andrews/maydo/typing/index.html

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") format("woff");
}
@font-face {
font-family: "Gloria Hallelujah";
src: 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") 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font-family: "Mystery Quest";
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") format("woff");
}
@font-face {
font-family: "Permanent Marker";
src: 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") format("woff");
}
/* Scratch 3 Variable Watchers */
.s3-watcher-container {
position: absolute;
top: 0;
left: 0;
color: rgb(87, 94, 117);
border: 0.1em solid rgba(0, 0, 0, 0.15);
border-radius: 0.25em;
display: flex;
flex-direction: column;
background: hsl(215, 100%, 95%);
pointer-events: auto;
line-height: 1.25;
}
.s3-watcher-container > * {
font-size: 1.2em;
}
.s3-watcher-row {
display: flex;
flex-direction: row;
}
.s3-watcher-label {
font-weight: bold;
text-align: center;
margin: 0 5px;
}
.s3-watcher-value {
color: white;
text-align: center;
}
.s3-watcher-container .s3-watcher-value {
/* fallback color */
background-color: rgb(15, 189, 140);
}
.s3-watcher-container[data-opcode^="data_"] .s3-watcher-value {
background-color: rgb(255, 140, 26);
}
.s3-watcher-container[data-opcode^="sensing_"] .s3-watcher-value {
background-color: rgb(92, 177, 214);
}
.s3-watcher-container[data-opcode^="motion_"] .s3-watcher-value {
background-color: rgb(76, 151, 255);
}
.s3-watcher-container[data-opcode^="looks_"] .s3-watcher-value {
background-color: rgb(153, 102, 255);
}
.s3-watcher-container[data-opcode^="sound_"] .s3-watcher-value {
background-color: rgb(207, 99, 207);
}
/* Normal watcher */
.s3-watcher-container-normal {
padding: 3px;
}
.s3-watcher-row-normal .s3-watcher-value {
border-radius: 0.25em;
padding: 0 0.2px;
margin: 0 0.5em;
min-width: 4em;
}
/* Slider Watcher (uses normal) */
.s3-watcher-row-slider input[type="range"] {
margin: 0;
width: 100%;
}
/* Large watcher */
.s3-watcher-large .s3-watcher-value {
border-radius: inherit;
font-size: 1.6em;
min-height: 1.4em;
min-width: 3em;
}
/* Scratch 3 list watchers */
.s3-list-container {
position: absolute;
color: rgb(87, 94, 117);
top: 0;
left: 0;
display: flex;
flex-direction: column;
background-color: hsla(215, 100%, 95%, 1);
border: 0.1em solid rgba(0, 0, 0, 0.15);
border-radius: 0.25em;
pointer-events: none;
line-height: 1.5;
}
.s3-list-content {
text-align: center;
width: 100%;
flex: 1;
overflow-y: auto;
pointer-events: auto;
/* reset any scrollbar color changes */
scrollbar-color: auto;
}
.s3-list-content:empty::after {
content: "(empty)";
text-align: center;
}
.s3-list-rows {
position: relative;
width: 100%;
height: 100%;
overflow-x: hidden;
overflow-y: scroll;
contain: layout;
}
.s3-list-endpoint {
position: absolute;
width: 1px;
height: 1px;
will-change: transform;
contain: layout;
}
.s3-list-row {
position: absolute;
display: flex;
flex-direction: row;
width: 100%;
text-align: left;
align-items: center;
will-change: transform;
contain: layout;
}
.s3-list-index, .s3-list-value {
margin: 0 3px;
}
.s3-list-index {
font-weight: bold;
pointer-events: none;
}
.s3-list-value {
background-color: rgb(252, 102, 44);
border: 1px solid rgba(0, 0, 0, 0.15);
border-radius: 0.25em;
flex: 1;
color: #fff;
padding: 1px 5px;
min-height: 1.5em;
overflow: hidden;
text-overflow: ellipsis;
user-select: text;
white-space: pre;
}
.s3-list-top-label, .s3-list-bottom-label {
padding: 3px;
text-align: center;
font-weight: bold;
background-color: #fff;
}
.s3-list-top-label {
border-bottom: 1px solid rgba(0, 0, 0, 0.15);
}
.s3-list-row, .s3-list-top-label, .s3-list-bottom-label {
font-size: 1.2em;
}
/* Player Styles */
.player-root {
color: #000;
height: auto;
}
.player-stage {
width: 480px;
height: 360px;
}
/* Player Fullscreen */
.player-root[fullscreen] {
position: absolute;
top: 0;
left: 0;
background: #000;
height: 100%;
width: 100%;
}
.player-body-fullscreen {
background: #000;
overflow: hidden;
}
/* Player Errors */
.player-root .player-error {
color: rgb(128, 0, 0);
font: 500 12px sans-serif;
box-sizing: border-box;
padding: 8px;
position: relative;
top: 100%;
left: 0;
transform: translateY(-100%);
width: 100%;
background-color: rgba(255, 200, 200, 0.9);
backdrop-filter: blur(2px);
pointer-events: auto;
}
.player-error a {
color: rgb(100, 0, 0);
}
.player-error a:active {
color: rgb(24, 67, 210);
}
.player-root[theme=dark] .player-error {
color: rgb(255, 91, 91);
background-color: rgba(40, 8, 8, 0.85);
}
.player-root[theme=dark] .player-error a {
color: rgb(210, 24, 24);
}
.player-root[theme=dark] .player-error a:active {
color: rgb(24, 120, 210);
}
/* Player Controls */
.player-controls {
position: relative;
height: 32px;
overflow: hidden;
}
.player-controls .player-button {
width: 32px;
height: 32px;
float: right;
cursor: pointer;
text-align: center;
opacity: 0.4;
background-image: url(data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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);
text-decoration: none;
}
.player-root[theme=dark] .player-button {
background-position-y: -32px;
opacity: 0.6;
}
.player-controls .player-button:active {
opacity: 1;
}
.player-controls .player-label {
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
cursor: default;
color: rgba(0, 0, 0, 0.4);
font: 500 12px/32px sans-serif;
padding: 0 8px;
}
.player-root[theme=dark] .player-label {
color: rgba(255, 255, 255, 0.6);
}
.player-controls .player-fullscreen-btn {
float: left;
background-position: -128px -0px;
}
.player-root[fullscreen] .player-controls .player-fullscreen-btn {
background-position-x: -160px;
}
.player-controls .player-flag {
background-position: 0px -0px;
}
.player-controls .player-stop {
background-position: -96px -0px;
}
.player-controls .player-pause {
background-position: -32px -0px;
}
.player-root:not([running]) .player-controls .player-pause {
background-position-x: -64px;
}
.player-controls .player-turbo {
display: none;
float: right;
}
.player-root[turbo] .player-turbo {
display: block;
}
.player-controls .player-muted {
float: left;
cursor: pointer;
display: none;
}
.player-controls .player-muted:hover {
text-decoration: underline;
}
@keyframes player-appear {
from {
visibility: hidden;
}
to {
visibility: visible;
}
}
.player-root[running][audio-state="suspended"] .player-controls .player-muted {
display: block;
animation-name: player-appear;
animation-timing-function: steps(1, end);
animation-duration: 0.5s;
}
/* Player Progress Bar */
.player-progress {
width: 100%;
height: 100%;
-webkit-transition: opacity .2s;
-o-transition: opacity .2s;
-moz-transition: opacity .2s;
transition: opacity .2s;
}
.player-progress[state=loaded] {
opacity: 0;
}
.player-progress-fill {
width: 0%; /* initial width */
height: 100%;
background-color: #cde;
-webkit-transition: .2s;
-o-transition: .2s;
-moz-transition: .2s;
transition: .2s;
}
.player-progress[state=error] .player-progress-fill {
background: #eaa;
}
.player-progress[theme=dark] .player-progress-fill {
background-color: #234;
}
.player-progress[theme=dark][state=error] .player-progress-fill {
background: #411;
}
.player-controls .player-progress {
position: absolute;
top: 0;
left: 0;
z-index: -1;
}
/* Player Click To Play */
.player-click-to-play-container {
position: absolute;
top: 0;
left: 0;
width: 100%;
height: 100%;
cursor: pointer;
pointer-events: all;
background-color: rgba(0, 0, 0, 0.6);
display: flex;
align-items: center;
justify-content: center;
}
.player-click-to-play-icon {
width: 10em;
height: 10em;
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/**
* [js-md5]{@link https://github.com/emn178/js-md5}
*
* @namespace md5
* @version 0.7.3
* @author Chen, Yi-Cyuan [emn178@gmail.com]
* @copyright Chen, Yi-Cyuan 2014-2017
* @license MIT
*/
/**
* [js-md5]{@link https://github.com/emn178/js-md5}
*
* @namespace md5
* @version 0.7.3
* @author Chen, Yi-Cyuan [emn178@gmail.com]
* @copyright Chen, Yi-Cyuan 2014-2017
* @license MIT
*/
!function(){"use strict";var ERROR="input is invalid type",WINDOW="object"==typeof window,root=WINDOW?window:{};root.JS_MD5_NO_WINDOW&&(WINDOW=!1);var WEB_WORKER=!WINDOW&&"object"==typeof self,NODE_JS=!root.JS_MD5_NO_NODE_JS&&"object"==typeof process&&process.versions&&process.versions.node;NODE_JS?root=global:WEB_WORKER&&(root=self);var COMMON_JS=!root.JS_MD5_NO_COMMON_JS&&"object"==typeof module&&module.exports,AMD=__webpack_require__(16),ARRAY_BUFFER=!root.JS_MD5_NO_ARRAY_BUFFER&&"undefined"!=typeof ArrayBuffer,HEX_CHARS="0123456789abcdef".split(""),EXTRA=[128,32768,8388608,-2147483648],SHIFT=[0,8,16,24],OUTPUT_TYPES=["hex","array","digest","buffer","arrayBuffer","base64"],BASE64_ENCODE_CHAR="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".split(""),blocks=[],buffer8;if(ARRAY_BUFFER){var buffer=new ArrayBuffer(68);buffer8=new Uint8Array(buffer),blocks=new Uint32Array(buffer)}!root.JS_MD5_NO_NODE_JS&&Array.isArray||(Array.isArray=function(t){return"[object 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Buffer(t)).digest("hex"):method(t)};return nodeMethod};function Md5(t){if(t)blocks[0]=blocks[16]=blocks[1]=blocks[2]=blocks[3]=blocks[4]=blocks[5]=blocks[6]=blocks[7]=blocks[8]=blocks[9]=blocks[10]=blocks[11]=blocks[12]=blocks[13]=blocks[14]=blocks[15]=0,this.blocks=blocks,this.buffer8=buffer8;else if(ARRAY_BUFFER){var e=new ArrayBuffer(68);this.buffer8=new Uint8Array(e),this.blocks=new Uint32Array(e)}else this.blocks=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0];this.h0=this.h1=this.h2=this.h3=this.start=this.bytes=this.hBytes=0,this.finalized=this.hashed=!1,this.first=!0}Md5.prototype.update=function(t){if(!this.finalized){var e,n=typeof t;if("string"!==n){if("object"!==n)throw ERROR;if(null===t)throw ERROR;if(ARRAY_BUFFER&&t.constructor===ArrayBuffer)t=new Uint8Array(t);else if(!(Array.isArray(t)||ARRAY_BUFFER&&ArrayBuffer.isView(t)))throw ERROR;e=!0}for(var r,i,o=0,u=t.length,a=this.blocks,s=this.buffer8;o<u;){if(this.hashed&&(this.hashed=!1,a[0]=a[16],a[16]=a[1]=a[2]=a[3]=a[4]=a[5]=a[6]=a[7]=a[8]=a[9]=a[10]=a[11]=a[12]=a[13]=a[14]=a[15]=0),e)if(ARRAY_BUFFER)for(i=this.start;o<u&&i<64;++o)s[i++]=t[o];else for(i=this.start;o<u&&i<64;++o)a[i>>2]|=t[o]<<SHIFT[3&i++];else if(ARRAY_BUFFER)for(i=this.start;o<u&&i<64;++o)(r=t.charCodeAt(o))<128?s[i++]=r:r<2048?(s[i++]=192|r>>6,s[i++]=128|63&r):r<55296||r>=57344?(s[i++]=224|r>>12,s[i++]=128|r>>6&63,s[i++]=128|63&r):(r=65536+((1023&r)<<10|1023&t.charCodeAt(++o)),s[i++]=240|r>>18,s[i++]=128|r>>12&63,s[i++]=128|r>>6&63,s[i++]=128|63&r);else 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/*!
canvg 3.0.10
The MIT License (MIT)
Copyright (c) 2010 - present Gabe Lerner (gabelerner@gmail.com) - https://github.com/canvg/canvg
Permission is hereby granted, free of charge, to any person obtaining a copy
of this software and associated documentation files (the "Software"), to deal
in the Software without restriction, including without limitation the rights
to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
copies of the Software, and to permit persons to whom the Software is
furnished to do so, subject to the following conditions:
The above copyright notice and this permission notice shall be included in all
copies or substantial portions of the Software.
THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
SOFTWARE.
*/
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/*! *****************************************************************************
Copyright (c) Microsoft Corporation.
Permission to use, copy, modify, and/or distribute this software for any
purpose with or without fee is hereby granted.
THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH
REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY
AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT,
INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM
LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR
OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR
PERFORMANCE OF THIS SOFTWARE.
