parent&&(parent=elem.hierarchy[0].layerInterface),time=this.comp.renderedFrame/this.comp.globalData.frameRate,needsVelocity&&(velocity=velocityAtTime(time)),expression_function(),this.frameExpressionId=elem.globalData.frameId,"shape"===scoped_bm_rt.propType&&(scoped_bm_rt=scoped_bm_rt.v),scoped_bm_rt)}return executeExpression}return ob.initiateExpression=initiateExpression,ob}(),expressionHelpers={searchExpressions:function(t,e,r){e.x&&(r.k=!0,r.x=!0,r.initiateExpression=ExpressionManager.initiateExpression,r.effectsSequence.push(r.initiateExpression(t,e,r).bind(r)))},getSpeedAtTime:function(t){var e=this.getValueAtTime(t),r=this.getValueAtTime(t+-.01),i=0;if(e.length){var s;for(s=0;s<e.length;s+=1)i+=Math.pow(r[s]-e[s],2);i=100*Math.sqrt(i)}else i=0;return i},getVelocityAtTime:function(t){if(void 0!==this.vel)return this.vel;var e,r,i=this.getValueAtTime(t),s=this.getValueAtTime(t+-.001);if(i.length)for(e=createTypedArray("float32",i.length),r=0;r<i.length;r+=1)e[r]=(s[r]-i[r])/-.001;else e=(s-i)/-.001;return e},getValueAtTime:function(t){return t*=this.elem.globalData.frameRate,(t-=this.offsetTime)!==this._cachingAtTime.lastFrame&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastFrame<t?this._cachingAtTime.lastIndex:0,this._cachingAtTime.value=this.interpolateValue(t,this._cachingAtTime),this._cachingAtTime.lastFrame=t),this._cachingAtTime.value},getStaticValueAtTime:function(){return this.pv},setGroupProperty:function(t){this.propertyGroup=t}};!function(){function t(t,e,r){if(!this.k||!this.keyframes)return this.pv;t=t?t.toLowerCase():"";var i,s,a,n,o,h=this.comp.renderedFrame,l=this.keyframes,p=l[l.length-1].t;if(h<=p)return this.pv;if(r?s=p-(i=e?Math.abs(p-elem.comp.globalData.frameRate*e):Math.max(0,p-this.elem.data.ip)):((!e||e>l.length-1)&&(e=l.length-1),i=p-(s=l[l.length-1-e].t)),"pingpong"===t){if(Math.floor((h-s)/i)%2!=0)return this.getValueAtTime((i-(h-s)%i+s)/this.comp.globalData.frameRate,0)}else{if("offset"===t){var f=this.getValueAtTime(s/this.comp.globalData.frameRate,0),m=this.getValueAtTime(p/this.comp.globalData.frameRate,0),c=this.getValueAtTime(((h-s)%i+s)/this.comp.globalData.frameRate,0),d=Math.floor((h-s)/i);if(this.pv.length){for(n=(o=new Array(f.length)).length,a=0;a<n;a+=1)o[a]=(m[a]-f[a])*d+c[a];return o}return(m-f)*d+c}if("continue"===t){var u=this.getValueAtTime(p/this.comp.globalData.frameRate,0),y=this.getValueAtTime((p-.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(n=(o=new Array(u.length)).length,a=0;a<n;a+=1)o[a]=u[a]+(u[a]-y[a])*((h-p)/this.comp.globalData.frameRate)/5e-4;return o}return u+(h-p)/.001*(u-y)}}return this.getValueAtTime(((h-s)%i+s)/this.comp.globalData.frameRate,0)}function e(t,e,r){if(!this.k)return this.pv;t=t?t.toLowerCase():"";var i,s,a,n,o,h=this.comp.renderedFrame,l=this.keyframes,p=l[0].t;if(h>=p)return this.pv;if(r?s=p+(i=e?Math.abs(elem.comp.globalData.frameRate*e):Math.max(0,this.elem.data.op-p)):((!e||e>l.length-1)&&(e=l.length-1),i=(s=l[e].t)-p),"pingpong"===t){if(Math.floor((p-h)/i)%2==0)return this.getValueAtTime(((p-h)%i+p)/this.comp.globalData.frameRate,0)}else{if("offset"===t){var f=this.getValueAtTime(p/this.comp.globalData.frameRate,0),m=this.getValueAtTime(s/this.comp.globalData.frameRate,0),c=this.getValueAtTime((i-(p-h)%i+p)/this.comp.globalData.frameRate,0),d=Math.floor((p-h)/i)+1;if(this.pv.length){for(n=(o=new Array(f.length)).length,a=0;a<n;a+=1)o[a]=c[a]-(m[a]-f[a])*d;return o}return c-(m-f)*d}if("continue"===t){var u=this.getValueAtTime(p/this.comp.globalData.frameRate,0),y=this.getValueAtTime((p+.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(n=(o=new Array(u.length)).length,a=0;a<n;a+=1)o[a]=u[a]+(u[a]-y[a])*(p-h)/.001;return o}return u+(u-y)*(p-h)/.001}}return this.getValueAtTime((i-(p-h)%i+p)/this.comp.globalData.frameRate,0)}function r(t,e){if(!this.k)return this.pv;if(t=.5*(t||.4),(e=Math.floor(e||5))<=1)return this.pv;var r,i,s=this.comp.renderedFrame/this.comp.globalData.frameRate,a=s-t,n=e>1?(s+t-a)/(e-1):1,o=0,h=0;for(r=this.pv.length?createTypedArray("float32",this.pv.length):0;o<e;){if(i=this.getValueAtTime(a+o*n),this.pv.length)for(h=0;h<this.pv.length;h+=1)r[h]+=i[h];else r+=i;o+=1}if(this.pv.length)for(h=0;h<this.pv.length;h+=1)r[h]/=e;else r/=e;return r}var i=TransformPropertyFactory.getTransformProperty;TransformPropertyFactory.getTransformProperty=function(t,e,r){var s=i(t,e,r);return s.dynamicProperties.length?s.getValueAtTime=function(t){console.warn("Transform at time not supported")}.bind(s):s.getValueAtTime=function(t){}.bind(s),s.setGroupProperty=expressionHelpers.setGroupProperty,s};var s=PropertyFactory.getProp;PropertyFactory.getProp=function(i,a,n,o,h){var l=s(i,a,n,o,h);l.kf?l.getValueAtTime=expressionHelpers.getValueAtTime.bind(l):l.getValueAtTime=expressionHelpers.getStaticValueAtTime.bind(l),l.setGroupProperty=expressionHelpers.setGroupProperty,l.loopOut=t,l.loopIn=e,l.smooth=r,l.getVelocityAtTime=expressionHelpers.getVelocityAtTime.bind(l),l.getSpeedAtTime=expressionHelpers.getSpeedAtTime.bind(l),l.numKeys=1===a.a?a.k.length:0,l.propertyIndex=a.ix;var p=0;return 0!==n&&(p=createTypedArray("float32",1===a.a?a.k[0].s.length:a.k.length)),l._cachingAtTime={lastFrame:initialDefaultFrame,lastIndex:0,value:p},expressionHelpers.searchExpressions(i,a,l),l.k&&h.addDynamicProperty(l),l};var a=ShapePropertyFactory.getConstructorFunction(),n=ShapePropertyFactory.getKeyframedConstructorFunction();function o(){}o.prototype={vertices:function(t,e){this.k&&this.getValue();var r=this.v;void 0!==e&&(r=this.getValueAtTime(e,0));var i,s=r._length,a=r[t],n=r.v,o=createSizedArray(s);for(i=0;i<s;i+=1)o[i]="i"===t||"o"===t?[a[i][0]-n[i][0],a[i][1]-n[i][1]]:[a[i][0],a[i][1]];return o},points:function(t){return this.vertices("v",t)},inTangents:function(t){return this.vertices("i",t)},outTangents:function(t){return this.vertices("o",t)},isClosed:function(){return this.v.c},pointOnPath:function(t,e){var r=this.v;void 0!==e&&(r=this.getValueAtTime(e,0)),this._segmentsLength||(this._segmentsLength=bez.getSegmentsLength(r));for(var i,s=this._segmentsLength,a=s.lengths,n=s.totalLength*t,o=0,h=a.length,l=0;o<h;){if(l+a[o].addedLength>n){var p=o,f=r.c&&o===h-1?0:o+1,m=(n-l)/a[o].addedLength;i=bez.getPointInSegment(r.v[p],r.v[f],r.o[p],r.i[f],m,a[o]);break}l+=a[o].addedLength,o+=1}return i||(i=r.c?[r.v[0][0],r.v[0][1]]:[r.v[r._length-1][0],r.v[r._length-1][1]]),i},vectorOnPath:function(t,e,r){t=1==t?this.v.c?0:.999:t;var i=this.pointOnPath(t,e),s=this.pointOnPath(t+.001,e),a=s[0]-i[0],n=s[1]-i[1],o=Math.sqrt(Math.pow(a,2)+Math.pow(n,2));return 0===o?[0,0]:"tangent"===r?[a/o,n/o]:[-n/o,a/o]},tangentOnPath:function(t,e){return this.vectorOnPath(t,e,"tangent")},normalOnPath:function(t,e){return this.vectorOnPath(t,e,"normal")},setGroupProperty:expressionHelpers.setGroupProperty,getValueAtTime:expressionHelpers.getStaticValueAtTime},extendPrototype([o],a),extendPrototype([o],n),n.prototype.getValueAtTime=function(t){return this._cachingAtTime||(this._cachingAtTime={shapeValue:shape_pool.clone(this.pv),lastIndex:0,lastTime:initialDefaultFrame}),t*=this.elem.globalData.frameRate,(t-=this.offsetTime)!==this._cachingAtTime.lastTime&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastTime<t?this._caching.lastIndex:0,this._cachingAtTime.lastTime=t,this.interpolateShape(t,this._cachingAtTime.shapeValue,this._cachingAtTime)),this._cachingAtTime.shapeValue},n.prototype.initiateExpression=ExpressionManager.initiateExpression;var h=ShapePropertyFactory.getShapeProp;ShapePropertyFactory.getShapeProp=function(t,e,r,i,s){var a=h(t,e,r,i,s);return a.propertyIndex=e.ix,a.lock=!1,3===r?expressionHelpers.searchExpressions(t,e.pt,a):4===r&&expressionHelpers.searchExpressions(t,e.ks,a),a.k&&t.addDynamicProperty(a),a}}(),TextProperty.prototype.getExpressionValue=function(t,e){var r=this.calculateExpression(e);if(t.t!==r){var i={};return this.copyData(i,t),i.t=r.toString(),i.__complete=!1,i}return t},TextProperty.prototype.searchProperty=function(){var t=this.searchKeyframes(),e=this.searchExpressions();return this.kf=t||e,this.kf},TextProperty.prototype.searchExpressions=function(){if(this.data.d.x)return this.calculateExpression=ExpressionManager.initiateExpression.bind(this)(this.elem,this.data.d,this),this.addEffect(this.getExpressionValue.bind(this)),!0};var ShapeExpressionInterface=function(){function t(t,f,m){var c,d=[],u=t?t.length:0;for(c=0;c<u;c+=1)"gr"==t[c].ty?d.push(e(t[c],f[c],m)):"fl"==t[c].ty?d.push(r(t[c],f[c],m)):"st"==t[c].ty?d.push(i(t[c],f[c],m)):"tm"==t[c].ty?d.push(s(t[c],f[c],m)):"tr"==t[c].ty||("el"==t[c].ty?d.push(a(t[c],f[c],m)):"sr"==t[c].ty?d.push(n(t[c],f[c],m)):"sh"==t[c].ty?d.push(p(t[c],f[c],m)):"rc"==t[c].ty?d.push(o(t[c],f[c],m)):"rd"==t[c].ty?d.push(h(t[c],f[c],m)):"rp"==t[c].ty&&d.push(l(t[c],f[c],m)));return d}function e(e,r,i){var s=function(t){switch(t){case"ADBE Vectors Group":case"Contents":case 2:return s.content;default:return s.transform}};s.propertyGroup=function(t){return 1===t?s:i(t-1)};var a=function(e,r,i){var s,a=function(t){for(var e=0,r=s.length;e<r;){if(s[e]._name===t||s[e].mn===t||s[e].propertyIndex===t||s[e].ix===t||s[e].ind===t)return s[e];e+=1}if("number"==typeof t)return s[t-1]};return a.propertyGroup=function(t){return 1===t?a:i(t-1)},s=t(e.it,r.it,a.propertyGroup),a.numProperties=s.length,a.propertyIndex=e.cix,a._name=e.nm,a}(e,r,s.propertyGroup),n=function(t,e,r){function i(t){return 1==t?s:r(--t)}e.transform.mProps.o.setGroupProperty(i),e.transform.mProps.p.setGroupProperty(i),e.transform.mProps.a.setGroupProperty(i),e.transform.mProps.s.setGroupProperty(i),e.transform.mProps.r.setGroupProperty(i),e.transform.mProps.sk&&(e.transform.mProps.sk.setGroupProperty(i),e.transform.mProps.sa.setGroupProperty(i));function s(e){return t.a.ix===e||"Anchor Point"===e?s.anchorPoint:t.o.ix===e||"Opacity"===e?s.opacity:t.p.ix===e||"Position"===e?s.position:t.r.ix===e||"Rotation"===e||"ADBE Vector Rotation"===e?s.rotation:t.s.ix===e||"Scale"===e?s.scale:t.sk&&t.sk.ix===e||"Skew"===e?s.skew:t.sa&&t.sa.ix===e||"Skew Axis"===e?s.skewAxis:void 0}return e.transform.op.setGroupProperty(i),Object.defineProperties(s,{opacity:{get:ExpressionPropertyInterface(e.transform.mProps.o)},position:{get:ExpressionPropertyInterface(e.transform.mProps.p)},anchorPoint:{get:ExpressionPropertyInterface(e.transform.mProps.a)},scale:{get:ExpressionPropertyInterface(e.transform.mProps.s)},rotation:{get:ExpressionPropertyInterface(e.transform.mProps.r)},skew:{get:ExpressionPropertyInterface(e.transform.mProps.sk)},skewAxis:{get:ExpressionPropertyInterface(e.transform.mProps.sa)},_name:{value:t.nm}}),s.ty="tr",s.mn=t.mn,s.propertyGroup=r,s}(e.it[e.it.length-1],r.it[r.it.length-1],s.propertyGroup);return s.content=a,s.transform=n,Object.defineProperty(s,"_name",{get:function(){return e.nm}}),s.numProperties=e.np,s.propertyIndex=e.ix,s.nm=e.nm,s.mn=e.mn,s}function r(t,e,r){function i(t){return"Color"===t||"color"===t?i.color:"Opacity"===t||"opacity"===t?i.opacity:void 0}return Object.defineProperties(i,{color:{get:ExpressionPropertyInterface(e.c)},opacity:{get:ExpressionPropertyInterface(e.o)},_name:{value:t.nm},mn:{value:t.mn}}),e.c.setGroupProperty(r),e.o.setGroupProperty(r),i}function i(t,e,r){function i(t){return 1===t?ob:r(t-1)}function s(t){return 1===t?h:i(t-1)}function a(r){Object.defineProperty(h,t.d[r].nm,{get:ExpressionPropertyInterface(e.d.dataProps[r].p)})}var n,o=t.d?t.d.length:0,h={};for(n=0;n<o;n+=1)a(n),e.d.dataProps[n].p.setGroupProperty(s);function l(t){return"Color"===t||"color"===t?l.color:"Opacity"===t||"opacity"===t?l.opacity:"Stroke Width"===t||"stroke width"===t?l.strokeWidth:void 0}return Object.defineProperties(l,{color:{get:ExpressionPropertyInterface(e.c)},opacity:{get:ExpressionPropertyInterface(e.o)},strokeWidth:{get:ExpressionPropertyInterface(e.w)},dash:{get:function(){return h}},_name:{value:t.nm},mn:{value:t.mn}}),e.c.setGroupProperty(i),e.o.setGroupProperty(i),e.w.setGroupProperty(i),l}function s(t,e,r){function i(t){return 1==t?s:r(--t)}function s(e){return e===t.e.ix||"End"===e||"end"===e?s.end:e===t.s.ix?s.start:e===t.o.ix?s.offset:void 0}return s.propertyIndex=t.ix,e.s.setGroupProperty(i),e.e.setGroupProperty(i),e.o.setGroupProperty(i),s.propertyIndex=t.ix,s.propertyGroup=r,Object.defineProperties(s,{start:{get:ExpressionPropertyInterface(e.s)},end:{get:ExpressionPropertyInterface(e.e)},offset:{get:ExpressionPropertyInterface(e.o)},_name:{value:t.nm}}),s.mn=t.mn,s}function a(t,e,r){function i(t){return 1==t?a:r(--t)}a.propertyIndex=t.ix;var s="tm"===e.sh.ty?e.sh.prop:e.sh;function a(e){return t.p.ix===e?a.position:t.s.ix===e?a.size:void 0}return s.s.setGroupProperty(i),s.p.setGroupProperty(i),Object.defineProperties(a,{size:{get:ExpressionPropertyInterface(s.s)},position:{get:ExpressionPropertyInterface(s.p)},_name:{value:t.nm}}),a.mn=t.mn,a}function n(t,e,r){function i(t){return 1==t?a:r(--t)}var s="tm"===e.sh.ty?e.sh.prop:e.sh;function a(e){return t.p.ix===e?a.position:t.r.ix===e?a.rotation:t.pt.ix===e?a.points:t.or.ix===e||"ADBE Vector Star Outer Radius"===e?a.outerRadius:t.os.ix===e?a.outerRoundness:!t.ir||t.ir.ix!==e&&"ADBE Vector Star Inner Radius"!==e?t.is&&t.is.ix===e?a.innerRoundness:void 0:a.innerRadius}return a.propertyIndex=t.ix,s.or.setGroupProperty(i),s.os.setGroupProperty(i),s.pt.setGroupProperty(i),s.p.setGroupProperty(i),s.r.setGroupProperty(i),t.ir&&(s.ir.setGroupProperty(i),s.is.setGroupProperty(i)),Object.defineProperties(a,{position:{get:ExpressionPropertyInterface(s.p)},rotation:{get:ExpressionPropertyInterface(s.r)},points:{get:ExpressionPropertyInterface(s.pt)},outerRadius:{get:ExpressionPropertyInterface(s.or)},outerRoundness:{get:ExpressionPropertyInterface(s.os)},innerRadius:{get:ExpressionPropertyInterface(s.ir)},innerRoundness:{get:ExpressionPropertyInterface(s.is)},_name:{value:t.nm}}),a.mn=t.mn,a}function o(t,e,r){function i(t){return 1==t?a:r(--t)}var s="tm"===e.sh.ty?e.sh.prop:e.sh;function a(e){return t.p.ix===e?a.position:t.r.ix===e?a.roundness:t.s.ix===e||"Size"===e||"ADBE Vector Rect Size"===e?a.size:void 0}return a.propertyIndex=t.ix,s.p.setGroupProperty(i),s.s.setGroupProperty(i),s.r.setGroupProperty(i),Object.defineProperties(a,{position:{get:ExpressionPropertyInterface(s.p)},roundness:{get:ExpressionPropertyInterface(s.r)},size:{get:ExpressionPropertyInterface(s.s)},_name:{value:t.nm}}),a.mn=t.mn,a}function h(t,e,r){var i=e;function s(e){if(t.r.ix===e||"Round Corners 1"===e)return s.radius}return s.propertyIndex=t.ix,i.rd.setGroupProperty(function(t){return 1==t?s:r(--t)}),Object.defineProperties(s,{radius:{get:ExpressionPropertyInterface(i.rd)},_name:{value:t.nm}}),s.mn=t.mn,s}function l(t,e,r){function i(t){return 1==t?a:r(--t)}var s=e;function a(e){return t.c.ix===e||"Copies"===e?a.copies:t.o.ix===e||"Offset"===e?a.offset:void 0}return a.propertyIndex=t.ix,s.c.setGroupProperty(i),s.o.setGroupProperty(i),Object.defineProperties(a,{copies:{get:ExpressionPropertyInterface(s.c)},offset:{get:ExpressionPropertyInterface(s.o)},_name:{value:t.nm}}),a.mn=t.mn,a}function p(t,e,r){var i=e.sh;function s(t){if("Shape"===t||"shape"===t||"Path"===t||"path"===t||"ADBE Vector Shape"===t||2===t)return s.path}return i.setGroupProperty(function(t){return 1==t?s:r(--t)}),Object.defineProperties(s,{path:{get:function(){return i.k&&i.getValue(),i}},shape:{get:function(){return i.k&&i.getValue(),i}},_name:{value:t.nm},ix:{value:t.ix},propertyIndex:{value:t.ix},mn:{value:t.mn}}),s}return function(e,r,i){var s;function a(t){if("number"==typeof t)return s[t-1];for(var e=0,r=s.length;e<r;){if(s[e]._name===t)return s[e];e+=1}}return a.propertyGroup=i,s=t(e,r,a),a.numProperties=s.length,a}}(),TextExpressionInterface=function(t){var e;function r(){}return Object.defineProperty(r,"sourceText",{get:function(){t.textProperty.getValue();var r=t.textProperty.currentData.t;return void 0!==r&&(t.textProperty.currentData.t=void 0,(e=new String(r)).value=r||new String(r)),e}}),r},LayerExpressionInterface=function(){function t(t,e){var r=new Matrix;if(r.reset(),this._elem.finalTransform.mProp.applyToMatrix(r),this._elem.hierarchy&&this._elem.hierarchy.length){var i,s=this._elem.hierarchy.length;for(i=0;i<s;i+=1)this._elem.hierarchy[i].finalTransform.mProp.applyToMatrix(r);return r.applyToPointArray(t[0],t[1],t[2]||0)}return r.applyToPointArray(t[0],t[1],t[2]||0)}function e(t,e){var r=new Matrix;if(r.reset(),this._elem.finalTransform.mProp.applyToMatrix(r),this._elem.hierarchy&&this._elem.hierarchy.length){var i,s=this._elem.hierarchy.length;for(i=0;i<s;i+=1)this._elem.hierarchy[i].finalTransform.mProp.applyToMatrix(r);return r.inversePoint(t)}return r.inversePoint(t)}function r(t){var e=new Matrix;if(e.reset(),this._elem.finalTransform.mProp.applyToMatrix(e),this._elem.hierarchy&&this._elem.hierarchy.length){var r,i=this._elem.hierarchy.length;for(r=0;r<i;r+=1)this._elem.hierarchy[r].finalTransform.mProp.applyToMatrix(e);return e.inversePoint(t)}return e.inversePoint(t)}function i(){return[1,1,1,1]}return function(s){var a;function n(t){switch(t){case"ADBE Root Vectors Group":case"Contents":case 2:return n.shapeInterface;case 1:case 6:case"Transform":case"transform":case"ADBE Transform Group":return a;case 4:case"ADBE Effect Parade":case"effects":case"Effects":return n.effect}}n.toWorld=t,n.fromWorld=e,n.toComp=t,n.fromComp=r,n.sampleImage=i,n.sourceRectAtTime=s.sourceRectAtTime.bind(s),n._elem=s;var o=getDescriptor(a=TransformExpressionInterface(s.finalTransform.mProp),"anchorPoint");return Object.defineProperties(n,{hasParent:{get:function(){return s.hierarchy.length}},parent:{get:function(){return s.hierarchy[0].layerInterface}},rotation:getDescriptor(a,"rotation"),scale:getDescriptor(a,"scale"),position:getDescriptor(a,"position"),opacity:getDescriptor(a,"opacity"),anchorPoint:o,anchor_point:o,transform:{get:function(){return a}},active:{get:function(){return s.isInRange}}}),n.startTime=s.data.st,n.index=s.data.ind,n.source=s.data.refId,n.height=0===s.data.ty?s.data.h:100,n.width=0===s.data.ty?s.data.w:100,n.inPoint=s.data.ip/s.comp.globalData.frameRate,n.outPoint=s.data.op/s.comp.globalData.frameRate,n._name=s.data.nm,n.registerMaskInterface=function(t){n.mask=new MaskManagerInterface(t,s)},n.registerEffectsInterface=function(t){n.effect=t},n}}(),CompExpressionInterface=function(t){function e(e){for(var r=0,i=t.layers.length;r<i;){if(t.layers[r].nm===e||t.layers[r].ind===e)return t.elements[r].layerInterface;r+=1}return null}return Object.defineProperty(e,"_name",{value:t.data.nm}),e.layer=e,e.pixelAspect=1,e.height=t.data.h||t.globalData.compSize.h,e.width=t.data.w||t.globalData.compSize.w,e.pixelAspect=1,e.frameDuration=1/t.globalData.frameRate,e.displayStartTime=0,e.numLayers=t.layers.length,e},TransformExpressionInterface=function(t){function e(t){switch(t){case"scale":case"Scale":case"ADBE Scale":case 6:return 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diff --git a/uni_modules/hx-lottie/components/hx-lottie/lottie-web.min.js b/uni_modules/hx-lottie/components/hx-lottie/lottie-web.min.js
new file mode 100644
index 0000000..b9374ac
--- /dev/null
+++ b/uni_modules/hx-lottie/components/hx-lottie/lottie-web.min.js
@@ -0,0 +1 @@
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e="svg";t.animType?e=t.animType:t.renderer&&(e=t.renderer);var r=getRenderer(e);this.renderer=new r(this,t.rendererSettings),this.imagePreloader.setCacheType(e,this.renderer.globalData.defs),this.renderer.setProjectInterface(this.projectInterface),this.animType=e,""===t.loop||null===t.loop||void 0===t.loop||!0===t.loop?this.loop=!0:!1===t.loop?this.loop=!1:this.loop=parseInt(t.loop,10),this.autoplay=!("autoplay"in 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a=i.getNamedItem("data-anim-autoplay")?i.getNamedItem("data-anim-autoplay").value:i.getNamedItem("data-bm-autoplay")?i.getNamedItem("data-bm-autoplay").value:!i.getNamedItem("bm-autoplay")||i.getNamedItem("bm-autoplay").value;r.autoplay="false"!==a,r.name=i.getNamedItem("data-name")?i.getNamedItem("data-name").value:i.getNamedItem("data-bm-name")?i.getNamedItem("data-bm-name").value:i.getNamedItem("bm-name")?i.getNamedItem("bm-name").value:"","false"===(i.getNamedItem("data-anim-prerender")?i.getNamedItem("data-anim-prerender").value:i.getNamedItem("data-bm-prerender")?i.getNamedItem("data-bm-prerender").value:i.getNamedItem("bm-prerender")?i.getNamedItem("bm-prerender").value:"")&&(r.prerender=!1),this.setParams(r)},AnimationItem.prototype.includeLayers=function(t){t.op>this.animationData.op&&(this.animationData.op=t.op,this.totalFrames=Math.floor(t.op-this.animationData.ip));var e,r,i=this.animationData.layers,s=i.length,a=t.layers,n=a.length;for(r=0;r<n;r+=1)for(e=0;e<s;){if(i[e].id===a[r].id){i[e]=a[r];break}e+=1}if((t.chars||t.fonts)&&(this.renderer.globalData.fontManager.addChars(t.chars),this.renderer.globalData.fontManager.addFonts(t.fonts,this.renderer.globalData.defs)),t.assets)for(s=t.assets.length,e=0;e<s;e+=1)this.animationData.assets.push(t.assets[e]);this.animationData.__complete=!1,dataManager.completeAnimation(this.animationData,this.onSegmentComplete)},AnimationItem.prototype.onSegmentComplete=function(t){this.animationData=t;var e=getExpressionsPlugin();e&&e.initExpressions(this),this.loadNextSegment()},AnimationItem.prototype.loadNextSegment=function(){var t=this.animationData.segments;if(!t||0===t.length||!this.autoloadSegments)return this.trigger("data_ready"),void(this.timeCompleted=this.totalFrames);var e=t.shift();this.timeCompleted=e.time*this.frameRate;var r=this.path+this.fileName+"_"+this.segmentPos+".json";this.segmentPos+=1,dataManager.loadData(r,this.includeLayers.bind(this),function(){this.trigger("data_failed")}.bind(this))},AnimationItem.prototype.loadSegments=function(){this.animationData.segments||(this.timeCompleted=this.totalFrames),this.loadNextSegment()},AnimationItem.prototype.imagesLoaded=function(){this.trigger("loaded_images"),this.checkLoaded()},AnimationItem.prototype.preloadImages=function(){this.imagePreloader.setAssetsPath(this.assetsPath),this.imagePreloader.setPath(this.path),this.imagePreloader.loadAssets(this.animationData.assets,this.imagesLoaded.bind(this))},AnimationItem.prototype.configAnimation=function(t){if(this.renderer)try{this.animationData=t,this.initialSegment?(this.totalFrames=Math.floor(this.initialSegment[1]-this.initialSegment[0]),this.firstFrame=Math.round(this.initialSegment[0])):(this.totalFrames=Math.floor(this.animationData.op-this.animationData.ip),this.firstFrame=Math.round(this.animationData.ip)),this.renderer.configAnimation(t),t.assets||(t.assets=[]),this.assets=this.animationData.assets,this.frameRate=this.animationData.fr,this.frameMult=this.animationData.fr/1e3,this.renderer.searchExtraCompositions(t.assets),this.markers=markerParser(t.markers||[]),this.trigger("config_ready"),this.preloadImages(),this.loadSegments(),this.updaFrameModifier(),this.waitForFontsLoaded(),this.isPaused&&this.audioController.pause()}catch(t){this.triggerConfigError(t)}},AnimationItem.prototype.waitForFontsLoaded=function(){this.renderer&&(this.renderer.globalData.fontManager.isLoaded?this.checkLoaded():setTimeout(this.waitForFontsLoaded.bind(this),20))},AnimationItem.prototype.checkLoaded=function(){if(!this.isLoaded&&this.renderer.globalData.fontManager.isLoaded&&(this.imagePreloader.loadedImages()||"canvas"!==this.renderer.rendererType)&&this.imagePreloader.loadedFootages()){this.isLoaded=!0;var t=getExpressionsPlugin();t&&t.initExpressions(this),this.renderer.initItems(),setTimeout(function(){this.trigger("DOMLoaded")}.bind(this),0),this.gotoFrame(),this.autoplay&&this.play()}},AnimationItem.prototype.resize=function(){this.renderer.updateContainerSize()},AnimationItem.prototype.setSubframe=function(t){this.isSubframeEnabled=!!t},AnimationItem.prototype.gotoFrame=function(){this.currentFrame=this.isSubframeEnabled?this.currentRawFrame:~~this.currentRawFrame,this.timeCompleted!==this.totalFrames&&this.currentFrame>this.timeCompleted&&(this.currentFrame=this.timeCompleted),this.trigger("enterFrame"),this.renderFrame(),this.trigger("drawnFrame")},AnimationItem.prototype.renderFrame=function(){if(!1!==this.isLoaded&&this.renderer)try{this.renderer.renderFrame(this.currentFrame+this.firstFrame)}catch(t){this.triggerRenderFrameError(t)}},AnimationItem.prototype.play=function(t){t&&this.name!==t||!0===this.isPaused&&(this.isPaused=!1,this.audioController.resume(),this._idle&&(this._idle=!1,this.trigger("_active")))},AnimationItem.prototype.pause=function(t){t&&this.name!==t||!1===this.isPaused&&(this.isPaused=!0,this._idle=!0,this.trigger("_idle"),this.audioController.pause())},AnimationItem.prototype.togglePause=function(t){t&&this.name!==t||(!0===this.isPaused?this.play():this.pause())},AnimationItem.prototype.stop=function(t){t&&this.name!==t||(this.pause(),this.playCount=0,this._completedLoop=!1,this.setCurrentRawFrameValue(0))},AnimationItem.prototype.getMarkerData=function(t){for(var e,r=0;r<this.markers.length;r+=1)if((e=this.markers[r]).payload&&e.payload.name.cm===t)return e;return null},AnimationItem.prototype.goToAndStop=function(t,e,r){if(!r||this.name===r){var i=Number(t);if(isNaN(i)){var s=this.getMarkerData(t);s&&this.goToAndStop(s.time,!0)}else e?this.setCurrentRawFrameValue(t):this.setCurrentRawFrameValue(t*this.frameModifier);this.pause()}},AnimationItem.prototype.goToAndPlay=function(t,e,r){if(!r||this.name===r){var i=Number(t);if(isNaN(i)){var s=this.getMarkerData(t);s&&(s.duration?this.playSegments([s.time,s.time+s.duration],!0):this.goToAndStop(s.time,!0))}else this.goToAndStop(i,e,r);this.play()}},AnimationItem.prototype.advanceTime=function(t){if(!0!==this.isPaused&&!1!==this.isLoaded){var e=this.currentRawFrame+t*this.frameModifier,r=!1;e>=this.totalFrames-1&&this.frameModifier>0?this.loop&&this.playCount!==this.loop?e>=this.totalFrames?(this.playCount+=1,this.checkSegments(e%this.totalFrames)||(this.setCurrentRawFrameValue(e%this.totalFrames),this._completedLoop=!0,this.trigger("loopComplete"))):this.setCurrentRawFrameValue(e):this.checkSegments(e>this.totalFrames?e%this.totalFrames:0)||(r=!0,e=this.totalFrames-1):e<0?this.checkSegments(e%this.totalFrames)||(!this.loop||this.playCount--<=0&&!0!==this.loop?(r=!0,e=0):(this.setCurrentRawFrameValue(this.totalFrames+e%this.totalFrames),this._completedLoop?this.trigger("loopComplete"):this._completedLoop=!0)):this.setCurrentRawFrameValue(e),r&&(this.setCurrentRawFrameValue(e),this.pause(),this.trigger("complete"))}},AnimationItem.prototype.adjustSegment=function(t,e){this.playCount=0,t[1]<t[0]?(this.frameModifier>0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(-1)),this.totalFrames=t[0]-t[1],this.timeCompleted=this.totalFrames,this.firstFrame=t[1],this.setCurrentRawFrameValue(this.totalFrames-.001-e)):t[1]>t[0]&&(this.frameModifier<0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(1)),this.totalFrames=t[1]-t[0],this.timeCompleted=this.totalFrames,this.firstFrame=t[0],this.setCurrentRawFrameValue(.001+e)),this.trigger("segmentStart")},AnimationItem.prototype.setSegment=function(t,e){var r=-1;this.isPaused&&(this.currentRawFrame+this.firstFrame<t?r=t:this.currentRawFrame+this.firstFrame>e&&(r=e-t)),this.firstFrame=t,this.totalFrames=e-t,this.timeCompleted=this.totalFrames,-1!==r&&this.goToAndStop(r,!0)},AnimationItem.prototype.playSegments=function(t,e){if(e&&(this.segments.length=0),"object"===_typeof$4(t[0])){var r,i=t.length;for(r=0;r<i;r+=1)this.segments.push(t[r])}else this.segments.push(t);this.segments.length&&e&&this.adjustSegment(this.segments.shift(),0),this.isPaused&&this.play()},AnimationItem.prototype.resetSegments=function(t){this.segments.length=0,this.segments.push([this.animationData.ip,this.animationData.op]),t&&this.checkSegments(0)},AnimationItem.prototype.checkSegments=function(t){return!!this.segments.length&&(this.adjustSegment(this.segments.shift(),t),!0)},AnimationItem.prototype.destroy=function(t){t&&this.name!==t||!this.renderer||(this.renderer.destroy(),this.imagePreloader.destroy(),this.trigger("destroy"),this._cbs=null,this.onEnterFrame=null,this.onLoopComplete=null,this.onComplete=null,this.onSegmentStart=null,this.onDestroy=null,this.renderer=null,this.renderer=null,this.imagePreloader=null,this.projectInterface=null)},AnimationItem.prototype.setCurrentRawFrameValue=function(t){this.currentRawFrame=t,this.gotoFrame()},AnimationItem.prototype.setSpeed=function(t){this.playSpeed=t,this.updaFrameModifier()},AnimationItem.prototype.setDirection=function(t){this.playDirection=t<0?-1:1,this.updaFrameModifier()},AnimationItem.prototype.setVolume=function(t,e){e&&this.name!==e||this.audioController.setVolume(t)},AnimationItem.prototype.getVolume=function(){return this.audioController.getVolume()},AnimationItem.prototype.mute=function(t){t&&this.name!==t||this.audioController.mute()},AnimationItem.prototype.unmute=function(t){t&&this.name!==t||this.audioController.unmute()},AnimationItem.prototype.updaFrameModifier=function(){this.frameModifier=this.frameMult*this.playSpeed*this.playDirection,this.audioController.setRate(this.playSpeed*this.playDirection)},AnimationItem.prototype.getPath=function(){return this.path},AnimationItem.prototype.getAssetsPath=function(t){var e="";if(t.e)e=t.p;else if(this.assetsPath){var r=t.p;-1!==r.indexOf("images/")&&(r=r.split("/")[1]),e=this.assetsPath+r}else e=this.path,e+=t.u?t.u:"",e+=t.p;return e},AnimationItem.prototype.getAssetData=function(t){for(var e=0,r=this.assets.length;e<r;){if(t===this.assets[e].id)return this.assets[e];e+=1}return null},AnimationItem.prototype.hide=function(){this.renderer.hide()},AnimationItem.prototype.show=function(){this.renderer.show()},AnimationItem.prototype.getDuration=function(t){return t?this.totalFrames:this.totalFrames/this.frameRate},AnimationItem.prototype.trigger=function(t){if(this._cbs&&this._cbs[t])switch(t){case"enterFrame":case"drawnFrame":this.triggerEvent(t,new BMEnterFrameEvent(t,this.currentFrame,this.totalFrames,this.frameModifier));break;case"loopComplete":this.triggerEvent(t,new BMCompleteLoopEvent(t,this.loop,this.playCount,this.frameMult));break;case"complete":this.triggerEvent(t,new BMCompleteEvent(t,this.frameMult));break;case"segmentStart":this.triggerEvent(t,new BMSegmentStartEvent(t,this.firstFrame,this.totalFrames));break;case"destroy":this.triggerEvent(t,new BMDestroyEvent(t,this));break;default:this.triggerEvent(t)}"enterFrame"===t&&this.onEnterFrame&&this.onEnterFrame.call(this,new BMEnterFrameEvent(t,this.currentFrame,this.totalFrames,this.frameMult)),"loopComplete"===t&&this.onLoopComplete&&this.onLoopComplete.call(this,new BMCompleteLoopEvent(t,this.loop,this.playCount,this.frameMult)),"complete"===t&&this.onComplete&&this.onComplete.call(this,new BMCompleteEvent(t,this.frameMult)),"segmentStart"===t&&this.onSegmentStart&&this.onSegmentStart.call(this,new BMSegmentStartEvent(t,this.firstFrame,this.totalFrames)),"destroy"===t&&this.onDestroy&&this.onDestroy.call(this,new BMDestroyEvent(t,this))},AnimationItem.prototype.triggerRenderFrameError=function(t){var e=new BMRenderFrameErrorEvent(t,this.currentFrame);this.triggerEvent("error",e),this.onError&&this.onError.call(this,e)},AnimationItem.prototype.triggerConfigError=function(t){var e=new BMConfigErrorEvent(t,this.currentFrame);this.triggerEvent("error",e),this.onError&&this.onError.call(this,e)};var animationManager=function(){var t={},e=[],r=0,i=0,s=0,a=!0,n=!1;function o(t){for(var r=0,s=t.target;r<i;)e[r].animation===s&&(e.splice(r,1),r-=1,i-=1,s.isPaused||p()),r+=1}function h(t,r){if(!t)return null;for(var s=0;s<i;){if(e[s].elem===t&&null!==e[s].elem)return e[s].animation;s+=1}var a=new AnimationItem;return f(a,t),a.setData(t,r),a}function l(){s+=1,d()}function p(){s-=1}function f(t,r){t.addEventListener("destroy",o),t.addEventListener("_active",l),t.addEventListener("_idle",p),e.push({elem:r,animation:t}),i+=1}function m(t){var o,h=t-r;for(o=0;o<i;o+=1)e[o].animation.advanceTime(h);r=t,s&&!n?window.requestAnimationFrame(m):a=!0}function c(t){r=t,window.requestAnimationFrame(m)}function d(){!n&&s&&a&&(window.requestAnimationFrame(c),a=!1)}return t.registerAnimation=h,t.loadAnimation=function(t){var e=new AnimationItem;return f(e,null),e.setParams(t),e},t.setSpeed=function(t,r){var s;for(s=0;s<i;s+=1)e[s].animation.setSpeed(t,r)},t.setDirection=function(t,r){var s;for(s=0;s<i;s+=1)e[s].animation.setDirection(t,r)},t.play=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.play(t)},t.pause=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.pause(t)},t.stop=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.stop(t)},t.togglePause=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.togglePause(t)},t.searchAnimations=function(t,e,r){var i,s=[].concat([].slice.call(document.getElementsByClassName("lottie")),[].slice.call(document.getElementsByClassName("bodymovin"))),a=s.length;for(i=0;i<a;i+=1)r&&s[i].setAttribute("data-bm-type",r),h(s[i],t);if(e&&0===a){r||(r="svg");var n=document.getElementsByTagName("body")[0];n.innerText="";var o=createTag("div");o.style.width="100%",o.style.height="100%",o.setAttribute("data-bm-type",r),n.appendChild(o),h(o,t)}},t.resize=function(){var t;for(t=0;t<i;t+=1)e[t].animation.resize()},t.goToAndStop=function(t,r,s){var a;for(a=0;a<i;a+=1)e[a].animation.goToAndStop(t,r,s)},t.destroy=function(t){var r;for(r=i-1;r>=0;r-=1)e[r].animation.destroy(t)},t.freeze=function(){n=!0},t.unfreeze=function(){n=!1,d()},t.setVolume=function(t,r){var s;for(s=0;s<i;s+=1)e[s].animation.setVolume(t,r)},t.mute=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.mute(t)},t.unmute=function(t){var r;for(r=0;r<i;r+=1)e[r].animation.unmute(t)},t.getRegisteredAnimations=function(){var t,r=e.length,i=[];for(t=0;t<r;t+=1)i.push(e[t].animation);return i},t}(),BezierFactory=function(){var t={getBezierEasing:function(t,r,i,s,a){var n=a||("bez_"+t+"_"+r+"_"+i+"_"+s).replace(/\./g,"p");if(e[n])return e[n];var o=new l([t,r,i,s]);return e[n]=o,o}},e={};var r=.1,i="function"==typeof Float32Array;function s(t,e){return 1-3*e+3*t}function a(t,e){return 3*e-6*t}function n(t){return 3*t}function o(t,e,r){return((s(e,r)*t+a(e,r))*t+n(e))*t}function h(t,e,r){return 3*s(e,r)*t*t+2*a(e,r)*t+n(e)}function l(t){this._p=t,this._mSampleValues=i?new Float32Array(11):new Array(11),this._precomputed=!1,this.get=this.get.bind(this)}return l.prototype={get:function(t){var e=this._p[0],r=this._p[1],i=this._p[2],s=this._p[3];return this._precomputed||this._precompute(),e===r&&i===s?t:0===t?0:1===t?1:o(this._getTForX(t),r,s)},_precompute:function(){var t=this._p[0],e=this._p[1],r=this._p[2],i=this._p[3];this._precomputed=!0,t===e&&r===i||this._calcSampleValues()},_calcSampleValues:function(){for(var t=this._p[0],e=this._p[2],i=0;i<11;++i)this._mSampleValues[i]=o(i*r,t,e)},_getTForX:function(t){for(var e=this._p[0],i=this._p[2],s=this._mSampleValues,a=0,n=1;10!==n&&s[n]<=t;++n)a+=r;var l=a+(t-s[--n])/(s[n+1]-s[n])*r,p=h(l,e,i);return p>=.001?function(t,e,r,i){for(var s=0;s<4;++s){var a=h(e,r,i);if(0===a)return e;e-=(o(e,r,i)-t)/a}return e}(t,l,e,i):0===p?l:function(t,e,r,i,s){var a,n,h=0;do{(a=o(n=e+(r-e)/2,i,s)-t)>0?r=n:e=n}while(Math.abs(a)>1e-7&&++h<10);return n}(t,a,a+r,e,i)}},t}(),pooling={double:function(t){return t.concat(createSizedArray(t.length))}},poolFactory=function(t,e,r){var i=0,s=t,a=createSizedArray(s);return{newElement:function(){return i?a[i-=1]:e()},release:function(t){i===s&&(a=pooling.double(a),s*=2),r&&r(t),a[i]=t,i+=1}}},bezierLengthPool=poolFactory(8,(function(){return{addedLength:0,percents:createTypedArray("float32",getDefaultCurveSegments()),lengths:createTypedArray("float32",getDefaultCurveSegments())}})),segmentsLengthPool=poolFactory(8,(function(){return{lengths:[],totalLength:0}}),(function(t){var e,r=t.lengths.length;for(e=0;e<r;e+=1)bezierLengthPool.release(t.lengths[e]);t.lengths.length=0}));function bezFunction(){var t=Math;function e(t,e,r,i,s,a){var n=t*i+e*s+r*a-s*i-a*t-r*e;return n>-.001&&n<.001}var r=function(t,e,r,i){var s,a,n,o,h,l,p=getDefaultCurveSegments(),f=0,m=[],c=[],d=bezierLengthPool.newElement();for(n=r.length,s=0;s<p;s+=1){for(h=s/(p-1),l=0,a=0;a<n;a+=1)o=bmPow(1-h,3)*t[a]+3*bmPow(1-h,2)*h*r[a]+3*(1-h)*bmPow(h,2)*i[a]+bmPow(h,3)*e[a],m[a]=o,null!==c[a]&&(l+=bmPow(m[a]-c[a],2)),c[a]=m[a];l&&(f+=l=bmSqrt(l)),d.percents[s]=h,d.lengths[s]=f}return d.addedLength=f,d};function i(t){this.segmentLength=0,this.points=new Array(t)}function s(t,e){this.partialLength=t,this.point=e}var a,n=(a={},function(t,r,n,o){var h=(t[0]+"_"+t[1]+"_"+r[0]+"_"+r[1]+"_"+n[0]+"_"+n[1]+"_"+o[0]+"_"+o[1]).replace(/\./g,"p");if(!a[h]){var l,p,f,m,c,d,u,y=getDefaultCurveSegments(),g=0,v=null;2===t.length&&(t[0]!==r[0]||t[1]!==r[1])&&e(t[0],t[1],r[0],r[1],t[0]+n[0],t[1]+n[1])&&e(t[0],t[1],r[0],r[1],r[0]+o[0],r[1]+o[1])&&(y=2);var b=new i(y);for(f=n.length,l=0;l<y;l+=1){for(u=createSizedArray(f),c=l/(y-1),d=0,p=0;p<f;p+=1)m=bmPow(1-c,3)*t[p]+3*bmPow(1-c,2)*c*(t[p]+n[p])+3*(1-c)*bmPow(c,2)*(r[p]+o[p])+bmPow(c,3)*r[p],u[p]=m,null!==v&&(d+=bmPow(u[p]-v[p],2));g+=d=bmSqrt(d),b.points[l]=new s(d,u),v=u}b.segmentLength=g,a[h]=b}return a[h]});function o(t,e){var r=e.percents,i=e.lengths,s=r.length,a=bmFloor((s-1)*t),n=t*e.addedLength,o=0;if(a===s-1||0===a||n===i[a])return r[a];for(var h=i[a]>n?-1:1,l=!0;l;)if(i[a]<=n&&i[a+1]>n?(o=(n-i[a])/(i[a+1]-i[a]),l=!1):a+=h,a<0||a>=s-1){if(a===s-1)return r[a];l=!1}return r[a]+(r[a+1]-r[a])*o}var h=createTypedArray("float32",8);return{getSegmentsLength:function(t){var e,i=segmentsLengthPool.newElement(),s=t.c,a=t.v,n=t.o,o=t.i,h=t._length,l=i.lengths,p=0;for(e=0;e<h-1;e+=1)l[e]=r(a[e],a[e+1],n[e],o[e+1]),p+=l[e].addedLength;return s&&h&&(l[e]=r(a[e],a[0],n[e],o[0]),p+=l[e].addedLength),i.totalLength=p,i},getNewSegment:function(e,r,i,s,a,n,l){a<0?a=0:a>1&&(a=1);var p,f=o(a,l),m=o(n=n>1?1:n,l),c=e.length,d=1-f,u=1-m,y=d*d*d,g=f*d*d*3,v=f*f*d*3,b=f*f*f,P=d*d*u,E=f*d*u+d*f*u+d*d*m,x=f*f*u+d*f*m+f*d*m,S=f*f*m,C=d*u*u,A=f*u*u+d*m*u+d*u*m,_=f*m*u+d*m*m+f*u*m,T=f*m*m,k=u*u*u,D=m*u*u+u*m*u+u*u*m,M=m*m*u+u*m*m+m*u*m,F=m*m*m;for(p=0;p<c;p+=1)h[4*p]=t.round(1e3*(y*e[p]+g*i[p]+v*s[p]+b*r[p]))/1e3,h[4*p+1]=t.round(1e3*(P*e[p]+E*i[p]+x*s[p]+S*r[p]))/1e3,h[4*p+2]=t.round(1e3*(C*e[p]+A*i[p]+_*s[p]+T*r[p]))/1e3,h[4*p+3]=t.round(1e3*(k*e[p]+D*i[p]+M*s[p]+F*r[p]))/1e3;return h},getPointInSegment:function(e,r,i,s,a,n){var h=o(a,n),l=1-h;return[t.round(1e3*(l*l*l*e[0]+(h*l*l+l*h*l+l*l*h)*i[0]+(h*h*l+l*h*h+h*l*h)*s[0]+h*h*h*r[0]))/1e3,t.round(1e3*(l*l*l*e[1]+(h*l*l+l*h*l+l*l*h)*i[1]+(h*h*l+l*h*h+h*l*h)*s[1]+h*h*h*r[1]))/1e3]},buildBezierData:n,pointOnLine2D:e,pointOnLine3D:function(r,i,s,a,n,o,h,l,p){if(0===s&&0===o&&0===p)return e(r,i,a,n,h,l);var f,m=t.sqrt(t.pow(a-r,2)+t.pow(n-i,2)+t.pow(o-s,2)),c=t.sqrt(t.pow(h-r,2)+t.pow(l-i,2)+t.pow(p-s,2)),d=t.sqrt(t.pow(h-a,2)+t.pow(l-n,2)+t.pow(p-o,2));return(f=m>c?m>d?m-c-d:d-c-m:d>c?d-c-m:c-m-d)>-1e-4&&f<1e-4}}}var bez=bezFunction(),PropertyFactory=function(){var t=initialDefaultFrame,e=Math.abs;function r(t,e){var r,s=this.offsetTime;"multidimensional"===this.propType&&(r=createTypedArray("float32",this.pv.length));for(var a,n,o,h,l,p,f,m,c,d=e.lastIndex,u=d,y=this.keyframes.length-1,g=!0;g;){if(a=this.keyframes[u],n=this.keyframes[u+1],u===y-1&&t>=n.t-s){a.h&&(a=n),d=0;break}if(n.t-s>t){d=u;break}u<y-1?u+=1:(d=0,g=!1)}o=this.keyframesMetadata[u]||{};var v,b,P,E,x,S,C,A,_,T,k=n.t-s,D=a.t-s;if(a.to){o.bezierData||(o.bezierData=bez.buildBezierData(a.s,n.s||a.e,a.to,a.ti));var M=o.bezierData;if(t>=k||t<D){var F=t>=k?M.points.length-1:0;for(l=M.points[F].point.length,h=0;h<l;h+=1)r[h]=M.points[F].point[h]}else{o.__fnct?c=o.__fnct:(c=BezierFactory.getBezierEasing(a.o.x,a.o.y,a.i.x,a.i.y,a.n).get,o.__fnct=c),p=c((t-D)/(k-D));var w,I=M.segmentLength*p,V=e.lastFrame<t&&e._lastKeyframeIndex===u?e._lastAddedLength:0;for(m=e.lastFrame<t&&e._lastKeyframeIndex===u?e._lastPoint:0,g=!0,f=M.points.length;g;){if(V+=M.points[m].partialLength,0===I||0===p||m===M.points.length-1){for(l=M.points[m].point.length,h=0;h<l;h+=1)r[h]=M.points[m].point[h];break}if(I>=V&&I<V+M.points[m+1].partialLength){for(w=(I-V)/M.points[m+1].partialLength,l=M.points[m].point.length,h=0;h<l;h+=1)r[h]=M.points[m].point[h]+(M.points[m+1].point[h]-M.points[m].point[h])*w;break}m<f-1?m+=1:g=!1}e._lastPoint=m,e._lastAddedLength=V-M.points[m].partialLength,e._lastKeyframeIndex=u}}else{var B,R,L,G,z;if(y=a.s.length,v=n.s||a.e,this.sh&&1!==a.h)if(t>=k)r[0]=v[0],r[1]=v[1],r[2]=v[2];else if(t<=D)r[0]=a.s[0],r[1]=a.s[1],r[2]=a.s[2];else{var N=i(a.s),O=i(v);b=r,P=function(t,e,r){var i,s,a,n,o,h=[],l=t[0],p=t[1],f=t[2],m=t[3],c=e[0],d=e[1],u=e[2],y=e[3];return(s=l*c+p*d+f*u+m*y)<0&&(s=-s,c=-c,d=-d,u=-u,y=-y),1-s>1e-6?(i=Math.acos(s),a=Math.sin(i),n=Math.sin((1-r)*i)/a,o=Math.sin(r*i)/a):(n=1-r,o=r),h[0]=n*l+o*c,h[1]=n*p+o*d,h[2]=n*f+o*u,h[3]=n*m+o*y,h}(N,O,(t-D)/(k-D)),E=P[0],x=P[1],S=P[2],C=P[3],A=Math.atan2(2*x*C-2*E*S,1-2*x*x-2*S*S),_=Math.asin(2*E*x+2*S*C),T=Math.atan2(2*E*C-2*x*S,1-2*E*E-2*S*S),b[0]=A/degToRads,b[1]=_/degToRads,b[2]=T/degToRads}else for(u=0;u<y;u+=1)1!==a.h&&(t>=k?p=1:t<D?p=0:(a.o.x.constructor===Array?(o.__fnct||(o.__fnct=[]),o.__fnct[u]?c=o.__fnct[u]:(B=void 0===a.o.x[u]?a.o.x[0]:a.o.x[u],R=void 0===a.o.y[u]?a.o.y[0]:a.o.y[u],L=void 0===a.i.x[u]?a.i.x[0]:a.i.x[u],G=void 0===a.i.y[u]?a.i.y[0]:a.i.y[u],c=BezierFactory.getBezierEasing(B,R,L,G).get,o.__fnct[u]=c)):o.__fnct?c=o.__fnct:(B=a.o.x,R=a.o.y,L=a.i.x,G=a.i.y,c=BezierFactory.getBezierEasing(B,R,L,G).get,a.keyframeMetadata=c),p=c((t-D)/(k-D)))),v=n.s||a.e,z=1===a.h?a.s[u]:a.s[u]+(v[u]-a.s[u])*p,"multidimensional"===this.propType?r[u]=z:r=z}return e.lastIndex=d,r}function i(t){var e=t[0]*degToRads,r=t[1]*degToRads,i=t[2]*degToRads,s=Math.cos(e/2),a=Math.cos(r/2),n=Math.cos(i/2),o=Math.sin(e/2),h=Math.sin(r/2),l=Math.sin(i/2);return[o*h*n+s*a*l,o*a*n+s*h*l,s*h*n-o*a*l,s*a*n-o*h*l]}function s(){var e=this.comp.renderedFrame-this.offsetTime,r=this.keyframes[0].t-this.offsetTime,i=this.keyframes[this.keyframes.length-1].t-this.offsetTime;if(!(e===this._caching.lastFrame||this._caching.lastFrame!==t&&(this._caching.lastFrame>=i&&e>=i||this._caching.lastFrame<r&&e<r))){this._caching.lastFrame>=e&&(this._caching._lastKeyframeIndex=-1,this._caching.lastIndex=0);var s=this.interpolateValue(e,this._caching);this.pv=s}return this._caching.lastFrame=e,this.pv}function a(t){var r;if("unidimensional"===this.propType)r=t*this.mult,e(this.v-r)>1e-5&&(this.v=r,this._mdf=!0);else for(var i=0,s=this.v.length;i<s;)r=t[i]*this.mult,e(this.v[i]-r)>1e-5&&(this.v[i]=r,this._mdf=!0),i+=1}function n(){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length)if(this.lock)this.setVValue(this.pv);else{var t;this.lock=!0,this._mdf=this._isFirstFrame;var e=this.effectsSequence.length,r=this.kf?this.pv:this.data.k;for(t=0;t<e;t+=1)r=this.effectsSequence[t](r);this.setVValue(r),this._isFirstFrame=!1,this.lock=!1,this.frameId=this.elem.globalData.frameId}}function o(t){this.effectsSequence.push(t),this.container.addDynamicProperty(this)}function h(t,e,r,i){this.propType="unidimensional",this.mult=r||1,this.data=e,this.v=r?e.k*r:e.k,this.pv=e.k,this._mdf=!1,this.elem=t,this.container=i,this.comp=t.comp,this.k=!1,this.kf=!1,this.vel=0,this.effectsSequence=[],this._isFirstFrame=!0,this.getValue=n,this.setVValue=a,this.addEffect=o}function l(t,e,r,i){var s;this.propType="multidimensional",this.mult=r||1,this.data=e,this._mdf=!1,this.elem=t,this.container=i,this.comp=t.comp,this.k=!1,this.kf=!1,this.frameId=-1;var h=e.k.length;for(this.v=createTypedArray("float32",h),this.pv=createTypedArray("float32",h),this.vel=createTypedArray("float32",h),s=0;s<h;s+=1)this.v[s]=e.k[s]*this.mult,this.pv[s]=e.k[s];this._isFirstFrame=!0,this.effectsSequence=[],this.getValue=n,this.setVValue=a,this.addEffect=o}function p(e,i,h,l){this.propType="unidimensional",this.keyframes=i.k,this.keyframesMetadata=[],this.offsetTime=e.data.st,this.frameId=-1,this._caching={lastFrame:t,lastIndex:0,value:0,_lastKeyframeIndex:-1},this.k=!0,this.kf=!0,this.data=i,this.mult=h||1,this.elem=e,this.container=l,this.comp=e.comp,this.v=t,this.pv=t,this._isFirstFrame=!0,this.getValue=n,this.setVValue=a,this.interpolateValue=r,this.effectsSequence=[s.bind(this)],this.addEffect=o}function f(e,i,h,l){var p;this.propType="multidimensional";var f,m,c,d,u=i.k.length;for(p=0;p<u-1;p+=1)i.k[p].to&&i.k[p].s&&i.k[p+1]&&i.k[p+1].s&&(f=i.k[p].s,m=i.k[p+1].s,c=i.k[p].to,d=i.k[p].ti,(2===f.length&&(f[0]!==m[0]||f[1]!==m[1])&&bez.pointOnLine2D(f[0],f[1],m[0],m[1],f[0]+c[0],f[1]+c[1])&&bez.pointOnLine2D(f[0],f[1],m[0],m[1],m[0]+d[0],m[1]+d[1])||3===f.length&&(f[0]!==m[0]||f[1]!==m[1]||f[2]!==m[2])&&bez.pointOnLine3D(f[0],f[1],f[2],m[0],m[1],m[2],f[0]+c[0],f[1]+c[1],f[2]+c[2])&&bez.pointOnLine3D(f[0],f[1],f[2],m[0],m[1],m[2],m[0]+d[0],m[1]+d[1],m[2]+d[2]))&&(i.k[p].to=null,i.k[p].ti=null),f[0]===m[0]&&f[1]===m[1]&&0===c[0]&&0===c[1]&&0===d[0]&&0===d[1]&&(2===f.length||f[2]===m[2]&&0===c[2]&&0===d[2])&&(i.k[p].to=null,i.k[p].ti=null));this.effectsSequence=[s.bind(this)],this.data=i,this.keyframes=i.k,this.keyframesMetadata=[],this.offsetTime=e.data.st,this.k=!0,this.kf=!0,this._isFirstFrame=!0,this.mult=h||1,this.elem=e,this.container=l,this.comp=e.comp,this.getValue=n,this.setVValue=a,this.interpolateValue=r,this.frameId=-1;var y=i.k[0].s.length;for(this.v=createTypedArray("float32",y),this.pv=createTypedArray("float32",y),p=0;p<y;p+=1)this.v[p]=t,this.pv[p]=t;this._caching={lastFrame:t,lastIndex:0,value:createTypedArray("float32",y)},this.addEffect=o}return{getProp:function(t,e,r,i,s){var a;if(e.k.length)if("number"==typeof e.k[0])a=new l(t,e,i,s);else switch(r){case 0:a=new p(t,e,i,s);break;case 1:a=new f(t,e,i,s)}else a=new h(t,e,i,s);return a.effectsSequence.length&&s.addDynamicProperty(a),a}}}();function DynamicPropertyContainer(){}DynamicPropertyContainer.prototype={addDynamicProperty:function(t){-1===this.dynamicProperties.indexOf(t)&&(this.dynamicProperties.push(t),this.container.addDynamicProperty(this),this._isAnimated=!0)},iterateDynamicProperties:function(){var t;this._mdf=!1;var e=this.dynamicProperties.length;for(t=0;t<e;t+=1)this.dynamicProperties[t].getValue(),this.dynamicProperties[t]._mdf&&(this._mdf=!0)},initDynamicPropertyContainer:function(t){this.container=t,this.dynamicProperties=[],this._mdf=!1,this._isAnimated=!1}};var pointPool=poolFactory(8,(function(){return createTypedArray("float32",2)}));function ShapePath(){this.c=!1,this._length=0,this._maxLength=8,this.v=createSizedArray(this._maxLength),this.o=createSizedArray(this._maxLength),this.i=createSizedArray(this._maxLength)}ShapePath.prototype.setPathData=function(t,e){this.c=t,this.setLength(e);for(var r=0;r<e;)this.v[r]=pointPool.newElement(),this.o[r]=pointPool.newElement(),this.i[r]=pointPool.newElement(),r+=1},ShapePath.prototype.setLength=function(t){for(;this._maxLength<t;)this.doubleArrayLength();this._length=t},ShapePath.prototype.doubleArrayLength=function(){this.v=this.v.concat(createSizedArray(this._maxLength)),this.i=this.i.concat(createSizedArray(this._maxLength)),this.o=this.o.concat(createSizedArray(this._maxLength)),this._maxLength*=2},ShapePath.prototype.setXYAt=function(t,e,r,i,s){var a;switch(this._length=Math.max(this._length,i+1),this._length>=this._maxLength&&this.doubleArrayLength(),r){case"v":a=this.v;break;case"i":a=this.i;break;case"o":a=this.o;break;default:a=[]}(!a[i]||a[i]&&!s)&&(a[i]=pointPool.newElement()),a[i][0]=t,a[i][1]=e},ShapePath.prototype.setTripleAt=function(t,e,r,i,s,a,n,o){this.setXYAt(t,e,"v",n,o),this.setXYAt(r,i,"o",n,o),this.setXYAt(s,a,"i",n,o)},ShapePath.prototype.reverse=function(){var t=new ShapePath;t.setPathData(this.c,this._length);var e=this.v,r=this.o,i=this.i,s=0;this.c&&(t.setTripleAt(e[0][0],e[0][1],i[0][0],i[0][1],r[0][0],r[0][1],0,!1),s=1);var a,n=this._length-1,o=this._length;for(a=s;a<o;a+=1)t.setTripleAt(e[n][0],e[n][1],i[n][0],i[n][1],r[n][0],r[n][1],a,!1),n-=1;return t};var shapePool=(factory=poolFactory(4,(function(){return new ShapePath}),(function(t){var e,r=t._length;for(e=0;e<r;e+=1)pointPool.release(t.v[e]),pointPool.release(t.i[e]),pointPool.release(t.o[e]),t.v[e]=null,t.i[e]=null,t.o[e]=null;t._length=0,t.c=!1})),factory.clone=function(t){var e,r=factory.newElement(),i=void 0===t._length?t.v.length:t._length;for(r.setLength(i),r.c=t.c,e=0;e<i;e+=1)r.setTripleAt(t.v[e][0],t.v[e][1],t.o[e][0],t.o[e][1],t.i[e][0],t.i[e][1],e);return r},factory),factory;function ShapeCollection(){this._length=0,this._maxLength=4,this.shapes=createSizedArray(this._maxLength)}ShapeCollection.prototype.addShape=function(t){this._length===this._maxLength&&(this.shapes=this.shapes.concat(createSizedArray(this._maxLength)),this._maxLength*=2),this.shapes[this._length]=t,this._length+=1},ShapeCollection.prototype.releaseShapes=function(){var t;for(t=0;t<this._length;t+=1)shapePool.release(this.shapes[t]);this._length=0};var shapeCollectionPool=(ob={newShapeCollection:function(){return _length?pool[_length-=1]:new ShapeCollection},release:function(t){var e,r=t._length;for(e=0;e<r;e+=1)shapePool.release(t.shapes[e]);t._length=0,_length===_maxLength&&(pool=pooling.double(pool),_maxLength*=2),pool[_length]=t,_length+=1}},_length=0,_maxLength=4,pool=createSizedArray(_maxLength),ob),ob,_length,_maxLength,pool,ShapePropertyFactory=function(){var t=-999999;function e(t,e,r){var i,s,a,n,o,h,l,p,f,m=r.lastIndex,c=this.keyframes;if(t<c[0].t-this.offsetTime)i=c[0].s[0],a=!0,m=0;else if(t>=c[c.length-1].t-this.offsetTime)i=c[c.length-1].s?c[c.length-1].s[0]:c[c.length-2].e[0],a=!0;else{for(var d,u,y,g=m,v=c.length-1,b=!0;b&&(d=c[g],!((u=c[g+1]).t-this.offsetTime>t));)g<v-1?g+=1:b=!1;if(y=this.keyframesMetadata[g]||{},m=g,!(a=1===d.h)){if(t>=u.t-this.offsetTime)p=1;else if(t<d.t-this.offsetTime)p=0;else{var P;y.__fnct?P=y.__fnct:(P=BezierFactory.getBezierEasing(d.o.x,d.o.y,d.i.x,d.i.y).get,y.__fnct=P),p=P((t-(d.t-this.offsetTime))/(u.t-this.offsetTime-(d.t-this.offsetTime)))}s=u.s?u.s[0]:d.e[0]}i=d.s[0]}for(h=e._length,l=i.i[0].length,r.lastIndex=m,n=0;n<h;n+=1)for(o=0;o<l;o+=1)f=a?i.i[n][o]:i.i[n][o]+(s.i[n][o]-i.i[n][o])*p,e.i[n][o]=f,f=a?i.o[n][o]:i.o[n][o]+(s.o[n][o]-i.o[n][o])*p,e.o[n][o]=f,f=a?i.v[n][o]:i.v[n][o]+(s.v[n][o]-i.v[n][o])*p,e.v[n][o]=f}function r(){var e=this.comp.renderedFrame-this.offsetTime,r=this.keyframes[0].t-this.offsetTime,i=this.keyframes[this.keyframes.length-1].t-this.offsetTime,s=this._caching.lastFrame;return s!==t&&(s<r&&e<r||s>i&&e>i)||(this._caching.lastIndex=s<e?this._caching.lastIndex:0,this.interpolateShape(e,this.pv,this._caching)),this._caching.lastFrame=e,this.pv}function i(){this.paths=this.localShapeCollection}function s(t){(function(t,e){if(t._length!==e._length||t.c!==e.c)return!1;var r,i=t._length;for(r=0;r<i;r+=1)if(t.v[r][0]!==e.v[r][0]||t.v[r][1]!==e.v[r][1]||t.o[r][0]!==e.o[r][0]||t.o[r][1]!==e.o[r][1]||t.i[r][0]!==e.i[r][0]||t.i[r][1]!==e.i[r][1])return!1;return!0})(this.v,t)||(this.v=shapePool.clone(t),this.localShapeCollection.releaseShapes(),this.localShapeCollection.addShape(this.v),this._mdf=!0,this.paths=this.localShapeCollection)}function a(){if(this.elem.globalData.frameId!==this.frameId)if(this.effectsSequence.length)if(this.lock)this.setVValue(this.pv);else{var t,e;this.lock=!0,this._mdf=!1,t=this.kf?this.pv:this.data.ks?this.data.ks.k:this.data.pt.k;var r=this.effectsSequence.length;for(e=0;e<r;e+=1)t=this.effectsSequence[e](t);this.setVValue(t),this.lock=!1,this.frameId=this.elem.globalData.frameId}else this._mdf=!1}function n(t,e,r){this.propType="shape",this.comp=t.comp,this.container=t,this.elem=t,this.data=e,this.k=!1,this.kf=!1,this._mdf=!1;var s=3===r?e.pt.k:e.ks.k;this.v=shapePool.clone(s),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.reset=i,this.effectsSequence=[]}function o(t){this.effectsSequence.push(t),this.container.addDynamicProperty(this)}function h(e,s,a){this.propType="shape",this.comp=e.comp,this.elem=e,this.container=e,this.offsetTime=e.data.st,this.keyframes=3===a?s.pt.k:s.ks.k,this.keyframesMetadata=[],this.k=!0,this.kf=!0;var n=this.keyframes[0].s[0].i.length;this.v=shapePool.newElement(),this.v.setPathData(this.keyframes[0].s[0].c,n),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.lastFrame=t,this.reset=i,this._caching={lastFrame:t,lastIndex:0},this.effectsSequence=[r.bind(this)]}n.prototype.interpolateShape=e,n.prototype.getValue=a,n.prototype.setVValue=s,n.prototype.addEffect=o,h.prototype.getValue=a,h.prototype.interpolateShape=e,h.prototype.setVValue=s,h.prototype.addEffect=o;var l=function(){var t=roundCorner;function e(t,e){this.v=shapePool.newElement(),this.v.setPathData(!0,4),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.localShapeCollection.addShape(this.v),this.d=e.d,this.elem=t,this.comp=t.comp,this.frameId=-1,this.initDynamicPropertyContainer(t),this.p=PropertyFactory.getProp(t,e.p,1,0,this),this.s=PropertyFactory.getProp(t,e.s,1,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertEllToPath())}return e.prototype={reset:i,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertEllToPath())},convertEllToPath:function(){var e=this.p.v[0],r=this.p.v[1],i=this.s.v[0]/2,s=this.s.v[1]/2,a=3!==this.d,n=this.v;n.v[0][0]=e,n.v[0][1]=r-s,n.v[1][0]=a?e+i:e-i,n.v[1][1]=r,n.v[2][0]=e,n.v[2][1]=r+s,n.v[3][0]=a?e-i:e+i,n.v[3][1]=r,n.i[0][0]=a?e-i*t:e+i*t,n.i[0][1]=r-s,n.i[1][0]=a?e+i:e-i,n.i[1][1]=r-s*t,n.i[2][0]=a?e+i*t:e-i*t,n.i[2][1]=r+s,n.i[3][0]=a?e-i:e+i,n.i[3][1]=r+s*t,n.o[0][0]=a?e+i*t:e-i*t,n.o[0][1]=r-s,n.o[1][0]=a?e+i:e-i,n.o[1][1]=r+s*t,n.o[2][0]=a?e-i*t:e+i*t,n.o[2][1]=r+s,n.o[3][0]=a?e-i:e+i,n.o[3][1]=r-s*t}},extendPrototype([DynamicPropertyContainer],e),e}(),p=function(){function t(t,e){this.v=shapePool.newElement(),this.v.setPathData(!0,0),this.elem=t,this.comp=t.comp,this.data=e,this.frameId=-1,this.d=e.d,this.initDynamicPropertyContainer(t),1===e.sy?(this.ir=PropertyFactory.getProp(t,e.ir,0,0,this),this.is=PropertyFactory.getProp(t,e.is,0,.01,this),this.convertToPath=this.convertStarToPath):this.convertToPath=this.convertPolygonToPath,this.pt=PropertyFactory.getProp(t,e.pt,0,0,this),this.p=PropertyFactory.getProp(t,e.p,1,0,this),this.r=PropertyFactory.getProp(t,e.r,0,degToRads,this),this.or=PropertyFactory.getProp(t,e.or,0,0,this),this.os=PropertyFactory.getProp(t,e.os,0,.01,this),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertToPath())}return t.prototype={reset:i,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertToPath())},convertStarToPath:function(){var t,e,r,i,s=2*Math.floor(this.pt.v),a=2*Math.PI/s,n=!0,o=this.or.v,h=this.ir.v,l=this.os.v,p=this.is.v,f=2*Math.PI*o/(2*s),m=2*Math.PI*h/(2*s),c=-Math.PI/2;c+=this.r.v;var d=3===this.data.d?-1:1;for(this.v._length=0,t=0;t<s;t+=1){r=n?l:p,i=n?f:m;var u=(e=n?o:h)*Math.cos(c),y=e*Math.sin(c),g=0===u&&0===y?0:y/Math.sqrt(u*u+y*y),v=0===u&&0===y?0:-u/Math.sqrt(u*u+y*y);u+=+this.p.v[0],y+=+this.p.v[1],this.v.setTripleAt(u,y,u-g*i*r*d,y-v*i*r*d,u+g*i*r*d,y+v*i*r*d,t,!0),n=!n,c+=a*d}},convertPolygonToPath:function(){var t,e=Math.floor(this.pt.v),r=2*Math.PI/e,i=this.or.v,s=this.os.v,a=2*Math.PI*i/(4*e),n=.5*-Math.PI,o=3===this.data.d?-1:1;for(n+=this.r.v,this.v._length=0,t=0;t<e;t+=1){var h=i*Math.cos(n),l=i*Math.sin(n),p=0===h&&0===l?0:l/Math.sqrt(h*h+l*l),f=0===h&&0===l?0:-h/Math.sqrt(h*h+l*l);h+=+this.p.v[0],l+=+this.p.v[1],this.v.setTripleAt(h,l,h-p*a*s*o,l-f*a*s*o,h+p*a*s*o,l+f*a*s*o,t,!0),n+=r*o}this.paths.length=0,this.paths[0]=this.v}},extendPrototype([DynamicPropertyContainer],t),t}(),f=function(){function t(t,e){this.v=shapePool.newElement(),this.v.c=!0,this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.elem=t,this.comp=t.comp,this.frameId=-1,this.d=e.d,this.initDynamicPropertyContainer(t),this.p=PropertyFactory.getProp(t,e.p,1,0,this),this.s=PropertyFactory.getProp(t,e.s,1,0,this),this.r=PropertyFactory.getProp(t,e.r,0,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertRectToPath())}return t.prototype={convertRectToPath:function(){var t=this.p.v[0],e=this.p.v[1],r=this.s.v[0]/2,i=this.s.v[1]/2,s=bmMin(r,i,this.r.v),a=s*(1-roundCorner);this.v._length=0,2===this.d||1===this.d?(this.v.setTripleAt(t+r,e-i+s,t+r,e-i+s,t+r,e-i+a,0,!0),this.v.setTripleAt(t+r,e+i-s,t+r,e+i-a,t+r,e+i-s,1,!0),0!==s?(this.v.setTripleAt(t+r-s,e+i,t+r-s,e+i,t+r-a,e+i,2,!0),this.v.setTripleAt(t-r+s,e+i,t-r+a,e+i,t-r+s,e+i,3,!0),this.v.setTripleAt(t-r,e+i-s,t-r,e+i-s,t-r,e+i-a,4,!0),this.v.setTripleAt(t-r,e-i+s,t-r,e-i+a,t-r,e-i+s,5,!0),this.v.setTripleAt(t-r+s,e-i,t-r+s,e-i,t-r+a,e-i,6,!0),this.v.setTripleAt(t+r-s,e-i,t+r-a,e-i,t+r-s,e-i,7,!0)):(this.v.setTripleAt(t-r,e+i,t-r+a,e+i,t-r,e+i,2),this.v.setTripleAt(t-r,e-i,t-r,e-i+a,t-r,e-i,3))):(this.v.setTripleAt(t+r,e-i+s,t+r,e-i+a,t+r,e-i+s,0,!0),0!==s?(this.v.setTripleAt(t+r-s,e-i,t+r-s,e-i,t+r-a,e-i,1,!0),this.v.setTripleAt(t-r+s,e-i,t-r+a,e-i,t-r+s,e-i,2,!0),this.v.setTripleAt(t-r,e-i+s,t-r,e-i+s,t-r,e-i+a,3,!0),this.v.setTripleAt(t-r,e+i-s,t-r,e+i-a,t-r,e+i-s,4,!0),this.v.setTripleAt(t-r+s,e+i,t-r+s,e+i,t-r+a,e+i,5,!0),this.v.setTripleAt(t+r-s,e+i,t+r-a,e+i,t+r-s,e+i,6,!0),this.v.setTripleAt(t+r,e+i-s,t+r,e+i-s,t+r,e+i-a,7,!0)):(this.v.setTripleAt(t-r,e-i,t-r+a,e-i,t-r,e-i,1,!0),this.v.setTripleAt(t-r,e+i,t-r,e+i-a,t-r,e+i,2,!0),this.v.setTripleAt(t+r,e+i,t+r-a,e+i,t+r,e+i,3,!0)))},getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertRectToPath())},reset:i},extendPrototype([DynamicPropertyContainer],t),t}();var m={getShapeProp:function(t,e,r){var i;return 3===r||4===r?i=(3===r?e.pt:e.ks).k.length?new h(t,e,r):new n(t,e,r):5===r?i=new f(t,e):6===r?i=new l(t,e):7===r&&(i=new p(t,e)),i.k&&t.addDynamicProperty(i),i},getConstructorFunction:function(){return n},getKeyframedConstructorFunction:function(){return h}};return m}(),Matrix=function(){var t=Math.cos,e=Math.sin,r=Math.tan,i=Math.round;function s(){return this.props[0]=1,this.props[1]=0,this.props[2]=0,this.props[3]=0,this.props[4]=0,this.props[5]=1,this.props[6]=0,this.props[7]=0,this.props[8]=0,this.props[9]=0,this.props[10]=1,this.props[11]=0,this.props[12]=0,this.props[13]=0,this.props[14]=0,this.props[15]=1,this}function a(r){if(0===r)return this;var i=t(r),s=e(r);return this._t(i,-s,0,0,s,i,0,0,0,0,1,0,0,0,0,1)}function n(r){if(0===r)return this;var i=t(r),s=e(r);return this._t(1,0,0,0,0,i,-s,0,0,s,i,0,0,0,0,1)}function o(r){if(0===r)return this;var i=t(r),s=e(r);return this._t(i,0,s,0,0,1,0,0,-s,0,i,0,0,0,0,1)}function h(r){if(0===r)return this;var i=t(r),s=e(r);return this._t(i,-s,0,0,s,i,0,0,0,0,1,0,0,0,0,1)}function l(t,e){return this._t(1,e,t,1,0,0)}function p(t,e){return this.shear(r(t),r(e))}function f(i,s){var a=t(s),n=e(s);return this._t(a,n,0,0,-n,a,0,0,0,0,1,0,0,0,0,1)._t(1,0,0,0,r(i),1,0,0,0,0,1,0,0,0,0,1)._t(a,-n,0,0,n,a,0,0,0,0,1,0,0,0,0,1)}function m(t,e,r){return r||0===r||(r=1),1===t&&1===e&&1===r?this:this._t(t,0,0,0,0,e,0,0,0,0,r,0,0,0,0,1)}function c(t,e,r,i,s,a,n,o,h,l,p,f,m,c,d,u){return this.props[0]=t,this.props[1]=e,this.props[2]=r,this.props[3]=i,this.props[4]=s,this.props[5]=a,this.props[6]=n,this.props[7]=o,this.props[8]=h,this.props[9]=l,this.props[10]=p,this.props[11]=f,this.props[12]=m,this.props[13]=c,this.props[14]=d,this.props[15]=u,this}function d(t,e,r){return r=r||0,0!==t||0!==e||0!==r?this._t(1,0,0,0,0,1,0,0,0,0,1,0,t,e,r,1):this}function u(t,e,r,i,s,a,n,o,h,l,p,f,m,c,d,u){var y=this.props;if(1===t&&0===e&&0===r&&0===i&&0===s&&1===a&&0===n&&0===o&&0===h&&0===l&&1===p&&0===f)return y[12]=y[12]*t+y[15]*m,y[13]=y[13]*a+y[15]*c,y[14]=y[14]*p+y[15]*d,y[15]*=u,this._identityCalculated=!1,this;var g=y[0],v=y[1],b=y[2],P=y[3],E=y[4],x=y[5],S=y[6],C=y[7],A=y[8],_=y[9],T=y[10],k=y[11],D=y[12],M=y[13],F=y[14],w=y[15];return y[0]=g*t+v*s+b*h+P*m,y[1]=g*e+v*a+b*l+P*c,y[2]=g*r+v*n+b*p+P*d,y[3]=g*i+v*o+b*f+P*u,y[4]=E*t+x*s+S*h+C*m,y[5]=E*e+x*a+S*l+C*c,y[6]=E*r+x*n+S*p+C*d,y[7]=E*i+x*o+S*f+C*u,y[8]=A*t+_*s+T*h+k*m,y[9]=A*e+_*a+T*l+k*c,y[10]=A*r+_*n+T*p+k*d,y[11]=A*i+_*o+T*f+k*u,y[12]=D*t+M*s+F*h+w*m,y[13]=D*e+M*a+F*l+w*c,y[14]=D*r+M*n+F*p+w*d,y[15]=D*i+M*o+F*f+w*u,this._identityCalculated=!1,this}function y(){return this._identityCalculated||(this._identity=!(1!==this.props[0]||0!==this.props[1]||0!==this.props[2]||0!==this.props[3]||0!==this.props[4]||1!==this.props[5]||0!==this.props[6]||0!==this.props[7]||0!==this.props[8]||0!==this.props[9]||1!==this.props[10]||0!==this.props[11]||0!==this.props[12]||0!==this.props[13]||0!==this.props[14]||1!==this.props[15]),this._identityCalculated=!0),this._identity}function g(t){for(var e=0;e<16;){if(t.props[e]!==this.props[e])return!1;e+=1}return!0}function v(t){var e;for(e=0;e<16;e+=1)t.props[e]=this.props[e];return t}function b(t){var e;for(e=0;e<16;e+=1)this.props[e]=t[e]}function P(t,e,r){return{x:t*this.props[0]+e*this.props[4]+r*this.props[8]+this.props[12],y:t*this.props[1]+e*this.props[5]+r*this.props[9]+this.props[13],z:t*this.props[2]+e*this.props[6]+r*this.props[10]+this.props[14]}}function E(t,e,r){return t*this.props[0]+e*this.props[4]+r*this.props[8]+this.props[12]}function x(t,e,r){return t*this.props[1]+e*this.props[5]+r*this.props[9]+this.props[13]}function S(t,e,r){return t*this.props[2]+e*this.props[6]+r*this.props[10]+this.props[14]}function C(){var t=this.props[0]*this.props[5]-this.props[1]*this.props[4],e=this.props[5]/t,r=-this.props[1]/t,i=-this.props[4]/t,s=this.props[0]/t,a=(this.props[4]*this.props[13]-this.props[5]*this.props[12])/t,n=-(this.props[0]*this.props[13]-this.props[1]*this.props[12])/t,o=new Matrix;return o.props[0]=e,o.props[1]=r,o.props[4]=i,o.props[5]=s,o.props[12]=a,o.props[13]=n,o}function A(t){return this.getInverseMatrix().applyToPointArray(t[0],t[1],t[2]||0)}function _(t){var e,r=t.length,i=[];for(e=0;e<r;e+=1)i[e]=A(t[e]);return i}function T(t,e,r){var i=createTypedArray("float32",6);if(this.isIdentity())i[0]=t[0],i[1]=t[1],i[2]=e[0],i[3]=e[1],i[4]=r[0],i[5]=r[1];else{var s=this.props[0],a=this.props[1],n=this.props[4],o=this.props[5],h=this.props[12],l=this.props[13];i[0]=t[0]*s+t[1]*n+h,i[1]=t[0]*a+t[1]*o+l,i[2]=e[0]*s+e[1]*n+h,i[3]=e[0]*a+e[1]*o+l,i[4]=r[0]*s+r[1]*n+h,i[5]=r[0]*a+r[1]*o+l}return i}function k(t,e,r){return this.isIdentity()?[t,e,r]:[t*this.props[0]+e*this.props[4]+r*this.props[8]+this.props[12],t*this.props[1]+e*this.props[5]+r*this.props[9]+this.props[13],t*this.props[2]+e*this.props[6]+r*this.props[10]+this.props[14]]}function D(t,e){if(this.isIdentity())return t+","+e;var r=this.props;return Math.round(100*(t*r[0]+e*r[4]+r[12]))/100+","+Math.round(100*(t*r[1]+e*r[5]+r[13]))/100}function M(){for(var t=0,e=this.props,r="matrix3d(";t<16;)r+=i(1e4*e[t])/1e4,r+=15===t?")":",",t+=1;return r}function F(t){return t<1e-6&&t>0||t>-1e-6&&t<0?i(1e4*t)/1e4:t}function w(){var t=this.props;return"matrix("+F(t[0])+","+F(t[1])+","+F(t[4])+","+F(t[5])+","+F(t[12])+","+F(t[13])+")"}return function(){this.reset=s,this.rotate=a,this.rotateX=n,this.rotateY=o,this.rotateZ=h,this.skew=p,this.skewFromAxis=f,this.shear=l,this.scale=m,this.setTransform=c,this.translate=d,this.transform=u,this.applyToPoint=P,this.applyToX=E,this.applyToY=x,this.applyToZ=S,this.applyToPointArray=k,this.applyToTriplePoints=T,this.applyToPointStringified=D,this.toCSS=M,this.to2dCSS=w,this.clone=v,this.cloneFromProps=b,this.equals=g,this.inversePoints=_,this.inversePoint=A,this.getInverseMatrix=C,this._t=this.transform,this.isIdentity=y,this._identity=!0,this._identityCalculated=!1,this.props=createTypedArray("float32",16),this.reset()}}();function _typeof$3(t){return _typeof$3="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},_typeof$3(t)}var lottie={},standalone="__[STANDALONE]__",animationData="__[ANIMATIONDATA]__",renderer="",queryString;function setLocation(t){setLocationHref(t)}function searchAnimations(){!0===standalone?animationManager.searchAnimations(animationData,standalone,renderer):animationManager.searchAnimations()}function setSubframeRendering(t){setSubframeEnabled(t)}function setPrefix(t){setIdPrefix(t)}function loadAnimation(t){return!0===standalone&&(t.animationData=JSON.parse(animationData)),animationManager.loadAnimation(t)}function setQuality(t){if("string"==typeof t)switch(t){case"high":setDefaultCurveSegments(200);break;default:case"medium":setDefaultCurveSegments(50);break;case"low":setDefaultCurveSegments(10)}else!isNaN(t)&&t>1&&setDefaultCurveSegments(t);getDefaultCurveSegments()>=50?roundValues(!1):roundValues(!0)}function inBrowser(){return"undefined"!=typeof navigator}function installPlugin(t,e){"expressions"===t&&setExpressionsPlugin(e)}function getFactory(t){switch(t){case"propertyFactory":return PropertyFactory;case"shapePropertyFactory":return ShapePropertyFactory;case"matrix":return Matrix;default:return null}}function checkReady(){"complete"===document.readyState&&(clearInterval(readyStateCheckInterval),searchAnimations())}function getQueryVariable(t){for(var e=queryString.split("&"),r=0;r<e.length;r+=1){var i=e[r].split("=");if(decodeURIComponent(i[0])==t)return decodeURIComponent(i[1])}return null}if(lottie.play=animationManager.play,lottie.pause=animationManager.pause,lottie.setLocationHref=setLocation,lottie.togglePause=animationManager.togglePause,lottie.setSpeed=animationManager.setSpeed,lottie.setDirection=animationManager.setDirection,lottie.stop=animationManager.stop,lottie.searchAnimations=searchAnimations,lottie.registerAnimation=animationManager.registerAnimation,lottie.loadAnimation=loadAnimation,lottie.setSubframeRendering=setSubframeRendering,lottie.resize=animationManager.resize,lottie.goToAndStop=animationManager.goToAndStop,lottie.destroy=animationManager.destroy,lottie.setQuality=setQuality,lottie.inBrowser=inBrowser,lottie.installPlugin=installPlugin,lottie.freeze=animationManager.freeze,lottie.unfreeze=animationManager.unfreeze,lottie.setVolume=animationManager.setVolume,lottie.mute=animationManager.mute,lottie.unmute=animationManager.unmute,lottie.getRegisteredAnimations=animationManager.getRegisteredAnimations,lottie.useWebWorker=setWebWorker,lottie.setIDPrefix=setPrefix,lottie.__getFactory=getFactory,lottie.version="5.9.2",standalone){var scripts=document.getElementsByTagName("script"),index=scripts.length-1,myScript=scripts[index]||{src:""};queryString=myScript.src.replace(/^[^\?]+\??/,""),renderer=getQueryVariable("renderer")}var readyStateCheckInterval=setInterval(checkReady,100);try{"object"===("undefined"==typeof exports?"undefined":_typeof$3(exports))&&"undefined"!=typeof module||"function"==typeof define&&define.amd||(window.bodymovin=lottie)}catch(t){}var ShapeModifiers=function(){var t={},e={};return t.registerModifier=function(t,r){e[t]||(e[t]=r)},t.getModifier=function(t,r,i){return new e[t](r,i)},t}();function ShapeModifier(){}function TrimModifier(){}function PuckerAndBloatModifier(){}ShapeModifier.prototype.initModifierProperties=function(){},ShapeModifier.prototype.addShapeToModifier=function(){},ShapeModifier.prototype.addShape=function(t){if(!this.closed){t.sh.container.addDynamicProperty(t.sh);var e={shape:t.sh,data:t,localShapeCollection:shapeCollectionPool.newShapeCollection()};this.shapes.push(e),this.addShapeToModifier(e),this._isAnimated&&t.setAsAnimated()}},ShapeModifier.prototype.init=function(t,e){this.shapes=[],this.elem=t,this.initDynamicPropertyContainer(t),this.initModifierProperties(t,e),this.frameId=initialDefaultFrame,this.closed=!1,this.k=!1,this.dynamicProperties.length?this.k=!0:this.getValue(!0)},ShapeModifier.prototype.processKeys=function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties())},extendPrototype([DynamicPropertyContainer],ShapeModifier),extendPrototype([ShapeModifier],TrimModifier),TrimModifier.prototype.initModifierProperties=function(t,e){this.s=PropertyFactory.getProp(t,e.s,0,.01,this),this.e=PropertyFactory.getProp(t,e.e,0,.01,this),this.o=PropertyFactory.getProp(t,e.o,0,0,this),this.sValue=0,this.eValue=0,this.getValue=this.processKeys,this.m=e.m,this._isAnimated=!!this.s.effectsSequence.length||!!this.e.effectsSequence.length||!!this.o.effectsSequence.length},TrimModifier.prototype.addShapeToModifier=function(t){t.pathsData=[]},TrimModifier.prototype.calculateShapeEdges=function(t,e,r,i,s){var a=[];e<=1?a.push({s:t,e:e}):t>=1?a.push({s:t-1,e:e-1}):(a.push({s:t,e:1}),a.push({s:0,e:e-1}));var n,o,h=[],l=a.length;for(n=0;n<l;n+=1){var p,f;if(!((o=a[n]).e*s<i||o.s*s>i+r))p=o.s*s<=i?0:(o.s*s-i)/r,f=o.e*s>=i+r?1:(o.e*s-i)/r,h.push([p,f])}return h.length||h.push([0,0]),h},TrimModifier.prototype.releasePathsData=function(t){var e,r=t.length;for(e=0;e<r;e+=1)segmentsLengthPool.release(t[e]);return t.length=0,t},TrimModifier.prototype.processShapes=function(t){var e,r,i,s;if(this._mdf||t){var a=this.o.v%360/360;if(a<0&&(a+=1),(e=this.s.v>1?1+a:this.s.v<0?0+a:this.s.v+a)>(r=this.e.v>1?1+a:this.e.v<0?0+a:this.e.v+a)){var n=e;e=r,r=n}e=1e-4*Math.round(1e4*e),r=1e-4*Math.round(1e4*r),this.sValue=e,this.eValue=r}else e=this.sValue,r=this.eValue;var o,h,l,p,f,m=this.shapes.length,c=0;if(r===e)for(s=0;s<m;s+=1)this.shapes[s].localShapeCollection.releaseShapes(),this.shapes[s].shape._mdf=!0,this.shapes[s].shape.paths=this.shapes[s].localShapeCollection,this._mdf&&(this.shapes[s].pathsData.length=0);else if(1===r&&0===e||0===r&&1===e){if(this._mdf)for(s=0;s<m;s+=1)this.shapes[s].pathsData.length=0,this.shapes[s].shape._mdf=!0}else{var d,u,y=[];for(s=0;s<m;s+=1)if((d=this.shapes[s]).shape._mdf||this._mdf||t||2===this.m){if(h=(i=d.shape.paths)._length,f=0,!d.shape._mdf&&d.pathsData.length)f=d.totalShapeLength;else{for(l=this.releasePathsData(d.pathsData),o=0;o<h;o+=1)p=bez.getSegmentsLength(i.shapes[o]),l.push(p),f+=p.totalLength;d.totalShapeLength=f,d.pathsData=l}c+=f,d.shape._mdf=!0}else d.shape.paths=d.localShapeCollection;var g,v=e,b=r,P=0;for(s=m-1;s>=0;s-=1)if((d=this.shapes[s]).shape._mdf){for((u=d.localShapeCollection).releaseShapes(),2===this.m&&m>1?