***************************************************************************** */
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a=t(o,e,r,n,i);return o.type&oc.CLOSE_PATH&&(e=n,r=i),void 0!==o.x&&(e=o.relative?e+o.x:o.x),void 0!==o.y&&(r=o.relative?r+o.y:o.y),o.type&oc.MOVE_TO&&(n=e,i=r),a}}function o(t,e,r,n,o,a){return Xs(t,e,r,n,o,a),i((function(i,u,s,c){var l=i.x1,f=i.x2,h=i.relative&&!isNaN(c),p=void 0!==i.x?i.x:h?0:u,v=void 0!==i.y?i.y:h?0:s;function y(t){return t*t}i.type&oc.HORIZ_LINE_TO&&0!==e&&(i.type=oc.LINE_TO,i.y=i.relative?0:s),i.type&oc.VERT_LINE_TO&&0!==r&&(i.type=oc.LINE_TO,i.x=i.relative?0:u),void 0!==i.x&&(i.x=i.x*t+v*r+(h?0:o)),void 0!==i.y&&(i.y=p*e+i.y*n+(h?0:a)),void 0!==i.x1&&(i.x1=i.x1*t+i.y1*r+(h?0:o)),void 0!==i.y1&&(i.y1=l*e+i.y1*n+(h?0:a)),void 0!==i.x2&&(i.x2=i.x2*t+i.y2*r+(h?0:o)),void 0!==i.y2&&(i.y2=f*e+i.y2*n+(h?0:a));var d=t*n-e*r;if(void 0!==i.xRot&&(1!==t||0!==e||0!==r||1!==n))if(0===d)delete i.rX,delete i.rY,delete i.xRot,delete i.lArcFlag,delete i.sweepFlag,i.type=oc.LINE_TO;else{var g=i.xRot*Math.PI/180,m=Math.sin(g),x=Math.cos(g),b=1/y(i.rX),w=1/y(i.rY),S=y(x)*b+y(m)*w,O=2*m*x*(b-w),k=y(m)*b+y(x)*w,T=S*n*n-O*e*n+k*e*e,A=O*(t*n+e*r)-2*(S*r*n+k*t*e),R=S*r*r-O*t*r+k*t*t,P=(Math.atan2(A,T-R)+Math.PI)%Math.PI/2,E=Math.sin(P),C=Math.cos(P);i.rX=Math.abs(d)/Math.sqrt(T*y(C)+A*E*C+R*y(E)),i.rY=Math.abs(d)/Math.sqrt(T*y(E)-A*E*C+R*y(C)),i.xRot=180*P/Math.PI}return void 0!==i.sweepFlag&&0>d&&(i.sweepFlag=+!i.sweepFlag),i}))}t.ROUND=function(t){function e(e){return Math.round(e*t)/t}return void 0===t&&(t=1e13),Xs(t),function(t){return void 0!==t.x1&&(t.x1=e(t.x1)),void 0!==t.y1&&(t.y1=e(t.y1)),void 0!==t.x2&&(t.x2=e(t.x2)),void 0!==t.y2&&(t.y2=e(t.y2)),void 0!==t.x&&(t.x=e(t.x)),void 0!==t.y&&(t.y=e(t.y)),void 0!==t.rX&&(t.rX=e(t.rX)),void 0!==t.rY&&(t.rY=e(t.rY)),t}},t.TO_ABS=e,t.TO_REL=function(){return i((function(t,e,r){return t.relative||(void 0!==t.x1&&(t.x1-=e),void 0!==t.y1&&(t.y1-=r),void 0!==t.x2&&(t.x2-=e),void 0!==t.y2&&(t.y2-=r),void 0!==t.x&&(t.x-=e),void 0!==t.y&&(t.y-=r),t.relative=!0),t}))},t.NORMALIZE_HVZ=function(t,e,r){return void 0===t&&(t=!0),void 0===e&&(e=!0),void 0===r&&(r=!0),i((function(n,i,o,a,u){if(isNaN(a)&&!(n.type&oc.MOVE_TO))throw new Error("path must start with moveto");return e&&n.type&oc.HORIZ_LINE_TO&&(n.type=oc.LINE_TO,n.y=n.relative?0:o),r&&n.type&oc.VERT_LINE_TO&&(n.type=oc.LINE_TO,n.x=n.relative?0:i),t&&n.type&oc.CLOSE_PATH&&(n.type=oc.LINE_TO,n.x=n.relative?a-i:a,n.y=n.relative?u-o:u),n.type&oc.ARC&&(0===n.rX||0===n.rY)&&(n.type=oc.LINE_TO,delete n.rX,delete n.rY,delete n.xRot,delete n.lArcFlag,delete n.sweepFlag),n}))},t.NORMALIZE_ST=r,t.QT_TO_C=n,t.INFO=i,t.SANITIZE=function(t){void 0===t&&(t=0),Xs(t);var e=NaN,r=NaN,n=NaN,o=NaN;return i((function(i,a,u,s,c){var l=Math.abs,f=!1,h=0,p=0;if(i.type&oc.SMOOTH_CURVE_TO&&(h=isNaN(e)?0:a-e,p=isNaN(r)?0:u-r),i.type&(oc.CURVE_TO|oc.SMOOTH_CURVE_TO)?(e=i.relative?a+i.x2:i.x2,r=i.relative?u+i.y2:i.y2):(e=NaN,r=NaN),i.type&oc.SMOOTH_QUAD_TO?(n=isNaN(n)?a:2*a-n,o=isNaN(o)?u:2*u-o):i.type&oc.QUAD_TO?(n=i.relative?a+i.x1:i.x1,o=i.relative?u+i.y1:i.y2):(n=NaN,o=NaN),i.type&oc.LINE_COMMANDS||i.type&oc.ARC&&(0===i.rX||0===i.rY||!i.lArcFlag)||i.type&oc.CURVE_TO||i.type&oc.SMOOTH_CURVE_TO||i.type&oc.QUAD_TO||i.type&oc.SMOOTH_QUAD_TO){var v=void 0===i.x?0:i.relative?i.x:i.x-a,y=void 0===i.y?0:i.relative?i.y:i.y-u;h=isNaN(n)?void 0===i.x1?h:i.relative?i.x:i.x1-a:n-a,p=isNaN(o)?void 0===i.y1?p:i.relative?i.y:i.y1-u:o-u;var d=void 0===i.x2?0:i.relative?i.x:i.x2-a,g=void 0===i.y2?0:i.relative?i.y:i.y2-u;l(v)<=t&&l(y)<=t&&l(h)<=t&&l(p)<=t&&l(d)<=t&&l(g)<=t&&(f=!0)}return i.type&oc.CLOSE_PATH&&l(a-s)<=t&&l(u-c)<=t&&(f=!0),f?[]:i}))},t.MATRIX=o,t.ROTATE=function(t,e,r){void 0===e&&(e=0),void 0===r&&(r=0),Xs(t,e,r);var n=Math.sin(t),i=Math.cos(t);return o(i,n,-n,i,e-e*i+r*n,r-e*n-r*i)},t.TRANSLATE=function(t,e){return void 0===e&&(e=0),Xs(t,e),o(1,0,0,1,t,e)},t.SCALE=function(t,e){return void 0===e&&(e=t),Xs(t,e),o(t,0,0,e,0,0)},t.SKEW_X=function(t){return Xs(t),o(1,0,Math.atan(t),1,0,0)},t.SKEW_Y=function(t){return Xs(t),o(1,Math.atan(t),0,1,0,0)},t.X_AXIS_SYMMETRY=function(t){return void 0===t&&(t=0),Xs(t),o(-1,0,0,1,t,0)},t.Y_AXIS_SYMMETRY=function(t){return void 0===t&&(t=0),Xs(t),o(1,0,0,-1,0,t)},t.A_TO_C=function(){return i((function(t,e,r){return oc.ARC===t.type?function(t,e,r){var n,i,o,a;t.cX||Gs(t,e,r);for(var u=Math.min(t.phi1,t.phi2),s=Math.max(t.phi1,t.phi2)-u,c=Math.ceil(s/90),l=new Array(c),f=e,h=r,p=0;p<c;p++){var v=Qs(t.phi1,t.phi2,p/c),y=Qs(t.phi1,t.phi2,(p+1)/c),d=y-v,g=4/3*Math.tan(d*$s/4),m=[Math.cos(v*$s)-g*Math.sin(v*$s),Math.sin(v*$s)+g*Math.cos(v*$s)],x=m[0],b=m[1],w=[Math.cos(y*$s),Math.sin(y*$s)],S=w[0],O=w[1],k=[S+g*Math.sin(y*$s),O-g*Math.cos(y*$s)],T=k[0],A=k[1];l[p]={relative:t.relative,type:oc.CURVE_TO};var R=function(e,r){var n=Hs([e*t.rX,r*t.rY],t.xRot),i=n[0],o=n[1];return[t.cX+i,t.cY+o]};n=R(x,b),l[p].x1=n[0],l[p].y1=n[1],i=R(T,A),l[p].x2=i[0],l[p].y2=i[1],o=R(S,O),l[p].x=o[0],l[p].y=o[1],t.relative&&(l[p].x1-=f,l[p].y1-=h,l[p].x2-=f,l[p].y2-=h,l[p].x-=f,l[p].y-=h),f=(a=[l[p].x,l[p].y])[0],h=a[1]}return l}(t,t.relative?0:e,t.relative?0:r):t}))},t.ANNOTATE_ARCS=function(){return i((function(t,e,r){return t.relative&&(e=0,r=0),oc.ARC===t.type&&Gs(t,e,r),t}))},t.CLONE=function(){return function(t){var e={};for(var r in t)e[r]=t[r];return e}},t.CALCULATE_BOUNDS=function(){var t=e(),o=n(),a=r(),u=i((function(e,r,n){var i=a(o(t(function(t){var e={};for(var r in t)e[r]=t[r];return e}(e))));function s(t){t>u.maxX&&(u.maxX=t),t<u.minX&&(u.minX=t)}function c(t){t>u.maxY&&(u.maxY=t),t<u.minY&&(u.minY=t)}if(i.type&oc.DRAWING_COMMANDS&&(s(r),c(n)),i.type&oc.HORIZ_LINE_TO&&s(i.x),i.type&oc.VERT_LINE_TO&&c(i.y),i.type&oc.LINE_TO&&(s(i.x),c(i.y)),i.type&oc.CURVE_TO){s(i.x),c(i.y);for(var l=0,f=Ks(r,i.x1,i.x2,i.x);l<f.length;l++)0<(R=f[l])&&1>R&&s(Js(r,i.x1,i.x2,i.x,R));for(var h=0,p=Ks(n,i.y1,i.y2,i.y);h<p.length;h++)0<(R=p[h])&&1>R&&c(Js(n,i.y1,i.y2,i.y,R))}if(i.type&oc.ARC){s(i.x),c(i.y),Gs(i,r,n);for(var v=i.xRot/180*Math.PI,y=Math.cos(v)*i.rX,d=Math.sin(v)*i.rX,g=-Math.sin(v)*i.rY,m=Math.cos(v)*i.rY,x=i.phi1<i.phi2?[i.phi1,i.phi2]:-180>i.phi2?[i.phi2+360,i.phi1+360]:[i.phi2,i.phi1],b=x[0],w=x[1],S=function(t){var e=t[0],r=t[1],n=180*Math.atan2(r,e)/Math.PI;return n<b?n+360:n},O=0,k=Ws(g,-y,0).map(S);O<k.length;O++)(R=k[O])>b&&R<w&&s(Zs(i.cX,y,g,R));for(var T=0,A=Ws(m,-d,0).map(S);T<A.length;T++){var R;(R=A[T])>b&&R<w&&c(Zs(i.cY,d,m,R))}}return e}));return u.minX=1/0,u.maxX=-1/0,u.minY=1/0,u.maxY=-1/0,u}}(qs||(qs={}));var tc,ec=function(){function t(){}return t.prototype.round=function(t){return this.transform(qs.ROUND(t))},t.prototype.toAbs=function(){return this.transform(qs.TO_ABS())},t.prototype.toRel=function(){return this.transform(qs.TO_REL())},t.prototype.normalizeHVZ=function(t,e,r){return this.transform(qs.NORMALIZE_HVZ(t,e,r))},t.prototype.normalizeST=function(){return this.transform(qs.NORMALIZE_ST())},t.prototype.qtToC=function(){return this.transform(qs.QT_TO_C())},t.prototype.aToC=function(){return this.transform(qs.A_TO_C())},t.prototype.sanitize=function(t){return this.transform(qs.SANITIZE(t))},t.prototype.translate=function(t,e){return this.transform(qs.TRANSLATE(t,e))},t.prototype.scale=function(t,e){return this.transform(qs.SCALE(t,e))},t.prototype.rotate=function(t,e,r){return this.transform(qs.ROTATE(t,e,r))},t.prototype.matrix=function(t,e,r,n,i,o){return this.transform(qs.MATRIX(t,e,r,n,i,o))},t.prototype.skewX=function(t){return this.transform(qs.SKEW_X(t))},t.prototype.skewY=function(t){return this.transform(qs.SKEW_Y(t))},t.prototype.xSymmetry=function(t){return this.transform(qs.X_AXIS_SYMMETRY(t))},t.prototype.ySymmetry=function(t){return this.transform(qs.Y_AXIS_SYMMETRY(t))},t.prototype.annotateArcs=function(){return this.transform(qs.ANNOTATE_ARCS())},t}(),rc=function(t){return" "===t||"\t"===t||"\r"===t||"\n"===t},nc=function(t){return"0".charCodeAt(0)<=t.charCodeAt(0)&&t.charCodeAt(0)<="9".charCodeAt(0)},ic=function(t){function e(){var e=t.call(this)||this;return e.curNumber="",e.curCommandType=-1,e.curCommandRelative=!1,e.canParseCommandOrComma=!0,e.curNumberHasExp=!1,e.curNumberHasExpDigits=!1,e.curNumberHasDecimal=!1,e.curArgs=[],e}return Us(e,t),e.prototype.finish=function(t){if(void 0===t&&(t=[]),this.parse(" ",t),0!==this.curArgs.length||!this.canParseCommandOrComma)throw new SyntaxError("Unterminated command at the path end.");return t},e.prototype.parse=function(t,e){var r=this;void 0===e&&(e=[]);for(var n=function(t){e.push(t),r.curArgs.length=0,r.canParseCommandOrComma=!0},i=0;i<t.length;i++){var o=t[i],a=!(this.curCommandType!==oc.ARC||3!==this.curArgs.length&&4!==this.curArgs.length||1!==this.curNumber.length||"0"!==this.curNumber&&"1"!==this.curNumber),u=nc(o)&&("0"===this.curNumber&&"0"===o||a);if(!nc(o)||u)if("e"!==o&&"E"!==o)if("-"!==o&&"+"!==o||!this.curNumberHasExp||this.curNumberHasExpDigits)if("."!==o||this.curNumberHasExp||this.curNumberHasDecimal||a){if(this.curNumber&&-1!==this.curCommandType){var s=Number(this.curNumber);if(isNaN(s))throw new SyntaxError("Invalid number ending at "+i);if(this.curCommandType===oc.ARC)if(0===this.curArgs.length||1===this.curArgs.length){if(0>s)throw new SyntaxError('Expected positive number, got "'+s+'" at index "'+i+'"')}else if((3===this.curArgs.length||4===this.curArgs.length)&&"0"!==this.curNumber&&"1"!==this.curNumber)throw new SyntaxError('Expected a flag, got "'+this.curNumber+'" at index "'+i+'"');this.curArgs.push(s),this.curArgs.length===ac[this.curCommandType]&&(oc.HORIZ_LINE_TO===this.curCommandType?n({type:oc.HORIZ_LINE_TO,relative:this.curCommandRelative,x:s}):oc.VERT_LINE_TO===this.curCommandType?n({type:oc.VERT_LINE_TO,relative:this.curCommandRelative,y:s}):this.curCommandType===oc.MOVE_TO||this.curCommandType===oc.LINE_TO||this.curCommandType===oc.SMOOTH_QUAD_TO?(n({type:this.curCommandType,relative:this.curCommandRelative,x:this.curArgs[0],y:this.curArgs[1]}),oc.MOVE_TO===this.curCommandType&&(this.curCommandType=oc.LINE_TO)):this.curCommandType===oc.CURVE_TO?n({type:oc.CURVE_TO,relative:this.curCommandRelative,x1:this.curArgs[0],y1:this.curArgs[1],x2:this.curArgs[2],y2:this.curArgs[3],x:this.curArgs[4],y:this.curArgs[5]}):this.curCommandType===oc.SMOOTH_CURVE_TO?n({type:oc.SMOOTH_CURVE_TO,relative:this.curCommandRelative,x2:this.curArgs[0],y2:this.curArgs[1],x:this.curArgs[2],y:this.curArgs[3]}):this.curCommandType===oc.QUAD_TO?n({type:oc.QUAD_TO,relative:this.curCommandRelative,x1:this.curArgs[0],y1:this.curArgs[1],x:this.curArgs[2],y:this.curArgs[3]}):this.curCommandType===oc.ARC&&n({type:oc.ARC,relative:this.curCommandRelative,rX:this.curArgs[0],rY:this.curArgs[1],xRot:this.curArgs[2],lArcFlag:this.curArgs[3],sweepFlag:this.curArgs[4],x:this.curArgs[5],y:this.curArgs[6]})),this.curNumber="",this.curNumberHasExpDigits=!1,this.curNumberHasExp=!1,this.curNumberHasDecimal=!1,this.canParseCommandOrComma=!0}if(!rc(o))if(","===o&&this.canParseCommandOrComma)this.canParseCommandOrComma=!1;else if("+"!==o&&"-"!==o&&"."!==o)if(u)this.curNumber=o,this.curNumberHasDecimal=!1;else{if(0!==this.curArgs.length)throw new SyntaxError("Unterminated command at index "+i+".");if(!this.canParseCommandOrComma)throw new SyntaxError('Unexpected character "'+o+'" at index '+i+". Command cannot follow comma");if(this.canParseCommandOrComma=!1,"z"!==o&&"Z"!==o)if("h"===o||"H"===o)this.curCommandType=oc.HORIZ_LINE_TO,this.curCommandRelative="h"===o;else if("v"===o||"V"===o)this.curCommandType=oc.VERT_LINE_TO,this.curCommandRelative="v"===o;else if("m"===o||"M"===o)this.curCommandType=oc.MOVE_TO,this.curCommandRelative="m"===o;else if("l"===o||"L"===o)this.curCommandType=oc.LINE_TO,this.curCommandRelative="l"===o;else if("c"===o||"C"===o)this.curCommandType=oc.CURVE_TO,this.curCommandRelative="c"===o;else if("s"===o||"S"===o)this.curCommandType=oc.SMOOTH_CURVE_TO,this.curCommandRelative="s"===o;else if("q"===o||"Q"===o)this.curCommandType=oc.QUAD_TO,this.curCommandRelative="q"===o;else if("t"===o||"T"===o)this.curCommandType=oc.SMOOTH_QUAD_TO,this.curCommandRelative="t"===o;else{if("a"!==o&&"A"!==o)throw new SyntaxError('Unexpected character "'+o+'" at index '+i+".");this.curCommandType=oc.ARC,this.curCommandRelative="a"===o}else e.push({type:oc.CLOSE_PATH}),this.canParseCommandOrComma=!0,this.curCommandType=-1}else this.curNumber=o,this.curNumberHasDecimal="."