(g=this.calculateShapeEdges(e,r,d.totalShapeLength,P,c),P+=d.totalShapeLength):g=[[v,b]],h=g.length,o=0;o<h;o+=1){v=g[o][0],b=g[o][1],y.length=0,b<=1?y.push({s:d.totalShapeLength*v,e:d.totalShapeLength*b}):v>=1?y.push({s:d.totalShapeLength*(v-1),e:d.totalShapeLength*(b-1)}):(y.push({s:d.totalShapeLength*v,e:d.totalShapeLength}),y.push({s:0,e:d.totalShapeLength*(b-1)}));var E=this.addShapes(d,y[0]);if(y[0].s!==y[0].e){if(y.length>1)if(d.shape.paths.shapes[d.shape.paths._length-1].c){var x=E.pop();this.addPaths(E,u),E=this.addShapes(d,y[1],x)}else this.addPaths(E,u),E=this.addShapes(d,y[1]);this.addPaths(E,u)}}d.shape.paths=u}}},TrimModifier.prototype.addPaths=function(t,e){var r,i=t.length;for(r=0;r<i;r+=1)e.addShape(t[r])},TrimModifier.prototype.addSegment=function(t,e,r,i,s,a,n){s.setXYAt(e[0],e[1],"o",a),s.setXYAt(r[0],r[1],"i",a+1),n&&s.setXYAt(t[0],t[1],"v",a),s.setXYAt(i[0],i[1],"v",a+1)},TrimModifier.prototype.addSegmentFromArray=function(t,e,r,i){e.setXYAt(t[1],t[5],"o",r),e.setXYAt(t[2],t[6],"i",r+1),i&&e.setXYAt(t[0],t[4],"v",r),e.setXYAt(t[3],t[7],"v",r+1)},TrimModifier.prototype.addShapes=function(t,e,r){var i,s,a,n,o,h,l,p,f=t.pathsData,m=t.shape.paths.shapes,c=t.shape.paths._length,d=0,u=[],y=!0;for(r?(o=r._length,p=r._length):(r=shapePool.newElement(),o=0,p=0),u.push(r),i=0;i<c;i+=1){for(h=f[i].lengths,r.c=m[i].c,a=m[i].c?h.length:h.length+1,s=1;s<a;s+=1)if(d+(n=h[s-1]).addedLength<e.s)d+=n.addedLength,r.c=!1;else{if(d>e.e){r.c=!1;break}e.s<=d&&e.e>=d+n.addedLength?(this.addSegment(m[i].v[s-1],m[i].o[s-1],m[i].i[s],m[i].v[s],r,o,y),y=!1):(l=bez.getNewSegment(m[i].v[s-1],m[i].v[s],m[i].o[s-1],m[i].i[s],(e.s-d)/n.addedLength,(e.e-d)/n.addedLength,h[s-1]),this.addSegmentFromArray(l,r,o,y),y=!1,r.c=!1),d+=n.addedLength,o+=1}if(m[i].c&&h.length){if(n=h[s-1],d<=e.e){var g=h[s-1].addedLength;e.s<=d&&e.e>=d+g?(this.addSegment(m[i].v[s-1],m[i].o[s-1],m[i].i[0],m[i].v[0],r,o,y),y=!1):(l=bez.getNewSegment(m[i].v[s-1],m[i].v[0],m[i].o[s-1],m[i].i[0],(e.s-d)/g,(e.e-d)/g,h[s-1]),this.addSegmentFromArray(l,r,o,y),y=!1,r.c=!1)}else r.c=!1;d+=n.addedLength,o+=1}if(r._length&&(r.setXYAt(r.v[p][0],r.v[p][1],"i",p),r.setXYAt(r.v[r._length-1][0],r.v[r._length-1][1],"o",r._length-1)),d>e.e)break;i<c-1&&(r=shapePool.newElement(),y=!0,u.push(r),o=0)}return u},extendPrototype([ShapeModifier],PuckerAndBloatModifier),PuckerAndBloatModifier.prototype.initModifierProperties=function(t,e){this.getValue=this.processKeys,this.amount=PropertyFactory.getProp(t,e.a,0,null,this),this._isAnimated=!!this.amount.effectsSequence.length},PuckerAndBloatModifier.prototype.processPath=function(t,e){var r=e/100,i=[0,0],s=t._length,a=0;for(a=0;a<s;a+=1)i[0]+=t.v[a][0],i[1]+=t.v[a][1];i[0]/=s,i[1]/=s;var n,o,h,l,p,f,m=shapePool.newElement();for(m.c=t.c,a=0;a<s;a+=1)n=t.v[a][0]+(i[0]-t.v[a][0])*r,o=t.v[a][1]+(i[1]-t.v[a][1])*r,h=t.o[a][0]+(i[0]-t.o[a][0])*-r,l=t.o[a][1]+(i[1]-t.o[a][1])*-r,p=t.i[a][0]+(i[0]-t.i[a][0])*-r,f=t.i[a][1]+(i[1]-t.i[a][1])*-r,m.setTripleAt(n,o,h,l,p,f,a);return m},PuckerAndBloatModifier.prototype.processShapes=function(t){var e,r,i,s,a,n,o=this.shapes.length,h=this.amount.v;if(0!==h)for(r=0;r<o;r+=1){if(n=(a=this.shapes[r]).localShapeCollection,a.shape._mdf||this._mdf||t)for(n.releaseShapes(),a.shape._mdf=!0,e=a.shape.paths.shapes,s=a.shape.paths._length,i=0;i<s;i+=1)n.addShape(this.processPath(e[i],h));a.shape.paths=a.localShapeCollection}this.dynamicProperties.length||(this._mdf=!1)};var TransformPropertyFactory=function(){var t=[0,0];function e(t,e,r){if(this.elem=t,this.frameId=-1,this.propType="transform",this.data=e,this.v=new Matrix,this.pre=new Matrix,this.appliedTransformations=0,this.initDynamicPropertyContainer(r||t),e.p&&e.p.s?(this.px=PropertyFactory.getProp(t,e.p.x,0,0,this),this.py=PropertyFactory.getProp(t,e.p.y,0,0,this),e.p.z&&(this.pz=PropertyFactory.getProp(t,e.p.z,0,0,this))):this.p=PropertyFactory.getProp(t,e.p||{k:[0,0,0]},1,0,this),e.rx){if(this.rx=PropertyFactory.getProp(t,e.rx,0,degToRads,this),this.ry=PropertyFactory.getProp(t,e.ry,0,degToRads,this),this.rz=PropertyFactory.getProp(t,e.rz,0,degToRads,this),e.or.k[0].ti){var i,s=e.or.k.length;for(i=0;i<s;i+=1)e.or.k[i].to=null,e.or.k[i].ti=null}this.or=PropertyFactory.getProp(t,e.or,1,degToRads,this),this.or.sh=!0}else this.r=PropertyFactory.getProp(t,e.r||{k:0},0,degToRads,this);e.sk&&(this.sk=PropertyFactory.getProp(t,e.sk,0,degToRads,this),this.sa=PropertyFactory.getProp(t,e.sa,0,degToRads,this)),this.a=PropertyFactory.getProp(t,e.a||{k:[0,0,0]},1,0,this),this.s=PropertyFactory.getProp(t,e.s||{k:[100,100,100]},1,.01,this),e.o?this.o=PropertyFactory.getProp(t,e.o,0,.01,t):this.o={_mdf:!1,v:1},this._isDirty=!0,this.dynamicProperties.length||this.getValue(!0)}return e.prototype={applyToMatrix:function(t){var e=this._mdf;this.iterateDynamicProperties(),this._mdf=this._mdf||e,this.a&&t.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.s&&t.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&t.skewFromAxis(-this.sk.v,this.sa.v),this.r?t.rotate(-this.r.v):t.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.data.p.s?this.data.p.z?t.translate(this.px.v,this.py.v,-this.pz.v):t.translate(this.px.v,this.py.v,0):t.translate(this.p.v[0],this.p.v[1],-this.p.v[2])},getValue:function(e){if(this.elem.globalData.frameId!==this.frameId){if(this._isDirty&&(this.precalculateMatrix(),this._isDirty=!1),this.iterateDynamicProperties(),this._mdf||e){var r;if(this.v.cloneFromProps(this.pre.props),this.appliedTransformations<1&&this.v.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations<2&&this.v.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&this.appliedTransformations<3&&this.v.skewFromAxis(-this.sk.v,this.sa.v),this.r&&this.appliedTransformations<4?this.v.rotate(-this.r.v):!this.r&&this.appliedTransformations<4&&this.v.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.autoOriented){var i,s;if(r=this.elem.globalData.frameRate,this.p&&this.p.keyframes&&this.p.getValueAtTime)this.p._caching.lastFrame+this.p.offsetTime<=this.p.keyframes[0].t?(i=this.p.getValueAtTime((this.p.keyframes[0].t+.01)/r,0),s=this.p.getValueAtTime(this.p.keyframes[0].t/r,0)):this.p._caching.lastFrame+this.p.offsetTime>=this.p.keyframes[this.p.keyframes.length-1].t?(i=this.p.getValueAtTime(this.p.keyframes[this.p.keyframes.length-1].t/r,0),s=this.p.getValueAtTime((this.p.keyframes[this.p.keyframes.length-1].t-.05)/r,0)):(i=this.p.pv,s=this.p.getValueAtTime((this.p._caching.lastFrame+this.p.offsetTime-.01)/r,this.p.offsetTime));else if(this.px&&this.px.keyframes&&this.py.keyframes&&this.px.getValueAtTime&&this.py.getValueAtTime){i=[],s=[];var a=this.px,n=this.py;a._caching.lastFrame+a.offsetTime<=a.keyframes[0].t?(i[0]=a.getValueAtTime((a.keyframes[0].t+.01)/r,0),i[1]=n.getValueAtTime((n.keyframes[0].t+.01)/r,0),s[0]=a.getValueAtTime(a.keyframes[0].t/r,0),s[1]=n.getValueAtTime(n.keyframes[0].t/r,0)):a._caching.lastFrame+a.offsetTime>=a.keyframes[a.keyframes.length-1].t?(i[0]=a.getValueAtTime(a.keyframes[a.keyframes.length-1].t/r,0),i[1]=n.getValueAtTime(n.keyframes[n.keyframes.length-1].t/r,0),s[0]=a.getValueAtTime((a.keyframes[a.keyframes.length-1].t-.01)/r,0),s[1]=n.getValueAtTime((n.keyframes[n.keyframes.length-1].t-.01)/r,0)):(i=[a.pv,n.pv],s[0]=a.getValueAtTime((a._caching.lastFrame+a.offsetTime-.01)/r,a.offsetTime),s[1]=n.getValueAtTime((n._caching.lastFrame+n.offsetTime-.01)/r,n.offsetTime))}else i=s=t;this.v.rotate(-Math.atan2(i[1]-s[1],i[0]-s[0]))}this.data.p&&this.data.p.s?this.data.p.z?this.v.translate(this.px.v,this.py.v,-this.pz.v):this.v.translate(this.px.v,this.py.v,0):this.v.translate(this.p.v[0],this.p.v[1],-this.p.v[2])}this.frameId=this.elem.globalData.frameId}},precalculateMatrix:function(){if(!this.a.k&&(this.pre.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations=1,!this.s.effectsSequence.length)){if(this.pre.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.appliedTransformations=2,this.sk){if(this.sk.effectsSequence.length||this.sa.effectsSequence.length)return;this.pre.skewFromAxis(-this.sk.v,this.sa.v),this.appliedTransformations=3}this.r?this.r.effectsSequence.length||(this.pre.rotate(-this.r.v),this.appliedTransformations=4):this.rz.effectsSequence.length||this.ry.effectsSequence.length||this.rx.effectsSequence.length||this.or.effectsSequence.length||(this.pre.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.appliedTransformations=4)}},autoOrient:function(){}},extendPrototype([DynamicPropertyContainer],e),e.prototype.addDynamicProperty=function(t){this._addDynamicProperty(t),this.elem.addDynamicProperty(t),this._isDirty=!0},e.prototype._addDynamicProperty=DynamicPropertyContainer.prototype.addDynamicProperty,{getTransformProperty:function(t,r,i){return new e(t,r,i)}}}();function RepeaterModifier(){}function RoundCornersModifier(){}function getFontProperties(t){for(var e=t.fStyle?t.fStyle.split(" "):[],r="normal",i="normal",s=e.length,a=0;a<s;a+=1)switch(e[a].toLowerCase()){case"italic":i="italic";break;case"bold":r="700";break;case"black":r="900";break;case"medium":r="500";break;case"regular":case"normal":r="400";break;case"light":case"thin":r="200"}return{style:i,weight:t.fWeight||r}}extendPrototype([ShapeModifier],RepeaterModifier),RepeaterModifier.prototype.initModifierProperties=function(t,e){this.getValue=this.processKeys,this.c=PropertyFactory.getProp(t,e.c,0,null,this),this.o=PropertyFactory.getProp(t,e.o,0,null,this),this.tr=TransformPropertyFactory.getTransformProperty(t,e.tr,this),this.so=PropertyFactory.getProp(t,e.tr.so,0,.01,this),this.eo=PropertyFactory.getProp(t,e.tr.eo,0,.01,this),this.data=e,this.dynamicProperties.length||this.getValue(!0),this._isAnimated=!!this.dynamicProperties.length,this.pMatrix=new Matrix,this.rMatrix=new Matrix,this.sMatrix=new Matrix,this.tMatrix=new Matrix,this.matrix=new Matrix},RepeaterModifier.prototype.applyTransforms=function(t,e,r,i,s,a){var n=a?-1:1,o=i.s.v[0]+(1-i.s.v[0])*(1-s),h=i.s.v[1]+(1-i.s.v[1])*(1-s);t.translate(i.p.v[0]*n*s,i.p.v[1]*n*s,i.p.v[2]),e.translate(-i.a.v[0],-i.a.v[1],i.a.v[2]),e.rotate(-i.r.v*n*s),e.translate(i.a.v[0],i.a.v[1],i.a.v[2]),r.translate(-i.a.v[0],-i.a.v[1],i.a.v[2]),r.scale(a?1/o:o,a?1/h:h),r.translate(i.a.v[0],i.a.v[1],i.a.v[2])},RepeaterModifier.prototype.init=function(t,e,r,i){for(this.elem=t,this.arr=e,this.pos=r,this.elemsData=i,this._currentCopies=0,this._elements=[],this._groups=[],this.frameId=-1,this.initDynamicPropertyContainer(t),this.initModifierProperties(t,e[r]);r>0;)r-=1,this._elements.unshift(e[r]);this.dynamicProperties.length?this.k=!0:this.getValue(!0)},RepeaterModifier.prototype.resetElements=function(t){var e,r=t.length;for(e=0;e<r;e+=1)t[e]._processed=!1,"gr"===t[e].ty&&this.resetElements(t[e].it)},RepeaterModifier.prototype.cloneElements=function(t){var e=JSON.parse(JSON.stringify(t));return this.resetElements(e),e},RepeaterModifier.prototype.changeGroupRender=function(t,e){var r,i=t.length;for(r=0;r<i;r+=1)t[r]._render=e,"gr"===t[r].ty&&this.changeGroupRender(t[r].it,e)},RepeaterModifier.prototype.processShapes=function(t){var e,r,i,s,a,n=!1;if(this._mdf||t){var o,h=Math.ceil(this.c.v);if(this._groups.length<h){for(;this._groups.length<h;){var l={it:this.cloneElements(this._elements),ty:"gr"};l.it.push({a:{a:0,ix:1,k:[0,0]},nm:"Transform",o:{a:0,ix:7,k:100},p:{a:0,ix:2,k:[0,0]},r:{a:1,ix:6,k:[{s:0,e:0,t:0},{s:0,e:0,t:1}]},s:{a:0,ix:3,k:[100,100]},sa:{a:0,ix:5,k:0},sk:{a:0,ix:4,k:0},ty:"tr"}),this.arr.splice(0,0,l),this._groups.splice(0,0,l),this._currentCopies+=1}this.elem.reloadShapes(),n=!0}for(a=0,i=0;i<=this._groups.length-1;i+=1){if(o=a<h,this._groups[i]._render=o,this.changeGroupRender(this._groups[i].it,o),!o){var p=this.elemsData[i].it,f=p[p.length-1];0!==f.transform.op.v?(f.transform.op._mdf=!0,f.transform.op.v=0):f.transform.op._mdf=!1}a+=1}this._currentCopies=h;var m=this.o.v,c=m%1,d=m>0?Math.floor(m):Math.ceil(m),u=this.pMatrix.props,y=this.rMatrix.props,g=this.sMatrix.props;this.pMatrix.reset(),this.rMatrix.reset(),this.sMatrix.reset(),this.tMatrix.reset(),this.matrix.reset();var v,b,P=0;if(m>0){for(;P<d;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),P+=1;c&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,c,!1),P+=c)}else if(m<0){for(;P>d;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!0),P-=1;c&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,-c,!0),P-=c)}for(i=1===this.data.m?0:this._currentCopies-1,s=1===this.data.m?1:-1,a=this._currentCopies;a;){if(b=(r=(e=this.elemsData[i].it)[e.length-1].transform.mProps.v.props).length,e[e.length-1].transform.mProps._mdf=!0,e[e.length-1].transform.op._mdf=!0,e[e.length-1].transform.op.v=1===this._currentCopies?this.so.v:this.so.v+(this.eo.v-this.so.v)*(i/(this._currentCopies-1)),0!==P){for((0!==i&&1===s||i!==this._currentCopies-1&&-1===s)&&this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),this.matrix.transform(y[0],y[1],y[2],y[3],y[4],y[5],y[6],y[7],y[8],y[9],y[10],y[11],y[12],y[13],y[14],y[15]),this.matrix.transform(g[0],g[1],g[2],g[3],g[4],g[5],g[6],g[7],g[8],g[9],g[10],g[11],g[12],g[13],g[14],g[15]),this.matrix.transform(u[0],u[1],u[2],u[3],u[4],u[5],u[6],u[7],u[8],u[9],u[10],u[11],u[12],u[13],u[14],u[15]),v=0;v<b;v+=1)r[v]=this.matrix.props[v];this.matrix.reset()}else for(this.matrix.reset(),v=0;v<b;v+=1)r[v]=this.matrix.props[v];P+=1,a-=1,i+=s}}else for(a=this._currentCopies,i=0,s=1;a;)r=(e=this.elemsData[i].it)[e.length-1].transform.mProps.v.props,e[e.length-1].transform.mProps._mdf=!1,e[e.length-1].transform.op._mdf=!1,a-=1,i+=s;return n},RepeaterModifier.prototype.addShape=function(){},extendPrototype([ShapeModifier],RoundCornersModifier),RoundCornersModifier.prototype.initModifierProperties=function(t,e){this.getValue=this.processKeys,this.rd=PropertyFactory.getProp(t,e.r,0,null,this),this._isAnimated=!!this.rd.effectsSequence.length},RoundCornersModifier.prototype.processPath=function(t,e){var r,i=shapePool.newElement();i.c=t.c;var s,a,n,o,h,l,p,f,m,c,d,u,y=t._length,g=0;for(r=0;r<y;r+=1)s=t.v[r],n=t.o[r],a=t.i[r],s[0]===n[0]&&s[1]===n[1]&&s[0]===a[0]&&s[1]===a[1]?0!==r&&r!==y-1||t.c?(o=0===r?t.v[y-1]:t.v[r-1],l=(h=Math.sqrt(Math.pow(s[0]-o[0],2)+Math.pow(s[1]-o[1],2)))?Math.min(h/2,e)/h:0,p=d=s[0]+(o[0]-s[0])*l,f=u=s[1]-(s[1]-o[1])*l,m=p-(p-s[0])*roundCorner,c=f-(f-s[1])*roundCorner,i.setTripleAt(p,f,m,c,d,u,g),g+=1,o=r===y-1?t.v[0]:t.v[r+1],l=(h=Math.sqrt(Math.pow(s[0]-o[0],2)+Math.pow(s[1]-o[1],2)))?Math.min(h/2,e)/h:0,p=m=s[0]+(o[0]-s[0])*l,f=c=s[1]+(o[1]-s[1])*l,d=p-(p-s[0])*roundCorner,u=f-(f-s[1])*roundCorner,i.setTripleAt(p,f,m,c,d,u,g),g+=1):(i.setTripleAt(s[0],s[1],n[0],n[1],a[0],a[1],g),g+=1):(i.setTripleAt(t.v[r][0],t.v[r][1],t.o[r][0],t.o[r][1],t.i[r][0],t.i[r][1],g),g+=1);return i},RoundCornersModifier.prototype.processShapes=function(t){var e,r,i,s,a,n,o=this.shapes.length,h=this.rd.v;if(0!==h)for(r=0;r<o;r+=1){if(n=(a=this.shapes[r]).localShapeCollection,a.shape._mdf||this._mdf||t)for(n.releaseShapes(),a.shape._mdf=!0,e=a.shape.paths.shapes,s=a.shape.paths._length,i=0;i<s;i+=1)n.addShape(this.processPath(e[i],h));a.shape.paths=a.localShapeCollection}this.dynamicProperties.length||(this._mdf=!1)};var FontManager=function(){var t={w:0,size:0,shapes:[],data:{shapes:[]}},e=[];e=e.concat([2304,2305,2306,2307,2362,2363,2364,2364,2366,2367,2368,2369,2370,2371,2372,2373,2374,2375,2376,2377,2378,2379,2380,2381,2382,2383,2387,2388,2389,2390,2391,2402,2403]);var r=["d83cdffb","d83cdffc","d83cdffd","d83cdffe","d83cdfff"],i=[65039,8205];function s(t,e){var r=createTag("span");r.setAttribute("aria-hidden",!0),r.style.fontFamily=e;var i=createTag("span");i.innerText="giItT1WQy@!-/#",r.style.position="absolute",r.style.left="-10000px",r.style.top="-10000px",r.style.fontSize="300px",r.style.fontVariant="normal",r.style.fontStyle="normal",r.style.fontWeight="normal",r.style.letterSpacing="0",r.appendChild(i),document.body.appendChild(r);var s=i.offsetWidth;return i.style.fontFamily=function(t){var e,r=t.split(","),i=r.length,s=[];for(e=0;e<i;e+=1)"sans-serif"!==r[e]&&"monospace"!==r[e]&&s.push(r[e]);return s.join(",")}(t)+", "+e,{node:i,w:s,parent:r}}function a(t,e){var r=createNS("text");r.style.fontSize="100px";var i=getFontProperties(e);return r.setAttribute("font-family",e.fFamily),r.setAttribute("font-style",i.style),r.setAttribute("font-weight",i.weight),r.textContent="1",e.fClass?(r.style.fontFamily="inherit",r.setAttribute("class",e.fClass)):r.style.fontFamily=e.fFamily,t.appendChild(r),createTag("canvas").getContext("2d").font=e.fWeight+" "+e.fStyle+" 100px "+e.fFamily,r}var n=function(){this.fonts=[],this.chars=null,this.typekitLoaded=0,this.isLoaded=!1,this._warned=!1,this.initTime=Date.now(),this.setIsLoadedBinded=this.setIsLoaded.bind(this),this.checkLoadedFontsBinded=this.checkLoadedFonts.bind(this)};n.isModifier=function(t,e){var i=t.toString(16)+e.toString(16);return-1!==r.indexOf(i)},n.isZeroWidthJoiner=function(t,e){return e?t===i[0]&&e===i[1]:t===i[1]},n.isCombinedCharacter=function(t){return-1!==e.indexOf(t)};var o={addChars:function(t){if(t){var e;this.chars||(this.chars=[]);var r,i,s=t.length,a=this.chars.length;for(e=0;e<s;e+=1){for(r=0,i=!1;r<a;)this.chars[r].style===t[e].style&&this.chars[r].fFamily===t[e].fFamily&&this.chars[r].ch===t[e].ch&&(i=!0),r+=1;i||(this.chars.push(t[e]),a+=1)}}},addFonts:function(t,e){if(t){if(this.chars)return this.isLoaded=!0,void(this.fonts=t.list);var r,i=t.list,n=i.length,o=n;for(r=0;r<n;r+=1){var h,l,p=!0;if(i[r].loaded=!1,i[r].monoCase=s(i[r].fFamily,"monospace"),i[r].sansCase=s(i[r].fFamily,"sans-serif"),i[r].fPath){if("p"===i[r].fOrigin||3===i[r].origin){if((h=document.querySelectorAll('style[f-forigin="p"][f-family="'+i[r].fFamily+'"], style[f-origin="3"][f-family="'+i[r].fFamily+'"]')).length>0&&(p=!1),p){var f=createTag("style");f.setAttribute("f-forigin",i[r].fOrigin),f.setAttribute("f-origin",i[r].origin),f.setAttribute("f-family",i[r].fFamily),f.type="text/css",f.innerText="@font-face {font-family: "+i[r].fFamily+"; font-style: normal; src: url('"+i[r].fPath+"');}",e.appendChild(f)}}else if("g"===i[r].fOrigin||1===i[r].origin){for(h=document.querySelectorAll('link[f-forigin="g"], link[f-origin="1"]'),l=0;l<h.length;l+=1)-1!==h[l].href.indexOf(i[r].fPath)&&(p=!1);if(p){var m=createTag("link");m.setAttribute("f-forigin",i[r].fOrigin),m.setAttribute("f-origin",i[r].origin),m.type="text/css",m.rel="stylesheet",m.href=i[r].fPath,document.body.appendChild(m)}}else if("t"===i[r].fOrigin||2===i[r].origin){for(h=document.querySelectorAll('script[f-forigin="t"], script[f-origin="2"]'),l=0;l<h.length;l+=1)i[r].fPath===h[l].src&&(p=!1);if(p){var c=createTag("link");c.setAttribute("f-forigin",i[r].fOrigin),c.setAttribute("f-origin",i[r].origin),c.setAttribute("rel","stylesheet"),c.setAttribute("href",i[r].fPath),e.appendChild(c)}}}else i[r].loaded=!0,o-=1;i[r].helper=a(e,i[r]),i[r].cache={},this.fonts.push(i[r])}0===o?this.isLoaded=!0:setTimeout(this.checkLoadedFonts.bind(this),100)}else this.isLoaded=!0},getCharData:function(e,r,i){for(var s=0,a=this.chars.length;s<a;){if(this.chars[s].ch===e&&this.chars[s].style===r&&this.chars[s].fFamily===i)return this.chars[s];s+=1}return("string"==typeof e&&13!==e.charCodeAt(0)||!e)&&console&&console.warn&&!this._warned&&(this._warned=!0,console.warn("Missing character from exported characters list: ",e,r,i)),t},getFontByName:function(t){for(var e=0,r=this.fonts.length;e<r;){if(this.fonts[e].fName===t)return this.fonts[e];e+=1}return this.fonts[0]},measureText:function(t,e,r){var i=this.getFontByName(e),s=t.charCodeAt(0);if(!i.cache[s+1]){var a=i.helper;if(" "===t){a.textContent="|"+t+"|";var n=a.getComputedTextLength();a.textContent="||";var o=a.getComputedTextLength();i.cache[s+1]=(n-o)/100}else a.textContent=t,i.cache[s+1]=a.getComputedTextLength()/100}return i.cache[s+1]*r},checkLoadedFonts:function(){var t,e,r,i=this.fonts.length,s=i;for(t=0;t<i;t+=1)this.fonts[t].loaded?s-=1:"n"===this.fonts[t].fOrigin||0===this.fonts[t].origin?this.fonts[t].loaded=!0:(e=this.fonts[t].monoCase.node,r=this.fonts[t].monoCase.w,e.offsetWidth!==r?(s-=1,this.fonts[t].loaded=!0):(e=this.fonts[t].sansCase.node,r=this.fonts[t].sansCase.w,e.offsetWidth!==r&&(s-=1,this.fonts[t].loaded=!0)),this.fonts[t].loaded&&(this.fonts[t].sansCase.parent.parentNode.removeChild(this.fonts[t].sansCase.parent),this.fonts[t].monoCase.parent.parentNode.removeChild(this.fonts[t].monoCase.parent)));0!==s&&Date.now()-this.initTime<5e3?setTimeout(this.checkLoadedFontsBinded,20):setTimeout(this.setIsLoadedBinded,10)},setIsLoaded:function(){this.isLoaded=!0}};return n.prototype=o,n}();function RenderableElement(){}RenderableElement.prototype={initRenderable:function(){this.isInRange=!1,this.hidden=!1,this.isTransparent=!1,this.renderableComponents=[]},addRenderableComponent:function(t){-1===this.renderableComponents.indexOf(t)&&this.renderableComponents.push(t)},removeRenderableComponent:function(t){-1!==this.renderableComponents.indexOf(t)&&this.renderableComponents.splice(this.renderableComponents.indexOf(t),1)},prepareRenderableFrame:function(t){this.checkLayerLimits(t)},checkTransparency:function(){this.finalTransform.mProp.o.v<=0?!this.isTransparent&&this.globalData.renderConfig.hideOnTransparent&&(this.isTransparent=!0,this.hide()):this.isTransparent&&(this.isTransparent=!1,this.show())},checkLayerLimits:function(t){this.data.ip-this.data.st<=t&&this.data.op-this.data.st>t?!0!==this.isInRange&&(this.globalData._mdf=!0,this._mdf=!0,this.isInRange=!0,this.show()):!1!==this.isInRange&&(this.globalData._mdf=!0,this.isInRange=!1,this.hide())},renderRenderable:function(){var t,e=this.renderableComponents.length;for(t=0;t<e;t+=1)this.renderableComponents[t].renderFrame(this._isFirstFrame)},sourceRectAtTime:function(){return{top:0,left:0,width:100,height:100}},getLayerSize:function(){return 5===this.data.ty?{w:this.data.textData.width,h:this.data.textData.height}:{w:this.data.width,h:this.data.height}}};var MaskManagerInterface=function(){function t(t,e){this._mask=t,this._data=e}Object.defineProperty(t.prototype,"maskPath",{get:function(){return this._mask.prop.k&&this._mask.prop.getValue(),this._mask.prop}}),Object.defineProperty(t.prototype,"maskOpacity",{get:function(){return this._mask.op.k&&this._mask.op.getValue(),100*this._mask.op.v}});return function(e){var r,i=createSizedArray(e.viewData.length),s=e.viewData.length;for(r=0;r<s;r+=1)i[r]=new t(e.viewData[r],e.masksProperties[r]);return function(t){for(r=0;r<s;){if(e.masksProperties[r].nm===t)return i[r];r+=1}return null}}}(),ExpressionPropertyInterface=function(){var t={pv:0,v:0,mult:1},e={pv:[0,0,0],v:[0,0,0],mult:1};function r(t,e,r){Object.defineProperty(t,"velocity",{get:function(){return e.getVelocityAtTime(e.comp.currentFrame)}}),t.numKeys=e.keyframes?e.keyframes.length:0,t.key=function(i){if(!t.numKeys)return 0;var s="";s="s"in e.keyframes[i-1]?e.keyframes[i-1].s:"e"in e.keyframes[i-2]?e.keyframes[i-2].e:e.keyframes[i-2].s;var a="unidimensional"===r?new Number(s):Object.assign({},s);return a.time=e.keyframes[i-1].t/e.elem.comp.globalData.frameRate,a.value="unidimensional"===r?s[0]:s,a},t.valueAtTime=e.getValueAtTime,t.speedAtTime=e.getSpeedAtTime,t.velocityAtTime=e.getVelocityAtTime,t.propertyGroup=e.propertyGroup}function i(){return t}return function(s){return s?"unidimensional"===s.propType?function(e){e&&"pv"in e||(e=t);var i=1/e.mult,s=e.pv*i,a=new Number(s);return a.value=s,r(a,e,"unidimensional"),function(){return e.k&&e.getValue(),s=e.v*i,a.value!==s&&((a=new Number(s)).value=s,r(a,e,"unidimensional")),a}}(s):function(t){t&&"pv"in t||(t=e);var i=1/t.mult,s=t.data&&t.data.l||t.pv.length,a=createTypedArray("float32",s),n=createTypedArray("float32",s);return a.value=n,r(a,t,"multidimensional"),function(){t.k&&t.getValue();for(var e=0;e<s;e+=1)n[e]=t.v[e]*i,a[e]=n[e];return a}}(s):i}}(),TransformExpressionInterface=function(t){function e(t){switch(t){case"scale":case"Scale":case"ADBE Scale":case 6:return e.scale;case"rotation":case"Rotation":case"ADBE Rotation":case"ADBE Rotate Z":case 10:return e.rotation;case"ADBE Rotate X":return e.xRotation;case"ADBE Rotate Y":return e.yRotation;case"position":case"Position":case"ADBE Position":case 2:return e.position;case"ADBE Position_0":return e.xPosition;case"ADBE Position_1":return e.yPosition;case"ADBE Position_2":return e.zPosition;case"anchorPoint":case"AnchorPoint":case"Anchor Point":case"ADBE AnchorPoint":case 1:return e.anchorPoint;case"opacity":case"Opacity":case 11:return e.opacity;default:return null}}var r,i,s,a;return Object.defineProperty(e,"rotation",{get:ExpressionPropertyInterface(t.r||t.rz)}),Object.defineProperty(e,"zRotation",{get:ExpressionPropertyInterface(t.rz||t.r)}),Object.defineProperty(e,"xRotation",{get:ExpressionPropertyInterface(t.rx)}),Object.defineProperty(e,"yRotation",{get:ExpressionPropertyInterface(t.ry)}),Object.defineProperty(e,"scale",{get:ExpressionPropertyInterface(t.s)}),t.p?a=ExpressionPropertyInterface(t.p):(r=ExpressionPropertyInterface(t.px),i=ExpressionPropertyInterface(t.py),t.pz&&(s=ExpressionPropertyInterface(t.pz))),Object.defineProperty(e,"position",{get:function(){return t.p?a():[r(),i(),s?s():0]}}),Object.defineProperty(e,"xPosition",{get:ExpressionPropertyInterface(t.px)}),Object.defineProperty(e,"yPosition",{get:ExpressionPropertyInterface(t.py)}),Object.defineProperty(e,"zPosition",{get:ExpressionPropertyInterface(t.pz)}),Object.defineProperty(e,"anchorPoint",{get:ExpressionPropertyInterface(t.a)}),Object.defineProperty(e,"opacity",{get:ExpressionPropertyInterface(t.o)}),Object.defineProperty(e,"skew",{get:ExpressionPropertyInterface(t.sk)}),Object.defineProperty(e,"skewAxis",{get:ExpressionPropertyInterface(t.sa)}),Object.defineProperty(e,"orientation",{get:ExpressionPropertyInterface(t.or)}),e},LayerExpressionInterface=function(){function t(t){var e=new Matrix;void 0!==t?this._elem.finalTransform.mProp.getValueAtTime(t).clone(e):this._elem.finalTransform.mProp.applyToMatrix(e);return e}function e(t,e){var r=this.getMatrix(e);return r.props[12]=0,r.props[13]=0,r.props[14]=0,this.applyPoint(r,t)}function r(t,e){var r=this.getMatrix(e);return this.applyPoint(r,t)}function i(t,e){var r=this.getMatrix(e);return r.props[12]=0,r.props[13]=0,r.props[14]=0,this.invertPoint(r,t)}function s(t,e){var r=this.getMatrix(e);return this.invertPoint(r,t)}function a(t,e){if(this._elem.hierarchy&&this._elem.hierarchy.length){var r,i=this._elem.hierarchy.length;for(r=0;r<i;r+=1)this._elem.hierarchy[r].finalTransform.mProp.applyToMatrix(t)}return t.applyToPointArray(e[0],e[1],e[2]||0)}function n(t,e){if(this._elem.hierarchy&&this._elem.hierarchy.length){var r,i=this._elem.hierarchy.length;for(r=0;r<i;r+=1)this._elem.hierarchy[r].finalTransform.mProp.applyToMatrix(t)}return t.inversePoint(e)}function o(t){var e=new Matrix;if(e.reset(),this._elem.finalTransform.mProp.applyToMatrix(e),this._elem.hierarchy&&this._elem.hierarchy.length){var r,i=this._elem.hierarchy.length;for(r=0;r<i;r+=1)this._elem.hierarchy[r].finalTransform.mProp.applyToMatrix(e);return e.inversePoint(t)}return e.inversePoint(t)}function h(){return[1,1,1,1]}return function(l){var p;function f(t){switch(t){case"ADBE Root Vectors Group":case"Contents":case 2:return f.shapeInterface;case 1:case 6:case"Transform":case"transform":case"ADBE Transform Group":return p;case 4:case"ADBE Effect Parade":case"effects":case"Effects":return f.effect;case"ADBE Text Properties":return f.textInterface;default:return null}}f.getMatrix=t,f.invertPoint=n,f.applyPoint=a,f.toWorld=r,f.toWorldVec=e,f.fromWorld=s,f.fromWorldVec=i,f.toComp=r,f.fromComp=o,f.sampleImage=h,f.sourceRectAtTime=l.sourceRectAtTime.bind(l),f._elem=l;var m=getDescriptor(p=TransformExpressionInterface(l.finalTransform.mProp),"anchorPoint");return Object.defineProperties(f,{hasParent:{get:function(){return l.hierarchy.length}},parent:{get:function(){return l.hierarchy[0].layerInterface}},rotation:getDescriptor(p,"rotation"),scale:getDescriptor(p,"scale"),position:getDescriptor(p,"position"),opacity:getDescriptor(p,"opacity"),anchorPoint:m,anchor_point:m,transform:{get:function(){return p}},active:{get:function(){return l.isInRange}}}),f.startTime=l.data.st,f.index=l.data.ind,f.source=l.data.refId,f.height=0===l.data.ty?l.data.h:100,f.width=0===l.data.ty?l.data.w:100,f.inPoint=l.data.ip/l.comp.globalData.frameRate,f.outPoint=l.data.op/l.comp.globalData.frameRate,f._name=l.data.nm,f.registerMaskInterface=function(t){f.mask=new MaskManagerInterface(t,l)},f.registerEffectsInterface=function(t){f.effect=t},f}}(),propertyGroupFactory=function(t,e){return function(r){return(r=void 0===r?1:r)<=0?t:e(r-1)}},PropertyInterface=function(t,e){var r={_name:t};return function(t){return(t=void 0===t?1:t)<=0?r:e(t-1)}},EffectsExpressionInterface=function(){function t(r,i,s,a){function n(t){for(var e=r.ef,i=0,s=e.length;i<s;){if(t===e[i].nm||t===e[i].mn||t===e[i].ix)return 5===e[i].ty?l[i]:l[i]();i+=1}throw new Error}var o,h=propertyGroupFactory(n,s),l=[],p=r.ef.length;for(o=0;o<p;o+=1)5===r.ef[o].ty?l.push(t(r.ef[o],i.effectElements[o],i.effectElements[o].propertyGroup,a)):l.push(e(i.effectElements[o],r.ef[o].ty,a,h));return"ADBE Color Control"===r.mn&&Object.defineProperty(n,"color",{get:function(){return l[0]()}}),Object.defineProperties(n,{numProperties:{get:function(){return r.np}},_name:{value:r.nm},propertyGroup:{value:h}}),n.enabled=0!==r.en,n.active=n.enabled,n}function e(t,e,r,i){var s=ExpressionPropertyInterface(t.p);return t.p.setGroupProperty&&t.p.setGroupProperty(PropertyInterface("",i)),function(){return 10===e?r.comp.compInterface(t.p.v):s()}}return{createEffectsInterface:function(e,r){if(e.effectsManager){var i,s=[],a=e.data.ef,n=e.effectsManager.effectElements.length;for(i=0;i<n;i+=1)s.push(t(a[i],e.effectsManager.effectElements[i],r,e));var o=e.data.ef||[],h=function(t){for(i=0,n=o.length;i<n;){if(t===o[i].nm||t===o[i].mn||t===o[i].ix)return s[i];i+=1}return null};return Object.defineProperty(h,"numProperties",{get:function(){return o.length}}),h}return null}}}(),CompExpressionInterface=function(t){function e(e){for(var r=0,i=t.layers.length;r<i;){if(t.layers[r].nm===e||t.layers[r].ind===e)return t.elements[r].layerInterface;r+=1}return null}return Object.defineProperty(e,"_name",{value:t.data.nm}),e.layer=e,e.pixelAspect=1,e.height=t.data.h||t.globalData.compSize.h,e.width=t.data.w||t.globalData.compSize.w,e.pixelAspect=1,e.frameDuration=1/t.globalData.frameRate,e.displayStartTime=0,e.numLayers=t.layers.length,e},ShapePathInterface=function(t,e,r){var i=e.sh;function s(t){return"Shape"===t||"shape"===t||"Path"===t||"path"===t||"ADBE Vector Shape"===t||2===t?s.path:null}var a=propertyGroupFactory(s,r);return i.setGroupProperty(PropertyInterface("Path",a)),Object.defineProperties(s,{path:{get:function(){return i.k&&i.getValue(),i}},shape:{get:function(){return i.k&&i.getValue(),i}},_name:{value:t.nm},ix:{value:t.ix},propertyIndex:{value:t.ix},mn:{value:t.mn},propertyGroup:{value:r}}),s},ShapeExpressionInterface=function(){function t(t,o,c){var d,u=[],y=t?t.length:0;for(d=0;d<y;d+=1)"gr"===t[d].ty?u.push(e(t[d],o[d],c)):"fl"===t[d].ty?u.push(r(t[d],o[d],c)):"st"===t[d].ty?u.push(a(t[d],o[d],c)):"tm"===t[d].ty?u.push(n(t[d],o[d],c)):"tr"===t[d].ty||("el"===t[d].ty?u.push(h(t[d],o[d],c)):"sr"===t[d].ty?u.push(l(t[d],o[d],c)):"sh"===t[d].ty?u.push(ShapePathInterface(t[d],o[d],c)):"rc"===t[d].ty?u.push(p(t[d],o[d],c)):"rd"===t[d].ty?u.push(f(t[d],o[d],c)):"rp"===t[d].ty?u.push(m(t[d],o[d],c)):"gf"===t[d].ty?u.push(i(t[d],o[d],c)):u.push(s(t[d],o[d])));return u}function e(e,r,i){var s=function(t){switch(t){case"ADBE Vectors Group":case"Contents":case 2:return s.content;default:return s.transform}};s.propertyGroup=propertyGroupFactory(s,i);var a=function(e,r,i){var s,a=function(t){for(var e=0,r=s.length;e<r;){if(s[e]._name===t||s[e].mn===t||s[e].propertyIndex===t||s[e].ix===t||s[e].ind===t)return s[e];e+=1}return"number"==typeof t?s[t-1]:null};a.propertyGroup=propertyGroupFactory(a,i),s=t(e.it,r.it,a.propertyGroup),a.numProperties=s.length;var n=o(e.it[e.it.length-1],r.it[r.it.length-1],a.propertyGroup);return a.transform=n,a.propertyIndex=e.cix,a._name=e.nm,a}(e,r,s.propertyGroup),n=o(e.it[e.it.length-1],r.it[r.it.length-1],s.propertyGroup);return s.content=a,s.transform=n,Object.defineProperty(s,"_name",{get:function(){return e.nm}}),s.numProperties=e.np,s.propertyIndex=e.ix,s.nm=e.nm,s.mn=e.mn,s}function r(t,e,r){function i(t){return"Color"===t||"color"===t?i.color:"Opacity"===t||"opacity"===t?i.opacity:null}return Object.defineProperties(i,{color:{get:ExpressionPropertyInterface(e.c)},opacity:{get:ExpressionPropertyInterface(e.o)},_name:{value:t.nm},mn:{value:t.mn}}),e.c.setGroupProperty(PropertyInterface("Color",r)),e.o.setGroupProperty(PropertyInterface("Opacity",r)),i}function i(t,e,r){function i(t){return"Start Point"===t||"start point"===t?i.startPoint:"End Point"===t||"end point"===t?i.endPoint:"Opacity"===t||"opacity"===t?i.opacity:null}return Object.defineProperties(i,{startPoint:{get:ExpressionPropertyInterface(e.s)},endPoint:{get:ExpressionPropertyInterface(e.e)},opacity:{get:ExpressionPropertyInterface(e.o)},type:{get:function(){return"a"}},_name:{value:t.nm},mn:{value:t.mn}}),e.s.setGroupProperty(PropertyInterface("Start Point",r)),e.e.setGroupProperty(PropertyInterface("End Point",r)),e.o.setGroupProperty(PropertyInterface("Opacity",r)),i}function s(){return function(){return null}}function a(t,e,r){var i,s=propertyGroupFactory(l,r),a=propertyGroupFactory(h,s);function n(r){Object.defineProperty(h,t.d[r].nm,{get:ExpressionPropertyInterface(e.d.dataProps[r].p)})}var o=t.d?t.d.length:0,h={};for(i=0;i<o;i+=1)n(i),e.d.dataProps[i].p.setGroupProperty(a);function l(t){return"Color"===t||"color"===t?l.color:"Opacity"===t||"opacity"===t?l.opacity:"Stroke Width"===t||"stroke width"===t?l.strokeWidth:null}return Object.defineProperties(l,{color:{get:ExpressionPropertyInterface(e.c)},opacity:{get:ExpressionPropertyInterface(e.o)},strokeWidth:{get:ExpressionPropertyInterface(e.w)},dash:{get:function(){return h}},_name:{value:t.nm},mn:{value:t.mn}}),e.c.setGroupProperty(PropertyInterface("Color",s)),e.o.setGroupProperty(PropertyInterface("Opacity",s)),e.w.setGroupProperty(PropertyInterface("Stroke Width",s)),l}function n(t,e,r){function i(e){return e===t.e.ix||"End"===e||"end"===e?i.end:e===t.s.ix?i.start:e===t.o.ix?i.offset:null}var s=propertyGroupFactory(i,r);return i.propertyIndex=t.ix,e.s.setGroupProperty(PropertyInterface("Start",s)),e.e.setGroupProperty(PropertyInterface("End",s)),e.o.setGroupProperty(PropertyInterface("Offset",s)),i.propertyIndex=t.ix,i.propertyGroup=r,Object.defineProperties(i,{start:{get:ExpressionPropertyInterface(e.s)},end:{get:ExpressionPropertyInterface(e.e)},offset:{get:ExpressionPropertyInterface(e.o)},_name:{value:t.nm}}),i.mn=t.mn,i}function o(t,e,r){function i(e){return t.a.ix===e||"Anchor Point"===e?i.anchorPoint:t.o.ix===e||"Opacity"===e?i.opacity:t.p.ix===e||"Position"===e?i.position:t.r.ix===e||"Rotation"===e||"ADBE Vector Rotation"===e?i.rotation:t.s.ix===e||"Scale"===e?i.scale:t.sk&&t.sk.ix===e||"Skew"===e?i.skew:t.sa&&t.sa.ix===e||"Skew Axis"===e?i.skewAxis:null}var s=propertyGroupFactory(i,r);return e.transform.mProps.o.setGroupProperty(PropertyInterface("Opacity",s)),e.transform.mProps.p.setGroupProperty(PropertyInterface("Position",s)),e.transform.mProps.a.setGroupProperty(PropertyInterface("Anchor Point",s)),e.transform.mProps.s.setGroupProperty(PropertyInterface("Scale",s)),e.transform.mProps.r.setGroupProperty(PropertyInterface("Rotation",s)),e.transform.mProps.sk&&(e.transform.mProps.sk.setGroupProperty(PropertyInterface("Skew",s)),e.transform.mProps.sa.setGroupProperty(PropertyInterface("Skew Angle",s))),e.transform.op.setGroupProperty(PropertyInterface("Opacity",s)),Object.defineProperties(i,{opacity:{get:ExpressionPropertyInterface(e.transform.mProps.o)},position:{get:ExpressionPropertyInterface(e.transform.mProps.p)},anchorPoint:{get:ExpressionPropertyInterface(e.transform.mProps.a)},scale:{get:ExpressionPropertyInterface(e.transform.mProps.s)},rotation:{get:ExpressionPropertyInterface(e.transform.mProps.r)},skew:{get:ExpressionPropertyInterface(e.transform.mProps.sk)},skewAxis:{get:ExpressionPropertyInterface(e.transform.mProps.sa)},_name:{value:t.nm}}),i.ty="tr",i.mn=t.mn,i.propertyGroup=r,i}function h(t,e,r){function i(e){return t.p.ix===e?i.position:t.s.ix===e?i.size:null}var s=propertyGroupFactory(i,r);i.propertyIndex=t.ix;var a="tm"===e.sh.ty?e.sh.prop:e.sh;return a.s.setGroupProperty(PropertyInterface("Size",s)),a.p.setGroupProperty(PropertyInterface("Position",s)),Object.defineProperties(i,{size:{get:ExpressionPropertyInterface(a.s)},position:{get:ExpressionPropertyInterface(a.p)},_name:{value:t.nm}}),i.mn=t.mn,i}function l(t,e,r){function i(e){return t.p.ix===e?i.position:t.r.ix===e?i.rotation:t.pt.ix===e?i.points:t.or.ix===e||"ADBE Vector Star Outer Radius"===e?i.outerRadius:t.os.ix===e?i.outerRoundness:!t.ir||t.ir.ix!==e&&"ADBE Vector Star Inner Radius"!==e?t.is&&t.is.ix===e?i.innerRoundness:null:i.innerRadius}var s=propertyGroupFactory(i,r),a="tm"===e.sh.ty?e.sh.prop:e.sh;return i.propertyIndex=t.ix,a.or.setGroupProperty(PropertyInterface("Outer Radius",s)),a.os.setGroupProperty(PropertyInterface("Outer Roundness",s)),a.pt.setGroupProperty(PropertyInterface("Points",s)),a.p.setGroupProperty(PropertyInterface("Position",s)),a.r.setGroupProperty(PropertyInterface("Rotation",s)),t.ir&&(a.ir.setGroupProperty(PropertyInterface("Inner Radius",s)),a.is.setGroupProperty(PropertyInterface("Inner Roundness",s))),Object.defineProperties(i,{position:{get:ExpressionPropertyInterface(a.p)},rotation:{get:ExpressionPropertyInterface(a.r)},points:{get:ExpressionPropertyInterface(a.pt)},outerRadius:{get:ExpressionPropertyInterface(a.or)},outerRoundness:{get:ExpressionPropertyInterface(a.os)},innerRadius:{get:ExpressionPropertyInterface(a.ir)},innerRoundness:{get:ExpressionPropertyInterface(a.is)},_name:{value:t.nm}}),i.mn=t.mn,i}function p(t,e,r){function i(e){return t.p.ix===e?i.position:t.r.ix===e?i.roundness:t.s.ix===e||"Size"===e||"ADBE Vector Rect Size"===e?i.size:null}var s=propertyGroupFactory(i,r),a="tm"===e.sh.ty?e.sh.prop:e.sh;return i.propertyIndex=t.ix,a.p.setGroupProperty(PropertyInterface("Position",s)),a.s.setGroupProperty(PropertyInterface("Size",s)),a.r.setGroupProperty(PropertyInterface("Rotation",s)),Object.defineProperties(i,{position:{get:ExpressionPropertyInterface(a.p)},roundness:{get:ExpressionPropertyInterface(a.r)},size:{get:ExpressionPropertyInterface(a.s)},_name:{value:t.nm}}),i.mn=t.mn,i}function f(t,e,r){function i(e){return t.r.ix===e||"Round Corners 1"===e?i.radius:null}var s=propertyGroupFactory(i,r),a=e;return i.propertyIndex=t.ix,a.rd.setGroupProperty(PropertyInterface("Radius",s)),Object.defineProperties(i,{radius:{get:ExpressionPropertyInterface(a.rd)},_name:{value:t.nm}}),i.mn=t.mn,i}function m(t,e,r){function i(e){return t.c.ix===e||"Copies"===e?i.copies:t.o.ix===e||"Offset"===e?i.offset:null}var s=propertyGroupFactory(i,r),a=e;return i.propertyIndex=t.ix,a.c.setGroupProperty(PropertyInterface("Copies",s)),a.o.setGroupProperty(PropertyInterface("Offset",s)),Object.defineProperties(i,{copies:{get:ExpressionPropertyInterface(a.c)},offset:{get:ExpressionPropertyInterface(a.o)},_name:{value:t.nm}}),i.mn=t.mn,i}return function(e,r,i){var s;function a(t){if("number"==typeof t)return 0===(t=void 0===t?1:t)?i:s[t-1];for(var e=0,r=s.length;e<r;){if(s[e]._name===t)return s[e];e+=1}return null}return a.propertyGroup=propertyGroupFactory(a,(function(){return i})),s=t(e,r,a.propertyGroup),a.numProperties=s.length,a._name="Contents",a}}(),TextExpressionInterface=function(t){var e,r;function i(t){return"ADBE Text Document"===t?i.sourceText:null}return Object.defineProperty(i,"sourceText",{get:function(){t.textProperty.getValue();var i=t.textProperty.currentData.t;return i!==e&&(t.textProperty.currentData.t=e,(r=new String(i)).value=i||new String(i)),r}}),i},getBlendMode=(blendModeEnums={0:"source-over",1:"multiply",2:"screen",3:"overlay",4:"darken",5:"lighten",6:"color-dodge",7:"color-burn",8:"hard-light",9:"soft-light",10:"difference",11:"exclusion",12:"hue",13:"saturation",14:"color",15:"luminosity"},function(t){return blendModeEnums[t]||""}),blendModeEnums;function SliderEffect(t,e,r){this.p=PropertyFactory.getProp(e,t.v,0,0,r)}function AngleEffect(t,e,r){this.p=PropertyFactory.getProp(e,t.v,0,0,r)}function ColorEffect(t,e,r){this.p=PropertyFactory.getProp(e,t.v,1,0,r)}function PointEffect(t,e,r){this.p=PropertyFactory.getProp(e,t.v,1,0,r)}function LayerIndexEffect(t,e,r){this.p=PropertyFactory.getProp(e,t.v,0,0,r)}function MaskIndexEffect(t,e,r){this.p=PropertyFactory.getProp(e,t.v,0,0,r)}function CheckboxEffect(t,e,r){this.p=PropertyFactory.getProp(e,t.v,0,0,r)}function NoValueEffect(){this.p={}}function EffectsManager(t,e){var r,i=t.ef||[];this.effectElements=[];var s,a=i.length;for(r=0;r<a;r+=1)s=new GroupEffect(i[r],e),this.effectElements.push(s)}function GroupEffect(t,e){this.init(t,e)}function BaseElement(){}function FrameElement(){}function _typeof$2(t){return _typeof$2="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},_typeof$2(t)}extendPrototype([DynamicPropertyContainer],GroupEffect),GroupEffect.prototype.getValue=GroupEffect.prototype.iterateDynamicProperties,GroupEffect.prototype.init=function(t,e){var r;this.data=t,this.effectElements=[],this.initDynamicPropertyContainer(e);var i,s=this.data.ef.length,a=this.data.ef;for(r=0;r<s;r+=1){switch(i=null,a[r].ty){case 0:i=new SliderEffect(a[r],e,this);break;case 1:i=new AngleEffect(a[r],e,this);break;case 2:i=new ColorEffect(a[r],e,this);break;case 3:i=new PointEffect(a[r],e,this);break;case 4:case 7:i=new CheckboxEffect(a[r],e,this);break;case 10:i=new LayerIndexEffect(a[r],e,this);break;case 11:i=new MaskIndexEffect(a[r],e,this);break;case 5:i=new EffectsManager(a[r],e,this);break;default:i=new NoValueEffect(a[r],e,this)}i&&this.effectElements.push(i)}},BaseElement.prototype={checkMasks:function(){if(!this.data.hasMask)return!1;for(var t=0,e=this.data.masksProperties.length;t<e;){if("n"!==this.data.masksProperties[t].mode&&!1!==this.data.masksProperties[t].cl)return!0;t+=1}return!1},initExpressions:function(){this.layerInterface=LayerExpressionInterface(this),this.data.hasMask&&this.maskManager&&this.layerInterface.registerMaskInterface(this.maskManager);var t=EffectsExpressionInterface.createEffectsInterface(this,this.layerInterface);this.layerInterface.registerEffectsInterface(t),0===this.data.ty||this.data.xt?this.compInterface=CompExpressionInterface(this):4===this.data.ty?(this.layerInterface.shapeInterface=ShapeExpressionInterface(this.shapesData,this.itemsData,this.layerInterface),this.layerInterface.content=this.layerInterface.shapeInterface):5===this.data.ty&&(this.layerInterface.textInterface=TextExpressionInterface(this),this.layerInterface.text=this.layerInterface.textInterface)},setBlendMode:function(){var t=getBlendMode(this.data.bm);(this.baseElement||this.layerElement).style["mix-blend-mode"]=t},initBaseData:function(t,e,r){this.globalData=e,this.comp=r,this.data=t,this.layerId=createElementID(),this.data.sr||(this.data.sr=1),this.effectsManager=new EffectsManager(this.data,this,this.dynamicProperties)},getType:function(){return this.type},sourceRectAtTime:function(){}},FrameElement.prototype={initFrame:function(){this._isFirstFrame=!1,this.dynamicProperties=[],this._mdf=!1},prepareProperties:function(t,e){var r,i=this.dynamicProperties.length;for(r=0;r<i;r+=1)(e||this._isParent&&"transform"===this.dynamicProperties[r].propType)&&(this.dynamicProperties[r].getValue(),this.dynamicProperties[r]._mdf&&(this.globalData._mdf=!0,this._mdf=!0))},addDynamicProperty:function(t){-1===this.dynamicProperties.indexOf(t)&&this.dynamicProperties.push(t)}};var FootageInterface=(dataInterfaceFactory=function(t){function e(t){return"Outline"===t?e.outlineInterface():null}return e._name="Outline",e.outlineInterface=function(t){var e="",r=t.getFootageData();function i(t){if(r[t])return e=t,"object"===_typeof$2(r=r[t])?i:r;var s=t.indexOf(e);if(-1!==s){var a=parseInt(t.substr(s+e.length),10);return"object"===_typeof$2(r=r[a])?i:r}return""}return function(){return e="",r=t.getFootageData(),i}}(t),e},function(t){function e(t){return"Data"===t?e.dataInterface:null}return e._name="Data",e.dataInterface=dataInterfaceFactory(t),e}),dataInterfaceFactory;function FootageElement(t,e,r){this.initFrame(),this.initRenderable(),this.assetData=e.getAssetData(t.refId),this.footageData=e.imageLoader.getAsset(this.assetData),this.initBaseData(t,e,r)}function AudioElement(t,e,r){this.initFrame(),this.initRenderable(),this.assetData=e.getAssetData(t.refId),this.initBaseData(t,e,r),this._isPlaying=!1,this._canPlay=!1;var i=this.globalData.getAssetsPath(this.assetData);this.audio=this.globalData.audioController.createAudio(i),this._currentTime=0,this.globalData.audioController.addAudio(this),this.tm=t.tm?PropertyFactory.getProp(this,t.tm,0,e.frameRate,this):{_placeholder:!0}}function BaseRenderer(){}function TransformElement(){}function MaskElement(t,e,r){this.data=t,this.element=e,this.globalData=r,this.storedData=[],this.masksProperties=this.data.masksProperties||[],this.maskElement=null;var i,s,a=this.globalData.defs,n=this.masksProperties?this.masksProperties.length:0;this.viewData=createSizedArray(n),this.solidPath="";var o,h,l,p,f,m,c=this.masksProperties,d=0,u=[],y=createElementID(),g="clipPath",v="clip-path";for(i=0;i<n;i+=1)if(("a"!==c[i].mode&&"n"!==c[i].mode||c[i].inv||100!==c[i].o.k||c[i].o.x)&&(g="mask",v="mask"),"s"!==c[i].mode&&"i"!==c[i].mode||0!==d?l=null:((l=createNS("rect")).setAttribute("fill","#ffffff"),l.setAttribute("width",this.element.comp.data.w||0),l.setAttribute("height",this.element.comp.data.h||0),u.push(l)),s=createNS("path"),"n"===c[i].mode)this.viewData[i]={op:PropertyFactory.getProp(this.element,c[i].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,c[i],3),elem:s,lastPath:""},a.appendChild(s);else{var b;if(d+=1,s.setAttribute("fill","s"===c[i].mode?"#000000":"#ffffff"),s.setAttribute("clip-rule","nonzero"),0!==c[i].x.k?(g="mask",v="mask",m=PropertyFactory.getProp(this.element,c[i].x,0,null,this.element),b=createElementID(),(p=createNS("filter")).setAttribute("id",b),(f=createNS("feMorphology")).setAttribute("operator","erode"),f.setAttribute("in","SourceGraphic"),f.setAttribute("radius","0"),p.appendChild(f),a.appendChild(p),s.setAttribute("stroke","s"===c[i].mode?"#000000":"#ffffff")):(f=null,m=null),this.storedData[i]={elem:s,x:m,expan:f,lastPath:"",lastOperator:"",filterId:b,lastRadius:0},"i"===c[i].mode){h=u.length;var P=createNS("g");for(o=0;o<h;o+=1)P.appendChild(u[o]);var E=createNS("mask");E.setAttribute("mask-type","alpha"),E.setAttribute("id",y+"_"+d),E.appendChild(s),a.appendChild(E),P.setAttribute("mask","url("+getLocationHref()+"#"+y+"_"+d+")"),u.length=0,u.push(P)}else u.push(s);c[i].inv&&!this.solidPath&&(this.solidPath=this.createLayerSolidPath()),this.viewData[i]={elem:s,lastPath:"",op:PropertyFactory.getProp(this.element,c[i].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,c[i],3),invRect:l},this.viewData[i].prop.k||this.drawPath(c[i],this.viewData[i].prop.v,this.viewData[i])}for(this.maskElement=createNS(g),n=u.length,i=0;i<n;i+=1)this.maskElement.appendChild(u[i]);d>0&&(this.maskElement.setAttribute("id",y),this.element.maskedElement.setAttribute(v,"url("+getLocationHref()+"#"+y+")"),a.appendChild(this.maskElement)),this.viewData.length&&this.element.addRenderableComponent(this)}FootageElement.prototype.prepareFrame=function(){},extendPrototype([RenderableElement,BaseElement,FrameElement],FootageElement),FootageElement.prototype.getBaseElement=function(){return null},FootageElement.prototype.renderFrame=function(){},FootageElement.prototype.destroy=function(){},FootageElement.prototype.initExpressions=function(){this.layerInterface=FootageInterface(this)},FootageElement.prototype.getFootageData=function(){return this.footageData},AudioElement.prototype.prepareFrame=function(t){if(this.prepareRenderableFrame(t,!0),this.prepareProperties(t,!0),this.tm._placeholder)this._currentTime=t/this.data.sr;else{var e=this.tm.v;this._currentTime=e}},extendPrototype([RenderableElement,BaseElement,FrameElement],AudioElement),AudioElement.prototype.renderFrame=function(){this.isInRange&&this._canPlay&&(this._isPlaying?(!this.audio.playing()||Math.abs(this._currentTime/this.globalData.frameRate-this.audio.seek())>.1)&&this.audio.seek(this._currentTime/this.globalData.frameRate):(this.audio.play(),this.audio.seek(this._currentTime/this.globalData.frameRate),this._isPlaying=!0))},AudioElement.prototype.show=function(){},AudioElement.prototype.hide=function(){this.audio.pause(),this._isPlaying=!1},AudioElement.prototype.pause=function(){this.audio.pause(),this._isPlaying=!1,this._canPlay=!1},AudioElement.prototype.resume=function(){this._canPlay=!0},AudioElement.prototype.setRate=function(t){this.audio.rate(t)},AudioElement.prototype.volume=function(t){this.audio.volume(t)},AudioElement.prototype.getBaseElement=function(){return null},AudioElement.prototype.destroy=function(){},AudioElement.prototype.sourceRectAtTime=function(){},AudioElement.prototype.initExpressions=function(){},BaseRenderer.prototype.checkLayers=function(t){var e,r,i=this.layers.length;for(this.completeLayers=!0,e=i-1;e>=0;e-=1)this.elements[e]||(r=this.layers[e]).ip-r.st<=t-this.layers[e].st&&r.op-r.st>t-this.layers[e].st&&this.buildItem(e),this.completeLayers=!!this.elements[e]&&this.completeLayers;this.checkPendingElements()},BaseRenderer.prototype.createItem=function(t){switch(t.ty){case 2:return this.createImage(t);case 0:return this.createComp(t);case 1:return this.createSolid(t);case 3:default:return this.createNull(t);case 4:return this.createShape(t);case 5:return this.createText(t);case 6:return this.createAudio(t);case 13:return this.createCamera(t);case 15:return this.createFootage(t)}},BaseRenderer.prototype.createCamera=function(){throw new Error("You're using a 3d camera. Try the html renderer.")},BaseRenderer.prototype.createAudio=function(t){return new AudioElement(t,this.globalData,this)},BaseRenderer.prototype.createFootage=function(t){return new FootageElement(t,this.globalData,this)},BaseRenderer.prototype.buildAllItems=function(){var t,e=this.layers.length;for(t=0;t<e;t+=1)this.buildItem(t);this.checkPendingElements()},BaseRenderer.prototype.includeLayers=function(t){var e;this.completeLayers=!1;var r,i=t.length,s=this.layers.length;for(e=0;e<i;e+=1)for(r=0;r<s;){if(this.layers[r].id===t[e].id){this.layers[r]=t[e];break}r+=1}},BaseRenderer.prototype.setProjectInterface=function(t){this.globalData.projectInterface=t},BaseRenderer.prototype.initItems=function(){this.globalData.progressiveLoad||this.buildAllItems()},BaseRenderer.prototype.buildElementParenting=function(t,e,r){for(var i=this.elements,s=this.layers,a=0,n=s.length;a<n;)s[a].ind==e&&(i[a]&&!0!==i[a]?(r.push(i[a]),i[a].setAsParent(),void 0!==s[a].parent?this.buildElementParenting(t,s[a].parent,r):t.setHierarchy(r)):(this.buildItem(a),this.addPendingElement(t))),a+=1},BaseRenderer.prototype.addPendingElement=function(t){this.pendingElements.push(t)},BaseRenderer.prototype.searchExtraCompositions=function(t){var e,r=t.length;for(e=0;e<r;e+=1)if(t[e].xt){var i=this.createComp(t[e]);i.initExpressions(),this.globalData.projectInterface.registerComposition(i)}},BaseRenderer.prototype.setupGlobalData=function(t,e){this.globalData.fontManager=new FontManager,this.globalData.fontManager.addChars(t.chars),this.globalData.fontManager.addFonts(t.fonts,e),this.globalData.getAssetData=this.animationItem.getAssetData.bind(this.animationItem),this.globalData.getAssetsPath=this.animationItem.getAssetsPath.bind(this.animationItem),this.globalData.imageLoader=this.animationItem.imagePreloader,this.globalData.audioController=this.animationItem.audioController,this.globalData.frameId=0,this.globalData.frameRate=t.fr,this.globalData.nm=t.nm,this.globalData.compSize={w:t.w,h:t.h}},TransformElement.prototype={initTransform:function(){this.finalTransform={mProp:this.data.ks?TransformPropertyFactory.getTransformProperty(this,this.data.ks,this):{o:0},_matMdf:!1,_opMdf:!1,mat:new Matrix},this.data.ao&&(this.finalTransform.mProp.autoOriented=!0),this.data.ty},renderTransform:function(){if(this.finalTransform._opMdf=this.finalTransform.mProp.o._mdf||this._isFirstFrame,this.finalTransform._matMdf=this.finalTransform.mProp._mdf||this._isFirstFrame,this.hierarchy){var t,e=this.finalTransform.mat,r=0,i=this.hierarchy.length;if(!this.finalTransform._matMdf)for(;r<i;){if(this.hierarchy[r].finalTransform.mProp._mdf){this.finalTransform._matMdf=!0;break}r+=1}if(this.finalTransform._matMdf)for(t=this.finalTransform.mProp.v.props,e.cloneFromProps(t),r=0;r<i;r+=1)t=this.hierarchy[r].finalTransform.mProp.v.props,e.transform(t[0],t[1],t[2],t[3],t[4],t[5],t[6],t[7],t[8],t[9],t[10],t[11],t[12],t[13],t[14],t[15])}},globalToLocal:function(t){var e=[];e.push(this.finalTransform);for(var r,i=!0,s=this.comp;i;)s.finalTransform?(s.data.hasMask&&e.splice(0,0,s.finalTransform),s=s.comp):i=!1;var a,n=e.length;for(r=0;r<n;r+=1)a=e[r].mat.applyToPointArray(0,0,0),t=[t[0]-a[0],t[1]-a[1],0];return t},mHelper:new Matrix},MaskElement.prototype.getMaskProperty=function(t){return this.viewData[t].prop},MaskElement.prototype.renderFrame=function(t){var e,r=this.element.finalTransform.mat,i=this.masksProperties.length;for(e=0;e<i;e+=1)if((this.viewData[e].prop._mdf||t)&&this.drawPath(this.masksProperties[e],this.viewData[e].prop.v,this.viewData[e]),(this.viewData[e].op._mdf||t)&&this.viewData[e].elem.setAttribute("fill-opacity",this.viewData[e].op.v),"n"!==this.masksProperties[e].mode&&(this.viewData[e].invRect&&(this.element.finalTransform.mProp._mdf||t)&&this.viewData[e].invRect.setAttribute("transform",r.getInverseMatrix().to2dCSS()),this.storedData[e].x&&(this.storedData[e].x._mdf||t))){var s=this.storedData[e].expan;this.storedData[e].x.v<0?("erode"!==this.storedData[e].lastOperator&&(this.storedData[e].lastOperator="erode",this.storedData[e].elem.setAttribute("filter","url("+getLocationHref()+"#"+this.storedData[e].filterId+")")),s.setAttribute("radius",-this.storedData[e].x.v)):("dilate"!==this.storedData[e].lastOperator&&(this.storedData[e].lastOperator="dilate",this.storedData[e].elem.setAttribute("filter",null)),this.storedData[e].elem.setAttribute("stroke-width",2*this.storedData[e].x.v))}},MaskElement.prototype.getMaskelement=function(){return this.maskElement},MaskElement.prototype.createLayerSolidPath=function(){var t="M0,0 ";return t+=" h"+this.globalData.compSize.w,t+=" v"+this.globalData.compSize.h,t+=" h-"+this.globalData.compSize.w,t+=" v-"+this.globalData.compSize.h+" "},MaskElement.prototype.drawPath=function(t,e,r){var i,s,a=" M"+e.v[0][0]+","+e.v[0][1];for(s=e._length,i=1;i<s;i+=1)a+=" C"+e.o[i-1][0]+","+e.o[i-1][1]+" "+e.i[i][0]+","+e.i[i][1]+" "+e.v[i][0]+","+e.v[i][1];if(e.c&&s>1&&(a+=" C"+e.o[i-1][0]+","+e.o[i-1][1]+" "+e.i[0][0]+","+e.i[0][1]+" "+e.v[0][0]+","+e.v[0][1]),r.lastPath!==a){var n="";r.elem&&(e.c&&(n=t.inv?this.solidPath+a:a),r.elem.setAttribute("d",n)),r.lastPath=a}},MaskElement.prototype.destroy=function(){this.element=null,this.globalData=null,this.maskElement=null,this.data=null,this.masksProperties=null};var filtersFactory=function(){var t={};return t.createFilter=function(t,e){var r=createNS("filter");r.setAttribute("id",t),!0!==e&&(r.setAttribute("filterUnits","objectBoundingBox"),r.setAttribute("x","0%"),r.setAttribute("y","0%"),r.setAttribute("width","100%"),r.setAttribute("height","100%"));return r},t.createAlphaToLuminanceFilter=function(){var t=createNS("feColorMatrix");return t.setAttribute("type","matrix"),t.setAttribute("color-interpolation-filters","sRGB"),t.setAttribute("values","0 0 0 1 0  0 0 0 1 0  0 0 0 1 0  0 0 0 1 1"),t},t}(),featureSupport=function(){var t={maskType:!0};return(/MSIE 10/i.test(navigator.userAgent)||/MSIE 9/i.test(navigator.userAgent)||/rv:11.0/i.test(navigator.userAgent)||/Edge\/\d./i.test(navigator.userAgent))&&(t.maskType=!1),t}();function SVGTintFilter(t,e){this.filterManager=e;var r=createNS("feColorMatrix");if(r.setAttribute("type","matrix"),r.setAttribute("color-interpolation-filters","linearRGB"),r.setAttribute("values","0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0 0 0 1 0"),r.setAttribute("result","f1"),t.appendChild(r),(r=createNS("feColorMatrix")).setAttribute("type","matrix"),r.setAttribute("color-interpolation-filters","sRGB"),r.setAttribute("values","1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"),r.setAttribute("result","f2"),t.appendChild(r),this.matrixFilter=r,100!==e.effectElements[2].p.v||e.effectElements[2].p.k){var i,s=createNS("feMerge");t.appendChild(s),(i=createNS("feMergeNode")).setAttribute("in","SourceGraphic"),s.appendChild(i),(i=createNS("feMergeNode")).setAttribute("in","f2"),s.appendChild(i)}}function SVGFillFilter(t,e){this.filterManager=e;var r=createNS("feColorMatrix");r.setAttribute("type","matrix"),r.setAttribute("color-interpolation-filters","sRGB"),r.setAttribute("values","1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"),t.appendChild(r),this.matrixFilter=r}function SVGStrokeEffect(t,e){this.initialized=!1,this.filterManager=e,this.elem=t,this.paths=[]}function SVGTritoneFilter(t,e){this.filterManager=e;var r=createNS("feColorMatrix");r.setAttribute("type","matrix"),r.setAttribute("color-interpolation-filters","linearRGB"),r.setAttribute("values","0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0 0 0 1 0"),r.setAttribute("result","f1"),t.appendChild(r);var i=createNS("feComponentTransfer");i.setAttribute("color-interpolation-filters","sRGB"),t.appendChild(i),this.matrixFilter=i;var s=createNS("feFuncR");s.setAttribute("type","table"),i.appendChild(s),this.feFuncR=s;var a=createNS("feFuncG");a.setAttribute("type","table"),i.appendChild(a),this.feFuncG=a;var n=createNS("feFuncB");n.setAttribute("type","table"),i.appendChild(n),this.feFuncB=n}function SVGProLevelsFilter(t,e){this.filterManager=e;var r=this.filterManager.effectElements,i=createNS("feComponentTransfer");(r[10].p.k||0!==r[10].p.v||r[11].p.k||1!==r[11].p.v||r[12].p.k||1!==r[12].p.v||r[13].p.k||0!==r[13].p.v||r[14].p.k||1!==r[14].p.v)&&(this.feFuncR=this.createFeFunc("feFuncR",i)),(r[17].p.k||0!==r[17].p.v||r[18].p.k||1!==r[18].p.v||r[19].p.k||1!==r[19].p.v||r[20].p.k||0!==r[20].p.v||r[21].p.k||1!==r[21].p.v)&&(this.feFuncG=this.createFeFunc("feFuncG",i)),(r[24].p.k||0!==r[24].p.v||r[25].p.k||1!==r[25].p.v||r[26].p.k||1!==r[26].p.v||r[27].p.k||0!==r[27].p.v||r[28].p.k||1!==r[28].p.v)&&(this.feFuncB=this.createFeFunc("feFuncB",i)),(r[31].p.k||0!==r[31].p.v||r[32].p.k||1!==r[32].p.v||r[33].p.k||1!==r[33].p.v||r[34].p.k||0!==r[34].p.v||r[35].p.k||1!==r[35].p.v)&&(this.feFuncA=this.createFeFunc("feFuncA",i)),(this.feFuncR||this.feFuncG||this.feFuncB||this.feFuncA)&&(i.setAttribute("color-interpolation-filters","sRGB"),t.appendChild(i),i=createNS("feComponentTransfer")),(r[3].p.k||0!==r[3].p.v||r[4].p.k||1!==r[4].p.v||r[5].p.k||1!==r[5].p.v||r[6].p.k||0!==r[6].p.v||r[7].p.k||1!==r[7].p.v)&&(i.setAttribute("color-interpolation-filters","sRGB"),t.appendChild(i),this.feFuncRComposed=this.createFeFunc("feFuncR",i),this.feFuncGComposed=this.createFeFunc("feFuncG",i),this.feFuncBComposed=this.createFeFunc("feFuncB",i))}function SVGDropShadowEffect(t,e){var r=e.container.globalData.renderConfig.filterSize;t.setAttribute("x",r.x),t.setAttribute("y",r.y),t.setAttribute("width",r.width),t.setAttribute("height",r.height),this.filterManager=e;var i=createNS("feGaussianBlur");i.setAttribute("in","SourceAlpha"),i.setAttribute("result","drop_shadow_1"),i.setAttribute("stdDeviation","0"),this.feGaussianBlur=i,t.appendChild(i);var s=createNS("feOffset");s.setAttribute("dx","25"),s.setAttribute("dy","0"),s.setAttribute("in","drop_shadow_1"),s.setAttribute("result","drop_shadow_2"),this.feOffset=s,t.appendChild(s);var a=createNS("feFlood");a.setAttribute("flood-color","#00ff00"),a.setAttribute("flood-opacity","1"),a.setAttribute("result","drop_shadow_3"),this.feFlood=a,t.appendChild(a);var n=createNS("feComposite");n.setAttribute("in","drop_shadow_3"),n.setAttribute("in2","drop_shadow_2"),n.setAttribute("operator","in"),n.setAttribute("result","drop_shadow_4"),t.appendChild(n);var o,h=createNS("feMerge");t.appendChild(h),o=createNS("feMergeNode"),h.appendChild(o),(o=createNS("feMergeNode")).setAttribute("in","SourceGraphic"),this.feMergeNode=o,this.feMerge=h,this.originalNodeAdded=!1,h.appendChild(o)}SVGTintFilter.prototype.renderFrame=function(t){if(t||this.filterManager._mdf){var e=this.filterManager.effectElements[0].p.v,r=this.filterManager.effectElements[1].p.v,i=this.filterManager.effectElements[2].p.v/100;this.matrixFilter.setAttribute("values",r[0]-e[0]+" 0 0 0 "+e[0]+" "+(r[1]-e[1])+" 0 0 0 "+e[1]+" "+(r[2]-e[2])+" 0 0 0 "+e[2]+" 0 0 0 "+i+" 0")}},SVGFillFilter.prototype.renderFrame=function(t){if(t||this.filterManager._mdf){var e=this.filterManager.effectElements[2].p.v,r=this.filterManager.effectElements[6].p.v;this.matrixFilter.setAttribute("values","0 0 0 0 "+e[0]+" 0 0 0 0 "+e[1]+" 0 0 0 0 "+e[2]+" 0 0 0 "+r+" 0")}},SVGStrokeEffect.prototype.initialize=function(){var t,e,r,i,s=this.elem.layerElement.children||this.elem.layerElement.childNodes;for(1===this.filterManager.effectElements[1].p.v?(i=this.elem.maskManager.masksProperties.length,r=0):i=(r=this.filterManager.effectElements[0].p.v-1)+1,(e=createNS("g")).setAttribute("fill","none"),e.setAttribute("stroke-linecap","round"),e.setAttribute("stroke-dashoffset",1);r<i;r+=1)t=createNS("path"),e.appendChild(t),this.paths.push({p:t,m:r});if(3===this.filterManager.effectElements[10].p.v){var a=createNS("mask"),n=createElementID();a.setAttribute("id",n),a.setAttribute("mask-type","alpha"),a.appendChild(e),this.elem.globalData.defs.appendChild(a);var o=createNS("g");for(o.setAttribute("mask","url("+getLocationHref()+"#"+n+")");s[0];)o.appendChild(s[0]);this.elem.layerElement.appendChild(o),this.masker=a,e.setAttribute("stroke","#fff")}else if(1===this.filterManager.effectElements[10].p.v||2===this.filterManager.effectElements[10].p.v){if(2===this.filterManager.effectElements[10].p.v)for(s=this.elem.layerElement.children||this.elem.layerElement.childNodes;s.length;)this.elem.layerElement.removeChild(s[0]);this.elem.layerElement.appendChild(e),this.elem.layerElement.removeAttribute("mask"),e.setAttribute("stroke","#fff")}this.initialized=!0,this.pathMasker=e},SVGStrokeEffect.prototype.renderFrame=function(t){var e;this.initialized||this.initialize();var r,i,s=this.paths.length;for(e=0;e<s;e+=1)if(-1!==this.paths[e].m&&(r=this.elem.maskManager.viewData[this.paths[e].m],i=this.paths[e].p,(t||this.filterManager._mdf||r.prop._mdf)&&i.setAttribute("d",r.lastPath),t||this.filterManager.effectElements[9].p._mdf||this.filterManager.effectElements[4].p._mdf||this.filterManager.effectElements[7].p._mdf||this.filterManager.effectElements[8].p._mdf||r.prop._mdf)){var a;if(0!==this.filterManager.effectElements[7].p.v||100!==this.filterManager.effectElements[8].p.v){var n=.01*Math.min(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v),o=.01*Math.max(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v),h=i.getTotalLength();a="0 0 0 "+h*n+" ";var l,p=h*(o-n),f=1+2*this.filterManager.effectElements[4].p.v*this.filterManager.effectElements[9].p.v*.01,m=Math.floor(p/f);for(l=0;l<m;l+=1)a+="1 "+2*this.filterManager.effectElements[4].p.v*this.filterManager.effectElements[9].p.v*.01+" ";a+="0 "+10*h+" 0 0"}else a="1 "+2*this.filterManager.effectElements[4].p.v*this.filterManager.effectElements[9].p.v*.01;i.setAttribute("stroke-dasharray",a)}if((t||this.filterManager.effectElements[4].p._mdf)&&this.pathMasker.setAttribute("stroke-width",2*this.filterManager.effectElements[4].p.v),(t||this.filterManager.effectElements[6].p._mdf)&&this.pathMasker.setAttribute("opacity",this.filterManager.effectElements[6].p.v),(1===this.filterManager.effectElements[10].p.v||2===this.filterManager.effectElements[10].p.v)&&(t||this.filterManager.effectElements[3].p._mdf)){var c=this.filterManager.effectElements[3].p.v;this.pathMasker.setAttribute("stroke","rgb("+bmFloor(255*c[0])+","+bmFloor(255*c[1])+","+bmFloor(255*c[2])+")")}},SVGTritoneFilter.prototype.renderFrame=function(t){if(t||this.filterManager._mdf){var e=this.filterManager.effectElements[0].p.v,r=this.filterManager.effectElements[1].p.v,i=this.filterManager.effectElements[2].p.v,s=i[0]+" "+r[0]+" "+e[0],a=i[1]+" "+r[1]+" "+e[1],n=i[2]+" "+r[2]+" "+e[2];this.feFuncR.setAttribute("tableValues",s),this.feFuncG.setAttribute("tableValues",a),this.feFuncB.setAttribute("tableValues",n)}},SVGProLevelsFilter.prototype.createFeFunc=function(t,e){var r=createNS(t);return r.setAttribute("type","table"),e.appendChild(r),r},SVGProLevelsFilter.prototype.getTableValue=function(t,e,r,i,s){for(var a,n,o=0,h=Math.min(t,e),l=Math.max(t,e),p=Array.call(null,{length:256}),f=0,m=s-i,c=e-t;o<=256;)n=(a=o/256)<=h?c<0?s:i:a>=l?c<0?i:s:i+m*Math.pow((a-t)/c,1/r),p[f]=n,f+=1,o+=256/255;return p.join(" ")},SVGProLevelsFilter.prototype.renderFrame=function(t){if(t||this.filterManager._mdf){var e,r=this.filterManager.effectElements;this.feFuncRComposed&&(t||r[3].p._mdf||r[4].p._mdf||r[5].p._mdf||r[6].p._mdf||r[7].p._mdf)&&(e=this.getTableValue(r[3].p.v,r[4].p.v,r[5].p.v,r[6].p.v,r[7].p.v),this.feFuncRComposed.setAttribute("tableValues",e),this.feFuncGComposed.setAttribute("tableValues",e),this.feFuncBComposed.setAttribute("tableValues",e)),this.feFuncR&&(t||r[10].p._mdf||r[11].p._mdf||r[12].p._mdf||r[13].p._mdf||r[14].p._mdf)&&(e=this.getTableValue(r[10].p.v,r[11].p.v,r[12].p.v,r[13].p.v,r[14].p.v),this.feFuncR.setAttribute("tableValues",e)),this.feFuncG&&(t||r[17].p._mdf||r[18].p._mdf||r[19].p._mdf||r[20].p._mdf||r[21].p._mdf)&&(e=this.getTableValue(r[17].p.v,r[18].p.v,r[19].p.v,r[20].p.v,r[21].p.v),this.feFuncG.setAttribute("tableValues",e)),this.feFuncB&&(t||r[24].p._mdf||r[25].p._mdf||r[26].p._mdf||r[27].p._mdf||r[28].p._mdf)&&(e=this.getTableValue(r[24].p.v,r[25].p.v,r[26].p.v,r[27].p.v,r[28].p.v),this.feFuncB.setAttribute("tableValues",e)),this.feFuncA&&(t||r[31].p._mdf||r[32].p._mdf||r[33].p._mdf||r[34].p._mdf||r[35].p._mdf)&&(e=this.getTableValue(r[31].p.v,r[32].p.v,r[33].p.v,r[34].p.v,r[35].p.v),this.feFuncA.setAttribute("tableValues",e))}},SVGDropShadowEffect.prototype.renderFrame=function(t){if(t||this.filterManager._mdf){if((t||this.filterManager.effectElements[4].p._mdf)&&this.feGaussianBlur.setAttribute("stdDeviation",this.filterManager.effectElements[4].p.v/4),t||this.filterManager.effectElements[0].p._mdf){var e=this.filterManager.effectElements[0].p.v;this.feFlood.setAttribute("flood-color",rgbToHex(Math.round(255*e[0]),Math.round(255*e[1]),Math.round(255*e[2])))}if((t||this.filterManager.effectElements[1].p._mdf)&&this.feFlood.setAttribute("flood-opacity",this.filterManager.effectElements[1].p.v/255),t||this.filterManager.effectElements[2].p._mdf||this.filterManager.effectElements[3].p._mdf){var r=this.filterManager.effectElements[3].p.v,i=(this.filterManager.effectElements[2].p.v-90)*degToRads,s=r*Math.cos(i),a=r*Math.sin(i);this.feOffset.setAttribute("dx",s),this.feOffset.setAttribute("dy",a)}}};var _svgMatteSymbols=[];function SVGMatte3Effect(t,e,r){this.initialized=!1,this.filterManager=e,this.filterElem=t,this.elem=r,r.matteElement=createNS("g"),r.matteElement.appendChild(r.layerElement),r.matteElement.appendChild(r.transformedElement),r.baseElement=r.matteElement}function SVGGaussianBlurEffect(t,e){t.setAttribute("x","-100%"),t.setAttribute("y","-100%"),t.setAttribute("width","300%"),t.setAttribute("height","300%"),this.filterManager=e;var r=createNS("feGaussianBlur");t.appendChild(r),this.feGaussianBlur=r}SVGMatte3Effect.prototype.findSymbol=function(t){for(var e=0,r=_svgMatteSymbols.length;e<r;){if(_svgMatteSymbols[e]===t)return _svgMatteSymbols[e];e+=1}return null},SVGMatte3Effect.prototype.replaceInParent=function(t,e){var r=t.layerElement.parentNode;if(r){for(var i,s=r.children,a=0,n=s.length;a<n&&s[a]!