===o}else this.curNumber+=o,this.curNumberHasDecimal=!0;else this.curNumber+=o;else this.curNumber+=o,this.curNumberHasExp=!0;else this.curNumber+=o,this.curNumberHasExpDigits=this.curNumberHasExp}return e},e.prototype.transform=function(t){return Object.create(this,{parse:{value:function(e,r){void 0===r&&(r=[]);for(var n=0,i=Object.getPrototypeOf(this).parse.call(this,e);n<i.length;n++){var o=i[n],a=t(o);Array.isArray(a)?r.push.apply(r,a):r.push(a)}return r}}})},e}(ec),oc=function(t){function e(r){var n=t.call(this)||this;return n.commands="string"==typeof r?e.parse(r):r,n}return Us(e,t),e.prototype.encode=function(){return e.encode(this.commands)},e.prototype.getBounds=function(){var t=qs.CALCULATE_BOUNDS();return this.transform(t),t},e.prototype.transform=function(t){for(var e=[],r=0,n=this.commands;r<n.length;r++){var i=t(n[r]);Array.isArray(i)?e.push.apply(e,i):e.push(i)}return this.commands=e,this},e.encode=function(t){return function(t){var e="";Array.isArray(t)||(t=[t]);for(var r=0;r<t.length;r++){var n=t[r];if(n.type===oc.CLOSE_PATH)e+="z";else if(n.type===oc.HORIZ_LINE_TO)e+=(n.relative?"h":"H")+n.x;else if(n.type===oc.VERT_LINE_TO)e+=(n.relative?"v":"V")+n.y;else if(n.type===oc.MOVE_TO)e+=(n.relative?"m":"M")+n.x+" "+n.y;else if(n.type===oc.LINE_TO)e+=(n.relative?"l":"L")+n.x+" "+n.y;else if(n.type===oc.CURVE_TO)e+=(n.relative?"c":"C")+n.x1+" "+n.y1+" "+n.x2+" "+n.y2+" "+n.x+" "+n.y;else if(n.type===oc.SMOOTH_CURVE_TO)e+=(n.relative?"s":"S")+n.x2+" "+n.y2+" "+n.x+" "+n.y;else if(n.type===oc.QUAD_TO)e+=(n.relative?"q":"Q")+n.x1+" "+n.y1+" "+n.x+" "+n.y;else if(n.type===oc.SMOOTH_QUAD_TO)e+=(n.relative?"t":"T")+n.x+" "+n.y;else{if(n.type!==oc.ARC)throw new Error('Unexpected command type "'+n.type+'" at index '+r+".");e+=(n.relative?"a":"A")+n.rX+" "+n.rY+" "+n.xRot+" "+ +n.lArcFlag+" "+ +n.sweepFlag+" "+n.x+" "+n.y}}return e}(t)},e.parse=function(t){var e=new ic,r=[];return e.parse(t,r),e.finish(r),r},e.CLOSE_PATH=1,e.MOVE_TO=2,e.HORIZ_LINE_TO=4,e.VERT_LINE_TO=8,e.LINE_TO=16,e.CURVE_TO=32,e.SMOOTH_CURVE_TO=64,e.QUAD_TO=128,e.SMOOTH_QUAD_TO=256,e.ARC=512,e.LINE_COMMANDS=e.LINE_TO|e.HORIZ_LINE_TO|e.VERT_LINE_TO,e.DRAWING_COMMANDS=e.HORIZ_LINE_TO|e.VERT_LINE_TO|e.LINE_TO|e.CURVE_TO|e.SMOOTH_CURVE_TO|e.QUAD_TO|e.SMOOTH_QUAD_TO|e.ARC,e}(ec),ac=((tc={})[oc.MOVE_TO]=2,tc[oc.LINE_TO]=2,tc[oc.HORIZ_LINE_TO]=1,tc[oc.VERT_LINE_TO]=1,tc[oc.CLOSE_PATH]=0,tc[oc.QUAD_TO]=4,tc[oc.SMOOTH_QUAD_TO]=2,tc[oc.CURVE_TO]=6,tc[oc.SMOOTH_CURVE_TO]=4,tc[oc.ARC]=7,tc);function uc(t){var e=function(){if("undefined"==typeof Reflect||!Reflect.construct)return!1;if(Reflect.construct.sham)return!1;if("function"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Reflect.construct(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var r,n=pu(t);if(e){var i=pu(this).constructor;r=Reflect.construct(n,arguments,i)}else r=n.apply(this,arguments);return fu(this,r)}}var sc=function(t){uu(r,t);var e=uc(r);function r(t){var n;return Po(this,r),(n=e.call(this,t.replace(/([+\-.])\s+/gm,"$1").replace(/[^MmZzLlHhVvCcSsQqTtAae\d\s.,+-].*/g,""))).control=null,n.start=null,n.current=null,n.command=null,n.commands=n.commands,n.i=-1,n.previousCommand=null,n.points=[],n.angles=[],n}return Eo(r,[{key:"reset",value:function(){this.i=-1,this.command=null,this.previousCommand=null,this.start=new Ka(0,0),this.control=new Ka(0,0),this.current=new Ka(0,0),this.points=[],this.angles=[]}},{key:"isEnd",value:function(){return this.i>=this.commands.length-1}},{key:"next",value:function(){var t=this.commands[++this.i];return this.previousCommand=this.command,this.command=t,t}},{key:"getPoint",value:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:"x",e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:"y",r=new Ka(this.command[t],this.command[e]);return this.makeAbsolute(r)}},{key:"getAsControlPoint",value:function(t,e){var r=this.getPoint(t,e);return this.control=r,r}},{key:"getAsCurrentPoint",value:function(t,e){var r=this.getPoint(t,e);return this.current=r,r}},{key:"getReflectedControlPoint",value:function(){var t=this.previousCommand.type;if(t!==oc.CURVE_TO&&t!==oc.SMOOTH_CURVE_TO&&t!==oc.QUAD_TO&&t!==oc.SMOOTH_QUAD_TO)return this.current;var e=this.current,r=e.x,n=e.y,i=this.control,o=i.x,a=i.y;return new Ka(2*r-o,2*n-a)}},{key:"makeAbsolute",value:function(t){if(this.command.relative){var e=this.current,r=e.x,n=e.y;t.x+=r,t.y+=n}return t}},{key:"addMarker",value:function(t,e,r){var n=this.points,i=this.angles;r&&i.length>0&&!i[i.length-1]&&(i[i.length-1]=n[n.length-1].angleTo(r)),this.addMarkerAngle(t,e?e.angleTo(t):null)}},{key:"addMarkerAngle",value:function(t,e){this.points.push(t),this.angles.push(e)}},{key:"getMarkerPoints",value:function(){return this.points}},{key:"getMarkerAngles",value:function(){for(var t=this.angles,e=t.length,r=0;r<e;r++)if(!t[r])for(var n=r+1;n<e;n++)if(t[n]){t[r]=t[n];break}return t}}]),r}(oc),cc=St.PROPER,lc="toString",fc=RegExp.prototype,hc=fc.toString,pc=P((function(){return"/a/b"!=hc.call({source:"a",flags:"b"})})),vc=cc&&hc.name!=lc;function yc(t){var e=function(){if("undefined"==typeof Reflect||!Reflect.construct)return!1;if(Reflect.construct.sham)return!1;if("function"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Reflect.construct(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var r,n=pu(t);if(e){var i=pu(this).constructor;r=Reflect.construct(n,arguments,i)}else r=n.apply(this,arguments);return fu(this,r)}}(pc||vc)&&Ot(RegExp.prototype,lc,(function(){var t=H(this),e=En(t.source),r=t.flags;return"/"+e+"/"+En(void 0===r&&t instanceof RegExp&&!("flags"in fc)?Un.call(t):r)}),{unsafe:!0});var dc=function(t){uu(r,t);var e=yc(r);function r(){var t;return Po(this,r),(t=e.apply(this,arguments)).modifiedEmSizeStack=!1,t}return Eo(r,[{key:"calculateOpacity",value:function(){for(var t=1,e=this;e;){var r=e.getStyle("opacity",!1,!0);r.hasValue(!0)&&(t*=r.getNumber()),e=e.parent}return t}},{key:"setContext",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1];if(!e){var r=this.getStyle("fill"),n=this.getStyle("fill-opacity"),i=this.getStyle("stroke"),o=this.getStyle("stroke-opacity");if(r.isUrlDefinition()){var a=r.getFillStyleDefinition(this,n);a&&(t.fillStyle=a)}else if(r.hasValue()){"currentColor"===r.getString()&&r.setValue(this.getStyle("color").getColor());var u=r.getColor();"inherit"!==u&&(t.fillStyle="none"===u?"rgba(0,0,0,0)":u)}if(n.hasValue()){var s=new Ua(this.document,"fill",t.fillStyle).addOpacity(n).getColor();t.fillStyle=s}if(i.isUrlDefinition()){var c=i.getFillStyleDefinition(this,o);c&&(t.strokeStyle=c)}else if(i.hasValue()){"currentColor"===i.getString()&&i.setValue(this.getStyle("color").getColor());var l=i.getString();"inherit"!==l&&(t.strokeStyle="none"===l?"rgba(0,0,0,0)":l)}if(o.hasValue()){var f=new Ua(this.document,"stroke",t.strokeStyle).addOpacity(o).getString();t.strokeStyle=f}var h=this.getStyle("stroke-width");if(h.hasValue()){var p=h.getPixels();t.lineWidth=p||yo}var v=this.getStyle("stroke-linecap"),y=this.getStyle("stroke-linejoin"),d=this.getStyle("stroke-miterlimit"),g=this.getStyle("stroke-dasharray"),m=this.getStyle("stroke-dashoffset");if(v.hasValue()&&(t.lineCap=v.getString()),y.hasValue()&&(t.lineJoin=y.getString()),d.hasValue()&&(t.miterLimit=d.getNumber()),g.hasValue()&&"none"!==g.getString()){var x=Yi(g.getString());void 0!==t.setLineDash?t.setLineDash(x):void 0!==t.webkitLineDash?t.webkitLineDash=x:void 0===t.mozDash||1===x.length&&0===x[0]||(t.mozDash=x);var b=m.getPixels();void 0!==t.lineDashOffset?t.lineDashOffset=b:void 0!==t.webkitLineDashOffset?t.webkitLineDashOffset=b:void 0!==t.mozDashOffset&&(t.mozDashOffset=b)}}if(this.modifiedEmSizeStack=!1,void 0!==t.font){var w=this.getStyle("font"),S=this.getStyle("font-style"),O=this.getStyle("font-variant"),k=this.getStyle("font-weight"),T=this.getStyle("font-size"),A=this.getStyle("font-family"),R=new js(S.getString(),O.getString(),k.getString(),T.hasValue()?"".concat(T.getPixels(!0),"px"):"",A.getString(),js.parse(w.getString(),t.font));S.setValue(R.fontStyle),O.setValue(R.fontVariant),k.setValue(R.fontWeight),T.setValue(R.fontSize),A.setValue(R.fontFamily),t.font=R.toString(),T.isPixels()&&(this.document.emSize=T.getPixels(),this.modifiedEmSizeStack=!0)}e||(this.applyEffects(t),t.globalAlpha=this.calculateOpacity())}},{key:"clearContext",value:function(t){Vs(pu(r.prototype),"clearContext",this).call(this,t),this.modifiedEmSizeStack&&this.document.popEmSize()}}]),r}(ps);function gc(t){var e=function(){if("undefined"==typeof Reflect||!Reflect.construct)return!1;if(Reflect.construct.sham)return!1;if("function"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Reflect.construct(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var r,n=pu(t);if(e){var i=pu(this).constructor;r=Reflect.construct(n,arguments,i)}else r=n.apply(this,arguments);return fu(this,r)}}var mc=function(t){uu(r,t);var e=gc(r);function r(t,n,i){var o;return Po(this,r),(o=e.call(this,t,n,i)).type="path",o.pathParser=null,o.pathParser=new sc(o.getAttribute("d").getString()),o}return Eo(r,[{key:"path",value:function(t){var e=this.pathParser,r=new Fs;for(e.reset(),t&&t.beginPath();!e.isEnd();)switch(e.next().type){case sc.MOVE_TO:this.pathM(t,r);break;case sc.LINE_TO:this.pathL(t,r);break;case sc.HORIZ_LINE_TO:this.pathH(t,r);break;case sc.VERT_LINE_TO:this.pathV(t,r);break;case sc.CURVE_TO:this.pathC(t,r);break;case sc.SMOOTH_CURVE_TO:this.pathS(t,r);break;case sc.QUAD_TO:this.pathQ(t,r);break;case sc.SMOOTH_QUAD_TO:this.pathT(t,r);break;case sc.ARC:this.pathA(t,r);break;case sc.CLOSE_PATH:this.pathZ(t,r)}return r}},{key:"getBoundingBox",value:function(t){return this.path()}},{key:"getMarkers",value:function(){var t=this.pathParser,e=t.getMarkerPoints(),r=t.getMarkerAngles();return e.map((function(t,e){return[t,r[e]]}))}},{key:"renderChildren",value:function(t){this.path(t),this.document.screen.mouse.checkPath(this,t);var e=this.getStyle("fill-rule");""!==t.fillStyle&&("inherit"!==e.getString("inherit")?t.fill(e.getString()):t.fill()),""!==t.strokeStyle&&("non-scaling-stroke"===this.getAttribute("vector-effect").getString()?(t.save(),t.setTransform(1,0,0,1,0,0),t.stroke(),t.restore()):t.stroke());var r=this.getMarkers();if(r){var n=r.length-1,i=this.getStyle("marker-start"),o=this.getStyle("marker-mid"),a=this.getStyle("marker-end");if(i.isUrlDefinition()){var u=i.getDefinition(),s=oo(r[0],2),c=s[0],l=s[1];u.render(t,c,l)}if(o.isUrlDefinition())for(var f=o.getDefinition(),h=1;h<n;h++){var p=oo(r[h],2),v=p[0],y=p[1];f.render(t,v,y)}if(a.isUrlDefinition()){var d=a.getDefinition(),g=oo(r[n],2),m=g[0],x=g[1];d.render(t,m,x)}}}},{key:"pathM",value:function(t,e){var n=this.pathParser,i=r.pathM(n).point,o=i.x,a=i.y;n.addMarker(i),e.addPoint(o,a),t&&t.moveTo(o,a)}},{key:"pathL",value:function(t,e){var n=this.pathParser,i=r.pathL(n),o=i.current,a=i.point,u=a.x,s=a.y;n.addMarker(a,o),e.addPoint(u,s),t&&t.lineTo(u,s)}},{key:"pathH",value:function(t,e){var n=this.pathParser,i=r.pathH(n),o=i.current,a=i.point,u=a.x,s=a.y;n.addMarker(a,o),e.addPoint(u,s),t&&t.lineTo(u,s)}},{key:"pathV",value:function(t,e){var n=this.pathParser,i=r.pathV(n),o=i.current,a=i.point,u=a.x,s=a.y;n.addMarker(a,o),e.addPoint(u,s),t&&t.lineTo(u,s)}},{key:"pathC",value:function(t,e){var n=this.pathParser,i=r.pathC(n),o=i.current,a=i.point,u=i.controlPoint,s=i.currentPoint;n.addMarker(s,u,a),e.addBezierCurve(o.x,o.y,a.x,a.y,u.x,u.y,s.x,s.y),t&&t.bezierCurveTo(a.x,a.y,u.x,u.y,s.x,s.y)}},{key:"pathS",value:function(t,e){var n=this.pathParser,i=r.pathS(n),o=i.current,a=i.point,u=i.controlPoint,s=i.currentPoint;n.addMarker(s,u,a),e.addBezierCurve(o.x,o.y,a.x,a.y,u.x,u.y,s.x,s.y),t&&t.bezierCurveTo(a.x,a.y,u.x,u.y,s.x,s.y)}},{key:"pathQ",value:function(t,e){var n=this.pathParser,i=r.pathQ(n),o=i.current,a=i.controlPoint,u=i.currentPoint;n.addMarker(u,a,a),e.addQuadraticCurve(o.x,o.y,a.x,a.y,u.x,u.y),t&&t.quadraticCurveTo(a.x,a.y,u.x,u.y)}},{key:"pathT",value:function(t,e){var n=this.pathParser,i=r.pathT(n),o=i.current,a=i.controlPoint,u=i.currentPoint;n.addMarker(u,a,a),e.addQuadraticCurve(o.x,o.y,a.x,a.y,u.x,u.y),t&&t.quadraticCurveTo(a.x,a.y,u.x,u.y)}},{key:"pathA",value:function(t,e){var n=this.pathParser,i=r.pathA(n),o=i.currentPoint,a=i.rX,u=i.rY,s=i.sweepFlag,c=i.xAxisRotation,l=i.centp,f=i.a1,h=i.ad,p=1-s?1:-1,v=f+p*(h/2),y=new Ka(l.x+a*Math.cos(v),l.y+u*Math.sin(v));if(n.addMarkerAngle(y,v-p*Math.PI/2),n.addMarkerAngle(o,v-p*Math.PI),e.addPoint(o.x,o.y),t&&!isNaN(f)&&!isNaN(h)){var d=a>u?a:u,g=a>u?1:a/u,m=a>u?u/a:1;t.translate(l.x,l.y),t.rotate(c),t.scale(g,m),t.arc(0,0,d,f,f+h,Boolean(1-s)),t.scale(1/g,1/m),t.rotate(-c),t.translate(-l.x,-l.y)}}},{key:"pathZ",value:function(t,e){r.pathZ(this.pathParser),t&&e.x1!==e.x2&&e.y1!==e.y2&&t.closePath()}}],[{key:"pathM",value:function(t){var e=t.getAsCurrentPoint();return t.start=t.current,{point:e}}},{key:"pathL",value:function(t){return{current:t.current,point:t.getAsCurrentPoint()}}},{key:"pathH",value:function(t){var e=t.current,r=t.command,n=new Ka((r.relative?e.x:0)+r.x,e.y);return t.current=n,{current:e,point:n}}},{key:"pathV",value:function(t){var e=t.current,r=t.command,n=new Ka(e.x,(r.relative?e.y:0)+r.y);return t.current=n,{current:e,point:n}}},{key:"pathC",value:function(t){return{current:t.current,point:t.getPoint("x1","y1"),controlPoint:t.getAsControlPoint("x2","y2"),currentPoint:t.getAsCurrentPoint()}}},{key:"pathS",value:function(t){return{current:t.current,point:t.getReflectedControlPoint(),controlPoint:t.getAsControlPoint("x2","y2"),currentPoint:t.getAsCurrentPoint()}}},{key:"pathQ",value:function(t){return{current:t.current,controlPoint:t.getAsControlPoint("x1","y1"),currentPoint:t.getAsCurrentPoint()}}},{key:"pathT",value:function(t){var e=t.current,r=t.getReflectedControlPoint();return t.control=r,{current:e,controlPoint:r,currentPoint:t.getAsCurrentPoint()}}},{key:"pathA",value:function(t){var e=t.current,r=t.command,n=r.rX,i=r.rY,o=r.xRot,a=r.lArcFlag,u=r.sweepFlag,s=o*(Math.PI/180),c=t.getAsCurrentPoint(),l=new Ka(Math.cos(s)*(e.x-c.x)/2+Math.sin(s)*(e.y-c.y)/2,-Math.sin(s)*(e.x-c.x)/2+Math.cos(s)*(e.y-c.y)/2),f=Math.pow(l.x,2)/Math.pow(n,2)+Math.pow(l.y,2)/Math.pow(i,2);f>1&&(n*=Math.sqrt(f),i*=Math.sqrt(f));var h=(a===u?