==t.layerElement;)a+=1;a<=n-2&&(i=s[a+1]);var o=createNS("use");o.setAttribute("href","#"+e),i?r.insertBefore(o,i):r.appendChild(o)}},SVGMatte3Effect.prototype.setElementAsMask=function(t,e){if(!this.findSymbol(e)){var r=createElementID(),i=createNS("mask");i.setAttribute("id",e.layerId),i.setAttribute("mask-type","alpha"),_svgMatteSymbols.push(e);var s=t.globalData.defs;s.appendChild(i);var a=createNS("symbol");a.setAttribute("id",r),this.replaceInParent(e,r),a.appendChild(e.layerElement),s.appendChild(a);var n=createNS("use");n.setAttribute("href","#"+r),i.appendChild(n),e.data.hd=!1,e.show()}t.setMatte(e.layerId)},SVGMatte3Effect.prototype.initialize=function(){for(var t=this.filterManager.effectElements[0].p.v,e=this.elem.comp.elements,r=0,i=e.length;r<i;)e[r]&&e[r].data.ind===t&&this.setElementAsMask(this.elem,e[r]),r+=1;this.initialized=!0},SVGMatte3Effect.prototype.renderFrame=function(){this.initialized||this.initialize()},SVGGaussianBlurEffect.prototype.renderFrame=function(t){if(t||this.filterManager._mdf){var e=.3*this.filterManager.effectElements[0].p.v,r=this.filterManager.effectElements[1].p.v,i=3==r?0:e,s=2==r?0:e;this.feGaussianBlur.setAttribute("stdDeviation",i+" "+s);var a=1==this.filterManager.effectElements[2].p.v?"wrap":"duplicate";this.feGaussianBlur.setAttribute("edgeMode",a)}};var registeredEffects={};function SVGEffects(t){var e,r,i=t.data.ef?t.data.ef.length:0,s=createElementID(),a=filtersFactory.createFilter(s,!0),n=0;for(this.filters=[],e=0;e<i;e+=1){r=null;var o=t.data.ef[e].ty;if(registeredEffects[o])r=new(0,registeredEffects[o].effect)(a,t.effectsManager.effectElements[e],t),registeredEffects[o].countsAsEffect&&(n+=1);20===t.data.ef[e].ty?(n+=1,r=new SVGTintFilter(a,t.effectsManager.effectElements[e])):21===t.data.ef[e].ty?(n+=1,r=new SVGFillFilter(a,t.effectsManager.effectElements[e])):22===t.data.ef[e].ty?r=new SVGStrokeEffect(t,t.effectsManager.effectElements[e]):23===t.data.ef[e].ty?(n+=1,r=new SVGTritoneFilter(a,t.effectsManager.effectElements[e])):24===t.data.ef[e].ty?(n+=1,r=new SVGProLevelsFilter(a,t.effectsManager.effectElements[e])):25===t.data.ef[e].ty?(n+=1,r=new SVGDropShadowEffect(a,t.effectsManager.effectElements[e])):28===t.data.ef[e].ty?r=new SVGMatte3Effect(a,t.effectsManager.effectElements[e],t):29===t.data.ef[e].ty&&(n+=1,r=new SVGGaussianBlurEffect(a,t.effectsManager.effectElements[e])),r&&this.filters.push(r)}n&&(t.globalData.defs.appendChild(a),t.layerElement.setAttribute("filter","url("+getLocationHref()+"#"+s+")")),this.filters.length&&t.addRenderableComponent(this)}function registerEffect(t,e,r){registeredEffects[t]={effect:e,countsAsEffect:r}}function SVGBaseElement(){}function HierarchyElement(){}function RenderableDOMElement(){}function IImageElement(t,e,r){this.assetData=e.getAssetData(t.refId),this.initElement(t,e,r),this.sourceRect={top:0,left:0,width:this.assetData.w,height:this.assetData.h}}function ProcessedElement(t,e){this.elem=t,this.pos=e}function IShapeElement(){}SVGEffects.prototype.renderFrame=function(t){var e,r=this.filters.length;for(e=0;e<r;e+=1)this.filters[e].renderFrame(t)},SVGBaseElement.prototype={initRendererElement:function(){this.layerElement=createNS("g")},createContainerElements:function(){this.matteElement=createNS("g"),this.transformedElement=this.layerElement,this.maskedElement=this.layerElement,this._sizeChanged=!1;var t,e,r,i=null;if(this.data.td){if(3==this.data.td||1==this.data.td){var s=createNS("mask");s.setAttribute("id",this.layerId),s.setAttribute("mask-type",3==this.data.td?"luminance":"alpha"),s.appendChild(this.layerElement),i=s,this.globalData.defs.appendChild(s),featureSupport.maskType||1!=this.data.td||(s.setAttribute("mask-type","luminance"),t=createElementID(),e=filtersFactory.createFilter(t),this.globalData.defs.appendChild(e),e.appendChild(filtersFactory.createAlphaToLuminanceFilter()),(r=createNS("g")).appendChild(this.layerElement),i=r,s.appendChild(r),r.setAttribute("filter","url("+getLocationHref()+"#"+t+")"))}else if(2==this.data.td){var a=createNS("mask");a.setAttribute("id",this.layerId),a.setAttribute("mask-type","alpha");var n=createNS("g");a.appendChild(n),t=createElementID(),e=filtersFactory.createFilter(t);var o=createNS("feComponentTransfer");o.setAttribute("in","SourceGraphic"),e.appendChild(o);var h=createNS("feFuncA");h.setAttribute("type","table"),h.setAttribute("tableValues","1.0 0.0"),o.appendChild(h),this.globalData.defs.appendChild(e);var l=createNS("rect");l.setAttribute("width",this.comp.data.w),l.setAttribute("height",this.comp.data.h),l.setAttribute("x","0"),l.setAttribute("y","0"),l.setAttribute("fill","#ffffff"),l.setAttribute("opacity","0"),n.setAttribute("filter","url("+getLocationHref()+"#"+t+")"),n.appendChild(l),n.appendChild(this.layerElement),i=n,featureSupport.maskType||(a.setAttribute("mask-type","luminance"),e.appendChild(filtersFactory.createAlphaToLuminanceFilter()),r=createNS("g"),n.appendChild(l),r.appendChild(this.layerElement),i=r,n.appendChild(r)),this.globalData.defs.appendChild(a)}}else this.data.tt?(this.matteElement.appendChild(this.layerElement),i=this.matteElement,this.baseElement=this.matteElement):this.baseElement=this.layerElement;if(this.data.ln&&this.layerElement.setAttribute("id",this.data.ln),this.data.cl&&this.layerElement.setAttribute("class",this.data.cl),0===this.data.ty&&!this.data.hd){var p=createNS("clipPath"),f=createNS("path");f.setAttribute("d","M0,0 L"+this.data.w+",0 L"+this.data.w+","+this.data.h+" L0,"+this.data.h+"z");var m=createElementID();if(p.setAttribute("id",m),p.appendChild(f),this.globalData.defs.appendChild(p),this.checkMasks()){var c=createNS("g");c.setAttribute("clip-path","url("+getLocationHref()+"#"+m+")"),c.appendChild(this.layerElement),this.transformedElement=c,i?i.appendChild(this.transformedElement):this.baseElement=this.transformedElement}else this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+m+")")}0!==this.data.bm&&this.setBlendMode()},renderElement:function(){this.finalTransform._matMdf&&this.transformedElement.setAttribute("transform",this.finalTransform.mat.to2dCSS()),this.finalTransform._opMdf&&this.transformedElement.setAttribute("opacity",this.finalTransform.mProp.o.v)},destroyBaseElement:function(){this.layerElement=null,this.matteElement=null,this.maskManager.destroy()},getBaseElement:function(){return this.data.hd?null:this.baseElement},createRenderableComponents:function(){this.maskManager=new MaskElement(this.data,this,this.globalData),this.renderableEffectsManager=new SVGEffects(this)},setMatte:function(t){this.matteElement&&this.matteElement.setAttribute("mask","url("+getLocationHref()+"#"+t+")")}},HierarchyElement.prototype={initHierarchy:function(){this.hierarchy=[],this._isParent=!1,this.checkParenting()},setHierarchy:function(t){this.hierarchy=t},setAsParent:function(){this._isParent=!0},checkParenting:function(){void 0!==this.data.parent&&this.comp.buildElementParenting(this,this.data.parent,[])}},extendPrototype([RenderableElement,createProxyFunction({initElement:function(t,e,r){this.initFrame(),this.initBaseData(t,e,r),this.initTransform(t,e,r),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide()},hide:function(){this.hidden||this.isInRange&&!this.isTransparent||((this.baseElement||this.layerElement).style.display="none",this.hidden=!0)},show:function(){this.isInRange&&!this.isTransparent&&(this.data.hd||((this.baseElement||this.layerElement).style.display="block"),this.hidden=!1,this._isFirstFrame=!0)},renderFrame:function(){this.data.hd||this.hidden||(this.renderTransform(),this.renderRenderable(),this.renderElement(),this.renderInnerContent(),this._isFirstFrame&&(this._isFirstFrame=!1))},renderInnerContent:function(){},prepareFrame:function(t){this._mdf=!1,this.prepareRenderableFrame(t),this.prepareProperties(t,this.isInRange),this.checkTransparency()},destroy:function(){this.innerElem=null,this.destroyBaseElement()}})],RenderableDOMElement),extendPrototype([BaseElement,TransformElement,SVGBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],IImageElement),IImageElement.prototype.createContent=function(){var t=this.globalData.getAssetsPath(this.assetData);this.innerElem=createNS("image"),this.innerElem.setAttribute("width",this.assetData.w+"px"),this.innerElem.setAttribute("height",this.assetData.h+"px"),this.innerElem.setAttribute("preserveAspectRatio",this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio),this.innerElem.setAttributeNS("http://www.w3.org/1999/xlink","href",t),this.layerElement.appendChild(this.innerElem)},IImageElement.prototype.sourceRectAtTime=function(){return this.sourceRect},IShapeElement.prototype={addShapeToModifiers:function(t){var e,r=this.shapeModifiers.length;for(e=0;e<r;e+=1)this.shapeModifiers[e].addShape(t)},isShapeInAnimatedModifiers:function(t){for(var e=this.shapeModifiers.length;0<e;)if(this.shapeModifiers[0].isAnimatedWithShape(t))return!0;return!1},renderModifiers:function(){if(this.shapeModifiers.length){var t,e=this.shapes.length;for(t=0;t<e;t+=1)this.shapes[t].sh.reset();for(t=(e=this.shapeModifiers.length)-1;t>=0&&!this.shapeModifiers[t].processShapes(this._isFirstFrame);t-=1);}},searchProcessedElement:function(t){for(var e=this.processedElements,r=0,i=e.length;r<i;){if(e[r].elem===t)return e[r].pos;r+=1}return 0},addProcessedElement:function(t,e){for(var r=this.processedElements,i=r.length;i;)if(r[i-=1].elem===t)return void(r[i].pos=e);r.push(new ProcessedElement(t,e))},prepareFrame:function(t){this.prepareRenderableFrame(t),this.prepareProperties(t,this.isInRange)}};var lineCapEnum={1:"butt",2:"round",3:"square"},lineJoinEnum={1:"miter",2:"round",3:"bevel"};function SVGShapeData(t,e,r){this.caches=[],this.styles=[],this.transformers=t,this.lStr="",this.sh=r,this.lvl=e,this._isAnimated=!!r.k;for(var i=0,s=t.length;i<s;){if(t[i].mProps.dynamicProperties.length){this._isAnimated=!0;break}i+=1}}function SVGStyleData(t,e){this.data=t,this.type=t.ty,this.d="",this.lvl=e,this._mdf=!1,this.closed=!0===t.hd,this.pElem=createNS("path"),this.msElem=null}function DashProperty(t,e,r,i){var s;this.elem=t,this.frameId=-1,this.dataProps=createSizedArray(e.length),this.renderer=r,this.k=!1,this.dashStr="",this.dashArray=createTypedArray("float32",e.length?e.length-1:0),this.dashoffset=createTypedArray("float32",1),this.initDynamicPropertyContainer(i);var a,n=e.length||0;for(s=0;s<n;s+=1)a=PropertyFactory.getProp(t,e[s].v,0,0,this),this.k=a.k||this.k,this.dataProps[s]={n:e[s].n,p:a};this.k||this.getValue(!0),this._isAnimated=this.k}function SVGStrokeStyleData(t,e,r){this.initDynamicPropertyContainer(t),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(t,e.o,0,.01,this),this.w=PropertyFactory.getProp(t,e.w,0,null,this),this.d=new DashProperty(t,e.d||{},"svg",this),this.c=PropertyFactory.getProp(t,e.c,1,255,this),this.style=r,this._isAnimated=!!this._isAnimated}function SVGFillStyleData(t,e,r){this.initDynamicPropertyContainer(t),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(t,e.o,0,.01,this),this.c=PropertyFactory.getProp(t,e.c,1,255,this),this.style=r}function SVGNoStyleData(t,e,r){this.initDynamicPropertyContainer(t),this.getValue=this.iterateDynamicProperties,this.style=r}function GradientProperty(t,e,r){this.data=e,this.c=createTypedArray("uint8c",4*e.p);var i=e.k.k[0].s?e.k.k[0].s.length-4*e.p:e.k.k.length-4*e.p;this.o=createTypedArray("float32",i),this._cmdf=!1,this._omdf=!1,this._collapsable=this.checkCollapsable(),this._hasOpacity=i,this.initDynamicPropertyContainer(r),this.prop=PropertyFactory.getProp(t,e.k,1,null,this),this.k=this.prop.k,this.getValue(!0)}function SVGGradientFillStyleData(t,e,r){this.initDynamicPropertyContainer(t),this.getValue=this.iterateDynamicProperties,this.initGradientData(t,e,r)}function SVGGradientStrokeStyleData(t,e,r){this.initDynamicPropertyContainer(t),this.getValue=this.iterateDynamicProperties,this.w=PropertyFactory.getProp(t,e.w,0,null,this),this.d=new DashProperty(t,e.d||{},"svg",this),this.initGradientData(t,e,r),this._isAnimated=!!this._isAnimated}function ShapeGroupData(){this.it=[],this.prevViewData=[],this.gr=createNS("g")}function SVGTransformData(t,e,r){this.transform={mProps:t,op:e,container:r},this.elements=[],this._isAnimated=this.transform.mProps.dynamicProperties.length||this.transform.op.effectsSequence.length}SVGShapeData.prototype.setAsAnimated=function(){this._isAnimated=!0},SVGStyleData.prototype.reset=function(){this.d="",this._mdf=!1},DashProperty.prototype.getValue=function(t){if((this.elem.globalData.frameId!==this.frameId||t)&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf=this._mdf||t,this._mdf)){var e=0,r=this.dataProps.length;for("svg"===this.renderer&&(this.dashStr=""),e=0;e<r;e+=1)"o"!==this.dataProps[e].n?"svg"===this.renderer?this.dashStr+=" "+this.dataProps[e].p.v:this.dashArray[e]=this.dataProps[e].p.v:this.dashoffset[0]=this.dataProps[e].p.v}},extendPrototype([DynamicPropertyContainer],DashProperty),extendPrototype([DynamicPropertyContainer],SVGStrokeStyleData),extendPrototype([DynamicPropertyContainer],SVGFillStyleData),extendPrototype([DynamicPropertyContainer],SVGNoStyleData),GradientProperty.prototype.comparePoints=function(t,e){for(var r=0,i=this.o.length/2;r<i;){if(Math.abs(t[4*r]-t[4*e+2*r])>.01)return!1;r+=1}return!0},GradientProperty.prototype.checkCollapsable=function(){if(this.o.length/2!=this.c.length/4)return!1;if(this.data.k.k[0].s)for(var t=0,e=this.data.k.k.length;t<e;){if(!this.comparePoints(this.data.k.k[t].s,this.data.p))return!1;t+=1}else if(!this.comparePoints(this.data.k.k,this.data.p))return!1;return!0},GradientProperty.prototype.getValue=function(t){if(this.prop.getValue(),this._mdf=!1,this._cmdf=!1,this._omdf=!1,this.prop._mdf||t){var e,r,i,s=4*this.data.p;for(e=0;e<s;e+=1)r=e%4==0?100:255,i=Math.round(this.prop.v[e]*r),this.c[e]!==i&&(this.c[e]=i,this._cmdf=!t);if(this.o.length)for(s=this.prop.v.length,e=4*this.data.p;e<s;e+=1)r=e%2==0?100:1,i=e%2==0?Math.round(100*this.prop.v[e]):this.prop.v[e],this.o[e-4*this.data.p]!==i&&(this.o[e-4*this.data.p]=i,this._omdf=!t);this._mdf=!t}},extendPrototype([DynamicPropertyContainer],GradientProperty),SVGGradientFillStyleData.prototype.initGradientData=function(t,e,r){this.o=PropertyFactory.getProp(t,e.o,0,.01,this),this.s=PropertyFactory.getProp(t,e.s,1,null,this),this.e=PropertyFactory.getProp(t,e.e,1,null,this),this.h=PropertyFactory.getProp(t,e.h||{k:0},0,.01,this),this.a=PropertyFactory.getProp(t,e.a||{k:0},0,degToRads,this),this.g=new GradientProperty(t,e.g,this),this.style=r,this.stops=[],this.setGradientData(r.pElem,e),this.setGradientOpacity(e,r),this._isAnimated=!!this._isAnimated},SVGGradientFillStyleData.prototype.setGradientData=function(t,e){var r=createElementID(),i=createNS(1===e.t?"linearGradient":"radialGradient");i.setAttribute("id",r),i.setAttribute("spreadMethod","pad"),i.setAttribute("gradientUnits","userSpaceOnUse");var s,a,n,o=[];for(n=4*e.g.p,a=0;a<n;a+=4)s=createNS("stop"),i.appendChild(s),o.push(s);t.setAttribute("gf"===e.ty?"fill":"stroke","url("+getLocationHref()+"#"+r+")"),this.gf=i,this.cst=o},SVGGradientFillStyleData.prototype.setGradientOpacity=function(t,e){if(this.g._hasOpacity&&!this.g._collapsable){var r,i,s,a=createNS("mask"),n=createNS("path");a.appendChild(n);var o=createElementID(),h=createElementID();a.setAttribute("id",h);var l=createNS(1===t.t?"linearGradient":"radialGradient");l.setAttribute("id",o),l.setAttribute("spreadMethod","pad"),l.setAttribute("gradientUnits","userSpaceOnUse"),s=t.g.k.k[0].s?t.g.k.k[0].s.length:t.g.k.k.length;var p=this.stops;for(i=4*t.g.p;i<s;i+=2)(r=createNS("stop")).setAttribute("stop-color","rgb(255,255,255)"),l.appendChild(r),p.push(r);n.setAttribute("gf"===t.ty?"fill":"stroke","url("+getLocationHref()+"#"+o+")"),"gs"===t.ty&&(n.setAttribute("stroke-linecap",lineCapEnum[t.lc||2]),n.setAttribute("stroke-linejoin",lineJoinEnum[t.lj||2]),1===t.lj&&n.setAttribute("stroke-miterlimit",t.ml)),this.of=l,this.ms=a,this.ost=p,this.maskId=h,e.msElem=n}},extendPrototype([DynamicPropertyContainer],SVGGradientFillStyleData),extendPrototype([SVGGradientFillStyleData,DynamicPropertyContainer],SVGGradientStrokeStyleData);var buildShapeString=function(t,e,r,i){if(0===e)return"";var s,a=t.o,n=t.i,o=t.v,h=" M"+i.applyToPointStringified(o[0][0],o[0][1]);for(s=1;s<e;s+=1)h+=" C"+i.applyToPointStringified(a[s-1][0],a[s-1][1])+" "+i.applyToPointStringified(n[s][0],n[s][1])+" "+i.applyToPointStringified(o[s][0],o[s][1]);return r&&e&&(h+=" C"+i.applyToPointStringified(a[s-1][0],a[s-1][1])+" "+i.applyToPointStringified(n[0][0],n[0][1])+" "+i.applyToPointStringified(o[0][0],o[0][1]),h+="z"),h},SVGElementsRenderer=function(){var t=new Matrix,e=new Matrix;function r(t,e,r){(r||e.transform.op._mdf)&&e.transform.container.setAttribute("opacity",e.transform.op.v),(r||e.transform.mProps._mdf)&&e.transform.container.setAttribute("transform",e.transform.mProps.v.to2dCSS())}function i(){}function s(r,i,s){var a,n,o,h,l,p,f,m,c,d,u,y=i.styles.length,g=i.lvl;for(p=0;p<y;p+=1){if(h=i.sh._mdf||s,i.styles[p].lvl<g){for(m=e.reset(),d=g-i.styles[p].lvl,u=i.transformers.length-1;!h&&d>0;)h=i.transformers[u].mProps._mdf||h,d-=1,u-=1;if(h)for(d=g-i.styles[p].lvl,u=i.transformers.length-1;d>0;)c=i.transformers[u].mProps.v.props,m.transform(c[0],c[1],c[2],c[3],c[4],c[5],c[6],c[7],c[8],c[9],c[10],c[11],c[12],c[13],c[14],c[15]),d-=1,u-=1}else m=t;if(n=(f=i.sh.paths)._length,h){for(o="",a=0;a<n;a+=1)(l=f.shapes[a])&&l._length&&(o+=buildShapeString(l,l._length,l.c,m));i.caches[p]=o}else o=i.caches[p];i.styles[p].d+=!0===r.hd?"":o,i.styles[p]._mdf=h||i.styles[p]._mdf}}function a(t,e,r){var i=e.style;(e.c._mdf||r)&&i.pElem.setAttribute("fill","rgb("+bmFloor(e.c.v[0])+","+bmFloor(e.c.v[1])+","+bmFloor(e.c.v[2])+")"),(e.o._mdf||r)&&i.pElem.setAttribute("fill-opacity",e.o.v)}function n(t,e,r){o(t,e,r),h(t,e,r)}function o(t,e,r){var i,s,a,n,o,h=e.gf,l=e.g._hasOpacity,p=e.s.v,f=e.e.v;if(e.o._mdf||r){var m="gf"===t.ty?"fill-opacity":"stroke-opacity";e.style.pElem.setAttribute(m,e.o.v)}if(e.s._mdf||r){var c=1===t.t?"x1":"cx",d="x1"===c?"y1":"cy";h.setAttribute(c,p[0]),h.setAttribute(d,p[1]),l&&!e.g._collapsable&&(e.of.setAttribute(c,p[0]),e.of.setAttribute(d,p[1]))}if(e.g._cmdf||r){i=e.cst;var u=e.g.c;for(a=i.length,s=0;s<a;s+=1)(n=i[s]).setAttribute("offset",u[4*s]+"%"),n.setAttribute("stop-color","rgb("+u[4*s+1]+","+u[4*s+2]+","+u[4*s+3]+")")}if(l&&(e.g._omdf||r)){var y=e.g.o;for(a=(i=e.g._collapsable?e.cst:e.ost).length,s=0;s<a;s+=1)n=i[s],e.g._collapsable||n.setAttribute("offset",y[2*s]+"%"),n.setAttribute("stop-opacity",y[2*s+1])}if(1===t.t)(e.e._mdf||r)&&(h.setAttribute("x2",f[0]),h.setAttribute("y2",f[1]),l&&!e.g._collapsable&&(e.of.setAttribute("x2",f[0]),e.of.setAttribute("y2",f[1])));else if((e.s._mdf||e.e._mdf||r)&&(o=Math.sqrt(Math.pow(p[0]-f[0],2)+Math.pow(p[1]-f[1],2)),h.setAttribute("r",o),l&&!e.g._collapsable&&e.of.setAttribute("r",o)),e.e._mdf||e.h._mdf||e.a._mdf||r){o||(o=Math.sqrt(Math.pow(p[0]-f[0],2)+Math.pow(p[1]-f[1],2)));var g=Math.atan2(f[1]-p[1],f[0]-p[0]),v=e.h.v;v>=1?v=.99:v<=-1&&(v=-.99);var b=o*v,P=Math.cos(g+e.a.v)*b+p[0],E=Math.sin(g+e.a.v)*b+p[1];h.setAttribute("fx",P),h.setAttribute("fy",E),l&&!e.g._collapsable&&(e.of.setAttribute("fx",P),e.of.setAttribute("fy",E))}}function h(t,e,r){var i=e.style,s=e.d;s&&(s._mdf||r)&&s.dashStr&&(i.pElem.setAttribute("stroke-dasharray",s.dashStr),i.pElem.setAttribute("stroke-dashoffset",s.dashoffset[0])),e.c&&(e.c._mdf||r)&&i.pElem.setAttribute("stroke","rgb("+bmFloor(e.c.v[0])+","+bmFloor(e.c.v[1])+","+bmFloor(e.c.v[2])+")"),(e.o._mdf||r)&&i.pElem.setAttribute("stroke-opacity",e.o.v),(e.w._mdf||r)&&(i.pElem.setAttribute("stroke-width",e.w.v),i.msElem&&i.msElem.setAttribute("stroke-width",e.w.v))}return{createRenderFunction:function(t){switch(t.ty){case"fl":return a;case"gf":return o;case"gs":return n;case"st":return h;case"sh":case"el":case"rc":case"sr":return s;case"tr":return r;case"no":return i;default:return null}}}}();function SVGShapeElement(t,e,r){this.shapes=[],this.shapesData=t.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.initElement(t,e,r),this.prevViewData=[]}function LetterProps(t,e,r,i,s,a){this.o=t,this.sw=e,this.sc=r,this.fc=i,this.m=s,this.p=a,this._mdf={o:!0,sw:!!e,sc:!!r,fc:!!i,m:!0,p:!0}}function TextProperty(t,e){this._frameId=initialDefaultFrame,this.pv="",this.v="",this.kf=!1,this._isFirstFrame=!0,this._mdf=!1,this.data=e,this.elem=t,this.comp=this.elem.comp,this.keysIndex=0,this.canResize=!1,this.minimumFontSize=1,this.effectsSequence=[],this.currentData={ascent:0,boxWidth:this.defaultBoxWidth,f:"",fStyle:"",fWeight:"",fc:"",j:"",justifyOffset:"",l:[],lh:0,lineWidths:[],ls:"",of:"",s:"",sc:"",sw:0,t:0,tr:0,sz:0,ps:null,fillColorAnim:!1,strokeColorAnim:!1,strokeWidthAnim:!1,yOffset:0,finalSize:0,finalText:[],finalLineHeight:0,__complete:!1},this.copyData(this.currentData,this.data.d.k[0].s),this.searchProperty()||this.completeTextData(this.currentData)}extendPrototype([BaseElement,TransformElement,SVGBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableDOMElement],SVGShapeElement),SVGShapeElement.prototype.initSecondaryElement=function(){},SVGShapeElement.prototype.identityMatrix=new Matrix,SVGShapeElement.prototype.buildExpressionInterface=function(){},SVGShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes()},SVGShapeElement.prototype.filterUniqueShapes=function(){var t,e,r,i,s=this.shapes.length,a=this.stylesList.length,n=[],o=!1;for(r=0;r<a;r+=1){for(i=this.stylesList[r],o=!1,n.length=0,t=0;t<s;t+=1)-1!==(e=this.shapes[t]).styles.indexOf(i)&&(n.push(e),o=e._isAnimated||o);n.length>1&&o&&this.setShapesAsAnimated(n)}},SVGShapeElement.prototype.setShapesAsAnimated=function(t){var e,r=t.length;for(e=0;e<r;e+=1)t[e].setAsAnimated()},SVGShapeElement.prototype.createStyleElement=function(t,e){var r,i=new SVGStyleData(t,e),s=i.pElem;if("st"===t.ty)r=new SVGStrokeStyleData(this,t,i);else if("fl"===t.ty)r=new SVGFillStyleData(this,t,i);else if("gf"===t.ty||"gs"===t.ty){r=new("gf"===t.ty?SVGGradientFillStyleData:SVGGradientStrokeStyleData)(this,t,i),this.globalData.defs.appendChild(r.gf),r.maskId&&(this.globalData.defs.appendChild(r.ms),this.globalData.defs.appendChild(r.of),s.setAttribute("mask","url("+getLocationHref()+"#"+r.maskId+")"))}else"no"===t.ty&&(r=new SVGNoStyleData(this,t,i));return"st"!==t.ty&&"gs"!==t.ty||(s.setAttribute("stroke-linecap",lineCapEnum[t.lc||2]),s.setAttribute("stroke-linejoin",lineJoinEnum[t.lj||2]),s.setAttribute("fill-opacity","0"),1===t.lj&&s.setAttribute("stroke-miterlimit",t.ml)),2===t.r&&s.setAttribute("fill-rule","evenodd"),t.ln&&s.setAttribute("id",t.ln),t.cl&&s.setAttribute("class",t.cl),t.bm&&(s.style["mix-blend-mode"]=getBlendMode(t.bm)),this.stylesList.push(i),this.addToAnimatedContents(t,r),r},SVGShapeElement.prototype.createGroupElement=function(t){var e=new ShapeGroupData;return t.ln&&e.gr.setAttribute("id",t.ln),t.cl&&e.gr.setAttribute("class",t.cl),t.bm&&(e.gr.style["mix-blend-mode"]=getBlendMode(t.bm)),e},SVGShapeElement.prototype.createTransformElement=function(t,e){var r=TransformPropertyFactory.getTransformProperty(this,t,this),i=new SVGTransformData(r,r.o,e);return this.addToAnimatedContents(t,i),i},SVGShapeElement.prototype.createShapeElement=function(t,e,r){var i=4;"rc"===t.ty?i=5:"el"===t.ty?i=6:"sr"===t.ty&&(i=7);var s=new SVGShapeData(e,r,ShapePropertyFactory.getShapeProp(this,t,i,this));return this.shapes.push(s),this.addShapeToModifiers(s),this.addToAnimatedContents(t,s),s},SVGShapeElement.prototype.addToAnimatedContents=function(t,e){for(var r=0,i=this.animatedContents.length;r<i;){if(this.animatedContents[r].element===e)return;r+=1}this.animatedContents.push({fn:SVGElementsRenderer.createRenderFunction(t),element:e,data:t})},SVGShapeElement.prototype.setElementStyles=function(t){var e,r=t.styles,i=this.stylesList.length;for(e=0;e<i;e+=1)this.stylesList[e].closed||r.push(this.stylesList[e])},SVGShapeElement.prototype.reloadShapes=function(){var t;this._isFirstFrame=!0;var e=this.itemsData.length;for(t=0;t<e;t+=1)this.prevViewData[t]=this.itemsData[t];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes(),e=this.dynamicProperties.length,t=0;t<e;t+=1)this.dynamicProperties[t].getValue();this.renderModifiers()},SVGShapeElement.prototype.searchShapes=function(t,e,r,i,s,a,n){var o,h,l,p,f,m,c=[].concat(a),d=t.length-1,u=[],y=[];for(o=d;o>=0;o-=1){if((m=this.searchProcessedElement(t[o]))?e[o]=r[m-1]:t[o]._render=n,"fl"===t[o].ty||"st"===t[o].ty||"gf"===t[o].ty||"gs"===t[o].ty||"no"===t[o].ty)m?e[o].style.closed=!1:e[o]=this.createStyleElement(t[o],s),t[o]._render&&e[o].style.pElem.parentNode!==i&&i.appendChild(e[o].style.pElem),u.push(e[o].style);else if("gr"===t[o].ty){if(m)for(l=e[o].it.length,h=0;h<l;h+=1)e[o].prevViewData[h]=e[o].it[h];else e[o]=this.createGroupElement(t[o]);this.searchShapes(t[o].it,e[o].it,e[o].prevViewData,e[o].gr,s+1,c,n),t[o]._render&&e[o].gr.parentNode!==i&&i.appendChild(e[o].gr)}else"tr"===t[o].ty?(m||(e[o]=this.createTransformElement(t[o],i)),p=e[o].transform,c.push(p)):"sh"===t[o].ty||"rc"===t[o].ty||"el"===t[o].ty||"sr"===t[o].ty?(m||(e[o]=this.createShapeElement(t[o],c,s)),this.setElementStyles(e[o])):"tm"===t[o].ty||"rd"===t[o].ty||"ms"===t[o].ty||"pb"===t[o].ty?(m?(f=e[o]).closed=!1:((f=ShapeModifiers.getModifier(t[o].ty)).init(this,t[o]),e[o]=f,this.shapeModifiers.push(f)),y.push(f)):"rp"===t[o].ty&&(m?(f=e[o]).closed=!0:(f=ShapeModifiers.getModifier(t[o].ty),e[o]=f,f.init(this,t,o,e),this.shapeModifiers.push(f),n=!1),y.push(f));this.addProcessedElement(t[o],o+1)}for(d=u.length,o=0;o<d;o+=1)u[o].closed=!0;for(d=y.length,o=0;o<d;o+=1)y[o].closed=!0},SVGShapeElement.prototype.renderInnerContent=function(){var t;this.renderModifiers();var e=this.stylesList.length;for(t=0;t<e;t+=1)this.stylesList[t].reset();for(this.renderShape(),t=0;t<e;t+=1)(this.stylesList[t]._mdf||this._isFirstFrame)&&(this.stylesList[t].msElem&&(this.stylesList[t].msElem.setAttribute("d",this.stylesList[t].d),this.stylesList[t].d="M0 0"+this.stylesList[t].d),this.stylesList[t].pElem.setAttribute("d",this.stylesList[t].d||"M0 0"))},SVGShapeElement.prototype.renderShape=function(){var t,e,r=this.animatedContents.length;for(t=0;t<r;t+=1)e=this.animatedContents[t],(this._isFirstFrame||e.element._isAnimated)&&!0!==e.data&&e.fn(e.data,e.element,this._isFirstFrame)},SVGShapeElement.prototype.destroy=function(){this.destroyBaseElement(),this.shapesData=null,this.itemsData=null},LetterProps.prototype.update=function(t,e,r,i,s,a){this._mdf.o=!1,this._mdf.sw=!1,this._mdf.sc=!1,this._mdf.fc=!1,this._mdf.m=!1,this._mdf.p=!1;var n=!1;return this.o!==t&&(this.o=t,this._mdf.o=!0,n=!0),this.sw!==e&&(this.sw=e,this._mdf.sw=!0,n=!0),this.sc!==r&&(this.sc=r,this._mdf.sc=!0,n=!0),this.fc!==i&&(this.fc=i,this._mdf.fc=!0,n=!0),this.m!==s&&(this.m=s,this._mdf.m=!0,n=!0),!a.length||this.p[0]===a[0]&&this.p[1]===a[1]&&this.p[4]===a[4]&&this.p[5]===a[5]&&this.p[12]===a[12]&&this.p[13]===a[13]||(this.p=a,this._mdf.p=!0,n=!0),n},TextProperty.prototype.defaultBoxWidth=[0,0],TextProperty.prototype.copyData=function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r]);return t},TextProperty.prototype.setCurrentData=function(t){t.__complete||this.completeTextData(t),this.currentData=t,this.currentData.boxWidth=this.currentData.boxWidth||this.defaultBoxWidth,this._mdf=!0},TextProperty.prototype.searchProperty=function(){return this.searchKeyframes()},TextProperty.prototype.searchKeyframes=function(){return this.kf=this.data.d.k.length>1,this.kf&&this.addEffect(this.getKeyframeValue.bind(this)),this.kf},TextProperty.prototype.addEffect=function(t){this.effectsSequence.push(t),this.elem.addDynamicProperty(this)},TextProperty.prototype.getValue=function(t){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length||t){this.currentData.t=this.data.d.k[this.keysIndex].s.t;var e=this.currentData,r=this.keysIndex;if(this.lock)this.setCurrentData(this.currentData);else{var i;this.lock=!0,this._mdf=!1;var s=this.effectsSequence.length,a=t||this.data.d.k[this.keysIndex].s;for(i=0;i<s;i+=1)a=r!==this.keysIndex?this.effectsSequence[i](a,a.t):this.effectsSequence[i](this.currentData,a.t);e!==a&&this.setCurrentData(a),this.v=this.currentData,this.pv=this.v,this.lock=!1,this.frameId=this.elem.globalData.frameId}}},TextProperty.prototype.getKeyframeValue=function(){for(var t=this.data.d.k,e=this.elem.comp.renderedFrame,r=0,i=t.length;r<=i-1&&!(r===i-1||t[r+1].t>e);)r+=1;return this.keysIndex!==r&&(this.keysIndex=r),this.data.d.k[this.keysIndex].s},TextProperty.prototype.buildFinalText=function(t){for(var e,r,i=[],s=0,a=t.length,n=!1;s<a;)e=t.charCodeAt(s),FontManager.isCombinedCharacter(e)?i[i.length-1]+=t.charAt(s):e>=55296&&e<=56319?(r=t.charCodeAt(s+1))>=56320&&r<=57343?(n||FontManager.isModifier(e,r)?(i[i.length-1]+=t.substr(s,2),n=!1):i.push(t.substr(s,2)),s+=1):i.push(t.charAt(s)):e>56319?(r=t.charCodeAt(s+1),FontManager.isZeroWidthJoiner(e,r)?(n=!0,i[i.length-1]+=t.substr(s,2),s+=1):i.push(t.charAt(s))):FontManager.isZeroWidthJoiner(e)?(i[i.length-1]+=t.charAt(s),n=!0):i.push(t.charAt(s)),s+=1;return i},TextProperty.prototype.completeTextData=function(t){t.__complete=!0;var e,r,i,s,a,n,o,h=this.elem.globalData.fontManager,l=this.data,p=[],f=0,m=l.m.g,c=0,d=0,u=0,y=[],g=0,v=0,b=h.getFontByName(t.f),P=0,E=getFontProperties(b);t.fWeight=E.weight,t.fStyle=E.style,t.finalSize=t.s,t.finalText=this.buildFinalText(t.t),r=t.finalText.length,t.finalLineHeight=t.lh;var x,S=t.tr/1e3*t.finalSize;if(t.sz)for(var C,A,_=!0,T=t.sz[0],k=t.sz[1];_;){C=0,g=0,r=(A=this.buildFinalText(t.t)).length,S=t.tr/1e3*t.finalSize;var D=-1;for(e=0;e<r;e+=1)x=A[e].charCodeAt(0),i=!1," "===A[e]?D=e:13!==x&&3!==x||(g=0,i=!0,C+=t.finalLineHeight||1.2*t.finalSize),h.chars?(o=h.getCharData(A[e],b.fStyle,b.fFamily),P=i?0:o.w*t.finalSize/100):P=h.measureText(A[e],t.f,t.finalSize),g+P>T&&" "!==A[e]?(-1===D?r+=1:e=D,C+=t.finalLineHeight||1.2*t.finalSize,A.splice(e,D===e?1:0,"\r"),D=-1,g=0):(g+=P,g+=S);C+=b.ascent*t.finalSize/100,this.canResize&&t.finalSize>this.minimumFontSize&&k<C?(t.finalSize-=1,t.finalLineHeight=t.finalSize*t.lh/t.s):(t.finalText=A,r=t.finalText.length,_=!1)}g=-S,P=0;var M,F=0;for(e=0;e<r;e+=1)if(i=!1,13===(x=(M=t.finalText[e]).charCodeAt(0))||3===x?(F=0,y.push(g),v=g>v?g:v,g=-2*S,s="",i=!0,u+=1):s=M,h.chars?(o=h.getCharData(M,b.fStyle,h.getFontByName(t.f).fFamily),P=i?0:o.w*t.finalSize/100):P=h.measureText(s,t.f,t.finalSize)," "===M?F+=P+S:(g+=P+S+F,F=0),p.push({l:P,an:P,add:c,n:i,anIndexes:[],val:s,line:u,animatorJustifyOffset:0}),2==m){if(c+=P,""===s||" "===s||e===r-1){for(""!==s&&" "!==s||(c-=P);d<=e;)p[d].an=c,p[d].ind=f,p[d].extra=P,d+=1;f+=1,c=0}}else if(3==m){if(c+=P,""===s||e===r-1){for(""===s&&(c-=P);d<=e;)p[d].an=c,p[d].ind=f,p[d].extra=P,d+=1;c=0,f+=1}}else p[f].ind=f,p[f].extra=0,f+=1;if(t.l=p,v=g>v?g:v,y.push(g),t.sz)t.boxWidth=t.sz[0],t.justifyOffset=0;else switch(t.boxWidth=v,t.j){case 1:t.justifyOffset=-t.boxWidth;break;case 2:t.justifyOffset=-t.boxWidth/2;break;default:t.justifyOffset=0}t.lineWidths=y;var w,I,V,B,R=l.a;n=R.length;var L=[];for(a=0;a<n;a+=1){for((w=R[a]).a.sc&&(t.strokeColorAnim=!0),w.a.sw&&(t.strokeWidthAnim=!0),(w.a.fc||w.a.fh||w.a.fs||w.a.fb)&&(t.fillColorAnim=!0),B=0,V=w.s.b,e=0;e<r;e+=1)(I=p[e]).anIndexes[a]=B,(1==V&&""!==I.val||2==V&&""!==I.val&&" "!==I.val||3==V&&(I.n||" "==I.val||e==r-1)||4==V&&(I.n||e==r-1))&&(1===w.s.rn&&L.push(B),B+=1);l.a[a].s.totalChars=B;var G,z=-1;if(1===w.s.rn)for(e=0;e<r;e+=1)z!=(I=p[e]).anIndexes[a]&&(z=I.anIndexes[a],G=L.splice(Math.floor(Math.random()*L.length),1)[0]),I.anIndexes[a]=G}t.yOffset=t.finalLineHeight||1.2*t.finalSize,t.ls=t.ls||0,t.ascent=b.ascent*t.finalSize/100},TextProperty.prototype.updateDocumentData=function(t,e){e=void 0===e?this.keysIndex:e;var r=this.copyData({},this.data.d.k[e].s);r=this.copyData(r,t),this.data.d.k[e].s=r,this.recalculate(e),this.elem.addDynamicProperty(this)},TextProperty.prototype.recalculate=function(t){var e=this.data.d.k[t].s;e.__complete=!1,this.keysIndex=0,this._isFirstFrame=!0,this.getValue(e)},TextProperty.prototype.canResizeFont=function(t){this.canResize=t,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)},TextProperty.prototype.setMinimumFontSize=function(t){this.minimumFontSize=Math.floor(t)||1,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)};var TextSelectorProp=function(){var t=Math.max,e=Math.min,r=Math.floor;function i(t,e){this._currentTextLength=-1,this.k=!1,this.data=e,this.elem=t,this.comp=t.comp,this.finalS=0,this.finalE=0,this.initDynamicPropertyContainer(t),this.s=PropertyFactory.getProp(t,e.s||{k:0},0,0,this),this.e="e"in e?PropertyFactory.getProp(t,e.e,0,0,this):{v:100},this.o=PropertyFactory.getProp(t,e.o||{k:0},0,0,this),this.xe=PropertyFactory.getProp(t,e.xe||{k:0},0,0,this),this.ne=PropertyFactory.getProp(t,e.ne||{k:0},0,0,this),this.sm=PropertyFactory.getProp(t,e.sm||{k:100},0,0,this),this.a=PropertyFactory.getProp(t,e.a,0,.01,this),this.dynamicProperties.length||this.getValue()}return i.prototype={getMult:function(i){this._currentTextLength!==this.elem.textProperty.currentData.l.length&&this.getValue();var s=0,a=0,n=1,o=1;this.ne.v>0?s=this.ne.v/100:a=-this.ne.v/100,this.xe.v>0?n=1-this.xe.v/100:o=1+this.xe.v/100;var h=BezierFactory.getBezierEasing(s,a,n,o).get,l=0,p=this.finalS,f=this.finalE,m=this.data.sh;if(2===m)l=h(l=f===p?i>=f?1:0:t(0,e(.5/(f-p)+(i-p)/(f-p),1)));else if(3===m)l=h(l=f===p?i>=f?0:1:1-t(0,e(.5/(f-p)+(i-p)/(f-p),1)));else if(4===m)f===p?l=0:(l=t(0,e(.5/(f-p)+(i-p)/(f-p),1)))<.5?l*=2:l=1-2*(l-.5),l=h(l);else if(5===m){if(f===p)l=0;else{var c=f-p,d=-c/2+(i=e(t(0,i+.5-p),f-p)),u=c/2;l=Math.sqrt(1-d*d/(u*u))}l=h(l)}else 6===m?(f===p?l=0:(i=e(t(0,i+.5-p),f-p),l=(1+Math.cos(Math.PI+2*Math.PI*i/(f-p)))/2),l=h(l)):(i>=r(p)&&(l=t(0,e(i-p<0?e(f,1)-(p-i):f-i,1))),l=h(l));if(100!==this.sm.v){var y=.01*this.sm.v;0===y&&(y=1e-8);var g=.5-.5*y;l<g?l=0:(l=(l-g)/y)>1&&(l=1)}return l*this.a.v},getValue:function(t){this.iterateDynamicProperties(),this._mdf=t||this._mdf,this._currentTextLength=this.elem.textProperty.currentData.l.length||0,t&&2===this.data.r&&(this.e.v=this._currentTextLength);var e=2===this.data.r?1:100/this.data.totalChars,r=this.o.v/e,i=this.s.v/e+r,s=this.e.v/e+r;if(i>s){var a=i;i=s,s=a}this.finalS=i,this.finalE=s}},extendPrototype([DynamicPropertyContainer],i),{getTextSelectorProp:function(t,e,r){return new i(t,e,r)}}}();function TextAnimatorDataProperty(t,e,r){var i={propType:!1},s=PropertyFactory.getProp,a=e.a;this.a={r:a.r?s(t,a.r,0,degToRads,r):i,rx:a.rx?s(t,a.rx,0,degToRads,r):i,ry:a.ry?s(t,a.ry,0,degToRads,r):i,sk:a.sk?s(t,a.sk,0,degToRads,r):i,sa:a.sa?s(t,a.sa,0,degToRads,r):i,s:a.s?s(t,a.s,1,.01,r):i,a:a.a?s(t,a.a,1,0,r):i,o:a.o?s(t,a.o,0,.01,r):i,p:a.p?s(t,a.p,1,0,r):i,sw:a.sw?s(t,a.sw,0,0,r):i,sc:a.sc?s(t,a.sc,1,0,r):i,fc:a.fc?s(t,a.fc,1,0,r):i,fh:a.fh?s(t,a.fh,0,0,r):i,fs:a.fs?s(t,a.fs,0,.01,r):i,fb:a.fb?s(t,a.fb,0,.01,r):i,t:a.t?s(t,a.t,0,0,r):i},this.s=TextSelectorProp.getTextSelectorProp(t,e.s,r),this.s.t=e.s.t}function TextAnimatorProperty(t,e,r){this._isFirstFrame=!0,this._hasMaskedPath=!1,this._frameId=-1,this._textData=t,this._renderType=e,this._elem=r,this._animatorsData=createSizedArray(this._textData.a.length),this._pathData={},this._moreOptions={alignment:{}},this.renderedLetters=[],this.lettersChangedFlag=!1,this.initDynamicPropertyContainer(r)}function ITextElement(){}TextAnimatorProperty.prototype.searchProperties=function(){var t,e,r=this._textData.a.length,i=PropertyFactory.getProp;for(t=0;t<r;t+=1)e=this._textData.a[t],this._animatorsData[t]=new TextAnimatorDataProperty(this._elem,e,this);this._textData.p&&"m"in this._textData.p?(this._pathData={a:i(this._elem,this._textData.p.a,0,0,this),f:i(this._elem,this._textData.p.f,0,0,this),l:i(this._elem,this._textData.p.l,0,0,this),r:i(this._elem,this._textData.p.r,0,0,this),p:i(this._elem,this._textData.p.p,0,0,this),m:this._elem.maskManager.getMaskProperty(this._textData.p.m)},this._hasMaskedPath=!0):this._hasMaskedPath=!1,this._moreOptions.alignment=i(this._elem,this._textData.m.a,1,0,this)},TextAnimatorProperty.prototype.getMeasures=function(t,e){if(this.lettersChangedFlag=e,this._mdf||this._isFirstFrame||e||this._hasMaskedPath&&this._pathData.m._mdf){this._isFirstFrame=!1;var r,i,s,a,n,o,h,l,p,f,m,c,d,u,y,g,v,b,P,E=this._moreOptions.alignment.v,x=this._animatorsData,S=this._textData,C=this.mHelper,A=this._renderType,_=this.renderedLetters.length,T=t.l;if(this._hasMaskedPath){if(P=this._pathData.m,!this._pathData.n||this._pathData._mdf){var k,D=P.v;for(this._pathData.r.v&&(D=D.reverse()),n={tLength:0,segments:[]},a=D._length-1,g=0,s=0;s<a;s+=1)k=bez.buildBezierData(D.v[s],D.v[s+1],[D.o[s][0]-D.v[s][0],D.o[s][1]-D.v[s][1]],[D.i[s+1][0]-D.v[s+1][0],D.i[s+1][1]-D.v[s+1][1]]),n.tLength+=k.segmentLength,n.segments.push(k),g+=k.segmentLength;s=a,P.v.c&&(k=bez.buildBezierData(D.v[s],D.v[0],[D.o[s][0]-D.v[s][0],D.o[s][1]-D.v[s][1]],[D.i[0][0]-D.v[0][0],D.i[0][1]-D.v[0][1]]),n.tLength+=k.segmentLength,n.segments.push(k),g+=k.segmentLength),this._pathData.pi=n}if(n=this._pathData.pi,o=this._pathData.f.v,m=0,f=1,l=0,p=!0,u=n.segments,o<0&&P.v.c)for(n.tLength<Math.abs(o)&&(o=-Math.abs(o)%n.tLength),f=(d=u[m=u.length-1].points).length-1;o<0;)o+=d[f].partialLength,(f-=1)<0&&(f=(d=u[m-=1].points).length-1);c=(d=u[m].points)[f-1],y=(h=d[f]).partialLength}a=T.length,r=0,i=0;var M,F,w,I,V,B=1.2*t.finalSize*.714,R=!0;w=x.length;var L,G,z,N,O,H,j,q,W,$,Y,X,K=-1,J=o,Z=m,U=f,Q=-1,tt="",et=this.defaultPropsArray;if(2===t.j||1===t.j){var rt=0,it=0,st=2===t.j?-.5:-1,at=0,nt=!0;for(s=0;s<a;s+=1)if(T[s].n){for(rt&&(rt+=it);at<s;)T[at].animatorJustifyOffset=rt,at+=1;rt=0,nt=!0}else{for(F=0;F<w;F+=1)(M=x[F].a).t.propType&&(nt&&2===t.j&&(it+=M.t.v*st),(V=x[F].s.getMult(T[s].anIndexes[F],S.a[F].s.totalChars)).length?rt+=M.t.v*V[0]*st:rt+=M.t.v*V*st);nt=!1}for(rt&&(rt+=it);at<s;)T[at].animatorJustifyOffset=rt,at+=1}for(s=0;s<a;s+=1){if(C.reset(),N=1,T[s].n)r=0,i+=t.yOffset,i+=R?1:0,o=J,R=!1,this._hasMaskedPath&&(f=U,c=(d=u[m=Z].points)[f-1],y=(h=d[f]).partialLength,l=0),tt="",Y="",W="",X="",et=this.defaultPropsArray;else{if(this._hasMaskedPath){if(Q!==T[s].line){switch(t.j){case 1:o+=g-t.lineWidths[T[s].line];break;case 2:o+=(g-t.lineWidths[T[s].line])/2}Q=T[s].line}K!==T[s].ind&&(T[K]&&(o+=T[K].extra),o+=T[s].an/2,K=T[s].ind),o+=E[0]*T[s].an*.005;var ot=0;for(F=0;F<w;F+=1)(M=x[F].a).p.propType&&((V=x[F].s.getMult(T[s].anIndexes[F],S.a[F].s.totalChars)).length?ot+=M.p.v[0]*V[0]:ot+=M.p.v[0]*V),M.a.propType&&((V=x[F].s.getMult(T[s].anIndexes[F],S.a[F].s.totalChars)).length?ot+=M.a.v[0]*V[0]:ot+=M.a.v[0]*V);for(p=!0,this._pathData.a.v&&(o=.5*T[0].an+(g-this._pathData.f.v-.5*T[0].an-.5*T[T.length-1].an)*K/(a-1),o+=this._pathData.f.v);p;)l+y>=o+ot||!d?(v=(o+ot-l)/h.partialLength,G=c.point[0]+(h.point[0]-c.point[0])*v,z=c.point[1]+(h.point[1]-c.point[1])*v,C.translate(-E[0]*T[s].an*.005,-E[1]*B*.01),p=!1):d&&(l+=h.partialLength,(f+=1)>=d.length&&(f=0,u[m+=1]?d=u[m].points:P.v.c?(f=0,d=u[m=0].points):(l-=h.partialLength,d=null)),d&&(c=h,y=(h=d[f]).partialLength));L=T[s].an/2-T[s].add,C.translate(-L,0,0)}else L=T[s].an/2-T[s].add,C.translate(-L,0,0),C.translate(-E[0]*T[s].an*.005,-E[1]*B*.01,0);for(F=0;F<w;F+=1)(M=x[F].a).t.propType&&(V=x[F].s.getMult(T[s].anIndexes[F],S.a[F].s.totalChars),0===r&&0===t.j||(this._hasMaskedPath?V.length?o+=M.t.v*V[0]:o+=M.t.v*V:V.length?r+=M.t.v*V[0]:r+=M.t.v*V));for(t.strokeWidthAnim&&(H=t.sw||0),t.strokeColorAnim&&(O=t.sc?[t.sc[0],t.sc[1],t.sc[2]]:[0,0,0]),t.fillColorAnim&&t.fc&&(j=[t.fc[0],t.fc[1],t.fc[2]]),F=0;F<w;F+=1)(M=x[F].a).a.propType&&((V=x[F].s.getMult(T[s].anIndexes[F],S.a[F].s.totalChars)).length?C.translate(-M.a.v[0]*V[0],-M.a.v[1]*V[1],M.a.v[2]*V[2]):C.translate(-M.a.v[0]*V,-M.a.v[1]*V,M.a.v[2]*V));for(F=0;F<w;F+=1)(M=x[F].a).s.propType&&((V=x[F].s.getMult(T[s].anIndexes[F],S.a[F].s.totalChars)).length?C.scale(1+(M.s.v[0]-1)*V[0],1+(M.s.v[1]-1)*V[1],1):C.scale(1+(M.s.v[0]-1)*V,1+(M.s.v[1]-1)*V,1));for(F=0;F<w;F+=1){if(M=x[F].a,V=x[F].s.getMult(T[s].anIndexes[F],S.a[F].s.totalChars),M.sk.propType&&(V.length?C.skewFromAxis(-M.sk.v*V[0],M.sa.v*V[1]):C.skewFromAxis(-M.sk.v*V,M.sa.v*V)),M.r.propType&&(V.length?C.rotateZ(-M.r.v*V[2]):C.rotateZ(-M.r.v*V)),M.ry.propType&&(V.length?C.rotateY(M.ry.v*V[1]):C.rotateY(M.ry.v*V)),M.rx.propType&&(V.length?C.rotateX(M.rx.v*V[0]):C.rotateX(M.rx.v*V)),M.o.propType&&(V.length?N+=(M.o.v*V[0]-N)*V[0]:N+=(M.o.v*V-N)*V),t.strokeWidthAnim&&M.sw.propType&&(V.length?H+=M.sw.v*V[0]:H+=M.sw.v*V),t.strokeColorAnim&&M.sc.propType)for(q=0;q<3;q+=1)V.length?O[q]+=(M.sc.v[q]-O[q])*V[0]:O[q]+=(M.sc.v[q]-O[q])*V;if(t.fillColorAnim&&t.fc){if(M.fc.propType)for(q=0;q<3;q+=1)V.length?j[q]+=(M.fc.v[q]-j[q])*V[0]:j[q]+=(M.fc.v[q]-j[q])*V;M.fh.propType&&(j=V.length?addHueToRGB(j,M.fh.v*V[0]):addHueToRGB(j,M.fh.v*V)),M.fs.propType&&(j=V.length?addSaturationToRGB(j,M.fs.v*V[0]):addSaturationToRGB(j,M.fs.v*V)),M.fb.propType&&(j=V.length?addBrightnessToRGB(j,M.fb.v*V[0]):addBrightnessToRGB(j,M.fb.v*V))}}for(F=0;F<w;F+=1)(M=x[F].a).p.propType&&(V=x[F].s.getMult(T[s].anIndexes[F],S.a[F].s.totalChars),this._hasMaskedPath?V.length?C.translate(0,M.p.v[1]*V[0],-M.p.v[2]*V[1]):C.translate(0,M.p.v[1]*V,-M.p.v[2]*V):V.length?C.translate(M.p.v[0]*V[0],M.p.v[1]*V[1],-M.p.v[2]*V[2]):C.translate(M.p.v[0]*V,M.p.v[1]*V,-M.p.v[2]*V));if(t.strokeWidthAnim&&(W=H<0?0:H),t.strokeColorAnim&&($="rgb("+Math.round(255*O[0])+","+Math.round(255*O[1])+","+Math.round(255*O[2])+")"),t.fillColorAnim&&t.fc&&(Y="rgb("+Math.round(255*j[0])+","+Math.round(255*j[1])+","+Math.round(255*j[2])+")"),this._hasMaskedPath){if(C.translate(0,-t.ls),C.translate(0,E[1]*B*.01+i,0),this._pathData.p.v){b=(h.point[1]-c.point[1])/(h.point[0]-c.point[0]);var ht=180*Math.atan(b)/Math.PI;h.point[0]<c.point[0]&&(ht+=180),C.rotate(-ht*Math.PI/180)}C.translate(G,z,0),o-=E[0]*T[s].an*.005,T[s+1]&&K!==T[s+1].ind&&(o+=T[s].an/2,o+=.001*t.tr*t.finalSize)}else{switch(C.translate(r,i,0),t.ps&&C.translate(t.ps[0],t.ps[1]+t.ascent,0),t.j){case 1:C.translate(T[s].animatorJustifyOffset+t.justifyOffset+(t.boxWidth-t.lineWidths[T[s].line]),0,0);break;case 2:C.translate(T[s].animatorJustifyOffset+t.justifyOffset+(t.boxWidth-t.lineWidths[T[s].line])/2,0,0)}C.translate(0,-t.ls),C.translate(L,0,0),C.translate(E[0]*T[s].an*.005,E[1]*B*.01,0),r+=T[s].l+.001*t.tr*t.finalSize}"html"===A?tt=C.toCSS():"svg"===A?tt=C.to2dCSS():et=[C.props[0],C.props[1],C.props[2],C.props[3],C.props[4],C.props[5],C.props[6],C.props[7],C.props[8],C.props[9],C.props[10],C.props[11],C.props[12],C.props[13],C.props[14],C.props[15]],X=N}_<=s?(I=new LetterProps(X,W,$,Y,tt,et),this.renderedLetters.push(I),_+=1,this.lettersChangedFlag=!0):(I=this.renderedLetters[s],this.lettersChangedFlag=I.update(X,W,$,Y,tt,et)||this.lettersChangedFlag)}}},TextAnimatorProperty.prototype.getValue=function(){this._elem.globalData.frameId!==this._frameId&&(this._frameId=this._elem.globalData.frameId,this.iterateDynamicProperties())},TextAnimatorProperty.prototype.mHelper=new Matrix,TextAnimatorProperty.prototype.defaultPropsArray=[],extendPrototype([DynamicPropertyContainer],TextAnimatorProperty),ITextElement.prototype.initElement=function(t,e,r){this.lettersChangedFlag=!0,this.initFrame(),this.initBaseData(t,e,r),this.textProperty=new TextProperty(this,t.t,this.dynamicProperties),this.textAnimator=new TextAnimatorProperty(t.t,this.renderType,this),this.initTransform(t,e,r),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide(),this.textAnimator.searchProperties(this.dynamicProperties)},ITextElement.prototype.prepareFrame=function(t){this._mdf=!1,this.prepareRenderableFrame(t),this.prepareProperties(t,this.isInRange),(this.textProperty._mdf||this.textProperty._isFirstFrame)&&(this.buildNewText(),this.textProperty._isFirstFrame=!1,this.textProperty._mdf=!1)},ITextElement.prototype.createPathShape=function(t,e){var r,i,s=e.length,a="";for(r=0;r<s;r+=1)"sh"===e[r].ty&&(i=e[r].ks.k,a+=buildShapeString(i,i.i.length,!0,t));return a},ITextElement.prototype.updateDocumentData=function(t,e){this.textProperty.updateDocumentData(t,e)},ITextElement.prototype.canResizeFont=function(t){this.textProperty.canResizeFont(t)},ITextElement.prototype.setMinimumFontSize=function(t){this.textProperty.setMinimumFontSize(t)},ITextElement.prototype.applyTextPropertiesToMatrix=function(t,e,r,i,s){switch(t.ps&&e.translate(t.ps[0],t.ps[1]+t.ascent,0),e.translate(0,-t.ls,0),t.j){case 1:e.translate(t.justifyOffset+(t.boxWidth-t.lineWidths[r]),0,0);break;case 2:e.translate(t.justifyOffset+(t.boxWidth-t.lineWidths[r])/2,0,0)}e.translate(i,s,0)},ITextElement.prototype.buildColor=function(t){return"rgb("+Math.round(255*t[0])+","+Math.round(255*t[1])+","+Math.round(255*t[2])+")"},ITextElement.prototype.emptyProp=new LetterProps,ITextElement.prototype.destroy=function(){};var emptyShapeData={shapes:[]};function SVGTextLottieElement(t,e,r){this.textSpans=[],this.renderType="svg",this.initElement(t,e,r)}function ISolidElement(t,e,r){this.initElement(t,e,r)}function NullElement(t,e,r){this.initFrame(),this.initBaseData(t,e,r),this.initFrame(),this.initTransform(t,e,r),this.initHierarchy()}function SVGRendererBase(){}function ICompElement(){}function SVGCompElement(t,e,r){this.layers=t.layers,this.supports3d=!0,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(t,e,r),this.tm=t.tm?PropertyFactory.getProp(this,t.tm,0,e.frameRate,this):{_placeholder:!0}}function SVGRenderer(t,e){this.animationItem=t,this.layers=null,this.renderedFrame=-1,this.svgElement=createNS("svg");var r="";if(e&&e.title){var i=createNS("title"),s=createElementID();i.setAttribute("id",s),i.textContent=e.title,this.svgElement.appendChild(i),r+=s}if(e&&e.description){var a=createNS("desc"),n=createElementID();a.setAttribute("id",n),a.textContent=e.description,this.svgElement.appendChild(a),r+=" "+n}r&&this.svgElement.setAttribute("aria-labelledby",r);var o=createNS("defs");this.svgElement.appendChild(o);var h=createNS("g");this.svgElement.appendChild(h),this.layerElement=h,this.renderConfig={preserveAspectRatio:e&&e.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:e&&e.imagePreserveAspectRatio||"xMidYMid slice",contentVisibility:e&&e.contentVisibility||"visible",progressiveLoad:e&&e.progressiveLoad||!1,hideOnTransparent:!(e&&!1===e.hideOnTransparent),viewBoxOnly:e&&e.viewBoxOnly||!1,viewBoxSize:e&&e.viewBoxSize||!1,className:e&&e.className||"",id:e&&e.id||"",focusable:e&&e.focusable,filterSize:{width:e&&e.filterSize&&e.filterSize.width||"100%",height:e&&e.filterSize&&e.filterSize.height||"100%",x:e&&e.filterSize&&e.filterSize.x||"0%",y:e&&e.filterSize&&e.filterSize.y||"0%"},width:e&&e.width,height:e&&e.height},this.globalData={_mdf:!1,frameNum:-1,defs:o,renderConfig:this.renderConfig},this.elements=[],this.pendingElements=[],this.destroyed=!1,this.rendererType="svg"}function CVContextData(){var t;this.saved=[],this.cArrPos=0,this.cTr=new Matrix,this.cO=1;for(this.savedOp=createTypedArray("float32",15),t=0;t<15;t+=1)this.saved[t]=createTypedArray("float32",16);this._length=15}function ShapeTransformManager(){this.sequences={},this.sequenceList=[],this.transform_key_count=0}function CVEffects(){}function CVMaskElement(t,e){var r;this.data=t,this.element=e,this.masksProperties=this.data.masksProperties||[],this.viewData=createSizedArray(this.masksProperties.length);var i=this.masksProperties.length,s=!1;for(r=0;r<i;r+=1)"n"!==this.masksProperties[r].mode&&(s=!0),this.viewData[r]=ShapePropertyFactory.getShapeProp(this.element,this.masksProperties[r],3);this.hasMasks=s,s&&this.element.addRenderableComponent(this)}function CVBaseElement(){}function CVShapeData(t,e,r,i){this.styledShapes=[],this.tr=[0,0,0,0,0,0];var s,a=4;"rc"===e.ty?a=5:"el"===e.ty?a=6:"sr"===e.ty&&(a=7),this.sh=ShapePropertyFactory.getShapeProp(t,e,a,t);var n,o=r.length;for(s=0;s<o;s+=1)r[s].closed||(n={transforms:i.addTransformSequence(r[s].transforms),trNodes:[]},this.styledShapes.push(n),r[s].elements.push(n))}function CVShapeElement(t,e,r){this.shapes=[],this.shapesData=t.shapes,this.stylesList=[],this.itemsData=[],this.prevViewData=[],this.shapeModifiers=[],this.processedElements=[],this.transformsManager=new ShapeTransformManager,this.initElement(t,e,r)}function CVTextElement(t,e,r){this.textSpans=[],this.yOffset=0,this.fillColorAnim=!1,this.strokeColorAnim=!1,this.strokeWidthAnim=!1,this.stroke=!1,this.fill=!1,this.justifyOffset=0,this.currentRender=null,this.renderType="canvas",this.values={fill:"rgba(0,0,0,0)",stroke:"rgba(0,0,0,0)",sWidth:0,fValue:""},this.initElement(t,e,r)}function CVImageElement(t,e,r){this.assetData=e.getAssetData(t.refId),this.img=e.imageLoader.getAsset(this.assetData),this.initElement(t,e,r)}function CVSolidElement(t,e,r){this.initElement(t,e,r)}function CanvasRendererBase(t,e){this.animationItem=t,this.renderConfig={clearCanvas:!e||void 0===e.clearCanvas||e.clearCanvas,context:e&&e.context||null,progressiveLoad:e&&e.progressiveLoad||!1,preserveAspectRatio:e&&e.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:e&&e.imagePreserveAspectRatio||"xMidYMid slice",contentVisibility:e&&e.contentVisibility||"visible",className:e&&e.className||"",id:e&&e.id||""},this.renderConfig.dpr=e&&e.dpr||1,this.animationItem.wrapper&&(this.renderConfig.dpr=e&&e.dpr||window.devicePixelRatio||1),this.renderedFrame=-1,this.globalData={frameNum:-1,_mdf:!1,renderConfig:this.renderConfig,currentGlobalAlpha:-1},this.contextData=new CVContextData,this.elements=[],this.pendingElements=[],this.transformMat=new Matrix,this.completeLayers=!1,this.rendererType="canvas"}function CVCompElement(t,e,r){this.completeLayers=!1,this.layers=t.layers,this.pendingElements=[],this.elements=createSizedArray(this.layers.length),this.initElement(t,e,r),this.tm=t.tm?PropertyFactory.getProp(this,t.tm,0,e.frameRate,this):{_placeholder:!0}}function CanvasRenderer(t,e){this.animationItem=t,this.renderConfig={clearCanvas:!e||void 0===e.clearCanvas||e.clearCanvas,context:e&&e.context||null,progressiveLoad:e&&e.progressiveLoad||!1,preserveAspectRatio:e&&e.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:e&&e.imagePreserveAspectRatio||"xMidYMid slice",contentVisibility:e&&e.contentVisibility||"visible",className:e&&e.className||"",id:e&&e.id||""},this.renderConfig.dpr=e&&e.dpr||1,this.animationItem.wrapper&&(this.renderConfig.dpr=e&&e.dpr||window.devicePixelRatio||1),this.renderedFrame=-1,this.globalData={frameNum:-1,_mdf:!1,renderConfig:this.renderConfig,currentGlobalAlpha:-1},this.contextData=new CVContextData,this.elements=[],this.pendingElements=[],this.transformMat=new Matrix,this.completeLayers=!1,this.rendererType="canvas"}function HBaseElement(){}function HSolidElement(t,e,r){this.initElement(t,e,r)}function HShapeElement(t,e,r){this.shapes=[],this.shapesData=t.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.shapesContainer=createNS("g"),this.initElement(t,e,r),this.prevViewData=[],this.currentBBox={x:999999,y:-999999,h:0,w:0}}function HTextElement(t,e,r){this.textSpans=[],this.textPaths=[],this.currentBBox={x:999999,y:-999999,h:0,w:0},this.renderType="svg",this.isMasked=!1,this.initElement(t,e,r)}function HCameraElement(t,e,r){this.initFrame(),this.initBaseData(t,e,r),this.initHierarchy();var i=PropertyFactory.getProp;if(this.pe=i(this,t.pe,0,0,this),t.ks.p.s?(this.px=i(this,t.ks.p.x,1,0,this),this.py=i(this,t.ks.p.y,1,0,this),this.pz=i(this,t.ks.p.z,1,0,this)):this.p=i(this,t.ks.p,1,0,this),t.ks.a&&(this.a=i(this,t.ks.a,1,0,this)),t.ks.or.k.length&&t.ks.or.k[0].to){var s,a=t.ks.or.k.length;for(s=0;s<a;s+=1)t.ks.or.k[s].to=null,t.ks.or.k[s].ti=null}this.or=i(this,t.ks.or,1,degToRads,this),this.or.sh=!0,this.rx=i(this,t.ks.rx,0,degToRads,this),this.ry=i(this,t.ks.ry,0,degToRads,this),this.rz=i(this,t.ks.rz,0,degToRads,this),this.mat=new Matrix,this._prevMat=new Matrix,this._isFirstFrame=!0,this.finalTransform={mProp:this}}function HImageElement(t,e,r){this.assetData=e.getAssetData(t.refId),this.initElement(t,e,r)}function HybridRendererBase(t,e){this.animationItem=t,this.layers=null,this.renderedFrame=-1,this.renderConfig={className:e&&e.className||"",imagePreserveAspectRatio:e&&e.imagePreserveAspectRatio||"xMidYMid slice",hideOnTransparent:!(e&&!1===e.hideOnTransparent),filterSize:{width:e&&e.filterSize&&e.filterSize.width||"400%",height:e&&e.filterSize&&e.filterSize.height||"400%",x:e&&e.filterSize&&e.filterSize.x||"-100%",y:e&&e.filterSize&&e.filterSize.y||"-100%"}},this.globalData={_mdf:!1,frameNum:-1,renderConfig:this.renderConfig},this.pendingElements=[],this.elements=[],this.threeDElements=[],this.destroyed=!1,this.camera=null,this.supports3d=!0,this.rendererType="html"}function HCompElement(t,e,r){this.layers=t.layers,this.supports3d=!t.hasMask,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(t,e,r),this.tm=t.tm?PropertyFactory.getProp(this,t.tm,0,e.frameRate,this):{_placeholder:!0}}function HybridRenderer(t,e){this.animationItem=t,this.layers=null,this.renderedFrame=-1,this.renderConfig={className:e&&e.className||"",imagePreserveAspectRatio:e&&e.imagePreserveAspectRatio||"xMidYMid slice",hideOnTransparent:!(e&&!1===e.hideOnTransparent),filterSize:{width:e&&e.filterSize&&e.filterSize.width||"400%",height:e&&e.filterSize&&e.filterSize.height||"400%",x:e&&e.filterSize&&e.filterSize.x||"-100%",y:e&&e.filterSize&&e.filterSize.y||"-100%"}},this.globalData={_mdf:!1,frameNum:-1,renderConfig:this.renderConfig},this.pendingElements=[],this.elements=[],this.threeDElements=[],this.destroyed=!1,this.camera=null,this.supports3d=!0,this.rendererType="html"}extendPrototype([BaseElement,TransformElement,SVGBaseElement,HierarchyElement,FrameElement,RenderableDOMElement,ITextElement],SVGTextLottieElement),SVGTextLottieElement.prototype.createContent=function(){this.data.singleShape&&!this.globalData.fontManager.chars&&(this.textContainer=createNS("text"))},SVGTextLottieElement.prototype.buildTextContents=function(t){for(var e=0,r=t.length,i=[],s="";e<r;)t[e]===String.fromCharCode(13)||t[e]===String.fromCharCode(3)?(i.push(s),s=""):s+=t[e],e+=1;return i.push(s),i},SVGTextLottieElement.prototype.buildNewText=function(){var t,e;this.addDynamicProperty(this);var r=this.textProperty.currentData;this.renderedLetters=createSizedArray(r?r.l.length:0),r.fc?this.layerElement.setAttribute("fill",this.buildColor(r.fc)):this.layerElement.setAttribute("fill","rgba(0,0,0,0)"),r.sc&&(this.layerElement.setAttribute("stroke",this.buildColor(r.sc)),this.layerElement.setAttribute("stroke-width",r.sw)),this.layerElement.setAttribute("font-size",r.finalSize);var i=this.globalData.fontManager.getFontByName(r.f);if(i.fClass)this.layerElement.setAttribute("class",i.fClass);else{this.layerElement.setAttribute("font-family",i.fFamily);var s=r.fWeight,a=r.fStyle;this.layerElement.setAttribute("font-style",a),this.layerElement.setAttribute("font-weight",s)}this.layerElement.setAttribute("aria-label",r.t);var n,o=r.l||[],h=!!this.globalData.fontManager.chars;e=o.length;var l=this.mHelper,p=this.data.singleShape,f=0,m=0,c=!0,d=.001*r.tr*r.finalSize;if(!p||h||r.sz){var u,y=this.textSpans.length;for(t=0;t<e;t+=1){if(this.textSpans[t]||(this.textSpans[t]={span:null,childSpan:null,glyph:null}),!h||!p||0===t){if(n=y>t?this.textSpans[t].span:createNS(h?"g":"text"),y<=t){if(n.setAttribute("stroke-linecap","butt"),n.setAttribute("stroke-linejoin","round"),n.setAttribute("stroke-miterlimit","4"),this.textSpans[t].span=n,h){var g=createNS("g");n.appendChild(g),this.textSpans[t].childSpan=g}this.textSpans[t].span=n,this.layerElement.appendChild(n)}n.style.display="inherit"}if(l.reset(),l.scale(r.finalSize/100,r.finalSize/100),p&&(o[t].n&&(f=-d,m+=r.yOffset,m+=c?1:0,c=!1),this.applyTextPropertiesToMatrix(r,l,o[t].line,f,m),f+=o[t].l||0,f+=d),h){var v;if(1===(u=this.globalData.fontManager.getCharData(r.finalText[t],i.fStyle,this.globalData.fontManager.getFontByName(r.f).fFamily)).t)v=new SVGCompElement(u.data,this.globalData,this);else{var b=emptyShapeData;u.data&&u.data.shapes&&(b=u.data),v=new SVGShapeElement(b,this.globalData,this)}if(this.textSpans[t].glyph){var P=this.textSpans[t].glyph;this.textSpans[t].childSpan.removeChild(P.layerElement),P.destroy()}this.textSpans[t].glyph=v,v._debug=!0,v.prepareFrame(0),v.renderFrame(),this.textSpans[t].childSpan.appendChild(v.layerElement),this.textSpans[t].childSpan.setAttribute("transform","scale("+r.finalSize/100+","+r.finalSize/100+")")}else p&&n.setAttribute("transform","translate("+l.props[12]+","+l.props[13]+")"),n.textContent=o[t].val,n.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve")}p&&n&&n.setAttribute("d","")}else{var E=this.textContainer,x="start";switch(r.j){case 1:x="end";break;case 2:x="middle";break;default:x="start"}E.setAttribute("text-anchor",x),E.setAttribute("letter-spacing",d);var S=this.buildTextContents(r.finalText);for(e=S.length,m=r.ps?r.ps[1]+r.ascent:0,t=0;t<e;t+=1)(n=this.textSpans[t].span||createNS("tspan")).textContent=S[t],n.setAttribute("x",0),n.setAttribute("y",m),n.style.display="inherit",E.appendChild(n),this.textSpans[t]||(this.textSpans[t]={span:null,glyph:null}),this.textSpans[t].span=n,m+=r.finalLineHeight;this.layerElement.appendChild(E)}for(;t<this.textSpans.length;)this.textSpans[t].span.style.display="none",t+=1;this._sizeChanged=!0},SVGTextLottieElement.prototype.sourceRectAtTime=function(){if(this.prepareFrame(this.comp.renderedFrame-this.data.st),this.renderInnerContent(),this._sizeChanged){this._sizeChanged=!1;var t=this.layerElement.getBBox();this.bbox={top:t.y,left:t.x,width:t.width,height:t.height}}return this.bbox},SVGTextLottieElement.prototype.getValue=function(){var t,e,r=this.textSpans.length;for(this.renderedFrame=this.comp.renderedFrame,t=0;t<r;t+=1)(e=this.textSpans[t].glyph)&&(e.prepareFrame(this.comp.renderedFrame-this.data.st),e._mdf&&(this._mdf=!0))},SVGTextLottieElement.prototype.renderInnerContent=function(){if((!this.data.singleShape||this._mdf)&&(this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag),this.lettersChangedFlag||this.textAnimator.lettersChangedFlag)){var t,e;this._sizeChanged=!0;var r,i,s,a=this.textAnimator.renderedLetters,n=this.textProperty.currentData.l;for(e=n.length,t=0;t<e;t+=1)n[t].n||(r=a[t],i=this.textSpans[t].span,(s=this.textSpans[t].glyph)&&s.renderFrame(),r._mdf.m&&i.setAttribute("transform",r.m),r._mdf.o&&i.setAttribute("opacity",r.o),r._mdf.sw&&i.setAttribute("stroke-width",r.sw),r._mdf.sc&&i.setAttribute("stroke",r.sc),r._mdf.fc&&i.setAttribute("fill",r.fc))}},extendPrototype([IImageElement],ISolidElement),ISolidElement.prototype.createContent=function(){var t=createNS("rect");t.setAttribute("width",this.data.sw),t.setAttribute("height",this.data.sh),t.setAttribute("fill",this.data.sc),this.layerElement.appendChild(t)},NullElement.prototype.prepareFrame=function(t){this.prepareProperties(t,!0)},NullElement.prototype.renderFrame=function(){},NullElement.prototype.getBaseElement=function(){return null},NullElement.prototype.destroy=function(){},NullElement.prototype.sourceRectAtTime=function(){},NullElement.prototype.hide=function(){},extendPrototype([BaseElement,TransformElement,HierarchyElement,FrameElement],NullElement),extendPrototype([BaseRenderer],SVGRendererBase),SVGRendererBase.prototype.createNull=function(t){return new NullElement(t,this.globalData,this)},SVGRendererBase.prototype.createShape=function(t){return new SVGShapeElement(t,this.globalData,this)},SVGRendererBase.prototype.createText=function(t){return new SVGTextLottieElement(t,this.globalData,this)},SVGRendererBase.prototype.createImage=function(t){return new IImageElement(t,this.globalData,this)},SVGRendererBase.prototype.createSolid=function(t){return new ISolidElement(t,this.globalData,this)},SVGRendererBase.prototype.configAnimation=function(t){this.svgElement.setAttribute("xmlns","http://www.w3.org/2000/svg"),this.renderConfig.viewBoxSize?this.svgElement.setAttribute("viewBox",this.renderConfig.viewBoxSize):this.svgElement.setAttribute("viewBox","0 0 "+t.w+" "+t.h),this.renderConfig.viewBoxOnly||(this.svgElement.setAttribute("width",t.w),this.svgElement.setAttribute("height",t.h),this.svgElement.style.width="100%",this.svgElement.style.height="100%",this.svgElement.style.transform="translate3d(0,0,0)",this.svgElement.style.contentVisibility=this.renderConfig.contentVisibility),this.renderConfig.width&&this.svgElement.setAttribute("width",this.renderConfig.width),this.renderConfig.height&&this.svgElement.setAttribute("height",this.renderConfig.height),this.renderConfig.className&&this.svgElement.setAttribute("class",this.renderConfig.className),this.renderConfig.id&&this.svgElement.setAttribute("id",this.renderConfig.id),void 0!==this.renderConfig.focusable&&this.svgElement.setAttribute("focusable",this.renderConfig.focusable),this.svgElement.setAttribute("preserveAspectRatio",this.renderConfig.preserveAspectRatio),this.animationItem.wrapper.appendChild(this.svgElement);var e=this.globalData.defs;this.setupGlobalData(t,e),this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.data=t;var r=createNS("clipPath"),i=createNS("rect");i.setAttribute("width",t.w),i.setAttribute("height",t.h),i.setAttribute("x",0),i.setAttribute("y",0);var s=createElementID();r.setAttribute("id",s),r.appendChild(i),this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+s+")"),e.appendChild(r),this.layers=t.layers,this.elements=createSizedArray(t.layers.length)},SVGRendererBase.prototype.destroy=function(){var t;this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),this.layerElement=null,this.globalData.defs=null;var e=this.layers?this.layers.length:0;for(t=0;t<e;t+=1)this.elements[t]&&this.elements[t].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},SVGRendererBase.prototype.updateContainerSize=function(){},SVGRendererBase.prototype.buildItem=function(t){var e=this.elements;if(!e[t]&&99!==this.layers[t].ty){e[t]=!0;var r=this.createItem(this.layers[t]);e[t]=r,getExpressionsPlugin()&&(0===this.layers[t].ty&&this.globalData.projectInterface.registerComposition(r),r.initExpressions()),this.appendElementInPos(r,t),this.layers[t].tt&&(this.elements[t-1]&&!0!==this.elements[t-1]?r.setMatte(e[t-1].layerId):(this.buildItem(t-1),this.addPendingElement(r)))}},SVGRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var t=this.pendingElements.pop();if(t.checkParenting(),t.data.tt)for(var e=0,r=this.elements.length;e<r;){if(this.elements[e]===t){t.setMatte(this.elements[e-1].layerId);break}e+=1}}},SVGRendererBase.prototype.renderFrame=function(t){if(this.renderedFrame!==t&&!this.destroyed){var e;null===t?t=this.renderedFrame:this.renderedFrame=t,this.globalData.frameNum=t,this.globalData.frameId+=1,this.globalData.projectInterface.currentFrame=t,this.globalData._mdf=!1;var r=this.layers.length;for(this.completeLayers||this.checkLayers(t),e=r-1;e>=0;e-=1)(this.completeLayers||this.elements[e])&&this.elements[e].prepareFrame(t-this.layers[e].st);if(this.globalData._mdf)for(e=0;e<r;e+=1)(this.completeLayers||this.elements[e])&&this.elements[e].renderFrame()}},SVGRendererBase.prototype.appendElementInPos=function(t,e){var r=t.getBaseElement();if(r){for(var i,s=0;s<e;)this.elements[s]&&!0!==this.elements[s]&&this.elements[s].getBaseElement()&&(i=this.elements[s].getBaseElement()),s+=1;i?this.layerElement.insertBefore(r,i):this.layerElement.appendChild(r)}},SVGRendererBase.prototype.hide=function(){this.layerElement.style.display="none"},SVGRendererBase.prototype.show=function(){this.layerElement.style.display="block"},extendPrototype([BaseElement,TransformElement,HierarchyElement,FrameElement,RenderableDOMElement],ICompElement),ICompElement.prototype.initElement=function(t,e,r){this.initFrame(),this.initBaseData(t,e,r),this.initTransform(t,e,r),this.initRenderable(),this.initHierarchy(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),!this.data.xt&&e.progressiveLoad||this.buildAllItems(),this.hide()},ICompElement.prototype.prepareFrame=function(t){if(this._mdf=!1,this.prepareRenderableFrame(t),this.prepareProperties(t,this.isInRange),this.isInRange||this.data.xt){if(this.tm._placeholder)this.renderedFrame=t/this.data.sr;else{var e=this.tm.v;e===this.data.op&&(e=this.data.op-1),this.renderedFrame=e}var r,i=this.elements.length;for(this.completeLayers||this.checkLayers(this.renderedFrame),r=i-1;r>=0;r-=1)(this.completeLayers||this.elements[r])&&(this.elements[r].prepareFrame(this.renderedFrame-this.layers[r].st),this.elements[r]._mdf&&(this._mdf=!0))}},ICompElement.prototype.renderInnerContent=function(){var t,e=this.layers.length;for(t=0;t<e;t+=1)(this.completeLayers||this.elements[t])&&this.elements[t].renderFrame()},ICompElement.prototype.setElements=function(t){this.elements=t},ICompElement.prototype.getElements=function(){return this.elements},ICompElement.prototype.destroyElements=function(){var t,e=this.layers.length;for(t=0;t<e;t+=1)this.elements[t]&&this.elements[t].destroy()},ICompElement.prototype.destroy=function(){this.destroyElements(),this.destroyBaseElement()},extendPrototype([SVGRendererBase,ICompElement,SVGBaseElement],SVGCompElement),SVGCompElement.prototype.createComp=function(t){return new SVGCompElement(t,this.globalData,this)},extendPrototype([SVGRendererBase],SVGRenderer),SVGRenderer.prototype.createComp=function(t){return new SVGCompElement(t,this.globalData,this)},CVContextData.prototype.duplicate=function(){var t=2*this._length,e=this.savedOp;this.savedOp=createTypedArray("float32",t),this.savedOp.set(e);var r=0;for(r=this._length;r<t;r+=1)this.saved[r]=createTypedArray("float32",16);this._length=t},CVContextData.prototype.reset=function(){this.cArrPos=0,this.cTr.reset(),this.cO=1},ShapeTransformManager.prototype={addTransformSequence:function(t){var e,r=t.length,i="_";for(e=0;e<r;e+=1)i+=t[e].transform.key+"_";var s=this.sequences[i];return s||(s={transforms:[].concat(t),finalTransform:new Matrix,_mdf:!1},this.sequences[i]=s,this.sequenceList.push(s)),s},processSequence:function(t,e){for(var r,i=0,s=t.transforms.length,a=e;i<s&&!e;){if(t.transforms[i].transform.mProps._mdf){a=!0;break}i+=1}if(a)for(t.finalTransform.reset(),i=s-1;i>=0;i-=1)r=t.transforms[i].transform.mProps.v.props,t.finalTransform.transform(r[0],r[1],r[2],r[3],r[4],r[5],r[6],r[7],r[8],r[9],r[10],r[11],r[12],r[13],r[14],r[15]);t._mdf=a},processSequences:function(t){var e,r=this.sequenceList.length;for(e=0;e<r;e+=1)this.processSequence(this.sequenceList[e],t)},getNewKey:function(){return this.transform_key_count+=1,"_"+this.transform_key_count}},CVEffects.prototype.renderFrame=function(){},CVMaskElement.prototype.renderFrame=function(){if(this.hasMasks){var t,e,r,i,s=this.element.finalTransform.mat,a=this.element.canvasContext,n=this.masksProperties.length;for(a.beginPath(),t=0;t<n;t+=1)if("n"!==this.masksProperties[t].mode){var o;this.masksProperties[t].inv&&(a.moveTo(0,0),a.lineTo(this.element.globalData.compSize.w,0),a.lineTo(this.element.globalData.compSize.w,this.element.globalData.compSize.h),a.lineTo(0,this.element.globalData.compSize.h),a.lineTo(0,0)),i=this.viewData[t].v,e=s.applyToPointArray(i.v[0][0],i.v[0][1],0),a.moveTo(e[0],e[1]);var h=i._length;for(o=1;o<h;o+=1)r=s.applyToTriplePoints(i.o[o-1],i.i[o],i.v[o]),a.bezierCurveTo(r[0],r[1],r[2],r[3],r[4],r[5]);r=s.applyToTriplePoints(i.o[o-1],i.i[0],i.v[0]),a.bezierCurveTo(r[0],r[1],r[2],r[3],r[4],r[5])}this.element.globalData.renderer.save(!0),a.clip()}},CVMaskElement.prototype.getMaskProperty=MaskElement.prototype.getMaskProperty,CVMaskElement.prototype.destroy=function(){this.element=null},CVBaseElement.prototype={createElements:function(){},initRendererElement:function(){},createContainerElements:function(){this.canvasContext=this.globalData.canvasContext,this.renderableEffectsManager=new CVEffects(this)},createContent:function(){},setBlendMode:function(){var t=this.globalData;if(t.blendMode!==this.data.bm){t.blendMode=this.data.bm;var e=getBlendMode(this.data.bm);t.canvasContext.globalCompositeOperation=e}},createRenderableComponents:function(){this.maskManager=new CVMaskElement(this.data,this)},hideElement:function(){this.hidden||this.isInRange&&!this.isTransparent||(this.hidden=!0)},showElement:function(){this.isInRange&&!this.isTransparent&&(this.hidden=!1,this._isFirstFrame=!0,this.maskManager._isFirstFrame=!0)},renderFrame:function(){if(!this.hidden&&!this.data.hd){this.renderTransform(),this.renderRenderable(),this.setBlendMode();var t=0===this.data.ty;this.globalData.renderer.save(t),this.globalData.renderer.ctxTransform(this.finalTransform.mat.props),this.globalData.renderer.ctxOpacity(this.finalTransform.mProp.o.v),this.renderInnerContent(),this.globalData.renderer.restore(t),this.maskManager.hasMasks&&this.globalData.renderer.restore(!0),this._isFirstFrame&&(this._isFirstFrame=!1)}},destroy:function(){this.canvasContext=null,this.data=null,this.globalData=null,this.maskManager.destroy()},mHelper:new Matrix},CVBaseElement.prototype.hide=CVBaseElement.prototype.hideElement,CVBaseElement.prototype.show=CVBaseElement.prototype.showElement,CVShapeData.prototype.setAsAnimated=SVGShapeData.prototype.setAsAnimated,extendPrototype([BaseElement,TransformElement,CVBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableElement],CVShapeElement),CVShapeElement.prototype.initElement=RenderableDOMElement.prototype.initElement,CVShapeElement.prototype.transformHelper={opacity:1,_opMdf:!1},CVShapeElement.prototype.dashResetter=[],CVShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[])},CVShapeElement.prototype.createStyleElement=function(t,e){var r={data:t,type:t.ty,preTransforms:this.transformsManager.addTransformSequence(e),transforms:[],elements:[],closed:!0===t.hd},i={};if("fl"===t.ty||"st"===t.ty?(i.c=PropertyFactory.getProp(this,t.c,1,255,this),i.c.k||(r.co="rgb("+bmFloor(i.c.v[0])+","+bmFloor(i.c.v[1])+","+bmFloor(i.c.v[2])+")")):"gf"!==t.ty&&"gs"!