-1:1)*Math.sqrt((Math.pow(n,2)*Math.pow(i,2)-Math.pow(n,2)*Math.pow(l.y,2)-Math.pow(i,2)*Math.pow(l.x,2))/(Math.pow(n,2)*Math.pow(l.y,2)+Math.pow(i,2)*Math.pow(l.x,2)));isNaN(h)&&(h=0);var p=new Ka(h*n*l.y/i,h*-i*l.x/n),v=new Ka((e.x+c.x)/2+Math.cos(s)*p.x-Math.sin(s)*p.y,(e.y+c.y)/2+Math.sin(s)*p.x+Math.cos(s)*p.y),y=xo([1,0],[(l.x-p.x)/n,(l.y-p.y)/i]),d=[(l.x-p.x)/n,(l.y-p.y)/i],g=[(-l.x-p.x)/n,(-l.y-p.y)/i],m=xo(d,g);return mo(d,g)<=-1&&(m=Math.PI),mo(d,g)>=1&&(m=0),{currentPoint:c,rX:n,rY:i,sweepFlag:u,xAxisRotation:s,centp:v,a1:y,ad:m}}},{key:"pathZ",value:function(t){t.current=t.start}}]),r}(dc);function xc(t){var e=function(){if("undefined"==typeof Reflect||!Reflect.construct)return!1;if(Reflect.construct.sham)return!1;if("function"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Reflect.construct(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var r,n=pu(t);if(e){var i=pu(this).constructor;r=Reflect.construct(n,arguments,i)}else r=n.apply(this,arguments);return fu(this,r)}}var bc=function(t){uu(r,t);var e=xc(r);function r(t,n,i){var o;return Po(this,r),(o=e.call(this,t,n,i)).type="glyph",o.horizAdvX=o.getAttribute("horiz-adv-x").getNumber(),o.unicode=o.getAttribute("unicode").getString(),o.arabicForm=o.getAttribute("arabic-form").getString(),o}return r}(mc);function wc(t){var e=function(){if("undefined"==typeof Reflect||!Reflect.construct)return!1;if(Reflect.construct.sham)return!1;if("function"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Reflect.construct(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var r,n=pu(t);if(e){var i=pu(this).constructor;r=Reflect.construct(n,arguments,i)}else r=n.apply(this,arguments);return fu(this,r)}}var Sc=function(t){uu(r,t);var e=wc(r);function r(t,n,i){var o;return Po(this,r),(o=e.call(this,t,n,(this instanceof r?this.constructor:void 0)===r||i)).type="text",o.x=0,o.y=0,o.measureCache=-1,o}return Eo(r,[{key:"setContext",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1];Vs(pu(r.prototype),"setContext",this).call(this,t,e);var n=this.getStyle("dominant-baseline").getTextBaseline()||this.getStyle("alignment-baseline").getTextBaseline();n&&(t.textBaseline=n)}},{key:"initializeCoordinates",value:function(){this.x=0,this.y=0,this.leafTexts=[],this.textChunkStart=0,this.minX=Number.POSITIVE_INFINITY,this.maxX=Number.NEGATIVE_INFINITY}},{key:"getBoundingBox",value:function(t){var e=this;if("text"!==this.type)return this.getTElementBoundingBox(t);this.initializeCoordinates(),this.adjustChildCoordinatesRecursive(t);var r=null;return this.children.forEach((function(n,i){var o=e.getChildBoundingBox(t,e,e,i);r?r.addBoundingBox(o):r=o})),r}},{key:"getFontSize",value:function(){var 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e=this;this.children.forEach((function(r,n){e.adjustChildCoordinatesRecursiveCore(t,e,e,n)})),this.applyAnchoring()}},{key:"adjustChildCoordinatesRecursiveCore",value:function(t,e,r,n){var i=r.children[n];i.children.length>0?i.children.forEach((function(r,n){e.adjustChildCoordinatesRecursiveCore(t,e,i,n)})):this.adjustChildCoordinates(t,e,r,n)}},{key:"adjustChildCoordinates",value:function(t,e,r,n){var i=r.children[n];if("function"!=typeof i.measureText)return i;t.save(),i.setContext(t,!0);var o=i.getAttribute("x"),a=i.getAttribute("y"),u=i.getAttribute("dx"),s=i.getAttribute("dy"),c=i.getStyle("font-family").getDefinition(),l=Boolean(c)&&c.isRTL;0===n&&(o.hasValue()||o.setValue(i.getInheritedAttribute("x")),a.hasValue()||a.setValue(i.getInheritedAttribute("y")),u.hasValue()||u.setValue(i.getInheritedAttribute("dx")),s.hasValue()||s.setValue(i.getInheritedAttribute("dy")));var f=i.measureText(t);return 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/*!
JSZip v3.10.1 - A JavaScript class for generating and reading zip files
<http://stuartk.com/jszip>
(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/main/LICENSE.markdown.
JSZip uses the library pako released under the MIT license :
https://github.com/nodeca/pako/blob/main/LICENSE
*/
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l}},{"./support":30,"./utils":32}],2:[function(e,t,r){"use strict";var n=e("./external"),i=e("./stream/DataWorker"),s=e("./stream/Crc32Probe"),a=e("./stream/DataLengthProbe");function o(e,t,r,n,i){this.compressedSize=e,this.uncompressedSize=t,this.crc32=r,this.compression=n,this.compressedContent=i}o.prototype={getContentWorker:function(){var e=new i(n.Promise.resolve(this.compressedContent)).pipe(this.compression.uncompressWorker()).pipe(new a("data_length")),t=this;return e.on("end",function(){if(this.streamInfo.data_length!==t.uncompressedSize)throw new Error("Bug : uncompressed data size mismatch")}),e},getCompressedWorker:function(){return new i(n.Promise.resolve(this.compressedContent)).withStreamInfo("compressedSize",this.compressedSize).withStreamInfo("uncompressedSize",this.uncompressedSize).withStreamInfo("crc32",this.crc32).withStreamInfo("compression",this.compression)}},o.createWorkerFrom=function(e,t,r){return e.pipe(new s).pipe(new a("uncompressedSize")).pipe(t.compressWorker(r)).pipe(new a("compressedSize")).withStreamInfo("compression",t)},t.exports=o},{"./external":6,"./stream/Crc32Probe":25,"./stream/DataLengthProbe":26,"./stream/DataWorker":27}],3:[function(e,t,r){"use strict";var n=e("./stream/GenericWorker");r.STORE={magic:"\0\0",compressWorker:function(){return new n("STORE compression")},uncompressWorker:function(){return new n("STORE decompression")}},r.DEFLATE=e("./flate")},{"./flate":7,"./stream/GenericWorker":28}],4:[function(e,t,r){"use strict";var n=e("./utils");var o=function(){for(var e,t=[],r=0;r<256;r++){e=r;for(var n=0;n<8;n++)e=1&e?3988292384^e>>>1:e>>>1;t[r]=e}return t}();t.exports=function(e,t){return void 0!==e&&e.length?"string"!==n.getTypeOf(e)?function(e,t,r,n){var i=o,s=n+r;e^=-1;for(var a=n;a<s;a++)e=e>>>8^i[255&(e^t[a])];return-1^e}(0|t,e,e.length,0):function(e,t,r,n){var i=o,s=n+r;e^=-1;for(var a=n;a<s;a++)e=e>>>8^i[255&(e^t.charCodeAt(a))];return-1^e}(0|t,e,e.length,0):0}},{"./utils":32}],5:[function(e,t,r){"use strict";r.base64=!1,r.binary=!1,r.dir=!1,r.createFolders=!0,r.date=null,r.compression=null,r.compressionOptions=null,r.comment=null,r.unixPermissions=null,r.dosPermissions=null},{}],6:[function(e,t,r){"use strict";var n=null;n="undefined"!=typeof Promise?Promise:e("lie"),t.exports={Promise:n}},{lie:37}],7:[function(e,t,r){"use strict";var n="undefined"!=typeof Uint8Array&&"undefined"!=typeof Uint16Array&&"undefined"!=typeof Uint32Array,i=e("pako"),s=e("./utils"),a=e("./stream/GenericWorker"),o=n?"uint8array":"array";function h(e,t){a.call(this,"FlateWorker/"+e),this._pako=null,this._pakoAction=e,this._pakoOptions=t,this.meta={}}r.magic="\b\0",s.inherits(h,a),h.prototype.processChunk=function(e){this.meta=e.meta,null===this._pako&&this._createPako(),this._pako.push(s.transformTo(o,e.data),!1)},h.prototype.flush=function(){a.prototype.flush.call(this),null===this._pako&&this._createPako(),this._pako.push([],!0)},h.prototype.cleanUp=function(){a.prototype.cleanUp.call(this),this._pako=null},h.prototype._createPako=function(){this._pako=new i[this._pakoAction]({raw:!0,level:this._pakoOptions.level||-1});var t=this;this._pako.onData=function(e){t.push({data:e,meta:t.meta})}},r.compressWorker=function(e){return new h("Deflate",e)},r.uncompressWorker=function(){return new h("Inflate",{})}},{"./stream/GenericWorker":28,"./utils":32,pako:38}],8:[function(e,t,r){"use strict";function A(e,t){var r,n="";for(r=0;r<t;r++)n+=String.fromCharCode(255&e),e>>>=8;return n}function n(e,t,r,n,i,s){var 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E+="\n\0",E+=A(S,2),E+=u.magic,E+=A(a,2),E+=A(o,2),E+=A(x.crc32,4),E+=A(x.compressedSize,4),E+=A(x.uncompressedSize,4),E+=A(f.length,2),E+=A(b.length,2),{fileRecord:R.LOCAL_FILE_HEADER+E+f+b,dirRecord:R.CENTRAL_FILE_HEADER+A(C,2)+E+A(p.length,2)+"\0\0\0\0"+A(z,4)+A(n,4)+f+b+p}}var I=e("../utils"),i=e("../stream/GenericWorker"),O=e("../utf8"),B=e("../crc32"),R=e("../signature");function s(e,t,r,n){i.call(this,"ZipFileWorker"),this.bytesWritten=0,this.zipComment=t,this.zipPlatform=r,this.encodeFileName=n,this.streamFiles=e,this.accumulate=!1,this.contentBuffer=[],this.dirRecords=[],this.currentSourceOffset=0,this.entriesCount=0,this.currentFile=null,this._sources=[]}I.inherits(s,i),s.prototype.push=function(e){var t=e.meta.percent||0,r=this.entriesCount,n=this._sources.length;this.accumulate?this.contentBuffer.push(e):(this.bytesWritten+=e.data.length,i.prototype.push.call(this,{data:e.data,meta:{currentFile:this.currentFile,percent:r?(t+100*(r-n-1))/r:100}}))},s.prototype.openedSource=function(e){this.currentSourceOffset=this.bytesWritten,this.currentFile=e.file.name;var t=this.streamFiles&&!e.file.dir;if(t){var r=n(e,t,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:r.fileRecord,meta:{percent:0}})}else this.accumulate=!0},s.prototype.closedSource=function(e){this.accumulate=!1;var t=this.streamFiles&&!e.file.dir,r=n(e,t,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(r.dirRecord),t)this.push({data:function(e){return R.DATA_DESCRIPTOR+A(e.crc32,4)+A(e.compressedSize,4)+A(e.uncompressedSize,4)}(e),meta:{percent:100}});else for(this.push({data:r.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},s.prototype.flush=function(){for(var e=this.bytesWritten,t=0;t<this.dirRecords.length;t++)this.push({data:this.dirRecords[t],meta:{percent:100}});var r=this.bytesWritten-e,n=function(e,t,r,n,i){var s=I.transformTo("string",i(n));return R.CENTRAL_DIRECTORY_END+"\0\0\0\0"+A(e,2)+A(e,2)+A(t,4)+A(r,4)+A(s.length,2)+s}(this.dirRecords.length,r,e,this.zipComment,this.encodeFileName);this.push({data:n,meta:{percent:100}})},s.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},s.prototype.registerPrevious=function(e){this._sources.push(e);var t=this;return e.on("data",function(e){t.processChunk(e)}),e.on("end",function(){t.closedSource(t.previous.streamInfo),t._sources.length?t.prepareNextSource():t.end()}),e.on("error",function(e){t.error(e)}),this},s.prototype.resume=function(){return!!i.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},s.prototype.error=function(e){var t=this._sources;if(!i.prototype.error.call(this,e))return!1;for(var r=0;r<t.length;r++)try{t[r].error(e)}catch(e){}return!0},s.prototype.lock=function(){i.prototype.lock.call(this);for(var e=this._sources,t=0;t<e.length;t++)e[t].lock()},t.exports=s},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(e,t,r){"use strict";var u=e("../compressions"),n=e("./ZipFileWorker");r.generateWorker=function(e,a,t){var o=new n(a.streamFiles,t,a.platform,a.encodeFileName),h=0;try{e.forEach(function(e,t){h++;var r=function(e,t){var r=e||t,n=u[r];if(!n)throw new Error(r+" is not a valid compression method !");return n}(t.options.compression,a.compression),n=t.options.compressionOptions||a.compressionOptions||{},i=t.dir,s=t.date;t._compressWorker(r,n).withStreamInfo("file",{name:e,dir:i,date:s,comment:t.comment||"",unixPermissions:t.unixPermissions,dosPermissions:t.dosPermissions}).pipe(o)}),o.entriesCount=h}catch(e){o.error(e)}return o}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(e,t,r){"use strict";function n(){if(!(this instanceof n))return new n;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files=Object.create(null),this.comment=null,this.root="",this.clone=function(){var e=new n;for(var t in this)"function"!=typeof this[t]&&(e[t]=this[t]);return e}}(n.prototype=e("./object")).loadAsync=e("./load"),n.support=e("./support"),n.defaults=e("./defaults"),n.version="3.10.1",n.loadAsync=function(e,t){return(new n).loadAsync(e,t)},n.external=e("./external"),t.exports=n},{"./defaults":5,"./external":6,"./load":11,"./object":15,"./support":30}],11:[function(e,t,r){"use strict";var u=e("./utils"),i=e("./external"),n=e("./utf8"),s=e("./zipEntries"),a=e("./stream/Crc32Probe"),l=e("./nodejsUtils");function f(n){return new i.Promise(function(e,t){var r=n.decompressed.getContentWorker().pipe(new a);r.on("error",function(e){t(e)}).on("end",function(){r.streamInfo.crc32!