==t.ty||(i.s=PropertyFactory.getProp(this,t.s,1,null,this),i.e=PropertyFactory.getProp(this,t.e,1,null,this),i.h=PropertyFactory.getProp(this,t.h||{k:0},0,.01,this),i.a=PropertyFactory.getProp(this,t.a||{k:0},0,degToRads,this),i.g=new GradientProperty(this,t.g,this)),i.o=PropertyFactory.getProp(this,t.o,0,.01,this),"st"===t.ty||"gs"===t.ty){if(r.lc=lineCapEnum[t.lc||2],r.lj=lineJoinEnum[t.lj||2],1==t.lj&&(r.ml=t.ml),i.w=PropertyFactory.getProp(this,t.w,0,null,this),i.w.k||(r.wi=i.w.v),t.d){var s=new DashProperty(this,t.d,"canvas",this);i.d=s,i.d.k||(r.da=i.d.dashArray,r.do=i.d.dashoffset[0])}}else r.r=2===t.r?"evenodd":"nonzero";return this.stylesList.push(r),i.style=r,i},CVShapeElement.prototype.createGroupElement=function(){return{it:[],prevViewData:[]}},CVShapeElement.prototype.createTransformElement=function(t){return{transform:{opacity:1,_opMdf:!1,key:this.transformsManager.getNewKey(),op:PropertyFactory.getProp(this,t.o,0,.01,this),mProps:TransformPropertyFactory.getTransformProperty(this,t,this)}}},CVShapeElement.prototype.createShapeElement=function(t){var e=new CVShapeData(this,t,this.stylesList,this.transformsManager);return this.shapes.push(e),this.addShapeToModifiers(e),e},CVShapeElement.prototype.reloadShapes=function(){var t;this._isFirstFrame=!0;var e=this.itemsData.length;for(t=0;t<e;t+=1)this.prevViewData[t]=this.itemsData[t];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[]),e=this.dynamicProperties.length,t=0;t<e;t+=1)this.dynamicProperties[t].getValue();this.renderModifiers(),this.transformsManager.processSequences(this._isFirstFrame)},CVShapeElement.prototype.addTransformToStyleList=function(t){var e,r=this.stylesList.length;for(e=0;e<r;e+=1)this.stylesList[e].closed||this.stylesList[e].transforms.push(t)},CVShapeElement.prototype.removeTransformFromStyleList=function(){var t,e=this.stylesList.length;for(t=0;t<e;t+=1)this.stylesList[t].closed||this.stylesList[t].transforms.pop()},CVShapeElement.prototype.closeStyles=function(t){var e,r=t.length;for(e=0;e<r;e+=1)t[e].closed=!0},CVShapeElement.prototype.searchShapes=function(t,e,r,i,s){var a,n,o,h,l,p,f=t.length-1,m=[],c=[],d=[].concat(s);for(a=f;a>=0;a-=1){if((h=this.searchProcessedElement(t[a]))?e[a]=r[h-1]:t[a]._shouldRender=i,"fl"===t[a].ty||"st"===t[a].ty||"gf"===t[a].ty||"gs"===t[a].ty)h?e[a].style.closed=!1:e[a]=this.createStyleElement(t[a],d),m.push(e[a].style);else if("gr"===t[a].ty){if(h)for(o=e[a].it.length,n=0;n<o;n+=1)e[a].prevViewData[n]=e[a].it[n];else e[a]=this.createGroupElement(t[a]);this.searchShapes(t[a].it,e[a].it,e[a].prevViewData,i,d)}else"tr"===t[a].ty?(h||(p=this.createTransformElement(t[a]),e[a]=p),d.push(e[a]),this.addTransformToStyleList(e[a])):"sh"===t[a].ty||"rc"===t[a].ty||"el"===t[a].ty||"sr"===t[a].ty?h||(e[a]=this.createShapeElement(t[a])):"tm"===t[a].ty||"rd"===t[a].ty||"pb"===t[a].ty?(h?(l=e[a]).closed=!1:((l=ShapeModifiers.getModifier(t[a].ty)).init(this,t[a]),e[a]=l,this.shapeModifiers.push(l)),c.push(l)):"rp"===t[a].ty&&(h?(l=e[a]).closed=!0:(l=ShapeModifiers.getModifier(t[a].ty),e[a]=l,l.init(this,t,a,e),this.shapeModifiers.push(l),i=!1),c.push(l));this.addProcessedElement(t[a],a+1)}for(this.removeTransformFromStyleList(),this.closeStyles(m),f=c.length,a=0;a<f;a+=1)c[a].closed=!0},CVShapeElement.prototype.renderInnerContent=function(){this.transformHelper.opacity=1,this.transformHelper._opMdf=!1,this.renderModifiers(),this.transformsManager.processSequences(this._isFirstFrame),this.renderShape(this.transformHelper,this.shapesData,this.itemsData,!0)},CVShapeElement.prototype.renderShapeTransform=function(t,e){(t._opMdf||e.op._mdf||this._isFirstFrame)&&(e.opacity=t.opacity,e.opacity*=e.op.v,e._opMdf=!0)},CVShapeElement.prototype.drawLayer=function(){var t,e,r,i,s,a,n,o,h,l=this.stylesList.length,p=this.globalData.renderer,f=this.globalData.canvasContext;for(t=0;t<l;t+=1)if(("st"!==(o=(h=this.stylesList[t]).type)&&"gs"!==o||0!==h.wi)&&h.data._shouldRender&&0!==h.coOp&&0!==this.globalData.currentGlobalAlpha){for(p.save(),a=h.elements,"st"===o||"gs"===o?(f.strokeStyle="st"===o?h.co:h.grd,f.lineWidth=h.wi,f.lineCap=h.lc,f.lineJoin=h.lj,f.miterLimit=h.ml||0):f.fillStyle="fl"===o?h.co:h.grd,p.ctxOpacity(h.coOp),"st"!==o&&"gs"!==o&&f.beginPath(),p.ctxTransform(h.preTransforms.finalTransform.props),r=a.length,e=0;e<r;e+=1){for("st"!==o&&"gs"!==o||(f.beginPath(),h.da&&(f.setLineDash(h.da),f.lineDashOffset=h.do)),s=(n=a[e].trNodes).length,i=0;i<s;i+=1)"m"===n[i].t?f.moveTo(n[i].p[0],n[i].p[1]):"c"===n[i].t?f.bezierCurveTo(n[i].pts[0],n[i].pts[1],n[i].pts[2],n[i].pts[3],n[i].pts[4],n[i].pts[5]):f.closePath();"st"!==o&&"gs"!==o||(f.stroke(),h.da&&f.setLineDash(this.dashResetter))}"st"!==o&&"gs"!==o&&f.fill(h.r),p.restore()}},CVShapeElement.prototype.renderShape=function(t,e,r,i){var s,a;for(a=t,s=e.length-1;s>=0;s-=1)"tr"===e[s].ty?(a=r[s].transform,this.renderShapeTransform(t,a)):"sh"===e[s].ty||"el"===e[s].ty||"rc"===e[s].ty||"sr"===e[s].ty?this.renderPath(e[s],r[s]):"fl"===e[s].ty?this.renderFill(e[s],r[s],a):"st"===e[s].ty?this.renderStroke(e[s],r[s],a):"gf"===e[s].ty||"gs"===e[s].ty?this.renderGradientFill(e[s],r[s],a):"gr"===e[s].ty?this.renderShape(a,e[s].it,r[s].it):e[s].ty;i&&this.drawLayer()},CVShapeElement.prototype.renderStyledShape=function(t,e){if(this._isFirstFrame||e._mdf||t.transforms._mdf){var r,i,s,a=t.trNodes,n=e.paths,o=n._length;a.length=0;var h=t.transforms.finalTransform;for(s=0;s<o;s+=1){var l=n.shapes[s];if(l&&l.v){for(i=l._length,r=1;r<i;r+=1)1===r&&a.push({t:"m",p:h.applyToPointArray(l.v[0][0],l.v[0][1],0)}),a.push({t:"c",pts:h.applyToTriplePoints(l.o[r-1],l.i[r],l.v[r])});1===i&&a.push({t:"m",p:h.applyToPointArray(l.v[0][0],l.v[0][1],0)}),l.c&&i&&(a.push({t:"c",pts:h.applyToTriplePoints(l.o[r-1],l.i[0],l.v[0])}),a.push({t:"z"}))}}t.trNodes=a}},CVShapeElement.prototype.renderPath=function(t,e){if(!0!==t.hd&&t._shouldRender){var r,i=e.styledShapes.length;for(r=0;r<i;r+=1)this.renderStyledShape(e.styledShapes[r],e.sh)}},CVShapeElement.prototype.renderFill=function(t,e,r){var i=e.style;(e.c._mdf||this._isFirstFrame)&&(i.co="rgb("+bmFloor(e.c.v[0])+","+bmFloor(e.c.v[1])+","+bmFloor(e.c.v[2])+")"),(e.o._mdf||r._opMdf||this._isFirstFrame)&&(i.coOp=e.o.v*r.opacity)},CVShapeElement.prototype.renderGradientFill=function(t,e,r){var i,s=e.style;if(!s.grd||e.g._mdf||e.s._mdf||e.e._mdf||1!==t.t&&(e.h._mdf||e.a._mdf)){var a,n=this.globalData.canvasContext,o=e.s.v,h=e.e.v;if(1===t.t)i=n.createLinearGradient(o[0],o[1],h[0],h[1]);else{var l=Math.sqrt(Math.pow(o[0]-h[0],2)+Math.pow(o[1]-h[1],2)),p=Math.atan2(h[1]-o[1],h[0]-o[0]),f=e.h.v;f>=1?f=.99:f<=-1&&(f=-.99);var m=l*f,c=Math.cos(p+e.a.v)*m+o[0],d=Math.sin(p+e.a.v)*m+o[1];i=n.createRadialGradient(c,d,0,o[0],o[1],l)}var u=t.g.p,y=e.g.c,g=1;for(a=0;a<u;a+=1)e.g._hasOpacity&&e.g._collapsable&&(g=e.g.o[2*a+1]),i.addColorStop(y[4*a]/100,"rgba("+y[4*a+1]+","+y[4*a+2]+","+y[4*a+3]+","+g+")");s.grd=i}s.coOp=e.o.v*r.opacity},CVShapeElement.prototype.renderStroke=function(t,e,r){var i=e.style,s=e.d;s&&(s._mdf||this._isFirstFrame)&&(i.da=s.dashArray,i.do=s.dashoffset[0]),(e.c._mdf||this._isFirstFrame)&&(i.co="rgb("+bmFloor(e.c.v[0])+","+bmFloor(e.c.v[1])+","+bmFloor(e.c.v[2])+")"),(e.o._mdf||r._opMdf||this._isFirstFrame)&&(i.coOp=e.o.v*r.opacity),(e.w._mdf||this._isFirstFrame)&&(i.wi=e.w.v)},CVShapeElement.prototype.destroy=function(){this.shapesData=null,this.globalData=null,this.canvasContext=null,this.stylesList.length=0,this.itemsData.length=0},extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement,ITextElement],CVTextElement),CVTextElement.prototype.tHelper=createTag("canvas").getContext("2d"),CVTextElement.prototype.buildNewText=function(){var t=this.textProperty.currentData;this.renderedLetters=createSizedArray(t.l?t.l.length:0);var e=!1;t.fc?(e=!0,this.values.fill=this.buildColor(t.fc)):this.values.fill="rgba(0,0,0,0)",this.fill=e;var r=!1;t.sc&&(r=!0,this.values.stroke=this.buildColor(t.sc),this.values.sWidth=t.sw);var i,s,a,n,o,h,l,p,f,m,c,d,u=this.globalData.fontManager.getFontByName(t.f),y=t.l,g=this.mHelper;this.stroke=r,this.values.fValue=t.finalSize+"px "+this.globalData.fontManager.getFontByName(t.f).fFamily,s=t.finalText.length;var v=this.data.singleShape,b=.001*t.tr*t.finalSize,P=0,E=0,x=!0,S=0;for(i=0;i<s;i+=1){n=(a=this.globalData.fontManager.getCharData(t.finalText[i],u.fStyle,this.globalData.fontManager.getFontByName(t.f).fFamily))&&a.data||{},g.reset(),v&&y[i].n&&(P=-b,E+=t.yOffset,E+=x?1:0,x=!1),f=(l=n.shapes?n.shapes[0].it:[]).length,g.scale(t.finalSize/100,t.finalSize/100),v&&this.applyTextPropertiesToMatrix(t,g,y[i].line,P,E),c=createSizedArray(f-1);var C=0;for(p=0;p<f;p+=1)if("sh"===l[p].ty){for(h=l[p].ks.k.i.length,m=l[p].ks.k,d=[],o=1;o<h;o+=1)1===o&&d.push(g.applyToX(m.v[0][0],m.v[0][1],0),g.applyToY(m.v[0][0],m.v[0][1],0)),d.push(g.applyToX(m.o[o-1][0],m.o[o-1][1],0),g.applyToY(m.o[o-1][0],m.o[o-1][1],0),g.applyToX(m.i[o][0],m.i[o][1],0),g.applyToY(m.i[o][0],m.i[o][1],0),g.applyToX(m.v[o][0],m.v[o][1],0),g.applyToY(m.v[o][0],m.v[o][1],0));d.push(g.applyToX(m.o[o-1][0],m.o[o-1][1],0),g.applyToY(m.o[o-1][0],m.o[o-1][1],0),g.applyToX(m.i[0][0],m.i[0][1],0),g.applyToY(m.i[0][0],m.i[0][1],0),g.applyToX(m.v[0][0],m.v[0][1],0),g.applyToY(m.v[0][0],m.v[0][1],0)),c[C]=d,C+=1}v&&(P+=y[i].l,P+=b),this.textSpans[S]?this.textSpans[S].elem=c:this.textSpans[S]={elem:c},S+=1}},CVTextElement.prototype.renderInnerContent=function(){var t,e,r,i,s,a,n=this.canvasContext;n.font=this.values.fValue,n.lineCap="butt",n.lineJoin="miter",n.miterLimit=4,this.data.singleShape||this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag);var o,h=this.textAnimator.renderedLetters,l=this.textProperty.currentData.l;e=l.length;var p,f,m=null,c=null,d=null;for(t=0;t<e;t+=1)if(!l[t].n){if((o=h[t])&&(this.globalData.renderer.save(),this.globalData.renderer.ctxTransform(o.p),this.globalData.renderer.ctxOpacity(o.o)),this.fill){for(o&&o.fc?m!==o.fc&&(m=o.fc,n.fillStyle=o.fc):m!==this.values.fill&&(m=this.values.fill,n.fillStyle=this.values.fill),i=(p=this.textSpans[t].elem).length,this.globalData.canvasContext.beginPath(),r=0;r<i;r+=1)for(a=(f=p[r]).length,this.globalData.canvasContext.moveTo(f[0],f[1]),s=2;s<a;s+=6)this.globalData.canvasContext.bezierCurveTo(f[s],f[s+1],f[s+2],f[s+3],f[s+4],f[s+5]);this.globalData.canvasContext.closePath(),this.globalData.canvasContext.fill()}if(this.stroke){for(o&&o.sw?d!==o.sw&&(d=o.sw,n.lineWidth=o.sw):d!==this.values.sWidth&&(d=this.values.sWidth,n.lineWidth=this.values.sWidth),o&&o.sc?c!==o.sc&&(c=o.sc,n.strokeStyle=o.sc):c!==this.values.stroke&&(c=this.values.stroke,n.strokeStyle=this.values.stroke),i=(p=this.textSpans[t].elem).length,this.globalData.canvasContext.beginPath(),r=0;r<i;r+=1)for(a=(f=p[r]).length,this.globalData.canvasContext.moveTo(f[0],f[1]),s=2;s<a;s+=6)this.globalData.canvasContext.bezierCurveTo(f[s],f[s+1],f[s+2],f[s+3],f[s+4],f[s+5]);this.globalData.canvasContext.closePath(),this.globalData.canvasContext.stroke()}o&&this.globalData.renderer.restore()}},extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement],CVImageElement),CVImageElement.prototype.initElement=SVGShapeElement.prototype.initElement,CVImageElement.prototype.prepareFrame=IImageElement.prototype.prepareFrame,CVImageElement.prototype.createContent=function(){if(this.img.width&&(this.assetData.w!==this.img.width||this.assetData.h!==this.img.height)){var t=createTag("canvas");t.width=this.assetData.w,t.height=this.assetData.h;var e,r,i=t.getContext("2d"),s=this.img.width,a=this.img.height,n=s/a,o=this.assetData.w/this.assetData.h,h=this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio;n>o&&"xMidYMid slice"===h||n<o&&"xMidYMid slice"!==h?e=(r=a)*o:r=(e=s)/o,i.drawImage(this.img,(s-e)/2,(a-r)/2,e,r,0,0,this.assetData.w,this.assetData.h),this.img=t}},CVImageElement.prototype.renderInnerContent=function(){this.canvasContext.drawImage(this.img,0,0)},CVImageElement.prototype.destroy=function(){this.img=null},extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement],CVSolidElement),CVSolidElement.prototype.initElement=SVGShapeElement.prototype.initElement,CVSolidElement.prototype.prepareFrame=IImageElement.prototype.prepareFrame,CVSolidElement.prototype.renderInnerContent=function(){var t=this.canvasContext;t.fillStyle=this.data.sc,t.fillRect(0,0,this.data.sw,this.data.sh)},extendPrototype([BaseRenderer],CanvasRendererBase),CanvasRendererBase.prototype.createShape=function(t){return new CVShapeElement(t,this.globalData,this)},CanvasRendererBase.prototype.createText=function(t){return new CVTextElement(t,this.globalData,this)},CanvasRendererBase.prototype.createImage=function(t){return new CVImageElement(t,this.globalData,this)},CanvasRendererBase.prototype.createSolid=function(t){return new CVSolidElement(t,this.globalData,this)},CanvasRendererBase.prototype.createNull=SVGRenderer.prototype.createNull,CanvasRendererBase.prototype.ctxTransform=function(t){if(1!==t[0]||0!==t[1]||0!==t[4]||1!==t[5]||0!==t[12]||0!==t[13])if(this.renderConfig.clearCanvas){this.transformMat.cloneFromProps(t);var e=this.contextData.cTr.props;this.transformMat.transform(e[0],e[1],e[2],e[3],e[4],e[5],e[6],e[7],e[8],e[9],e[10],e[11],e[12],e[13],e[14],e[15]),this.contextData.cTr.cloneFromProps(this.transformMat.props);var r=this.contextData.cTr.props;this.canvasContext.setTransform(r[0],r[1],r[4],r[5],r[12],r[13])}else this.canvasContext.transform(t[0],t[1],t[4],t[5],t[12],t[13])},CanvasRendererBase.prototype.ctxOpacity=function(t){if(!this.renderConfig.clearCanvas)return this.canvasContext.globalAlpha*=t<0?0:t,void(this.globalData.currentGlobalAlpha=this.contextData.cO);this.contextData.cO*=t<0?0:t,this.globalData.currentGlobalAlpha!==this.contextData.cO&&(this.canvasContext.globalAlpha=this.contextData.cO,this.globalData.currentGlobalAlpha=this.contextData.cO)},CanvasRendererBase.prototype.reset=function(){this.renderConfig.clearCanvas?this.contextData.reset():this.canvasContext.restore()},CanvasRendererBase.prototype.save=function(t){if(this.renderConfig.clearCanvas){t&&this.canvasContext.save();var e,r=this.contextData.cTr.props;this.contextData._length<=this.contextData.cArrPos&&this.contextData.duplicate();var i=this.contextData.saved[this.contextData.cArrPos];for(e=0;e<16;e+=1)i[e]=r[e];this.contextData.savedOp[this.contextData.cArrPos]=this.contextData.cO,this.contextData.cArrPos+=1}else this.canvasContext.save()},CanvasRendererBase.prototype.restore=function(t){if(this.renderConfig.clearCanvas){t&&(this.canvasContext.restore(),this.globalData.blendMode="source-over"),this.contextData.cArrPos-=1;var e,r=this.contextData.saved[this.contextData.cArrPos],i=this.contextData.cTr.props;for(e=0;e<16;e+=1)i[e]=r[e];this.canvasContext.setTransform(r[0],r[1],r[4],r[5],r[12],r[13]),r=this.contextData.savedOp[this.contextData.cArrPos],this.contextData.cO=r,this.globalData.currentGlobalAlpha!==r&&(this.canvasContext.globalAlpha=r,this.globalData.currentGlobalAlpha=r)}else this.canvasContext.restore()},CanvasRendererBase.prototype.configAnimation=function(t){if(this.animationItem.wrapper){this.animationItem.container=createTag("canvas");var e=this.animationItem.container.style;e.width="100%",e.height="100%";var r="0px 0px 0px";e.transformOrigin=r,e.mozTransformOrigin=r,e.webkitTransformOrigin=r,e["-webkit-transform"]=r,e.contentVisibility=this.renderConfig.contentVisibility,this.animationItem.wrapper.appendChild(this.animationItem.container),this.canvasContext=this.animationItem.container.getContext("2d"),this.renderConfig.className&&this.animationItem.container.setAttribute("class",this.renderConfig.className),this.renderConfig.id&&this.animationItem.container.setAttribute("id",this.renderConfig.id)}else this.canvasContext=this.renderConfig.context;this.data=t,this.layers=t.layers,this.transformCanvas={w:t.w,h:t.h,sx:0,sy:0,tx:0,ty:0},this.setupGlobalData(t,document.body),this.globalData.canvasContext=this.canvasContext,this.globalData.renderer=this,this.globalData.isDashed=!1,this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.globalData.transformCanvas=this.transformCanvas,this.elements=createSizedArray(t.layers.length),this.updateContainerSize()},CanvasRendererBase.prototype.updateContainerSize=function(){var t,e,r,i;if(this.reset(),this.animationItem.wrapper&&this.animationItem.container?(t=this.animationItem.wrapper.offsetWidth,e=this.animationItem.wrapper.offsetHeight,this.animationItem.container.setAttribute("width",t*this.renderConfig.dpr),this.animationItem.container.setAttribute("height",e*this.renderConfig.dpr)):(t=this.canvasContext.canvas.width*this.renderConfig.dpr,e=this.canvasContext.canvas.height*this.renderConfig.dpr),-1!==this.renderConfig.preserveAspectRatio.indexOf("meet")||-1!==this.renderConfig.preserveAspectRatio.indexOf("slice")){var s=this.renderConfig.preserveAspectRatio.split(" "),a=s[1]||"meet",n=s[0]||"xMidYMid",o=n.substr(0,4),h=n.substr(4);r=t/e,(i=this.transformCanvas.w/this.transformCanvas.h)>r&&"meet"===a||i<r&&"slice"===a?(this.transformCanvas.sx=t/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=t/(this.transformCanvas.w/this.renderConfig.dpr)):(this.transformCanvas.sx=e/(this.transformCanvas.h/this.renderConfig.dpr),this.transformCanvas.sy=e/(this.transformCanvas.h/this.renderConfig.dpr)),this.transformCanvas.tx="xMid"===o&&(i<r&&"meet"===a||i>r&&"slice"===a)?(t-this.transformCanvas.w*(e/this.transformCanvas.h))/2*this.renderConfig.dpr:"xMax"===o&&(i<r&&"meet"===a||i>r&&"slice"===a)?(t-this.transformCanvas.w*(e/this.transformCanvas.h))*this.renderConfig.dpr:0,this.transformCanvas.ty="YMid"===h&&(i>r&&"meet"===a||i<r&&"slice"===a)?(e-this.transformCanvas.h*(t/this.transformCanvas.w))/2*this.renderConfig.dpr:"YMax"===h&&(i>r&&"meet"===a||i<r&&"slice"===a)?(e-this.transformCanvas.h*(t/this.transformCanvas.w))*this.renderConfig.dpr:0}else"none"===this.renderConfig.preserveAspectRatio?(this.transformCanvas.sx=t/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=e/(this.transformCanvas.h/this.renderConfig.dpr),this.transformCanvas.tx=0,this.transformCanvas.ty=0):(this.transformCanvas.sx=this.renderConfig.dpr,this.transformCanvas.sy=this.renderConfig.dpr,this.transformCanvas.tx=0,this.transformCanvas.ty=0);this.transformCanvas.props=[this.transformCanvas.sx,0,0,0,0,this.transformCanvas.sy,0,0,0,0,1,0,this.transformCanvas.tx,this.transformCanvas.ty,0,1],this.ctxTransform(this.transformCanvas.props),this.canvasContext.beginPath(),this.canvasContext.rect(0,0,this.transformCanvas.w,this.transformCanvas.h),this.canvasContext.closePath(),this.canvasContext.clip(),this.renderFrame(this.renderedFrame,!0)},CanvasRendererBase.prototype.destroy=function(){var t;for(this.renderConfig.clearCanvas&&this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),t=(this.layers?this.layers.length:0)-1;t>=0;t-=1)this.elements[t]&&this.elements[t].destroy();this.elements.length=0,this.globalData.canvasContext=null,this.animationItem.container=null,this.destroyed=!0},CanvasRendererBase.prototype.renderFrame=function(t,e){if((this.renderedFrame!==t||!0!==this.renderConfig.clearCanvas||e)&&!this.destroyed&&-1!==t){var r;this.renderedFrame=t,this.globalData.frameNum=t-this.animationItem._isFirstFrame,this.globalData.frameId+=1,this.globalData._mdf=!this.renderConfig.clearCanvas||e,this.globalData.projectInterface.currentFrame=t;var i=this.layers.length;for(this.completeLayers||this.checkLayers(t),r=0;r<i;r+=1)(this.completeLayers||this.elements[r])&&this.elements[r].prepareFrame(t-this.layers[r].st);if(this.globalData._mdf){for(!0===this.renderConfig.clearCanvas?this.canvasContext.clearRect(0,0,this.transformCanvas.w,this.transformCanvas.h):this.save(),r=i-1;r>=0;r-=1)(this.completeLayers||this.elements[r])&&this.elements[r].renderFrame();!0!==this.renderConfig.clearCanvas&&this.restore()}}},CanvasRendererBase.prototype.buildItem=function(t){var e=this.elements;if(!e[t]&&99!==this.layers[t].ty){var r=this.createItem(this.layers[t],this,this.globalData);e[t]=r,r.initExpressions()}},CanvasRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){this.pendingElements.pop().checkParenting()}},CanvasRendererBase.prototype.hide=function(){this.animationItem.container.style.display="none"},CanvasRendererBase.prototype.show=function(){this.animationItem.container.style.display="block"},extendPrototype([CanvasRendererBase,ICompElement,CVBaseElement],CVCompElement),CVCompElement.prototype.renderInnerContent=function(){var t,e=this.canvasContext;for(e.beginPath(),e.moveTo(0,0),e.lineTo(this.data.w,0),e.lineTo(this.data.w,this.data.h),e.lineTo(0,this.data.h),e.lineTo(0,0),e.clip(),t=this.layers.length-1;t>=0;t-=1)(this.completeLayers||this.elements[t])&&this.elements[t].renderFrame()},CVCompElement.prototype.destroy=function(){var t;for(t=this.layers.length-1;t>=0;t-=1)this.elements[t]&&this.elements[t].destroy();this.layers=null,this.elements=null},CVCompElement.prototype.createComp=function(t){return new CVCompElement(t,this.globalData,this)},extendPrototype([CanvasRendererBase],CanvasRenderer),CanvasRenderer.prototype.createComp=function(t){return new CVCompElement(t,this.globalData,this)},HBaseElement.prototype={checkBlendMode:function(){},initRendererElement:function(){this.baseElement=createTag(this.data.tg||"div"),this.data.hasMask?(this.svgElement=createNS("svg"),this.layerElement=createNS("g"),this.maskedElement=this.layerElement,this.svgElement.appendChild(this.layerElement),this.baseElement.appendChild(this.svgElement)):this.layerElement=this.baseElement,styleDiv(this.baseElement)},createContainerElements:function(){this.renderableEffectsManager=new CVEffects(this),this.transformedElement=this.baseElement,this.maskedElement=this.layerElement,this.data.ln&&this.layerElement.setAttribute("id",this.data.ln),this.data.cl&&this.layerElement.setAttribute("class",this.data.cl),0!==this.data.bm&&this.setBlendMode()},renderElement:function(){var t=this.transformedElement?this.transformedElement.style:{};if(this.finalTransform._matMdf){var e=this.finalTransform.mat.toCSS();t.transform=e,t.webkitTransform=e}this.finalTransform._opMdf&&(t.opacity=this.finalTransform.mProp.o.v)},renderFrame:function(){this.data.hd||this.hidden||(this.renderTransform(),this.renderRenderable(),this.renderElement(),this.renderInnerContent(),this._isFirstFrame&&(this._isFirstFrame=!1))},destroy:function(){this.layerElement=null,this.transformedElement=null,this.matteElement&&(this.matteElement=null),this.maskManager&&(this.maskManager.destroy(),this.maskManager=null)},createRenderableComponents:function(){this.maskManager=new MaskElement(this.data,this,this.globalData)},addEffects:function(){},setMatte:function(){}},HBaseElement.prototype.getBaseElement=SVGBaseElement.prototype.getBaseElement,HBaseElement.prototype.destroyBaseElement=HBaseElement.prototype.destroy,HBaseElement.prototype.buildElementParenting=BaseRenderer.prototype.buildElementParenting,extendPrototype([BaseElement,TransformElement,HBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],HSolidElement),HSolidElement.prototype.createContent=function(){var t;this.data.hasMask?((t=createNS("rect")).setAttribute("width",this.data.sw),t.setAttribute("height",this.data.sh),t.setAttribute("fill",this.data.sc),this.svgElement.setAttribute("width",this.data.sw),this.svgElement.setAttribute("height",this.data.sh)):((t=createTag("div")).style.width=this.data.sw+"px",t.style.height=this.data.sh+"px",t.style.backgroundColor=this.data.sc),this.layerElement.appendChild(t)},extendPrototype([BaseElement,TransformElement,HSolidElement,SVGShapeElement,HBaseElement,HierarchyElement,FrameElement,RenderableElement],HShapeElement),HShapeElement.prototype._renderShapeFrame=HShapeElement.prototype.renderInnerContent,HShapeElement.prototype.createContent=function(){var t;if(this.baseElement.style.fontSize=0,this.data.hasMask)this.layerElement.appendChild(this.shapesContainer),t=this.svgElement;else{t=createNS("svg");var e=this.comp.data?this.comp.data:this.globalData.compSize;t.setAttribute("width",e.w),t.setAttribute("height",e.h),t.appendChild(this.shapesContainer),this.layerElement.appendChild(t)}this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.shapesContainer,0,[],!0),this.filterUniqueShapes(),this.shapeCont=t},HShapeElement.prototype.getTransformedPoint=function(t,e){var r,i=t.length;for(r=0;r<i;r+=1)e=t[r].mProps.v.applyToPointArray(e[0],e[1],0);return e},HShapeElement.prototype.calculateShapeBoundingBox=function(t,e){var r,i,s,a,n,o=t.sh.v,h=t.transformers,l=o._length;if(!(l<=1)){for(r=0;r<l-1;r+=1)i=this.getTransformedPoint(h,o.v[r]),s=this.getTransformedPoint(h,o.o[r]),a=this.getTransformedPoint(h,o.i[r+1]),n=this.getTransformedPoint(h,o.v[r+1]),this.checkBounds(i,s,a,n,e);o.c&&(i=this.getTransformedPoint(h,o.v[r]),s=this.getTransformedPoint(h,o.o[r]),a=this.getTransformedPoint(h,o.i[0]),n=this.getTransformedPoint(h,o.v[0]),this.checkBounds(i,s,a,n,e))}},HShapeElement.prototype.checkBounds=function(t,e,r,i,s){this.getBoundsOfCurve(t,e,r,i);var a=this.shapeBoundingBox;s.x=bmMin(a.left,s.x),s.xMax=bmMax(a.right,s.xMax),s.y=bmMin(a.top,s.y),s.yMax=bmMax(a.bottom,s.yMax)},HShapeElement.prototype.shapeBoundingBox={left:0,right:0,top:0,bottom:0},HShapeElement.prototype.tempBoundingBox={x:0,xMax:0,y:0,yMax:0,width:0,height:0},HShapeElement.prototype.getBoundsOfCurve=function(t,e,r,i){for(var s,a,n,o,h,l,p,f=[[t[0],i[0]],[t[1],i[1]]],m=0;m<2;++m)a=6*t[m]-12*e[m]+6*r[m],s=-3*t[m]+9*e[m]-9*r[m]+3*i[m],n=3*e[m]-3*t[m],a|=0,n|=0,0===(s|=0)&&0===a||(0===s?(o=-n/a)>0&&o<1&&f[m].push(this.calculateF(o,t,e,r,i,m)):(h=a*a-4*n*s)>=0&&((l=(-a+bmSqrt(h))/(2*s))>0&&l<1&&f[m].push(this.calculateF(l,t,e,r,i,m)),(p=(-a-bmSqrt(h))/(2*s))>0&&p<1&&f[m].push(this.calculateF(p,t,e,r,i,m))));this.shapeBoundingBox.left=bmMin.apply(null,f[0]),this.shapeBoundingBox.top=bmMin.apply(null,f[1]),this.shapeBoundingBox.right=bmMax.apply(null,f[0]),this.shapeBoundingBox.bottom=bmMax.apply(null,f[1])},HShapeElement.prototype.calculateF=function(t,e,r,i,s,a){return bmPow(1-t,3)*e[a]+3*bmPow(1-t,2)*t*r[a]+3*(1-t)*bmPow(t,2)*i[a]+bmPow(t,3)*s[a]},HShapeElement.prototype.calculateBoundingBox=function(t,e){var r,i=t.length;for(r=0;r<i;r+=1)t[r]&&t[r].sh?this.calculateShapeBoundingBox(t[r],e):t[r]&&t[r].it&&this.calculateBoundingBox(t[r].it,e)},HShapeElement.prototype.currentBoxContains=function(t){return this.currentBBox.x<=t.x&&this.currentBBox.y<=t.y&&this.currentBBox.width+this.currentBBox.x>=t.x+t.width&&this.currentBBox.height+this.currentBBox.y>=t.y+t.height},HShapeElement.prototype.renderInnerContent=function(){if(this._renderShapeFrame(),!this.hidden&&(this._isFirstFrame||this._mdf)){var t=this.tempBoundingBox,e=999999;if(t.x=e,t.xMax=-e,t.y=e,t.yMax=-e,this.calculateBoundingBox(this.itemsData,t),t.width=t.xMax<t.x?0:t.xMax-t.x,t.height=t.yMax<t.y?0:t.yMax-t.y,this.currentBoxContains(t))return;var r=!1;if(this.currentBBox.w!==t.width&&(this.currentBBox.w=t.width,this.shapeCont.setAttribute("width",t.width),r=!0),this.currentBBox.h!==t.height&&(this.currentBBox.h=t.height,this.shapeCont.setAttribute("height",t.height),r=!0),r||this.currentBBox.x!==t.x||this.currentBBox.y!==t.y){this.currentBBox.w=t.width,this.currentBBox.h=t.height,this.currentBBox.x=t.x,this.currentBBox.y=t.y,this.shapeCont.setAttribute("viewBox",this.currentBBox.x+" "+this.currentBBox.y+" "+this.currentBBox.w+" "+this.currentBBox.h);var i=this.shapeCont.style,s="translate("+this.currentBBox.x+"px,"+this.currentBBox.y+"px)";i.transform=s,i.webkitTransform=s}}},extendPrototype([BaseElement,TransformElement,HBaseElement,HierarchyElement,FrameElement,RenderableDOMElement,ITextElement],HTextElement),HTextElement.prototype.createContent=function(){if(this.isMasked=this.checkMasks(),this.isMasked){this.renderType="svg",this.compW=this.comp.data.w,this.compH=this.comp.data.h,this.svgElement.setAttribute("width",this.compW),this.svgElement.setAttribute("height",this.compH);var t=createNS("g");this.maskedElement.appendChild(t),this.innerElem=t}else this.renderType="html",this.innerElem=this.layerElement;this.checkParenting()},HTextElement.prototype.buildNewText=function(){var t=this.textProperty.currentData;this.renderedLetters=createSizedArray(t.l?t.l.length:0);var e=this.innerElem.style,r=t.fc?this.buildColor(t.fc):"rgba(0,0,0,0)";e.fill=r,e.color=r,t.sc&&(e.stroke=this.buildColor(t.sc),e.strokeWidth=t.sw+"px");var i,s,a=this.globalData.fontManager.getFontByName(t.f);if(!this.globalData.fontManager.chars)if(e.fontSize=t.finalSize+"px",e.lineHeight=t.finalSize+"px",a.fClass)this.innerElem.className=a.fClass;else{e.fontFamily=a.fFamily;var n=t.fWeight,o=t.fStyle;e.fontStyle=o,e.fontWeight=n}var h,l,p,f=t.l;s=f.length;var m,c=this.mHelper,d="",u=0;for(i=0;i<s;i+=1){if(this.globalData.fontManager.chars?(this.textPaths[u]?h=this.textPaths[u]:((h=createNS("path")).setAttribute("stroke-linecap",lineCapEnum[1]),h.setAttribute("stroke-linejoin",lineJoinEnum[2]),h.setAttribute("stroke-miterlimit","4")),this.isMasked||(this.textSpans[u]?p=(l=this.textSpans[u]).children[0]:((l=createTag("div")).style.lineHeight=0,(p=createNS("svg")).appendChild(h),styleDiv(l)))):this.isMasked?h=this.textPaths[u]?this.textPaths[u]:createNS("text"):this.textSpans[u]?(l=this.textSpans[u],h=this.textPaths[u]):(styleDiv(l=createTag("span")),styleDiv(h=createTag("span")),l.appendChild(h)),this.globalData.fontManager.chars){var y,g=this.globalData.fontManager.getCharData(t.finalText[i],a.fStyle,this.globalData.fontManager.getFontByName(t.f).fFamily);if(y=g?g.data:null,c.reset(),y&&y.shapes&&y.shapes.length&&(m=y.shapes[0].it,c.scale(t.finalSize/100,t.finalSize/100),d=this.createPathShape(c,m),h.setAttribute("d",d)),this.isMasked)this.innerElem.appendChild(h);else{if(this.innerElem.appendChild(l),y&&y.shapes){document.body.appendChild(p);var v=p.getBBox();p.setAttribute("width",v.width+2),p.setAttribute("height",v.height+2),p.setAttribute("viewBox",v.x-1+" "+(v.y-1)+" "+(v.width+2)+" "+(v.height+2));var b=p.style,P="translate("+(v.x-1)+"px,"+(v.y-1)+"px)";b.transform=P,b.webkitTransform=P,f[i].yOffset=v.y-1}else p.setAttribute("width",1),p.setAttribute("height",1);l.appendChild(p)}}else if(h.textContent=f[i].val,h.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),this.isMasked)this.innerElem.appendChild(h);else{this.innerElem.appendChild(l);var E=h.style,x="translate3d(0,"+-t.finalSize/1.2+"px,0)";E.transform=x,E.webkitTransform=x}this.isMasked?this.textSpans[u]=h:this.textSpans[u]=l,this.textSpans[u].style.display="block",this.textPaths[u]=h,u+=1}for(;u<this.textSpans.length;)this.textSpans[u].style.display="none",u+=1},HTextElement.prototype.renderInnerContent=function(){var t;if(this.data.singleShape){if(!this._isFirstFrame&&!this.lettersChangedFlag)return;if(this.isMasked&&this.finalTransform._matMdf){this.svgElement.setAttribute("viewBox",-this.finalTransform.mProp.p.v[0]+" "+-this.finalTransform.mProp.p.v[1]+" "+this.compW+" "+this.compH),t=this.svgElement.style;var e="translate("+-this.finalTransform.mProp.p.v[0]+"px,"+-this.finalTransform.mProp.p.v[1]+"px)";t.transform=e,t.webkitTransform=e}}if(this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag),this.lettersChangedFlag||this.textAnimator.lettersChangedFlag){var r,i,s,a,n,o=0,h=this.textAnimator.renderedLetters,l=this.textProperty.currentData.l;for(i=l.length,r=0;r<i;r+=1)l[r].n?o+=1:(a=this.textSpans[r],n=this.textPaths[r],s=h[o],o+=1,s._mdf.m&&(this.isMasked?a.setAttribute("transform",s.m):(a.style.webkitTransform=s.m,a.style.transform=s.m)),a.style.opacity=s.o,s.sw&&s._mdf.sw&&n.setAttribute("stroke-width",s.sw),s.sc&&s._mdf.sc&&n.setAttribute("stroke",s.sc),s.fc&&s._mdf.fc&&(n.setAttribute("fill",s.fc),n.style.color=s.fc));if(this.innerElem.getBBox&&!this.hidden&&(this._isFirstFrame||this._mdf)){var p=this.innerElem.getBBox();this.currentBBox.w!==p.width&&(this.currentBBox.w=p.width,this.svgElement.setAttribute("width",p.width)),this.currentBBox.h!==p.height&&(this.currentBBox.h=p.height,this.svgElement.setAttribute("height",p.height));if(this.currentBBox.w!==p.width+2||this.currentBBox.h!==p.height+2||this.currentBBox.x!==p.x-1||this.currentBBox.y!==p.y-1){this.currentBBox.w=p.width+2,this.currentBBox.h=p.height+2,this.currentBBox.x=p.x-1,this.currentBBox.y=p.y-1,this.svgElement.setAttribute("viewBox",this.currentBBox.x+" "+this.currentBBox.y+" "+this.currentBBox.w+" "+this.currentBBox.h),t=this.svgElement.style;var f="translate("+this.currentBBox.x+"px,"+this.currentBBox.y+"px)";t.transform=f,t.webkitTransform=f}}}},extendPrototype([BaseElement,FrameElement,HierarchyElement],HCameraElement),HCameraElement.prototype.setup=function(){var t,e,r,i,s=this.comp.threeDElements.length;for(t=0;t<s;t+=1)if("3d"===(e=this.comp.threeDElements[t]).type){r=e.perspectiveElem.style,i=e.container.style;var a=this.pe.v+"px",n="0px 0px 0px",o="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";r.perspective=a,r.webkitPerspective=a,i.transformOrigin=n,i.mozTransformOrigin=n,i.webkitTransformOrigin=n,r.transform=o,r.webkitTransform=o}},HCameraElement.prototype.createElements=function(){},HCameraElement.prototype.hide=function(){},HCameraElement.prototype.renderFrame=function(){var t,e,r=this._isFirstFrame;if(this.hierarchy)for(e=this.hierarchy.length,t=0;t<e;t+=1)r=this.hierarchy[t].finalTransform.mProp._mdf||r;if(r||this.pe._mdf||this.p&&this.p._mdf||this.px&&(this.px._mdf||this.py._mdf||this.pz._mdf)||this.rx._mdf||this.ry._mdf||this.rz._mdf||this.or._mdf||this.a&&this.a._mdf){if(this.mat.reset(),this.hierarchy)for(t=e=this.hierarchy.length-1;t>=0;t-=1){var i=this.hierarchy[t].finalTransform.mProp;this.mat.translate(-i.p.v[0],-i.p.v[1],i.p.v[2]),this.mat.rotateX(-i.or.v[0]).rotateY(-i.or.v[1]).rotateZ(i.or.v[2]),this.mat.rotateX(-i.rx.v).rotateY(-i.ry.v).rotateZ(i.rz.v),this.mat.scale(1/i.s.v[0],1/i.s.v[1],1/i.s.v[2]),this.mat.translate(i.a.v[0],i.a.v[1],i.a.v[2])}if(this.p?this.mat.translate(-this.p.v[0],-this.p.v[1],this.p.v[2]):this.mat.translate(-this.px.v,-this.py.v,this.pz.v),this.a){var s;s=this.p?[this.p.v[0]-this.a.v[0],this.p.v[1]-this.a.v[1],this.p.v[2]-this.a.v[2]]:[this.px.v-this.a.v[0],this.py.v-this.a.v[1],this.pz.v-this.a.v[2]];var a=Math.sqrt(Math.pow(s[0],2)+Math.pow(s[1],2)+Math.pow(s[2],2)),n=[s[0]/a,s[1]/a,s[2]/a],o=Math.sqrt(n[2]*n[2]+n[0]*n[0]),h=Math.atan2(n[1],o),l=Math.atan2(n[0],-n[2]);this.mat.rotateY(l).rotateX(-h)}this.mat.rotateX(-this.rx.v).rotateY(-this.ry.v).rotateZ(this.rz.v),this.mat.rotateX(-this.or.v[0]).rotateY(-this.or.v[1]).rotateZ(this.or.v[2]),this.mat.translate(this.globalData.compSize.w/2,this.globalData.compSize.h/2,0),this.mat.translate(0,0,this.pe.v);var p=!this._prevMat.equals(this.mat);if((p||this.pe._mdf)&&this.comp.threeDElements){var f,m,c;for(e=this.comp.threeDElements.length,t=0;t<e;t+=1)if("3d"===(f=this.comp.threeDElements[t]).type){if(p){var d=this.mat.toCSS();(c=f.container.style).transform=d,c.webkitTransform=d}this.pe._mdf&&((m=f.perspectiveElem.style).perspective=this.pe.v+"px",m.webkitPerspective=this.pe.v+"px")}this.mat.clone(this._prevMat)}}this._isFirstFrame=!1},HCameraElement.prototype.prepareFrame=function(t){this.prepareProperties(t,!0)},HCameraElement.prototype.destroy=function(){},HCameraElement.prototype.getBaseElement=function(){return null},extendPrototype([BaseElement,TransformElement,HBaseElement,HSolidElement,HierarchyElement,FrameElement,RenderableElement],HImageElement),HImageElement.prototype.createContent=function(){var t=this.globalData.getAssetsPath(this.assetData),e=new Image;this.data.hasMask?(this.imageElem=createNS("image"),this.imageElem.setAttribute("width",this.assetData.w+"px"),this.imageElem.setAttribute("height",this.assetData.h+"px"),this.imageElem.setAttributeNS("http://www.w3.org/1999/xlink","href",t),this.layerElement.appendChild(this.imageElem),this.baseElement.setAttribute("width",this.assetData.w),this.baseElement.setAttribute("height",this.assetData.h)):this.layerElement.appendChild(e),e.crossOrigin="anonymous",e.src=t,this.data.ln&&this.baseElement.setAttribute("id",this.data.ln)},extendPrototype([BaseRenderer],HybridRendererBase),HybridRendererBase.prototype.buildItem=SVGRenderer.prototype.buildItem,HybridRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){this.pendingElements.pop().checkParenting()}},HybridRendererBase.prototype.appendElementInPos=function(t,e){var r=t.getBaseElement();if(r){var i=this.layers[e];if(i.ddd&&this.supports3d)this.addTo3dContainer(r,e);else if(this.threeDElements)this.addTo3dContainer(r,e);else{for(var s,a,n=0;n<e;)this.elements[n]&&!0!==this.elements[n]&&this.elements[n].getBaseElement&&(a=this.elements[n],s=(this.layers[n].ddd?this.getThreeDContainerByPos(n):a.getBaseElement())||s),n+=1;s?i.ddd&&this.supports3d||this.layerElement.insertBefore(r,s):i.ddd&&this.supports3d||this.layerElement.appendChild(r)}}},HybridRendererBase.prototype.createShape=function(t){return this.supports3d?new HShapeElement(t,this.globalData,this):new SVGShapeElement(t,this.globalData,this)},HybridRendererBase.prototype.createText=function(t){return this.supports3d?new HTextElement(t,this.globalData,this):new SVGTextLottieElement(t,this.globalData,this)},HybridRendererBase.prototype.createCamera=function(t){return this.camera=new HCameraElement(t,this.globalData,this),this.camera},HybridRendererBase.prototype.createImage=function(t){return this.supports3d?new HImageElement(t,this.globalData,this):new IImageElement(t,this.globalData,this)},HybridRendererBase.prototype.createSolid=function(t){return this.supports3d?new HSolidElement(t,this.globalData,this):new ISolidElement(t,this.globalData,this)},HybridRendererBase.prototype.createNull=SVGRenderer.prototype.createNull,HybridRendererBase.prototype.getThreeDContainerByPos=function(t){for(var e=0,r=this.threeDElements.length;e<r;){if(this.threeDElements[e].startPos<=t&&this.threeDElements[e].endPos>=t)return this.threeDElements[e].perspectiveElem;e+=1}return null},HybridRendererBase.prototype.createThreeDContainer=function(t,e){var r,i,s=createTag("div");styleDiv(s);var a=createTag("div");if(styleDiv(a),"3d"===e){(r=s.style).width=this.globalData.compSize.w+"px",r.height=this.globalData.compSize.h+"px";var n="50% 50%";r.webkitTransformOrigin=n,r.mozTransformOrigin=n,r.transformOrigin=n;var o="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";(i=a.style).transform=o,i.webkitTransform=o}s.appendChild(a);var h={container:a,perspectiveElem:s,startPos:t,endPos:t,type:e};return this.threeDElements.push(h),h},HybridRendererBase.prototype.build3dContainers=function(){var t,e,r=this.layers.length,i="";for(t=0;t<r;t+=1)this.layers[t].ddd&&3!==this.layers[t].ty?("3d"!==i&&(i="3d",e=this.createThreeDContainer(t,"3d")),e.endPos=Math.max(e.endPos,t)):("2d"!==i&&(i="2d",e=this.createThreeDContainer(t,"2d")),e.endPos=Math.max(e.endPos,t));for(t=(r=this.threeDElements.length)-1;t>=0;t-=1)this.resizerElem.appendChild(this.threeDElements[t].perspectiveElem)},HybridRendererBase.prototype.addTo3dContainer=function(t,e){for(var r=0,i=this.threeDElements.length;r<i;){if(e<=this.threeDElements[r].endPos){for(var s,a=this.threeDElements[r].startPos;a<e;)this.elements[a]&&this.elements[a].getBaseElement&&(s=this.elements[a].getBaseElement()),a+=1;s?this.threeDElements[r].container.insertBefore(t,s):this.threeDElements[r].container.appendChild(t);break}r+=1}},HybridRendererBase.prototype.configAnimation=function(t){var e=createTag("div"),r=this.animationItem.wrapper,i=e.style;i.width=t.w+"px",i.height=t.h+"px",this.resizerElem=e,styleDiv(e),i.transformStyle="flat",i.mozTransformStyle="flat",i.webkitTransformStyle="flat",this.renderConfig.className&&e.setAttribute("class",this.renderConfig.className),r.appendChild(e),i.overflow="hidden";var s=createNS("svg");s.setAttribute("width","1"),s.setAttribute("height","1"),styleDiv(s),this.resizerElem.appendChild(s);var a=createNS("defs");s.appendChild(a),this.data=t,this.setupGlobalData(t,s),this.globalData.defs=a,this.layers=t.layers,this.layerElement=this.resizerElem,this.build3dContainers(),this.updateContainerSize()},HybridRendererBase.prototype.destroy=function(){var t;this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),this.animationItem.container=null,this.globalData.defs=null;var e=this.layers?this.layers.length:0;for(t=0;t<e;t+=1)this.elements[t].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},HybridRendererBase.prototype.updateContainerSize=function(){var t,e,r,i,s=this.animationItem.wrapper.offsetWidth,a=this.animationItem.wrapper.offsetHeight,n=s/a;this.globalData.compSize.w/this.globalData.compSize.h>n?(t=s/this.globalData.compSize.w,e=s/this.globalData.compSize.w,r=0,i=(a-this.globalData.compSize.h*(s/this.globalData.compSize.w))/2):(t=a/this.globalData.compSize.h,e=a/this.globalData.compSize.h,r=(s-this.globalData.compSize.w*(a/this.globalData.compSize.h))/2,i=0);var o=this.resizerElem.style;o.webkitTransform="matrix3d("+t+",0,0,0,0,"+e+",0,0,0,0,1,0,"+r+","+i+",0,1)",o.transform=o.webkitTransform},HybridRendererBase.prototype.renderFrame=SVGRenderer.prototype.renderFrame,HybridRendererBase.prototype.hide=function(){this.resizerElem.style.display="none"},HybridRendererBase.prototype.show=function(){this.resizerElem.style.display="block"},HybridRendererBase.prototype.initItems=function(){if(this.buildAllItems(),this.camera)this.camera.setup();else{var t,e=this.globalData.compSize.w,r=this.globalData.compSize.h,i=this.threeDElements.length;for(t=0;t<i;t+=1){var s=this.threeDElements[t].perspectiveElem.style;s.webkitPerspective=Math.sqrt(Math.pow(e,2)+Math.pow(r,2))+"px",s.perspective=s.webkitPerspective}}},HybridRendererBase.prototype.searchExtraCompositions=function(t){var e,r=t.length,i=createTag("div");for(e=0;e<r;e+=1)if(t[e].xt){var s=this.createComp(t[e],i,this.globalData.comp,null);s.initExpressions(),this.globalData.projectInterface.registerComposition(s)}},extendPrototype([HybridRendererBase,ICompElement,HBaseElement],HCompElement),HCompElement.prototype._createBaseContainerElements=HCompElement.prototype.createContainerElements,HCompElement.prototype.createContainerElements=function(){this._createBaseContainerElements(),this.data.hasMask?(this.svgElement.setAttribute("width",this.data.w),this.svgElement.setAttribute("height",this.data.h),this.transformedElement=this.baseElement):this.transformedElement=this.layerElement},HCompElement.prototype.addTo3dContainer=function(t,e){for(var r,i=0;i<e;)this.elements[i]&&this.elements[i].getBaseElement&&(r=this.elements[i].getBaseElement()),i+=1;r?this.layerElement.insertBefore(t,r):this.layerElement.appendChild(t)},HCompElement.prototype.createComp=function(t){return this.supports3d?new HCompElement(t,this.globalData,this):new SVGCompElement(t,this.globalData,this)},extendPrototype([HybridRendererBase],HybridRenderer),HybridRenderer.prototype.createComp=function(t){return this.supports3d?new HCompElement(t,this.globalData,this):new SVGCompElement(t,this.globalData,this)};var Expressions=function(){var t={};return t.initExpressions=function(t){var e=0,r=[];t.renderer.compInterface=CompExpressionInterface(t.renderer),t.renderer.globalData.projectInterface.registerComposition(t.renderer),t.renderer.globalData.pushExpression=function(){e+=1},t.renderer.globalData.popExpression=function(){0==(e-=1)&&function(){var t,e=r.length;for(t=0;t<e;t+=1)r[t].release();r.length=0}()},t.renderer.globalData.registerExpressionProperty=function(t){-1===r.indexOf(t)&&r.push(t)}},t}();function _typeof$1(t){return _typeof$1="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},_typeof$1(t)}function seedRandom(t,e){var r,i=this,s=256,a=e.pow(s,6),n=e.pow(2,52),o=2*n,h=255;function l(t){var e,r=t.length,i=this,a=0,n=i.i=i.j=0,o=i.S=[];for(r||(t=[r++]);a<s;)o[a]=a++;for(a=0;a<s;a++)o[a]=o[n=h&n+t[a%r]+(e=o[a])],o[n]=e;i.g=function(t){for(var e,r=0,a=i.i,n=i.j,o=i.S;t--;)e=o[a=h&a+1],r=r*s+o[h&(o[a]=o[n=h&n+e])+(o[n]=e)];return i.i=a,i.j=n,r}}function p(t,e){return e.i=t.i,e.j=t.j,e.S=t.S.slice(),e}function f(t,e){var r,i=[],s=_typeof$1(t);if(e&&"object"==s)for(r in t)try{i.push(f(t[r],e-1))}catch(t){}return i.length?i:"string"==s?t:t+"\0"}function m(t,e){for(var r,i=t+"",s=0;s<i.length;)e[h&s]=h&(r^=19*e[h&s])+i.charCodeAt(s++);return c(e)}function c(t){return String.fromCharCode.apply(0,t)}e.seedrandom=function(h,d,u){var y=[],g=m(f((d=!0===d?{entropy:!0}:d||{}).entropy?[h,c(t)]:null===h?function(){try{r;var e=new Uint8Array(s);return(i.crypto||i.msCrypto).getRandomValues(e),c(e)}catch(e){var a=i.navigator,n=a&&a.plugins;return[+new 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isNumerable(t,e){return"number"===t||"boolean"===t||"string"===t||e instanceof Number}function $bm_neg(t){var e=_typeof(t);if("number"===e||"boolean"===e||t instanceof Number)return-t;if($bm_isInstanceOfArray(t)){var r,i=t.length,s=[];for(r=0;r<i;r+=1)s[r]=-t[r];return s}return t.propType?t.v:-t}initialize$2(BMMath);var easeInBez=BezierFactory.getBezierEasing(.333,0,.833,.833,"easeIn").get,easeOutBez=BezierFactory.getBezierEasing(.167,.167,.667,1,"easeOut").get,easeInOutBez=BezierFactory.getBezierEasing(.33,0,.667,1,"easeInOut").get;function sum(t,e){var r=_typeof(t),i=_typeof(e);if("string"===r||"string"===i)return t+e;if(isNumerable(r,t)&&isNumerable(i,e))return t+e;if($bm_isInstanceOfArray(t)&&isNumerable(i,e))return(t=t.slice(0))[0]+=e,t;if(isNumerable(r,t)&&$bm_isInstanceOfArray(e))return(e=e.slice(0))[0]=t+e[0],e;if($bm_isInstanceOfArray(t)&&$bm_isInstanceOfArray(e)){for(var s=0,a=t.length,n=e.length,o=[];s<a||s<n;)("number"==typeof t[s]||t[s]instanceof Number)&&("number"==typeof e[s]||e[s]instanceof Number)?o[s]=t[s]+e[s]:o[s]=void 0===e[s]?t[s]:t[s]||e[s],s+=1;return o}return 0}var add=sum;function sub(t,e){var r=_typeof(t),i=_typeof(e);if(isNumerable(r,t)&&isNumerable(i,e))return"string"===r&&(t=parseInt(t,10)),"string"===i&&(e=parseInt(e,10)),t-e;if($bm_isInstanceOfArray(t)&&isNumerable(i,e))return(t=t.slice(0))[0]-=e,t;if(isNumerable(r,t)&&$bm_isInstanceOfArray(e))return(e=e.slice(0))[0]=t-e[0],e;if($bm_isInstanceOfArray(t)&&$bm_isInstanceOfArray(e)){for(var s=0,a=t.length,n=e.length,o=[];s<a||s<n;)("number"==typeof t[s]||t[s]instanceof Number)&&("number"==typeof e[s]||e[s]instanceof Number)?o[s]=t[s]-e[s]:o[s]=void 0===e[s]?t[s]:t[s]||e[s],s+=1;return o}return 0}function mul(t,e){var r,i,s,a=_typeof(t),n=_typeof(e);if(isNumerable(a,t)&&isNumerable(n,e))return t*e;if($bm_isInstanceOfArray(t)&&isNumerable(n,e)){for(s=t.length,r=createTypedArray("float32",s),i=0;i<s;i+=1)r[i]=t[i]*e;return r}if(isNumerable(a,t)&&$bm_isInstanceOfArray(e)){for(s=e.length,r=createTypedArray("float32",s),i=0;i<s;i+=1)r[i]=t*e[i];return r}return 0}function div(t,e){var r,i,s,a=_typeof(t),n=_typeof(e);if(isNumerable(a,t)&&isNumerable(n,e))return t/e;if($bm_isInstanceOfArray(t)&&isNumerable(n,e)){for(s=t.length,r=createTypedArray("float32",s),i=0;i<s;i+=1)r[i]=t[i]/e;return r}if(isNumerable(a,t)&&$bm_isInstanceOfArray(e)){for(s=e.length,r=createTypedArray("float32",s),i=0;i<s;i+=1)r[i]=t/e[i];return r}return 0}function mod(t,e){return"string"==typeof t&&(t=parseInt(t,10)),"string"==typeof e&&(e=parseInt(e,10)),t%e}var $bm_sum=sum,$bm_sub=sub,$bm_mul=mul,$bm_div=div,$bm_mod=mod;function clamp(t,e,r){if(e>r){var i=r;r=e,e=i}return Math.min(Math.max(t,e),r)}function radiansToDegrees(t){return t/degToRads}var radians_to_degrees=radiansToDegrees;function degreesToRadians(t){return t*degToRads}var degrees_to_radians=radiansToDegrees,helperLengthArray=[0,0,0,0,0,0];function length(t,e){if("number"==typeof t||t instanceof Number)return e=e||0,Math.abs(t-e);var r;e||(e=helperLengthArray);var i=Math.min(t.length,e.length),s=0;for(r=0;r<i;r+=1)s+=Math.pow(e[r]-t[r],2);return Math.sqrt(s)}function normalize(t){return div(t,length(t))}function rgbToHsl(t){var e,r,i=t[0],s=t[1],a=t[2],n=Math.max(i,s,a),o=Math.min(i,s,a),h=(n+o)/2;if(n===o)e=0,r=0;else{var l=n-o;switch(r=h>.5?l/(2-n-o):l/(n+o),n){case i:e=(s-a)/l+(s<a?6:0);break;case s:e=(a-i)/l+2;break;case a:e=(i-s)/l+4}e/=6}return[e,r,h,t[3]]}function hue2rgb(t,e,r){return r<0&&(r+=1),r>1&&(r-=1),r<1/6?t+6*(e-t)*r:r<.5?e:r<2/3?t+(e-t)*(2/3-r)*6:t}function hslToRgb(t){var e,r,i,s=t[0],a=t[1],n=t[2];if(0===a)e=n,i=n,r=n;else{var o=n<.5?n*(1+a):n+a-n*a,h=2*n-o;e=hue2rgb(h,o,s+1/3),r=hue2rgb(h,o,s),i=hue2rgb(h,o,s-1/3)}return[e,r,i,t[3]]}function linear(t,e,r,i,s){if(void 0!==i&&void 0!==s||(i=e,s=r,e=0,r=1),r<e){var a=r;r=e,e=a}if(t<=e)return i;if(t>=r)return s;var n,o=r===e?0:(t-e)/(r-e);if(!i.length)return i+(s-i)*o;var h=i.length,l=createTypedArray("float32",h);for(n=0;n<h;n+=1)l[n]=i[n]+(s[n]-i[n])*o;return l}function random(t,e){if(void 0===e&&(void 0===t?(t=0,e=1):(e=t,t=void 0)),e.length){var r,i=e.length;t||(t=createTypedArray("float32",i));var s=createTypedArray("float32",i),a=BMMath.random();for(r=0;r<i;r+=1)s[r]=t[r]+a*(e[r]-t[r]);return s}return void 0===t&&(t=0),t+BMMath.random()*(e-t)}function createPath(t,e,r,i){var s,a=t.length,n=shapePool.newElement();n.setPathData(!!i,a);var o,h,l=[0,0];for(s=0;s<a;s+=1)o=e&&e[s]?e[s]:l,h=r&&r[s]?r[s]:l,n.setTripleAt(t[s][0],t[s][1],h[0]+t[s][0],h[1]+t[s][1],o[0]+t[s][0],o[1]+t[s][1],s,!0);return n}function initiateExpression(elem,data,property){var val=data.x,needsVelocity=/velocity(?![\w\d])/.test(val),_needsRandom=-1!==val.indexOf("random"),elemType=elem.data.ty,transform,$bm_transform,content,effect,thisProperty=property;thisProperty.valueAtTime=thisProperty.getValueAtTime,Object.defineProperty(thisProperty,"value",{get:function(){return thisProperty.v}}),elem.comp.frameDuration=1/elem.comp.globalData.frameRate,elem.comp.displayStartTime=0;var inPoint=elem.data.ip/elem.comp.globalData.frameRate,outPoint=elem.data.op/elem.comp.globalData.frameRate,width=elem.data.sw?elem.data.sw:0,height=elem.data.sh?elem.data.sh:0,name=elem.data.nm,loopIn,loop_in,loopOut,loop_out,smooth,toWorld,fromWorld,fromComp,toComp,fromCompToSurface,position,rotation,anchorPoint,scale,thisLayer,thisComp,mask,valueAtTime,velocityAtTime,scoped_bm_rt,expression_function=eval("[function _expression_function(){"+val+";scoped_bm_rt=$bm_rt}]")[0],numKeys=property.kf?data.k.length:0,active=!this.data||!0!==this.data.hd,wiggle=function(t,e){var r,i,s=this.pv.length?this.pv.length:1,a=createTypedArray("float32",s);var n=Math.floor(5*time);for(r=0,i=0;r<n;){for(i=0;i<s;i+=1)a[i]+=-e+2*e*BMMath.random();r+=1}var o=5*time,h=o-Math.floor(o),l=createTypedArray("float32",s);if(s>1){for(i=0;i<s;i+=1)l[i]=this.pv[i]+a[i]+(-e+2*e*BMMath.random())*h;return l}return this.pv+a[0]+(-e+2*e*BMMath.random())*h}.bind(this);function loopInDuration(t,e){return loopIn(t,e,!0)}function loopOutDuration(t,e){return loopOut(t,e,!0)}thisProperty.loopIn&&(loopIn=thisProperty.loopIn.bind(thisProperty),loop_in=loopIn),thisProperty.loopOut&&(loopOut=thisProperty.loopOut.bind(thisProperty),loop_out=loopOut),thisProperty.smooth&&(smooth=thisProperty.smooth.bind(thisProperty)),this.getValueAtTime&&(valueAtTime=this.getValueAtTime.bind(this)),this.getVelocityAtTime&&(velocityAtTime=this.getVelocityAtTime.bind(this));var comp=elem.comp.globalData.projectInterface.bind(elem.comp.globalData.projectInterface),time,velocity,value,text,textIndex,textTotal,selectorValue;function lookAt(t,e){var r=[e[0]-t[0],e[1]-t[1],e[2]-t[2]],i=Math.atan2(r[0],Math.sqrt(r[1]*r[1]+r[2]*r[2]))/degToRads;return[-Math.atan2(r[1],r[2])/degToRads,i,0]}function easeOut(t,e,r,i,s){return applyEase(easeOutBez,t,e,r,i,s)}function easeIn(t,e,r,i,s){return applyEase(easeInBez,t,e,r,i,s)}function ease(t,e,r,i,s){return applyEase(easeInOutBez,t,e,r,i,s)}function applyEase(t,e,r,i,s,a){void 0===s?(s=r,a=i):e=(e-r)/(i-r),e>1?e=1:e<0&&(e=0);var n=t(e);if($bm_isInstanceOfArray(s)){var o,h=s.length,l=createTypedArray("float32",h);for(o=0;o<h;o+=1)l[o]=(a[o]-s[o])*n+s[o];return l}return(a-s)*n+s}function nearestKey(t){var e,r,i,s=data.k.length;if(data.k.length&&"number"!=typeof data.k[0])if(r=-1,(t*=elem.comp.globalData.frameRate)<data.k[0].t)r=1,i=data.k[0].t;else{for(e=0;e<s-1;e+=1){if(t===data.k[e].t){r=e+1,i=data.k[e].t;break}if(t>data.k[e].t&&t<data.k[e+1].t){t-data.k[e].t>data.k[e+1].t-t?(r=e+2,i=data.k[e+1].t):(r=e+1,i=data.k[e].t);break}}-1===r&&(r=e+1,i=data.k[e].t)}else r=0,i=0;var a={};return a.index=r,a.time=i/elem.comp.globalData.frameRate,a}function key(t){var e,r,i;if(!data.k.length||"number"==typeof data.k[0])throw new Error("The property has no keyframe at index "+t);t-=1,e={time:data.k[t].t/elem.comp.globalData.frameRate,value:[]};var s=Object.prototype.hasOwnProperty.call(data.k[t],"s")?data.k[t].s:data.k[t-1].e;for(i=s.length,r=0;r<i;r+=1)e[r]=s[r],e.value[r]=s[r];return e}function framesToTime(t,e){return e||(e=elem.comp.globalData.frameRate),t/e}function timeToFrames(t,e){return t||0===t||(t=time),e||(e=elem.comp.globalData.frameRate),t*e}function seedRandom(t){BMMath.seedrandom(randSeed+t)}function sourceRectAtTime(){return elem.sourceRectAtTime()}function substring(t,e){return"string"==typeof value?void 0===e?value.substring(t):value.substring(t,e):""}function substr(t,e){return"string"==typeof value?void 0===e?value.substr(t):value.substr(t,e):""}function posterizeTime(t){time=0===t?0:Math.floor(time*t)/t,value=valueAtTime(time)}var index=elem.data.ind,hasParent=!(!elem.hierarchy||!elem.hierarchy.length),parent,randSeed=Math.floor(1e6*Math.random()),globalData=elem.globalData;function executeExpression(t){return value=t,this.frameExpressionId===elem.globalData.frameId&&"textSelector"!==this.propType?value:("textSelector"===this.propType&&(textIndex=this.textIndex,textTotal=this.textTotal,selectorValue=this.selectorValue),thisLayer||(text=elem.layerInterface.text,thisLayer=elem.layerInterface,thisComp=elem.comp.compInterface,toWorld=thisLayer.toWorld.bind(thisLayer),fromWorld=thisLayer.fromWorld.bind(thisLayer),fromComp=thisLayer.fromComp.bind(thisLayer),toComp=thisLayer.toComp.bind(thisLayer),mask=thisLayer.mask?thisLayer.mask.bind(thisLayer):null,fromCompToSurface=fromComp),transform||(transform=elem.layerInterface("ADBE Transform Group"),$bm_transform=transform,transform&&(anchorPoint=transform.anchorPoint)),4!==elemType||content||(content=thisLayer("ADBE Root Vectors Group")),effect||(effect=thisLayer(4)),(hasParent=!(!elem.hierarchy||!elem.hierarchy.length))&&!parent&&(parent=elem.hierarchy[0].layerInterface),time=this.comp.renderedFrame/this.comp.globalData.frameRate,_needsRandom&&seedRandom(randSeed+time),needsVelocity&&(velocity=velocityAtTime(time)),expression_function(),this.frameExpressionId=elem.globalData.frameId,scoped_bm_rt=scoped_bm_rt.propType===propTypes.SHAPE?scoped_bm_rt.v:scoped_bm_rt)}return executeExpression.__preventDeadCodeRemoval=[$bm_transform,anchorPoint,time,velocity,inPoint,outPoint,width,height,name,loop_in,loop_out,smooth,toComp,fromCompToSurface,toWorld,fromWorld,mask,position,rotation,scale,thisComp,numKeys,active,wiggle,loopInDuration,loopOutDuration,comp,lookAt,easeOut,easeIn,ease,nearestKey,key,text,textIndex,textTotal,selectorValue,framesToTime,timeToFrames,sourceRectAtTime,substring,substr,posterizeTime,index,globalData],executeExpression}return ob.initiateExpression=initiateExpression,ob.__preventDeadCodeRemoval=[window,document,XMLHttpRequest,fetch,frames,$bm_neg,add,$bm_sum,$bm_sub,$bm_mul,$bm_div,$bm_mod,clamp,radians_to_degrees,degreesToRadians,degrees_to_radians,normalize,rgbToHsl,hslToRgb,linear,random,createPath],ob}(),expressionHelpers={searchExpressions:function(t,e,r){e.x&&(r.k=!0,r.x=!0,r.initiateExpression=ExpressionManager.initiateExpression,r.effectsSequence.push(r.initiateExpression(t,e,r).bind(r)))},getSpeedAtTime:function(t){var e=this.getValueAtTime(t),r=this.getValueAtTime(t+-.01),i=0;if(e.length){var s;for(s=0;s<e.length;s+=1)i+=Math.pow(r[s]-e[s],2);i=100*Math.sqrt(i)}else i=0;return i},getVelocityAtTime:function(t){if(void 0!==this.vel)return this.vel;var e,r,i=-.001,s=this.getValueAtTime(t),a=this.getValueAtTime(t+i);if(s.length)for(e=createTypedArray("float32",s.length),r=0;r<s.length;r+=1)e[r]=(a[r]-s[r])/i;else e=(a-s)/i;return e},getValueAtTime:function(t){return t*=this.elem.globalData.frameRate,(t-=this.offsetTime)!==this._cachingAtTime.lastFrame&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastFrame<t?this._cachingAtTime.lastIndex:0,this._cachingAtTime.value=this.interpolateValue(t,this._cachingAtTime),this._cachingAtTime.lastFrame=t),this._cachingAtTime.value},getStaticValueAtTime:function(){return this.pv},setGroupProperty:function(t){this.propertyGroup=t}};function addPropertyDecorator(){function t(t,e,r){if(!this.k||!this.keyframes)return this.pv;t=t?t.toLowerCase():"";var i,s,a,n,o,h=this.comp.renderedFrame,l=this.keyframes,p=l[l.length-1].t;if(h<=p)return this.pv;if(r?s=p-(i=e?Math.abs(p-this.elem.comp.globalData.frameRate*e):Math.max(0,p-this.elem.data.ip)):((!e||e>l.length-1)&&(e=l.length-1),i=p-(s=l[l.length-1-e].t)),"pingpong"===t){if(Math.floor((h-s)/i)%2!=0)return this.getValueAtTime((i-(h-s)%i+s)/this.comp.globalData.frameRate,0)}else{if("offset"===t){var f=this.getValueAtTime(s/this.comp.globalData.frameRate,0),m=this.getValueAtTime(p/this.comp.globalData.frameRate,0),c=this.getValueAtTime(((h-s)%i+s)/this.comp.globalData.frameRate,0),d=Math.floor((h-s)/i);if(this.pv.length){for(n=(o=new Array(f.length)).length,a=0;a<n;a+=1)o[a]=(m[a]-f[a])*d+c[a];return o}return(m-f)*d+c}if("continue"===t){var u=this.getValueAtTime(p/this.comp.globalData.frameRate,0),y=this.getValueAtTime((p-.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(n=(o=new Array(u.length)).length,a=0;a<n;a+=1)o[a]=u[a]+(u[a]-y[a])*((h-p)/this.comp.globalData.frameRate)/5e-4;return o}return u+(h-p)/.001*(u-y)}}return this.getValueAtTime(((h-s)%i+s)/this.comp.globalData.frameRate,0)}function e(t,e,r){if(!this.k)return this.pv;t=t?t.toLowerCase():"";var i,s,a,n,o,h=this.comp.renderedFrame,l=this.keyframes,p=l[0].t;if(h>=p)return this.pv;if(r?s=p+(i=e?Math.abs(this.elem.comp.globalData.frameRate*e):Math.max(0,this.elem.data.op-p)):((!e||e>l.length-1)&&(e=l.length-1),i=(s=l[e].t)-p),"pingpong"===t){if(Math.floor((p-h)/i)%2==0)return this.getValueAtTime(((p-h)%i+p)/this.comp.globalData.frameRate,0)}else{if("offset"===t){var f=this.getValueAtTime(p/this.comp.globalData.frameRate,0),m=this.getValueAtTime(s/this.comp.globalData.frameRate,0),c=this.getValueAtTime((i-(p-h)%i+p)/this.comp.globalData.frameRate,0),d=Math.floor((p-h)/i)+1;if(this.pv.length){for(n=(o=new Array(f.length)).length,a=0;a<n;a+=1)o[a]=c[a]-(m[a]-f[a])*d;return o}return c-(m-f)*d}if("continue"===t){var u=this.getValueAtTime(p/this.comp.globalData.frameRate,0),y=this.getValueAtTime((p+.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(n=(o=new Array(u.length)).length,a=0;a<n;a+=1)o[a]=u[a]+(u[a]-y[a])*(p-h)/.001;return o}return u+(u-y)*(p-h)/.001}}return this.getValueAtTime((i-((p-h)%i+p))/this.comp.globalData.frameRate,0)}function r(t,e){if(!this.k)return this.pv;if(t=.5*(t||.4),(e=Math.floor(e||5))<=1)return this.pv;var r,i,s=this.comp.renderedFrame/this.comp.globalData.frameRate,a=s-t,n=e>1?(s+t-a)/(e-1):1,o=0,h=0;for(r=this.pv.length?createTypedArray("float32",this.pv.length):0;o<e;){if(i=this.getValueAtTime(a+o*n),this.pv.length)for(h=0;h<this.pv.length;h+=1)r[h]+=i[h];else r+=i;o+=1}if(this.pv.length)for(h=0;h<this.pv.length;h+=1)r[h]/=e;else r/=e;return r}function i(t){this._transformCachingAtTime||(this._transformCachingAtTime={v:new Matrix});var e=this._transformCachingAtTime.v;if(e.cloneFromProps(this.pre.props),this.appliedTransformations<1){var r=this.a.getValueAtTime(t);e.translate(-r[0]*this.a.mult,-r[1]*this.a.mult,r[2]*this.a.mult)}if(this.appliedTransformations<2){var i=this.s.getValueAtTime(t);e.scale(i[0]*this.s.mult,i[1]*this.s.mult,i[2]*this.s.mult)}if(this.sk&&this.appliedTransformations<3){var s=this.sk.getValueAtTime(t),a=this.sa.getValueAtTime(t);e.skewFromAxis(-s*this.sk.mult,a*this.sa.mult)}if(this.r&&this.appliedTransformations<4){var n=this.r.getValueAtTime(t);e.rotate(-n*this.r.mult)}else if(!this.r&&this.appliedTransformations<4){var o=this.rz.getValueAtTime(t),h=this.ry.getValueAtTime(t),l=this.rx.getValueAtTime(t),p=this.or.getValueAtTime(t);e.rotateZ(-o*this.rz.mult).rotateY(h*this.ry.mult).rotateX(l*this.rx.mult).rotateZ(-p[2]*this.or.mult).rotateY(p[1]*this.or.mult).rotateX(p[0]*this.or.mult)}if(this.data.p&&this.data.p.s){var f=this.px.getValueAtTime(t),m=this.py.getValueAtTime(t);if(this.data.p.z){var c=this.pz.getValueAtTime(t);e.translate(f*this.px.mult,m*this.py.mult,-c*this.pz.mult)}else e.translate(f*this.px.mult,m*this.py.mult,0)}else{var d=this.p.getValueAtTime(t);e.translate(d[0]*this.p.mult,d[1]*this.p.mult,-d[2]*this.p.mult)}return e}function s(){return this.v.clone(new Matrix)}var a=TransformPropertyFactory.getTransformProperty;TransformPropertyFactory.getTransformProperty=function(t,e,r){var n=a(t,e,r);return n.dynamicProperties.length?n.getValueAtTime=i.bind(n):n.getValueAtTime=s.bind(n),n.setGroupProperty=expressionHelpers.setGroupProperty,n};var n=PropertyFactory.getProp;PropertyFactory.getProp=function(i,s,a,o,h){var l=n(i,s,a,o,h);l.kf?l.getValueAtTime=expressionHelpers.getValueAtTime.bind(l):l.getValueAtTime=expressionHelpers.getStaticValueAtTime.bind(l),l.setGroupProperty=expressionHelpers.setGroupProperty,l.loopOut=t,l.loopIn=e,l.smooth=r,l.getVelocityAtTime=expressionHelpers.getVelocityAtTime.bind(l),l.getSpeedAtTime=expressionHelpers.getSpeedAtTime.bind(l),l.numKeys=1===s.a?s.k.length:0,l.propertyIndex=s.ix;var p=0;return 0!==a&&(p=createTypedArray("float32",1===s.a?s.k[0].s.length:s.k.length)),l._cachingAtTime={lastFrame:initialDefaultFrame,lastIndex:0,value:p},expressionHelpers.searchExpressions(i,s,l),l.k&&h.addDynamicProperty(l),l};var o=ShapePropertyFactory.getConstructorFunction(),h=ShapePropertyFactory.getKeyframedConstructorFunction();function l(){}l.prototype={vertices:function(t,e){this.k&&this.getValue();var r,i=this.v;void 0!==e&&(i=this.getValueAtTime(e,0));var s=i._length,a=i[t],n=i.v,o=createSizedArray(s);for(r=0;r<s;r+=1)o[r]="i"===t||"o"===t?[a[r][0]-n[r][0],a[r][1]-n[r][1]]:[a[r][0],a[r][1]];return o},points:function(t){return this.vertices("v",t)},inTangents:function(t){return this.vertices("i",t)},outTangents:function(t){return this.vertices("o",t)},isClosed:function(){return this.v.c},pointOnPath:function(t,e){var r=this.v;void 0!==e&&(r=this.getValueAtTime(e,0)),this._segmentsLength||(this._segmentsLength=bez.getSegmentsLength(r));for(var i,s=this._segmentsLength,a=s.lengths,n=s.totalLength*t,o=0,h=a.length,l=0;o<h;){if(l+a[o].addedLength>n){var p=o,f=r.c&&o===h-1?0:o+1,m=(n-l)/a[o].addedLength;i=bez.getPointInSegment(r.v[p],r.v[f],r.o[p],r.i[f],m,a[o]);break}l+=a[o].addedLength,o+=1}return i||(i=r.c?[r.v[0][0],r.v[0][1]]:[r.v[r._length-1][0],r.v[r._length-1][1]]),i},vectorOnPath:function(t,e,r){1==t?t=this.v.c:0==t&&(t=.999);var i=this.pointOnPath(t,e),s=this.pointOnPath(t+.001,e),a=s[0]-i[0],n=s[1]-i[1],o=Math.sqrt(Math.pow(a,2)+Math.pow(n,2));return 0===o?[0,0]:"tangent"===r?[a/o,n/o]:[-n/o,a/o]},tangentOnPath:function(t,e){return this.vectorOnPath(t,e,"tangent")},normalOnPath:function(t,e){return this.vectorOnPath(t,e,"normal")},setGroupProperty:expressionHelpers.setGroupProperty,getValueAtTime:expressionHelpers.getStaticValueAtTime},extendPrototype([l],o),extendPrototype([l],h),h.prototype.getValueAtTime=function(t){return this._cachingAtTime||(this._cachingAtTime={shapeValue:shapePool.clone(this.pv),lastIndex:0,lastTime:initialDefaultFrame}),t*=this.elem.globalData.frameRate,(t-=this.offsetTime)!==this._cachingAtTime.lastTime&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastTime<t?this._caching.lastIndex:0,this._cachingAtTime.lastTime=t,this.interpolateShape(t,this._cachingAtTime.shapeValue,this._cachingAtTime)),this._cachingAtTime.shapeValue},h.prototype.initiateExpression=ExpressionManager.initiateExpression;var p=ShapePropertyFactory.getShapeProp;ShapePropertyFactory.getShapeProp=function(t,e,r,i,s){var a=p(t,e,r,i,s);return a.propertyIndex=e.ix,a.lock=!1,3===r?expressionHelpers.searchExpressions(t,e.pt,a):4===r&&expressionHelpers.searchExpressions(t,e.ks,a),a.k&&t.addDynamicProperty(a),a}}function initialize$1(){addPropertyDecorator()}function addDecorator(){TextProperty.prototype.getExpressionValue=function(t,e){var r=this.calculateExpression(e);if(t.t!==r){var i={};return this.copyData(i,t),i.t=r.toString(),i.__complete=!1,i}return t},TextProperty.prototype.searchProperty=function(){var t=this.searchKeyframes(),e=this.searchExpressions();return this.kf=t||e,this.kf},TextProperty.prototype.searchExpressions=function(){return this.data.d.x?(this.calculateExpression=ExpressionManager.initiateExpression.bind(this)(this.elem,this.data.d,this),this.addEffect(this.getExpressionValue.bind(this)),!0):null}}function initialize(){addDecorator()}return registerRenderer("canvas",CanvasRenderer),registerRenderer("html",HybridRenderer),registerRenderer("svg",SVGRenderer),ShapeModifiers.registerModifier("tm",TrimModifier),ShapeModifiers.registerModifier("pb",PuckerAndBloatModifier),ShapeModifiers.registerModifier("rp",RepeaterModifier),ShapeModifiers.registerModifier("rd",RoundCornersModifier),setExpressionsPlugin(Expressions),initialize$1(),initialize(),registerEffect(20,SVGTintFilter,!0),registerEffect(21,SVGFillFilter,!0),registerEffect(22,SVGStrokeEffect,!1),registerEffect(23,SVGTritoneFilter,!0),registerEffect(24,SVGProLevelsFilter,!0),registerEffect(25,SVGDropShadowEffect,!0),registerEffect(28,SVGMatte3Effect,!1),registerEffect(29,SVGGaussianBlurEffect,!0),lottie}));
\ No newline at end of file
diff --git a/uni_modules/hx-lottie/components/hx-lottie/uuid.js b/uni_modules/hx-lottie/components/hx-lottie/uuid.js
new file mode 100644
index 0000000..d9c4505
--- /dev/null
+++ b/uni_modules/hx-lottie/components/hx-lottie/uuid.js
@@ -0,0 +1,23 @@
+
+export default (len = 32, radix = null) => {
+	let chars = '0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz'.split('');
+	let uuid = [];
+	radix = radix || chars.length;
+	if (len) {
+		// 如果指定uuid长度,只是取随机的字符,0|x为位运算,能去掉x的小数位,返回整数位
+		for (let i = 0; i < len; i++) uuid[i] = chars[0 | Math.random() * radix];
+	} else {
+		let r;
+		// rfc4122标准要求返回的uuid中,某些位为固定的字符
+		uuid[8] = uuid[13] = uuid[18] = uuid[23] = '-';
+		uuid[14] = '4';
+
+		for (let i = 0; i < 36; i++) {
+			if (!uuid[i]) {
+				r = 0 | Math.random() * 16;
+				uuid[i] = chars[(i == 19) ? (r & 0x3) | 0x8 : r];
+			}
+		}
+	}
+	return uuid.join('');
+}
diff --git a/uni_modules/hx-lottie/package.json b/uni_modules/hx-lottie/package.json
new file mode 100644
index 0000000..3ee7dcc
--- /dev/null
+++ b/uni_modules/hx-lottie/package.json
@@ -0,0 +1,83 @@
+{
+  "id": "hx-lottie",
+  "displayName": "hx-lottie",
+  "version": "1.0.0",
+  "description": "uniapp lottie动画插件, 适配H5, App, 微信小程序， 其他小程序暂未测试",
+  "keywords": [
+    "hx-lottie",
+    "lottie",
+    "lottie动画",
+    "微信lottie"
+],
+  "repository": "",
+  "engines": {
+    "HBuilderX": "^3.3.0"
+  },
+  "dcloudext": {
+    "category": [
+        "前端组件",
+        "通用组件"
+    ],
+    "sale": {
+      "regular": {
+        "price": "0.00"
+      },
+      "sourcecode": {
+        "price": "0.00"
+      }
+    },
+    "contact": {
+      "qq": ""
+    },
+    "declaration": {
+      "ads": "无",
+      "data": "无",
+      "permissions": "无"
+    },
+    "npmurl": "https://gitee.com/Xiaohuixiong_123/hx-lottie.git"
+  },
+  "uni_modules": {
+    "dependencies": [],
+    "encrypt": [],
+    "platforms": {
+      "cloud": {
+        "tcb": "y",
+        "aliyun": "y"
+      },
+      "client": {
+        "Vue": {
+          "vue2": "y",
+          "vue3": "n"
+        },
+        "App": {
+          "app-vue": "y",
+          "app-nvue": "u"
+        },
+        "H5-mobile": {
+          "Safari": "y",
+          "Android Browser": "y",
+          "微信浏览器(Android)": "y",
+          "QQ浏览器(Android)": "y"
+        },
+        "H5-pc": {
+          "Chrome": "y",
+          "IE": "y",
+          "Edge": "y",
+          "Firefox": "y",
+          "Safari": "u"
+        },
+        "小程序": {
+          "微信": "y",
+          "阿里": "u",
+          "百度": "u",
+          "字节跳动": "u",
+          "QQ": "u"
+        },
+        "快应用": {
+          "华为": "u",
+          "联盟": "u"
+        }
+      }
+    }
+  }
+}
\ No newline at end of file
diff --git a/uni_modules/hx-lottie/readme.md b/uni_modules/hx-lottie/readme.md
new file mode 100644
index 0000000..fed1e36
--- /dev/null
+++ b/uni_modules/hx-lottie/readme.md
@@ -0,0 +1,47 @@
+<h3 align="center" style="margin:30px 0 30px;font-weight: bold;font-size:32px;">hx-lottie 使用说明</h3>
+
+## 预览
+[![L8dXn0.gif](https://s1.ax1x.com/2022/04/15/L8dXn0.gif)](https://imgtu.com/i/L8dXn0)
+
+[![L8wmND.gif](https://s1.ax1x.com/2022/04/15/L8wmND.gif)](https://imgtu.com/i/L8wmND)
+
+## 使用说明
+
+* 引入使用
+
+    ``` html
+      <!-- options 动画参数 -->
+      <hx-lottie :options="options" ref="lottie">  
+    
+    ```
+
+* 参数说明
+
+
+    | 属性值      | 参数说明                      |
+    |----------|---------------------------|
+    | loop     | 是否循环播放动画（Boolean 默认 true） |
+    | autoplay | 是否自动播放（Boolean 默认 true）   |
+    | data     | 动画数据（Object）              |
+    | path     | 动画网络路径 （String）           |
+
+* 方法说名 `组件内方法统一使用 call(funName, args) 调用
+`
+    1. 使用示例 
+    
+        ```js     
+            // 播放动画
+            this.$refs.lottie.call('play')
+            // 暂停动画
+            this.$refs.lottie.call('pause')
+        ```
+    
+    1. 说明  `方法与lottie-web 方法保持一致`  [详情可参考](http://airbnb.io/lottie/#/web?id=usage)
+        
+        | 方法名      | 说明                  |
+        |----------|---------------------|
+        | play     | 播放动画                |
+        | pause    | 暂停动画                |
+        | stop     | 停止动画                |
+        | setSpeed | 设置动画速度，args = speed |
+        | …        | ...                 |