==n.decompressed.crc32?t(new Error("Corrupted zip : CRC32 mismatch")):e()}).resume()})}t.exports=function(e,o){var h=this;return o=u.extend(o||{},{base64:!1,checkCRC32:!1,optimizedBinaryString:!1,createFolders:!1,decodeFileName:n.utf8decode}),l.isNode&&l.isStream(e)?i.Promise.reject(new Error("JSZip can't accept a stream when loading a zip file.")):u.prepareContent("the loaded zip file",e,!0,o.optimizedBinaryString,o.base64).then(function(e){var t=new s(o);return t.load(e),t}).then(function(e){var t=[i.Promise.resolve(e)],r=e.files;if(o.checkCRC32)for(var n=0;n<r.length;n++)t.push(f(r[n]));return i.Promise.all(t)}).then(function(e){for(var t=e.shift(),r=t.files,n=0;n<r.length;n++){var i=r[n],s=i.fileNameStr,a=u.resolve(i.fileNameStr);h.file(a,i.decompressed,{binary:!0,optimizedBinaryString:!0,date:i.date,dir:i.dir,comment:i.fileCommentStr.length?i.fileCommentStr:null,unixPermissions:i.unixPermissions,dosPermissions:i.dosPermissions,createFolders:o.createFolders}),i.dir||(h.file(a).unsafeOriginalName=s)}return t.zipComment.length&&(h.comment=t.zipComment),h})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(e,t,r){"use strict";var n=e("../utils"),i=e("../stream/GenericWorker");function s(e,t){i.call(this,"Nodejs stream input adapter for 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n=e("../utils"),i=e("../support"),s=e("./ArrayReader"),a=e("./StringReader"),o=e("./NodeBufferReader"),h=e("./Uint8ArrayReader");t.exports=function(e){var t=n.getTypeOf(e);return n.checkSupport(t),"string"!==t||i.uint8array?"nodebuffer"===t?new o(e):i.uint8array?new h(n.transformTo("uint8array",e)):new s(n.transformTo("array",e)):new a(e)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(e,t,r){"use strict";r.LOCAL_FILE_HEADER="PK",r.CENTRAL_FILE_HEADER="PK",r.CENTRAL_DIRECTORY_END="PK",r.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",r.ZIP64_CENTRAL_DIRECTORY_END="PK",r.DATA_DESCRIPTOR="PK\b"},{}],24:[function(e,t,r){"use strict";var n=e("./GenericWorker"),i=e("../utils");function s(e){n.call(this,"ConvertWorker to 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n=e("../utils"),i=e("./GenericWorker");function s(e){i.call(this,"DataWorker");var t=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,e.then(function(e){t.dataIsReady=!0,t.data=e,t.max=e&&e.length||0,t.type=n.getTypeOf(e),t.isPaused||t._tickAndRepeat()},function(e){t.error(e)})}n.inherits(s,i),s.prototype.cleanUp=function(){i.prototype.cleanUp.call(this),this.data=null},s.prototype.resume=function(){return!!i.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,n.delay(this._tickAndRepeat,[],this)),!0)},s.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(n.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},s.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var e=null,t=Math.min(this.max,this.index+16384);if(this.index>=this.max)return 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o=e("./utils"),h=e("./support"),r=e("./nodejsUtils"),n=e("./stream/GenericWorker"),u=new Array(256),i=0;i<256;i++)u[i]=252<=i?6:248<=i?5:240<=i?4:224<=i?3:192<=i?2:1;u[254]=u[254]=1;function a(){n.call(this,"utf-8 decode"),this.leftOver=null}function l(){n.call(this,"utf-8 encode")}s.utf8encode=function(e){return h.nodebuffer?r.newBufferFrom(e,"utf-8"):function(e){var t,r,n,i,s,a=e.length,o=0;for(i=0;i<a;i++)55296==(64512&(r=e.charCodeAt(i)))&&i+1<a&&56320==(64512&(n=e.charCodeAt(i+1)))&&(r=65536+(r-55296<<10)+(n-56320),i++),o+=r<128?1:r<2048?2:r<65536?3:4;for(t=h.uint8array?new Uint8Array(o):new Array(o),i=s=0;s<o;i++)55296==(64512&(r=e.charCodeAt(i)))&&i+1<a&&56320==(64512&(n=e.charCodeAt(i+1)))&&(r=65536+(r-55296<<10)+(n-56320),i++),r<128?t[s++]=r:(r<2048?t[s++]=192|r>>>6:(r<65536?t[s++]=224|r>>>12:(t[s++]=240|r>>>18,t[s++]=128|r>>>12&63),t[s++]=128|r>>>6&63),t[s++]=128|63&r);return t}(e)},s.utf8decode=function(e){return h.nodebuffer?o.transformTo("nodebuffer",e).toString("utf-8"):function(e){var t,r,n,i,s=e.length,a=new Array(2*s);for(t=r=0;t<s;)if((n=e[t++])<128)a[r++]=n;else if(4<(i=u[n]))a[r++]=65533,t+=i-1;else{for(n&=2===i?31:3===i?15:7;1<i&&t<s;)n=n<<6|63&e[t++],i--;1<i?a[r++]=65533:n<65536?a[r++]=n:(n-=65536,a[r++]=55296|n>>10&1023,a[r++]=56320|1023&n)}return a.length!==r&&(a.subarray?a=a.subarray(0,r):a.length=r),o.applyFromCharCode(a)}(e=o.transformTo(h.uint8array?"uint8array":"array",e))},o.inherits(a,n),a.prototype.processChunk=function(e){var t=o.transformTo(h.uint8array?"uint8array":"array",e.data);if(this.leftOver&&this.leftOver.length){if(h.uint8array){var r=t;(t=new Uint8Array(r.length+this.leftOver.length)).set(this.leftOver,0),t.set(r,this.leftOver.length)}else t=this.leftOver.concat(t);this.leftOver=null}var n=function(e,t){var r;for((t=t||e.length)>e.length&&(t=e.length),r=t-1;0<=r&&128==(192&e[r]);)r--;return r<0?t:0===r?t:r+u[e[r]]>t?r:t}(t),i=t;n!==t.length&&(h.uint8array?(i=t.subarray(0,n),this.leftOver=t.subarray(n,t.length)):(i=t.slice(0,n),this.leftOver=t.slice(n,t.length))),this.push({data:s.utf8decode(i),meta:e.meta})},a.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:s.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},s.Utf8DecodeWorker=a,o.inherits(l,n),l.prototype.processChunk=function(e){this.push({data:s.utf8encode(e.data),meta:e.meta})},s.Utf8EncodeWorker=l},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(e,t,a){"use strict";var o=e("./support"),h=e("./base64"),r=e("./nodejsUtils"),u=e("./external");function n(e){return e}function l(e,t){for(var r=0;r<e.length;++r)t[r]=255&e.charCodeAt(r);return t}e("setimmediate"),a.newBlob=function(t,r){a.checkSupport("blob");try{return new Blob([t],{type:r})}catch(e){try{var n=new(self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder);return n.append(t),n.getBlob(r)}catch(e){throw new Error("Bug : can't construct the Blob.")}}};var i={stringifyByChunk:function(e,t,r){var n=[],i=0,s=e.length;if(s<=r)return String.fromCharCode.apply(null,e);for(;i<s;)"array"===t||"nodebuffer"===t?n.push(String.fromCharCode.apply(null,e.slice(i,Math.min(i+r,s)))):n.push(String.fromCharCode.apply(null,e.subarray(i,Math.min(i+r,s)))),i+=r;return n.join("")},stringifyByChar:function(e){for(var t="",r=0;r<e.length;r++)t+=String.fromCharCode(e[r]);return t},applyCanBeUsed:{uint8array:function(){try{return o.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(e){return!1}}(),nodebuffer:function(){try{return o.nodebuffer&&1===String.fromCharCode.apply(null,r.allocBuffer(1)).length}catch(e){return!1}}()}};function s(e){var t=65536,r=a.getTypeOf(e),n=!0;if("uint8array"===r?n=i.applyCanBeUsed.uint8array:"nodebuffer"===r&&(n=i.applyCanBeUsed.nodebuffer),n)for(;1<t;)try{return i.stringifyByChunk(e,r,t)}catch(e){t=Math.floor(t/2)}return i.stringifyByChar(e)}function f(e,t){for(var r=0;r<e.length;r++)t[r]=e[r];return t}a.applyFromCharCode=s;var c={};c.string={string:n,array:function(e){return l(e,new Array(e.length))},arraybuffer:function(e){return c.string.uint8array(e).buffer},uint8array:function(e){return l(e,new Uint8Array(e.length))},nodebuffer:function(e){return l(e,r.allocBuffer(e.length))}},c.array={string:s,array:n,arraybuffer:function(e){return new Uint8Array(e).buffer},uint8array:function(e){return new Uint8Array(e)},nodebuffer:function(e){return r.newBufferFrom(e)}},c.arraybuffer={string:function(e){return s(new Uint8Array(e))},array:function(e){return f(new Uint8Array(e),new Array(e.byteLength))},arraybuffer:n,uint8array:function(e){return new Uint8Array(e)},nodebuffer:function(e){return r.newBufferFrom(new Uint8Array(e))}},c.uint8array={string:s,array:function(e){return f(e,new Array(e.length))},arraybuffer:function(e){return e.buffer},uint8array:n,nodebuffer:function(e){return r.newBufferFrom(e)}},c.nodebuffer={string:s,array:function(e){return f(e,new Array(e.length))},arraybuffer:function(e){return c.nodebuffer.uint8array(e).buffer},uint8array:function(e){return f(e,new Uint8Array(e.length))},nodebuffer:n},a.transformTo=function(e,t){if(t=t||"",!e)return t;a.checkSupport(e);var r=a.getTypeOf(t);return c[r][e](t)},a.resolve=function(e){for(var t=e.split("/"),r=[],n=0;n<t.length;n++){var i=t[n];"."===i||""===i&&0!==n&&n!==t.length-1||(".."===i?r.pop():r.push(i))}return r.join("/")},a.getTypeOf=function(e){return"string"==typeof e?"string":"[object Array]"===Object.prototype.toString.call(e)?"array":o.nodebuffer&&r.isBuffer(e)?"nodebuffer":o.uint8array&&e instanceof Uint8Array?"uint8array":o.arraybuffer&&e instanceof ArrayBuffer?"arraybuffer":void 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FileReader;e.onload=function(e){t(e.target.result)},e.onerror=function(e){r(e.target.error)},e.readAsArrayBuffer(n)}):n}).then(function(e){var t=a.getTypeOf(e);return t?("arraybuffer"===t?e=a.transformTo("uint8array",e):"string"===t&&(s?e=h.decode(e):n&&!0!==i&&(e=function(e){return l(e,o.uint8array?new Uint8Array(e.length):new Array(e.length))}(e))),e):u.Promise.reject(new Error("Can't read the data of '"+r+"'. 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If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory");this.reader.setIndex(e);var t=e;if(this.checkSignature(s.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===i.MAX_VALUE_16BITS||this.diskWithCentralDirStart===i.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===i.MAX_VALUE_16BITS||this.centralDirRecords===i.MAX_VALUE_16BITS||this.centralDirSize===i.MAX_VALUE_32BITS||this.centralDirOffset===i.MAX_VALUE_32BITS){if(this.zip64=!0,(e=this.reader.lastIndexOfSignature(s.ZIP64_CENTRAL_DIRECTORY_LOCATOR))<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(e),this.checkSignature(s.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,s.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(s.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(s.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var r=this.centralDirOffset+this.centralDirSize;this.zip64&&(r+=20,r+=12+this.zip64EndOfCentralSize);var n=t-r;if(0<n)this.isSignature(t,s.CENTRAL_FILE_HEADER)||(this.reader.zero=n);else if(n<0)throw new Error("Corrupted zip: missing "+Math.abs(n)+" bytes.")},prepareReader:function(e){this.reader=n(e)},load:function(e){this.prepareReader(e),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},t.exports=h},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utils":32,"./zipEntry":34}],34:[function(e,t,r){"use strict";var n=e("./reader/readerFor"),s=e("./utils"),i=e("./compressedObject"),a=e("./crc32"),o=e("./utf8"),h=e("./compressions"),u=e("./support");function l(e,t){this.options=e,this.loadOptions=t}l.prototype={isEncrypted:function(){return 1==(1&this.bitFlag)},useUTF8:function(){return 2048==(2048&this.bitFlag)},readLocalPart:function(e){var t,r;if(e.skip(22),this.fileNameLength=e.readInt(2),r=e.readInt(2),this.fileName=e.readData(this.fileNameLength),e.skip(r),-1===this.compressedSize||-1===this.uncompressedSize)throw new Error("Bug or corrupted zip : didn't get enough information from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(null===(t=function(e){for(var t in h)if(Object.prototype.hasOwnProperty.call(h,t)&&h[t].magic===e)return h[t];return null}(this.compressionMethod)))throw new Error("Corrupted zip : compression "+s.pretty(this.compressionMethod)+" unknown (inner file : "+s.transformTo("string",this.fileName)+")");this.decompressed=new i(this.compressedSize,this.uncompressedSize,this.crc32,t,e.readData(this.compressedSize))},readCentralPart:function(e){this.versionMadeBy=e.readInt(2),e.skip(2),this.bitFlag=e.readInt(2),this.compressionMethod=e.readString(2),this.date=e.readDate(),this.crc32=e.readInt(4),this.compressedSize=e.readInt(4),this.uncompressedSize=e.readInt(4);var t=e.readInt(2);if(this.extraFieldsLength=e.readInt(2),this.fileCommentLength=e.readInt(2),this.diskNumberStart=e.readInt(2),this.internalFileAttributes=e.readInt(2),this.externalFileAttributes=e.readInt(4),this.localHeaderOffset=e.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");e.skip(t),this.readExtraFields(e),this.parseZIP64ExtraField(e),this.fileComment=e.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var e=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),0==e&&(this.dosPermissions=63&this.externalFileAttributes),3==e&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(){if(this.extraFields[1]){var e=n(this.extraFields[1].value);this.uncompressedSize===s.MAX_VALUE_32BITS&&(this.uncompressedSize=e.readInt(8)),this.compressedSize===s.MAX_VALUE_32BITS&&(this.compressedSize=e.readInt(8)),this.localHeaderOffset===s.MAX_VALUE_32BITS&&(this.localHeaderOffset=e.readInt(8)),this.diskNumberStart===s.MAX_VALUE_32BITS&&(this.diskNumberStart=e.readInt(4))}},readExtraFields:function(e){var t,r,n,i=e.index+this.extraFieldsLength;for(this.extraFields||(this.extraFields={});e.index+4<i;)t=e.readInt(2),r=e.readInt(2),n=e.readData(r),this.extraFields[t]={id:t,length:r,value:n};e.setIndex(i)},handleUTF8:function(){var e=u.uint8array?"uint8array":"array";if(this.useUTF8())this.fileNameStr=o.utf8decode(this.fileName),this.fileCommentStr=o.utf8decode(this.fileComment);else{var t=this.findExtraFieldUnicodePath();if(null!==t)this.fileNameStr=t;else{var r=s.transformTo(e,this.fileName);this.fileNameStr=this.loadOptions.decodeFileName(r)}var n=this.findExtraFieldUnicodeComment();if(null!==n)this.fileCommentStr=n;else{var i=s.transformTo(e,this.fileComment);this.fileCommentStr=this.loadOptions.decodeFileName(i)}}},findExtraFieldUnicodePath:function(){var e=this.extraFields[28789];if(e){var t=n(e.value);return 1!==t.readInt(1)?null:a(this.fileName)!==t.readInt(4)?null:o.utf8decode(t.readData(e.length-5))}return null},findExtraFieldUnicodeComment:function(){var e=this.extraFields[25461];if(e){var t=n(e.value);return 1!==t.readInt(1)?null:a(this.fileComment)!==t.readInt(4)?null:o.utf8decode(t.readData(e.length-5))}return null}},t.exports=l},{"./compressedObject":2,"./compressions":3,"./crc32":4,"./reader/readerFor":22,"./support":30,"./utf8":31,"./utils":32}],35:[function(e,t,r){"use strict";function n(e,t,r){this.name=e,this.dir=r.dir,this.date=r.date,this.comment=r.comment,this.unixPermissions=r.unixPermissions,this.dosPermissions=r.dosPermissions,this._data=t,this._dataBinary=r.binary,this.options={compression:r.compression,compressionOptions:r.compressionOptions}}var s=e("./stream/StreamHelper"),i=e("./stream/DataWorker"),a=e("./utf8"),o=e("./compressedObject"),h=e("./stream/GenericWorker");n.prototype={internalStream:function(e){var t=null,r="string";try{if(!e)throw new Error("No output type specified.");var n="string"===(r=e.toLowerCase())||"text"===r;"binarystring"!==r&&"text"!==r||(r="string"),t=this._decompressWorker();var i=!this._dataBinary;i&&!n&&(t=t.pipe(new a.Utf8EncodeWorker)),!i&&n&&(t=t.pipe(new a.Utf8DecodeWorker))}catch(e){(t=new h("error")).error(e)}return new s(t,r,"")},async:function(e,t){return this.internalStream(e).accumulate(t)},nodeStream:function(e,t){return this.internalStream(e||"nodebuffer").toNodejsStream(t)},_compressWorker:function(e,t){if(this._data instanceof o&&this._data.compression.magic===e.magic)return this._data.getCompressedWorker();var r=this._decompressWorker();return this._dataBinary||(r=r.pipe(new a.Utf8EncodeWorker)),o.createWorkerFrom(r,e,t)},_decompressWorker:function(){return this._data instanceof o?this._data.getContentWorker():this._data instanceof h?this._data:new i(this._data)}};for(var u=["asText","asBinary","asNodeBuffer","asUint8Array","asArrayBuffer"],l=function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},f=0;f<u.length;f++)n.prototype[u[f]]=l;t.exports=n},{"./compressedObject":2,"./stream/DataWorker":27,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31}],36:[function(e,l,t){(function(t){"use strict";var r,n,e=t.MutationObserver||t.WebKitMutationObserver;if(e){var i=0,s=new e(u),a=t.document.createTextNode("");s.observe(a,{characterData:!0}),r=function(){a.data=i=++i%2}}else if(t.setImmediate||void 0===t.MessageChannel)r="document"in t&&"onreadystatechange"in t.document.createElement("script")?function(){var e=t.document.createElement("script");e.onreadystatechange=function(){u(),e.onreadystatechange=null,e.parentNode.removeChild(e),e=null},t.document.documentElement.appendChild(e)}:function(){setTimeout(u,0)};else{var o=new t.MessageChannel;o.port1.onmessage=u,r=function(){o.port2.postMessage(0)}}var h=[];function u(){var e,t;n=!0;for(var r=h.length;r;){for(t=h,h=[],e=-1;++e<r;)t[e]();r=h.length}n=!1}l.exports=function(e){1!==h.push(e)||n||r()}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{}],37:[function(e,t,r){"use strict";var i=e("immediate");function u(){}var l={},s=["REJECTED"],a=["FULFILLED"],n=["PENDING"];function o(e){if("function"!=typeof e)throw new TypeError("resolver must be a function");this.state=n,this.queue=[],this.outcome=void 0,e!==u&&d(this,e)}function h(e,t,r){this.promise=e,"function"==typeof t&&(this.onFulfilled=t,this.callFulfilled=this.otherCallFulfilled),"function"==typeof r&&(this.onRejected=r,this.callRejected=this.otherCallRejected)}function f(t,r,n){i(function(){var e;try{e=r(n)}catch(e){return l.reject(t,e)}e===t?l.reject(t,new TypeError("Cannot resolve promise with itself")):l.resolve(t,e)})}function c(e){var t=e&&e.then;if(e&&("object"==typeof e||"function"==typeof e)&&"function"==typeof t)return 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if(e.match_available){if((n=u._tr_tally(e,0,e.window[e.strstart-1]))&&N(e,!1),e.strstart++,e.lookahead--,0===e.strm.avail_out)return A}else e.match_available=1,e.strstart++,e.lookahead--}return e.match_available&&(n=u._tr_tally(e,0,e.window[e.strstart-1]),e.match_available=0),e.insert=e.strstart<x-1?e.strstart:x-1,t===f?(N(e,!0),0===e.strm.avail_out?O:B):e.last_lit&&(N(e,!1),0===e.strm.avail_out)?A:I}function M(e,t,r,n,i){this.good_length=e,this.max_lazy=t,this.nice_length=r,this.max_chain=n,this.func=i}function H(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=v,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new c.Buf16(2*w),this.dyn_dtree=new c.Buf16(2*(2*a+1)),this.bl_tree=new c.Buf16(2*(2*o+1)),D(this.dyn_ltree),D(this.dyn_dtree),D(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new c.Buf16(k+1),this.heap=new c.Buf16(2*s+1),D(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new c.Buf16(2*s+1),D(this.depth),this.l_buf=0,this.lit_bufsize=0,this.last_lit=0,this.d_buf=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}function G(e){var t;return e&&e.state?(e.total_in=e.total_out=0,e.data_type=i,(t=e.state).pending=0,t.pending_out=0,t.wrap<0&&(t.wrap=-t.wrap),t.status=t.wrap?C:E,e.adler=2===t.wrap?0:1,t.last_flush=l,u._tr_init(t),m):R(e,_)}function K(e){var t=G(e);return t===m&&function(e){e.window_size=2*e.w_size,D(e.head),e.max_lazy_match=h[e.level].max_lazy,e.good_match=h[e.level].good_length,e.nice_match=h[e.level].nice_length,e.max_chain_length=h[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=x-1,e.match_available=0,e.ins_h=0}(e.state),t}function Y(e,t,r,n,i,s){if(!e)return _;var a=1;if(t===g&&(t=6),n<0?(a=0,n=-n):15<n&&(a=2,n-=16),i<1||y<i||r!==v||n<8||15<n||t<0||9<t||s<0||b<s)return R(e,_);8===n&&(n=9);var o=new H;return(e.state=o).strm=e,o.wrap=a,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+x-1)/x),o.window=new c.Buf8(2*o.w_size),o.head=new c.Buf16(o.hash_size),o.prev=new c.Buf16(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new c.Buf8(o.pending_buf_size),o.d_buf=1*o.lit_bufsize,o.l_buf=3*o.lit_bufsize,o.level=t,o.strategy=s,o.method=r,K(e)}h=[new M(0,0,0,0,function(e,t){var r=65535;for(r>e.pending_buf_size-5&&(r=e.pending_buf_size-5);;){if(e.lookahead<=1){if(j(e),0===e.lookahead&&t===l)return A;if(0===e.lookahead)break}e.strstart+=e.lookahead,e.lookahead=0;var n=e.block_start+r;if((0===e.strstart||e.strstart>=n)&&(e.lookahead=e.strstart-n,e.strstart=n,N(e,!1),0===e.strm.avail_out))return A;if(e.strstart-e.block_start>=e.w_size-z&&(N(e,!1),0===e.strm.avail_out))return A}return e.insert=0,t===f?(N(e,!0),0===e.strm.avail_out?O:B):(e.strstart>e.block_start&&(N(e,!1),e.strm.avail_out),A)}),new M(4,4,8,4,Z),new M(4,5,16,8,Z),new M(4,6,32,32,Z),new M(4,4,16,16,W),new M(8,16,32,32,W),new M(8,16,128,128,W),new M(8,32,128,256,W),new M(32,128,258,1024,W),new M(32,258,258,4096,W)],r.deflateInit=function(e,t){return Y(e,t,v,15,8,0)},r.deflateInit2=Y,r.deflateReset=K,r.deflateResetKeep=G,r.deflateSetHeader=function(e,t){return e&&e.state?2!==e.state.wrap?_:(e.state.gzhead=t,m):_},r.deflate=function(e,t){var r,n,i,s;if(!e||!e.state||5<t||t<0)return e?R(e,_):_;if(n=e.state,!e.output||!e.input&&0!==e.avail_in||666===n.status&&t!==f)return R(e,0===e.avail_out?-5:_);if(n.strm=e,r=n.last_flush,n.last_flush=t,n.status===C)if(2===n.wrap)e.adler=0,U(n,31),U(n,139),U(n,8),n.gzhead?(U(n,(n.gzhead.text?1:0)+(n.gzhead.hcrc?2:0)+(n.gzhead.extra?4:0)+(n.gzhead.name?8:0)+(n.gzhead.comment?16:0)),U(n,255&n.gzhead.time),U(n,n.gzhead.time>>8&255),U(n,n.gzhead.time>>16&255),U(n,n.gzhead.time>>24&255),U(n,9===n.level?2:2<=n.strategy||n.level<2?4:0),U(n,255&n.gzhead.os),n.gzhead.extra&&n.gzhead.extra.length&&(U(n,255&n.gzhead.extra.length),U(n,n.gzhead.extra.length>>8&255)),n.gzhead.hcrc&&(e.adler=p(e.adler,n.pending_buf,n.pending,0)),n.gzindex=0,n.status=69):(U(n,0),U(n,0),U(n,0),U(n,0),U(n,0),U(n,9===n.level?2:2<=n.strategy||n.level<2?4:0),U(n,3),n.status=E);else{var a=v+(n.w_bits-8<<4)<<8;a|=(2<=n.strategy||n.level<2?0:n.level<6?1:6===n.level?2:3)<<6,0!==n.strstart&&(a|=32),a+=31-a%31,n.status=E,P(n,a),0!==n.strstart&&(P(n,e.adler>>>16),P(n,65535&e.adler)),e.adler=1}if(69===n.status)if(n.gzhead.extra){for(i=n.pending;n.gzindex<(65535&n.gzhead.extra.length)&&(n.pending!==n.pending_buf_size||(n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),F(e),i=n.pending,n.pending!==n.pending_buf_size));)U(n,255&n.gzhead.extra[n.gzindex]),n.gzindex++;n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),n.gzindex===n.gzhead.extra.length&&(n.gzindex=0,n.status=73)}else n.status=73;if(73===n.status)if(n.gzhead.name){i=n.pending;do{if(n.pending===n.pending_buf_size&&(n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),F(e),i=n.pending,n.pending===n.pending_buf_size)){s=1;break}s=n.gzindex<n.gzhead.name.length?255&n.gzhead.name.charCodeAt(n.gzindex++):0,U(n,s)}while(0!==s);n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),0===s&&(n.gzindex=0,n.status=91)}else n.status=91;if(91===n.status)if(n.gzhead.comment){i=n.pending;do{if(n.pending===n.pending_buf_size&&(n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),F(e),i=n.pending,n.pending===n.pending_buf_size)){s=1;break}s=n.gzindex<n.gzhead.comment.length?255&n.gzhead.comment.charCodeAt(n.gzindex++):0,U(n,s)}while(0!==s);n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),0===s&&(n.status=103)}else n.status=103;if(103===n.status&&(n.gzhead.hcrc?(n.pending+2>n.pending_buf_size&&F(e),n.pending+2<=n.pending_buf_size&&(U(n,255&e.adler),U(n,e.adler>>8&255),e.adler=0,n.status=E)):n.status=E),0!==n.pending){if(F(e),0===e.avail_out)return n.last_flush=-1,m}else if(0===e.avail_in&&T(t)<=T(r)&&t!==f)return R(e,-5);if(666===n.status&&0!==e.avail_in)return R(e,-5);if(0!==e.avail_in||0!==n.lookahead||t!==l&&666!==n.status){var o=2===n.strategy?function(e,t){for(var r;;){if(0===e.lookahead&&(j(e),0===e.lookahead)){if(t===l)return A;break}if(e.match_length=0,r=u._tr_tally(e,0,e.window[e.strstart]),e.lookahead--,e.strstart++,r&&(N(e,!1),0===e.strm.avail_out))return A}return e.insert=0,t===f?(N(e,!0),0===e.strm.avail_out?O:B):e.last_lit&&(N(e,!1),0===e.strm.avail_out)?A:I}(n,t):3===n.strategy?function(e,t){for(var r,n,i,s,a=e.window;;){if(e.lookahead<=S){if(j(e),e.lookahead<=S&&t===l)return A;if(0===e.lookahead)break}if(e.match_length=0,e.lookahead>=x&&0<e.strstart&&(n=a[i=e.strstart-1])===a[++i]&&n===a[++i]&&n===a[++i]){s=e.strstart+S;do{}while(n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&i<s);e.match_length=S-(s-i),e.match_length>e.lookahead&&(e.match_length=e.lookahead)}if(e.match_length>=x?(r=u._tr_tally(e,1,e.match_length-x),e.lookahead-=e.match_length,e.strstart+=e.match_length,e.match_length=0):(r=u._tr_tally(e,0,e.window[e.strstart]),e.lookahead--,e.strstart++),r&&(N(e,!1),0===e.strm.avail_out))return A}return e.insert=0,t===f?(N(e,!0),0===e.strm.avail_out?O:B):e.last_lit&&(N(e,!1),0===e.strm.avail_out)?A:I}(n,t):h[n.level].func(n,t);if(o!==O&&o!==B||(n.status=666),o===A||o===O)return 0===e.avail_out&&(n.last_flush=-1),m;if(o===I&&(1===t?u._tr_align(n):5!==t&&(u._tr_stored_block(n,0,0,!1),3===t&&(D(n.head),0===n.lookahead&&(n.strstart=0,n.block_start=0,n.insert=0))),F(e),0===e.avail_out))return n.last_flush=-1,m}return t!==f?m:n.wrap<=0?1:(2===n.wrap?(U(n,255&e.adler),U(n,e.adler>>8&255),U(n,e.adler>>16&255),U(n,e.adler>>24&255),U(n,255&e.total_in),U(n,e.total_in>>8&255),U(n,e.total_in>>16&255),U(n,e.total_in>>24&255)):(P(n,e.adler>>>16),P(n,65535&e.adler)),F(e),0<n.wrap&&(n.wrap=-n.wrap),0!==n.pending?m:1)},r.deflateEnd=function(e){var t;return e&&e.state?(t=e.state.status)!==C&&69!==t&&73!==t&&91!==t&&103!==t&&t!==E&&666!==t?R(e,_):(e.state=null,t===E?R(e,-3):m):_},r.deflateSetDictionary=function(e,t){var r,n,i,s,a,o,h,u,l=t.length;if(!e||!e.state)return _;if(2===(s=(r=e.state).wrap)||1===s&&r.status!==C||r.lookahead)return _;for(1===s&&(e.adler=d(e.adler,t,l,0)),r.wrap=0,l>=r.w_size&&(0===s&&(D(r.head),r.strstart=0,r.block_start=0,r.insert=0),u=new c.Buf8(r.w_size),c.arraySet(u,t,l-r.w_size,r.w_size,0),t=u,l=r.w_size),a=e.avail_in,o=e.next_in,h=e.input,e.avail_in=l,e.next_in=0,e.input=t,j(r);r.lookahead>=x;){for(n=r.strstart,i=r.lookahead-(x-1);r.ins_h=(r.ins_h<<r.hash_shift^r.window[n+x-1])&r.hash_mask,r.prev[n&r.w_mask]=r.head[r.ins_h],r.head[r.ins_h]=n,n++,--i;);r.strstart=n,r.lookahead=x-1,j(r)}return r.strstart+=r.lookahead,r.block_start=r.strstart,r.insert=r.lookahead,r.lookahead=0,r.match_length=r.prev_length=x-1,r.match_available=0,e.next_in=o,e.input=h,e.avail_in=a,r.wrap=s,m},r.deflateInfo="pako deflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./messages":51,"./trees":52}],47:[function(e,t,r){"use strict";t.exports=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1}},{}],48:[function(e,t,r){"use strict";t.exports=function(e,t){var r,n,i,s,a,o,h,u,l,f,c,d,p,m,_,g,b,v,y,w,k,x,S,z,C;r=e.state,n=e.next_in,z=e.input,i=n+(e.avail_in-5),s=e.next_out,C=e.output,a=s-(t-e.avail_out),o=s+(e.avail_out-257),h=r.dmax,u=r.wsize,l=r.whave,f=r.wnext,c=r.window,d=r.hold,p=r.bits,m=r.lencode,_=r.distcode,g=(1<<r.lenbits)-1,b=(1<<r.distbits)-1;e:do{p<15&&(d+=z[n++]<<p,p+=8,d+=z[n++]<<p,p+=8),v=m[d&g];t:for(;;){if(d>>>=y=v>>>24,p-=y,0===(y=v>>>16&255))C[s++]=65535&v;else{if(!(16&y)){if(0==(64&y)){v=m[(65535&v)+(d&(1<<y)-1)];continue t}if(32&y){r.mode=12;break e}e.msg="invalid literal/length code",r.mode=30;break e}w=65535&v,(y&=15)&&(p<y&&(d+=z[n++]<<p,p+=8),w+=d&(1<<y)-1,d>>>=y,p-=y),p<15&&(d+=z[n++]<<p,p+=8,d+=z[n++]<<p,p+=8),v=_[d&b];r:for(;;){if(d>>>=y=v>>>24,p-=y,!(16&(y=v>>>16&255))){if(0==(64&y)){v=_[(65535&v)+(d&(1<<y)-1)];continue r}e.msg="invalid distance code",r.mode=30;break e}if(k=65535&v,p<(y&=15)&&(d+=z[n++]<<p,(p+=8)<y&&(d+=z[n++]<<p,p+=8)),h<(k+=d&(1<<y)-1)){e.msg="invalid distance too far back",r.mode=30;break 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s(){this.mode=0,this.last=!1,this.wrap=0,this.havedict=!1,this.flags=0,this.dmax=0,this.check=0,this.total=0,this.head=null,this.wbits=0,this.wsize=0,this.whave=0,this.wnext=0,this.window=null,this.hold=0,this.bits=0,this.length=0,this.offset=0,this.extra=0,this.lencode=null,this.distcode=null,this.lenbits=0,this.distbits=0,this.ncode=0,this.nlen=0,this.ndist=0,this.have=0,this.next=null,this.lens=new I.Buf16(320),this.work=new I.Buf16(288),this.lendyn=null,this.distdyn=null,this.sane=0,this.back=0,this.was=0}function a(e){var t;return e&&e.state?(t=e.state,e.total_in=e.total_out=t.total=0,e.msg="",t.wrap&&(e.adler=1&t.wrap),t.mode=P,t.last=0,t.havedict=0,t.dmax=32768,t.head=null,t.hold=0,t.bits=0,t.lencode=t.lendyn=new I.Buf32(n),t.distcode=t.distdyn=new I.Buf32(i),t.sane=1,t.back=-1,N):U}function o(e){var t;return e&&e.state?((t=e.state).wsize=0,t.whave=0,t.wnext=0,a(e)):U}function h(e,t){var r,n;return e&&e.state?(n=e.state,t<0?(r=0,t=-t):(r=1+(t>>4),t<48&&(t&=15)),t&&(t<8||15<t)?U:(null!==n.window&&n.wbits!==t&&(n.window=null),n.wrap=r,n.wbits=t,o(e))):U}function u(e,t){var r,n;return e?(n=new s,(e.state=n).window=null,(r=h(e,t))!==N&&(e.state=null),r):U}var l,f,c=!0;function j(e){if(c){var t;for(l=new I.Buf32(512),f=new I.Buf32(32),t=0;t<144;)e.lens[t++]=8;for(;t<256;)e.lens[t++]=9;for(;t<280;)e.lens[t++]=7;for(;t<288;)e.lens[t++]=8;for(T(D,e.lens,0,288,l,0,e.work,{bits:9}),t=0;t<32;)e.lens[t++]=5;T(F,e.lens,0,32,f,0,e.work,{bits:5}),c=!1}e.lencode=l,e.lenbits=9,e.distcode=f,e.distbits=5}function Z(e,t,r,n){var i,s=e.state;return null===s.window&&(s.wsize=1<<s.wbits,s.wnext=0,s.whave=0,s.window=new I.Buf8(s.wsize)),n>=s.wsize?(I.arraySet(s.window,t,r-s.wsize,s.wsize,0),s.wnext=0,s.whave=s.wsize):(n<(i=s.wsize-s.wnext)&&(i=n),I.arraySet(s.window,t,r-n,i,s.wnext),(n-=i)?(I.arraySet(s.window,t,r-n,n,0),s.wnext=n,s.whave=s.wsize):(s.wnext+=i,s.wnext===s.wsize&&(s.wnext=0),s.whave<s.wsize&&(s.whave+=i))),0}r.inflateReset=o,r.inflateReset2=h,r.inflateResetKeep=a,r.inflateInit=function(e){return u(e,15)},r.inflateInit2=u,r.inflate=function(e,t){var r,n,i,s,a,o,h,u,l,f,c,d,p,m,_,g,b,v,y,w,k,x,S,z,C=0,E=new I.Buf8(4),A=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];if(!e||!e.state||!e.output||!e.input&&0!==e.avail_in)return U;12===(r=e.state).mode&&(r.mode=13),a=e.next_out,i=e.output,h=e.avail_out,s=e.next_in,n=e.input,o=e.avail_in,u=r.hold,l=r.bits,f=o,c=h,x=N;e:for(;;)switch(r.mode){case P:if(0===r.wrap){r.mode=13;break}for(;l<16;){if(0===o)break 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e;o--,u+=n[s++]<<l,l+=8}r.head&&(r.head.time=u),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,E[2]=u>>>16&255,E[3]=u>>>24&255,r.check=B(r.check,E,4,0)),l=u=0,r.mode=4;case 4:for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.head&&(r.head.xflags=255&u,r.head.os=u>>8),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0)),l=u=0,r.mode=5;case 5:if(1024&r.flags){for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.length=u,r.head&&(r.head.extra_len=u),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0)),l=u=0}else r.head&&(r.head.extra=null);r.mode=6;case 6:if(1024&r.flags&&(o<(d=r.length)&&(d=o),d&&(r.head&&(k=r.head.extra_len-r.length,r.head.extra||(r.head.extra=new Array(r.head.extra_len)),I.arraySet(r.head.extra,n,s,d,k)),512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,r.length-=d),r.length))break e;r.length=0,r.mode=7;case 7:if(2048&r.flags){if(0===o)break e;for(d=0;k=n[s+d++],r.head&&k&&r.length<65536&&(r.head.name+=String.fromCharCode(k)),k&&d<o;);if(512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,k)break e}else r.head&&(r.head.name=null);r.length=0,r.mode=8;case 8:if(4096&r.flags){if(0===o)break e;for(d=0;k=n[s+d++],r.head&&k&&r.length<65536&&(r.head.comment+=String.fromCharCode(k)),k&&d<o;);if(512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,k)break e}else r.head&&(r.head.comment=null);r.mode=9;case 9:if(512&r.flags){for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(u!==(65535&r.check)){e.msg="header crc mismatch",r.mode=30;break}l=u=0}r.head&&(r.head.hcrc=r.flags>>9&1,r.head.done=!0),e.adler=r.check=0,r.mode=12;break;case 10:for(;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}e.adler=r.check=L(u),l=u=0,r.mode=11;case 11:if(0===r.havedict)return e.next_out=a,e.avail_out=h,e.next_in=s,e.avail_in=o,r.hold=u,r.bits=l,2;e.adler=r.check=1,r.mode=12;case 12:if(5===t||6===t)break e;case 13:if(r.last){u>>>=7&l,l-=7&l,r.mode=27;break}for(;l<3;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}switch(r.last=1&u,l-=1,3&(u>>>=1)){case 0:r.mode=14;break;case 1:if(j(r),r.mode=20,6!==t)break;u>>>=2,l-=2;break e;case 2:r.mode=17;break;case 3:e.msg="invalid block type",r.mode=30}u>>>=2,l-=2;break;case 14:for(u>>>=7&l,l-=7&l;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if((65535&u)!=(u>>>16^65535)){e.msg="invalid stored block lengths",r.mode=30;break}if(r.length=65535&u,l=u=0,r.mode=15,6===t)break e;case 15:r.mode=16;case 16:if(d=r.length){if(o<d&&(d=o),h<d&&(d=h),0===d)break e;I.arraySet(i,n,s,d,a),o-=d,s+=d,h-=d,a+=d,r.length-=d;break}r.mode=12;break;case 17:for(;l<14;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(r.nlen=257+(31&u),u>>>=5,l-=5,r.ndist=1+(31&u),u>>>=5,l-=5,r.ncode=4+(15&u),u>>>=4,l-=4,286<r.nlen||30<r.ndist){e.msg="too many length or distance symbols",r.mode=30;break}r.have=0,r.mode=18;case 18:for(;r.have<r.ncode;){for(;l<3;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.lens[A[r.have++]]=7&u,u>>>=3,l-=3}for(;r.have<19;)r.lens[A[r.have++]]=0;if(r.lencode=r.lendyn,r.lenbits=7,S={bits:r.lenbits},x=T(0,r.lens,0,19,r.lencode,0,r.work,S),r.lenbits=S.bits,x){e.msg="invalid code lengths set",r.mode=30;break}r.have=0,r.mode=19;case 19:for(;r.have<r.nlen+r.ndist;){for(;g=(C=r.lencode[u&(1<<r.lenbits)-1])>>>16&255,b=65535&C,!((_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(b<16)u>>>=_,l-=_,r.lens[r.have++]=b;else{if(16===b){for(z=_+2;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(u>>>=_,l-=_,0===r.have){e.msg="invalid bit length repeat",r.mode=30;break}k=r.lens[r.have-1],d=3+(3&u),u>>>=2,l-=2}else if(17===b){for(z=_+3;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}l-=_,k=0,d=3+(7&(u>>>=_)),u>>>=3,l-=3}else{for(z=_+7;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}l-=_,k=0,d=11+(127&(u>>>=_)),u>>>=7,l-=7}if(r.have+d>r.nlen+r.ndist){e.msg="invalid bit length 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e;o--,u+=n[s++]<<l,l+=8}if(g&&0==(240&g)){for(v=_,y=g,w=b;g=(C=r.lencode[w+((u&(1<<v+y)-1)>>v)])>>>16&255,b=65535&C,!(v+(_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}u>>>=v,l-=v,r.back+=v}if(u>>>=_,l-=_,r.back+=_,r.length=b,0===g){r.mode=26;break}if(32&g){r.back=-1,r.mode=12;break}if(64&g){e.msg="invalid literal/length code",r.mode=30;break}r.extra=15&g,r.mode=22;case 22:if(r.extra){for(z=r.extra;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.length+=u&(1<<r.extra)-1,u>>>=r.extra,l-=r.extra,r.back+=r.extra}r.was=r.length,r.mode=23;case 23:for(;g=(C=r.distcode[u&(1<<r.distbits)-1])>>>16&255,b=65535&C,!((_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(0==(240&g)){for(v=_,y=g,w=b;g=(C=r.distcode[w+((u&(1<<v+y)-1)>>v)])>>>16&255,b=65535&C,!(v+(_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}u>>>=v,l-=v,r.back+=v}if(u>>>=_,l-=_,r.back+=_,64&g){e.msg="invalid distance code",r.mode=30;break}r.offset=b,r.extra=15&g,r.mode=24;case 24:if(r.extra){for(z=r.extra;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.offset+=u&(1<<r.extra)-1,u>>>=r.extra,l-=r.extra,r.back+=r.extra}if(r.offset>r.dmax){e.msg="invalid distance too far back",r.mode=30;break}r.mode=25;case 25:if(0===h)break e;if(d=c-h,r.offset>d){if((d=r.offset-d)>r.whave&&r.sane){e.msg="invalid distance too far back",r.mode=30;break}p=d>r.wnext?(d-=r.wnext,r.wsize-d):r.wnext-d,d>r.length&&(d=r.length),m=r.window}else m=i,p=a-r.offset,d=r.length;for(h<d&&(d=h),h-=d,r.length-=d;i[a++]=m[p++],--d;);0===r.length&&(r.mode=21);break;case 26:if(0===h)break e;i[a++]=r.length,h--,r.mode=21;break;case 27:if(r.wrap){for(;l<32;){if(0===o)break e;o--,u|=n[s++]<<l,l+=8}if(c-=h,e.total_out+=c,r.total+=c,c&&(e.adler=r.check=r.flags?B(r.check,i,c,a-c):O(r.check,i,c,a-c)),c=h,(r.flags?u:L(u))!==r.check){e.msg="incorrect data check",r.mode=30;break}l=u=0}r.mode=28;case 28:if(r.wrap&&r.flags){for(;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(u!==(4294967295&r.total)){e.msg="incorrect length check",r.mode=30;break}l=u=0}r.mode=29;case 29:x=1;break e;case 30:x=-3;break e;case 31:return-4;case 32:default:return U}return e.next_out=a,e.avail_out=h,e.next_in=s,e.avail_in=o,r.hold=u,r.bits=l,(r.wsize||c!==e.avail_out&&r.mode<30&&(r.mode<27||4!==t))&&Z(e,e.output,e.next_out,c-e.avail_out)?(r.mode=31,-4):(f-=e.avail_in,c-=e.avail_out,e.total_in+=f,e.total_out+=c,r.total+=c,r.wrap&&c&&(e.adler=r.check=r.flags?B(r.check,i,c,e.next_out-c):O(r.check,i,c,e.next_out-c)),e.data_type=r.bits+(r.last?64:0)+(12===r.mode?128:0)+(20===r.mode||15===r.mode?256:0),(0==f&&0===c||4===t)&&x===N&&(x=-5),x)},r.inflateEnd=function(e){if(!e||!e.state)return U;var t=e.state;return t.window&&(t.window=null),e.state=null,N},r.inflateGetHeader=function(e,t){var r;return e&&e.state?0==(2&(r=e.state).wrap)?U:((r.head=t).done=!1,N):U},r.inflateSetDictionary=function(e,t){var r,n=t.length;return e&&e.state?0!==(r=e.state).wrap&&11!==r.mode?U:11===r.mode&&O(1,t,n,0)!==r.check?-3:Z(e,t,n,n)?(r.mode=31,-4):(r.havedict=1,N):U},r.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./inffast":48,"./inftrees":50}],50:[function(e,t,r){"use strict";var D=e("../utils/common"),F=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],N=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],U=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],P=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];t.exports=function(e,t,r,n,i,s,a,o){var h,u,l,f,c,d,p,m,_,g=o.bits,b=0,v=0,y=0,w=0,k=0,x=0,S=0,z=0,C=0,E=0,A=null,I=0,O=new D.Buf16(16),B=new 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/*!
This file is generated from source files in https://github.com/forkphorus/forkphorus
Please see the README for more information.
License for forkphorus:
The MIT License (MIT)
Copyright (c) 2013-2017 Nathan Dinsmore
Copyright (c) 2019-2021 Thomas Weber
Permission is hereby granted, free of charge, to any person obtaining a copy of
this software and associated documentation files (the "Software"), to deal in
the Software without restriction, including without limitation the rights to
use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of
the Software, and to permit persons to whom the Software is furnished to do so,
subject to the following conditions:
The above copyright notice and this permission notice shall be included in all
copies or substantial portions of the Software.
THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS
FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR
COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER
IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN
CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
Parts of forkphorus are based on Sulfurous (https://sulfurous.aau.at/) and Scratch (https://scratch.mit.edu/)
License for Sulfurous:
The MIT License (MIT)
Copyright (c) 2013-2014 Nathan Dinsmore
Copyright (c) 2016 Mittagskogel
Copyright (c) 2017-2020 FRALEX
Permission is hereby granted, free of charge, to any person obtaining a copy of
this software and associated documentation files (the "Software"), to deal in
the Software without restriction, including without limitation the rights to
use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of
the Software, and to permit persons to whom the Software is furnished to do so,
subject to the following conditions:
The above copyright notice and this permission notice shall be included in all
copies or substantial portions of the Software.
THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS
FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR
COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER
IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN
CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
License for Scratch:
Copyright (c) 2016, Massachusetts Institute of Technology
All rights reserved.
Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met:
1. Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer.
2. Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution.
3. Neither the name of the copyright holder nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission.
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
*/
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throw new Error('Browser does not support Promise');
}
var P;
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var config;
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config.debug = false;
config.useWebGL = false;
config.supportVideoSensing = false;
config.experimentalOptimizations = false;
config.scale = window.devicePixelRatio || 1;
config.PROJECT_API = 'https://projects.scratch.mit.edu/$id';
})(config = P.config || (P.config = {}));
})(P || (P = {}));
var P;
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var audio;
(function (audio) {
audio.context = (function () {
if (window.AudioContext) {
return new AudioContext();
}
else if (window.webkitAudioContext) {
return new window.webkitAudioContext();
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else {
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}
})();
if (audio.context) {
var volume = 0.5;
var globalNode = audio.context.createGain();
globalNode.gain.value = volume;
globalNode.connect(audio.context.destination);
}
audio.drums = [
{ name: 'SnareDrum', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Tom', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'SideStick', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Crash', baseRatio: 0.8908987181403393, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'HiHatOpen', baseRatio: 0.9438743126816935, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'HiHatClosed', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Tambourine', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Clap', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Claves', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'WoodBlock', baseRatio: 0.7491535384383408, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Cowbell', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Triangle', baseRatio: 0.8514452780229479, loop: true, loopStart: 0.7638548752834468, loopEnd: 0.7825396825396825, attackEnd: 0, holdEnd: 0, decayEnd: 2 },
{ name: 'Bongo', baseRatio: 0.5297315471796477, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Conga', baseRatio: 0.7954545454545454, loop: true, loopStart: 0.1926077097505669, loopEnd: 0.20403628117913833, attackEnd: 0, holdEnd: 0, decayEnd: 2 },
{ name: 'Cabasa', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'GuiroLong', baseRatio: 0.5946035575013605, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Vibraslap', baseRatio: 0.8408964152537145, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ name: 'Cuica', baseRatio: 0.7937005259840998, loop: false, loopStart: null, loopEnd: null, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
];
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{ top: 62, name: 'AcousticPiano_C6', baseRatio: 2.3557692307692304, loop: true, loopStart: 0.5914739229024943, loopEnd: 0.6020861678004535, attackEnd: 0, holdEnd: 0.08, decayEnd: 16.08 },
{ top: 70, name: 'AcousticPiano_F5', baseRatio: 1.5776515151515151, loop: true, loopStart: 0.5634920634920635, loopEnd: 0.5879818594104308, attackEnd: 0, holdEnd: 0.04, decayEnd: 14.04 },
{ top: 77, name: 'AcousticPiano_Ds6', baseRatio: 2.800762112139358, loop: true, loopStart: 0.560907029478458, loopEnd: 0.5836281179138322, attackEnd: 0, holdEnd: 0.02, decayEnd: 10.02 },
{ top: 85, name: 'AcousticPiano_Ds6', baseRatio: 2.800762112139358, loop: true, loopStart: 0.560907029478458, loopEnd: 0.5836281179138322, attackEnd: 0, holdEnd: 0, decayEnd: 8 },
{ top: 90, name: 'AcousticPiano_Ds6', baseRatio: 2.800762112139358, loop: true, loopStart: 0.560907029478458, loopEnd: 0.5836281179138322, attackEnd: 0, holdEnd: 0, decayEnd: 6 },
{ top: 96, name: 'AcousticPiano_D7', baseRatio: 5.275119617224881, loop: true, loopStart: 0.3380498866213152, loopEnd: 0.34494331065759637, attackEnd: 0, holdEnd: 0, decayEnd: 3 },
{ top: 128, name: 'AcousticPiano_D7', baseRatio: 5.275119617224881, loop: true, loopStart: 0.3380498866213152, loopEnd: 0.34494331065759637, attackEnd: 0, holdEnd: 0, decayEnd: 2 }
], [
{ top: 48, name: 'ElectricPiano_C2', baseRatio: 0.14870515241435123, loop: true, loopStart: 0.6956009070294784, loopEnd: 0.7873015873015873, attackEnd: 0, holdEnd: 0.08, decayEnd: 10.08 },
{ top: 74, name: 'ElectricPiano_C4', baseRatio: 0.5945685670261941, loop: true, loopStart: 0.5181859410430839, loopEnd: 0.5449433106575964, attackEnd: 0, holdEnd: 0.04, decayEnd: 8.04 },
{ top: 128, name: 'ElectricPiano_C4', baseRatio: 0.5945685670261941, loop: true, loopStart: 0.5181859410430839, loopEnd: 0.5449433106575964, attackEnd: 0, holdEnd: 0, decayEnd: 6 }
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{ top: 128, name: 'Organ_G2', baseRatio: 0.22283731584620914, loop: true, loopStart: 0.05922902494331066, loopEnd: 0.1510204081632653, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
], [{ top: 40, name: 'AcousticGuitar_F3', baseRatio: 0.3977272727272727, loop: true, loopStart: 1.6628117913832199, loopEnd: 1.6685260770975057, attackEnd: 0, holdEnd: 0, decayEnd: 15 },
{ top: 56, name: 'AcousticGuitar_F3', baseRatio: 0.3977272727272727, loop: true, loopStart: 1.6628117913832199, loopEnd: 1.6685260770975057, attackEnd: 0, holdEnd: 0, decayEnd: 13.5 },
{ top: 60, name: 'AcousticGuitar_F3', baseRatio: 0.3977272727272727, loop: true, loopStart: 1.6628117913832199, loopEnd: 1.6685260770975057, attackEnd: 0, holdEnd: 0, decayEnd: 12 },
{ top: 67, name: 'AcousticGuitar_F3', baseRatio: 0.3977272727272727, loop: true, loopStart: 1.6628117913832199, loopEnd: 1.6685260770975057, attackEnd: 0, holdEnd: 0, decayEnd: 8.5 },
{ top: 72, name: 'AcousticGuitar_F3', baseRatio: 0.3977272727272727, loop: true, loopStart: 1.6628117913832199, loopEnd: 1.6685260770975057, attackEnd: 0, holdEnd: 0, decayEnd: 7 },
{ top: 83, name: 'AcousticGuitar_F3', baseRatio: 0.3977272727272727, loop: true, loopStart: 1.6628117913832199, loopEnd: 1.6685260770975057, attackEnd: 0, holdEnd: 0, decayEnd: 5.5 },
{ top: 128, name: 'AcousticGuitar_F3', baseRatio: 0.3977272727272727, loop: true, loopStart: 1.6628117913832199, loopEnd: 1.6685260770975057, attackEnd: 0, holdEnd: 0, decayEnd: 4.5 }
], [
{ top: 40, name: 'ElectricGuitar_F3', baseRatio: 0.39615522817103843, loop: true, loopStart: 1.5733333333333333, loopEnd: 1.5848072562358, attackEnd: 0, holdEnd: 0, decayEnd: 15 },
{ top: 56, name: 'ElectricGuitar_F3', baseRatio: 0.39615522817103843, loop: true, loopStart: 1.5733333333333333, loopEnd: 1.5848072562358277, attackEnd: 0, holdEnd: 0, decayEnd: 13.5 },
{ top: 60, name: 'ElectricGuitar_F3', baseRatio: 0.39615522817103843, loop: true, loopStart: 1.5733333333333333, loopEnd: 1.5848072562358277, attackEnd: 0, holdEnd: 0, decayEnd: 12 },
{ top: 67, name: 'ElectricGuitar_F3', baseRatio: 0.39615522817103843, loop: true, loopStart: 1.5733333333333333, loopEnd: 1.5848072562358277, attackEnd: 0, holdEnd: 0, decayEnd: 8.5 },
{ top: 72, name: 'ElectricGuitar_F3', baseRatio: 0.39615522817103843, loop: true, loopStart: 1.5733333333333333, loopEnd: 1.5848072562358277, attackEnd: 0, holdEnd: 0, decayEnd: 7 },
{ top: 83, name: 'ElectricGuitar_F3', baseRatio: 0.39615522817103843, loop: true, loopStart: 1.5733333333333333, loopEnd: 1.5848072562358277, attackEnd: 0, holdEnd: 0, decayEnd: 5.5 },
{ top: 128, name: 'ElectricGuitar_F3', baseRatio: 0.39615522817103843, loop: true, loopStart: 1.5733333333333333, loopEnd: 1.5848072562358277, attackEnd: 0, holdEnd: 0, decayEnd: 4.5 }
], [
{ top: 34, name: 'ElectricBass_G1', baseRatio: 0.11111671034065712, loop: true, loopStart: 1.9007709750566892, loopEnd: 1.9212244897959183, attackEnd: 0, holdEnd: 0, decayEnd: 17 },
{ top: 48, name: 'ElectricBass_G1', baseRatio: 0.11111671034065712, loop: true, loopStart: 1.9007709750566892, loopEnd: 1.9212244897959183, attackEnd: 0, holdEnd: 0, decayEnd: 14 },
{ top: 64, name: 'ElectricBass_G1', baseRatio: 0.11111671034065712, loop: true, loopStart: 1.9007709750566892, loopEnd: 1.9212244897959183, attackEnd: 0, holdEnd: 0, decayEnd: 12 },
{ top: 128, name: 'ElectricBass_G1', baseRatio: 0.11111671034065712, loop: true, loopStart: 1.9007709750566892, loopEnd: 1.9212244897959183, attackEnd: 0, holdEnd: 0, decayEnd: 10 }
], [
{ top: 38, name: 'Pizz_G2', baseRatio: 0.21979665071770335, loop: true, loopStart: 0.3879365079365079, loopEnd: 0.3982766439909297, attackEnd: 0, holdEnd: 0, decayEnd: 5 },
{ top: 45, name: 'Pizz_G2', baseRatio: 0.21979665071770335, loop: true, loopStart: 0.3879365079365079, loopEnd: 0.3982766439909297, attackEnd: 0, holdEnd: 0.012, decayEnd: 4.012 },
{ top: 56, name: 'Pizz_A3', baseRatio: 0.503654636820466, loop: true, loopStart: 0.5197278911564626, loopEnd: 0.5287528344671202, attackEnd: 0, holdEnd: 0, decayEnd: 4 },
{ top: 64, name: 'Pizz_A3', baseRatio: 0.503654636820466, loop: true, loopStart: 0.5197278911564626, loopEnd: 0.5287528344671202, attackEnd: 0, holdEnd: 0, decayEnd: 3.2 },
{ top: 72, name: 'Pizz_E4', baseRatio: 0.7479647218453188, loop: true, loopStart: 0.7947845804988662, loopEnd: 0.7978231292517007, attackEnd: 0, holdEnd: 0, decayEnd: 2.8 },
{ top: 80, name: 'Pizz_E4', baseRatio: 0.7479647218453188, loop: true, loopStart: 0.7947845804988662, loopEnd: 0.7978231292517007, attackEnd: 0, holdEnd: 0, decayEnd: 2.2 },
{ top: 128, name: 'Pizz_E4', baseRatio: 0.7479647218453188, loop: true, loopStart: 0.7947845804988662, loopEnd: 0.7978231292517007, attackEnd: 0, holdEnd: 0, decayEnd: 1.5 }
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{ top: 41, name: 'Cello_C2', baseRatio: 0.14870515241435123, loop: true, loopStart: 0.3876643990929705, loopEnd: 0.40294784580498866, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ top: 52, name: 'Cello_As2', baseRatio: 0.263755980861244, loop: true, loopStart: 0.3385487528344671, loopEnd: 0.35578231292517004, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ top: 62, name: 'Violin_D4', baseRatio: 0.6664047388781432, loop: true, loopStart: 0.48108843537414964, loopEnd: 0.5151927437641723, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ top: 75, name: 'Violin_A4', baseRatio: 0.987460815047022, loop: true, loopStart: 0.14108843537414967, loopEnd: 0.15029478458049886, attackEnd: 0.07, holdEnd: 0.07, decayEnd: 0.07 },
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{ top: 40, name: 'BassTrombone_A2_2', baseRatio: 0.24981872564125807, loop: true, loopStart: 0.08585034013605441, loopEnd: 0.13133786848072562, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ top: 55, name: 'Trombone_B3', baseRatio: 0.5608240680183126, loop: true, loopStart: 0.12, loopEnd: 0.17673469387755103, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ top: 88, name: 'Trombone_B3', baseRatio: 0.5608240680183126, loop: true, loopStart: 0.12, loopEnd: 0.17673469387755103, attackEnd: 0.05, holdEnd: 0.05, decayEnd: 0.05 },
{ top: 128, name: 'Trumpet_E5', baseRatio: 1.4959294436906376, loop: true, loopStart: 0.1307936507936508, loopEnd: 0.14294784580498865, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
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{ top: 128, name: 'Clarinet_C4', baseRatio: 0.5940193965517241, loop: true, loopStart: 0.6594104308390023, loopEnd: 0.7014965986394558, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
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{ top: 40, name: 'TenorSax_C3', baseRatio: 0.2971698113207547, loop: true, loopStart: 0.4053968253968254, loopEnd: 0.4895238095238095, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
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{ top: 67, name: 'AltoSax_A3', baseRatio: 0.49814747876378096, loop: true, loopStart: 0.3875736961451247, loopEnd: 0.4103854875283447, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ top: 75, name: 'AltoSax_A3', baseRatio: 0.49814747876378096, loop: true, loopStart: 0.3875736961451247, loopEnd: 0.4103854875283447, attackEnd: 0.02, holdEnd: 0.02, decayEnd: 0.02 },
{ top: 80, name: 'AltoSax_A3', baseRatio: 0.49814747876378096, loop: true, loopStart: 0.3875736961451247, loopEnd: 0.4103854875283447, attackEnd: 0.02, holdEnd: 0.02, decayEnd: 0.02 },
{ top: 128, name: 'AltoSax_C6', baseRatio: 2.3782742681047764, loop: true, loopStart: 0.05705215419501134, loopEnd: 0.0838095238095238, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
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{ top: 72, name: 'Choir_F4', baseRatio: 0.7928898424161845, loop: true, loopStart: 0.7415419501133786, loopEnd: 2.1059410430839, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ top: 128, name: 'Choir_F5', baseRatio: 1.5879576065654504, loop: true, loopStart: 0.836281179138322, loopEnd: 2.0585487528344673, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
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{ top: 38, name: 'Vibraphone_C3', baseRatio: 0.29829545454545453, loop: true, loopStart: 0.2812698412698413, loopEnd: 0.28888888888888886, attackEnd: 0, holdEnd: 0.1, decayEnd: 8.1 },
{ top: 48, name: 'Vibraphone_C3', baseRatio: 0.29829545454545453, loop: true, loopStart: 0.2812698412698413, loopEnd: 0.28888888888888886, attackEnd: 0, holdEnd: 0.1, decayEnd: 7.6 },
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{ top: 86, name: 'Vibraphone_C3', baseRatio: 0.29829545454545453, loop: true, loopStart: 0.2812698412698413, loopEnd: 0.28888888888888886, attackEnd: 0, holdEnd: 0, decayEnd: 4 },
{ top: 128, name: 'Vibraphone_C3', baseRatio: 0.29829545454545453, loop: true, loopStart: 0.2812698412698413, loopEnd: 0.28888888888888886, attackEnd: 0, holdEnd: 0, decayEnd: 3 }
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{ top: 128, name: 'MusicBox_C4', baseRatio: 0.5937634640241276, loop: true, loopStart: 0.6475283446712018, loopEnd: 0.6666666666666666, attackEnd: 0, holdEnd: 0, decayEnd: 2 }
], [
{ top: 128, name: 'SteelDrum_D5', baseRatio: 1.3660402567543959, loop: false, loopStart: -0.000045351473922902495, loopEnd: -0.000045351473922902495, attackEnd: 0, holdEnd: 0, decayEnd: 2 }
], [
{ top: 128, name: 'Marimba_C4', baseRatio: 0.5946035575013605, loop: false, loopStart: -0.000045351473922902495, loopEnd: -0.000045351473922902495, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
], [
{ top: 80, name: 'SynthLead_C4', baseRatio: 0.5942328422565577, loop: true, loopStart: 0.006122448979591836, loopEnd: 0.06349206349206349, attackEnd: 0, holdEnd: 0, decayEnd: 0 },
{ top: 128, name: 'SynthLead_C6', baseRatio: 2.3760775862068964, loop: true, loopStart: 0.005623582766439909, loopEnd: 0.01614512471655329, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
], [
{ top: 38, name: 'SynthPad_A3', baseRatio: 0.4999105065330231, loop: true, loopStart: 0.1910204081632653, loopEnd: 3.9917006802721087, attackEnd: 0.05, holdEnd: 0.05, decayEnd: 0.05 },
{ top: 50, name: 'SynthPad_A3', baseRatio: 0.4999105065330231, loop: true, loopStart: 0.1910204081632653, loopEnd: 3.9917006802721087, attackEnd: 0.08, holdEnd: 0.08, decayEnd: 0.08 },
{ top: 62, name: 'SynthPad_A3', baseRatio: 0.4999105065330231, loop: true, loopStart: 0.1910204081632653, loopEnd: 3.9917006802721087, attackEnd: 0.11, holdEnd: 0.11, decayEnd: 0.11 },
{ top: 74, name: 'SynthPad_A3', baseRatio: 0.4999105065330231, loop: true, loopStart: 0.1910204081632653, loopEnd: 3.9917006802721087, attackEnd: 0.15, holdEnd: 0.15, decayEnd: 0.15 },
{ top: 86, name: 'SynthPad_A3', baseRatio: 0.4999105065330231, loop: true, loopStart: 0.1910204081632653, loopEnd: 3.9917006802721087, attackEnd: 0.2, holdEnd: 0.2, decayEnd: 0.2 },
{ top: 128, name: 'SynthPad_C6', baseRatio: 2.3820424708835755, loop: true, loopStart: 0.11678004535147392, loopEnd: 0.41732426303854875, attackEnd: 0, holdEnd: 0, decayEnd: 0 }
]
];
const SB2_SOUNDBANK_FILES = {
'AcousticGuitar_F3': 'sb2/instruments/AcousticGuitar_F3_22k.wav',
'AcousticPiano_As3': 'sb2/instruments/AcousticPiano(5)_A%233_22k.wav',
'AcousticPiano_C4': 'sb2/instruments/AcousticPiano(5)_C4_22k.wav',
'AcousticPiano_G4': 'sb2/instruments/AcousticPiano(5)_G4_22k.wav',
'AcousticPiano_F5': 'sb2/instruments/AcousticPiano(5)_F5_22k.wav',
'AcousticPiano_C6': 'sb2/instruments/AcousticPiano(5)_C6_22k.wav',
'AcousticPiano_Ds6': 'sb2/instruments/AcousticPiano(5)_D%236_22k.wav',
'AcousticPiano_D7': 'sb2/instruments/AcousticPiano(5)_D7_22k.wav',
'AltoSax_A3': 'sb2/instruments/AltoSax_A3_22K.wav',
'AltoSax_C6': 'sb2/instruments/AltoSax(3)_C6_22k.wav',
'Bassoon_C3': 'sb2/instruments/Bassoon_C3_22k.wav',
'BassTrombone_A2_2': 'sb2/instruments/BassTrombone_A2(2)_22k.wav',
'BassTrombone_A2_3': 'sb2/instruments/BassTrombone_A2(3)_22k.wav',
'Cello_C2': 'sb2/instruments/Cello(3b)_C2_22k.wav',
'Cello_As2': 'sb2/instruments/Cello(3)_A%232_22k.wav',
'Choir_F3': 'sb2/instruments/Choir(4)_F3_22k.wav',
'Choir_F4': 'sb2/instruments/Choir(4)_F4_22k.wav',
'Choir_F5': 'sb2/instruments/Choir(4)_F5_22k.wav',
'Clarinet_C4': 'sb2/instruments/Clarinet_C4_22k.wav',
'ElectricBass_G1': 'sb2/instruments/ElectricBass(2)_G1_22k.wav',
'ElectricGuitar_F3': 'sb2/instruments/ElectricGuitar(2)_F3(1)_22k.wav',
'ElectricPiano_C2': 'sb2/instruments/ElectricPiano_C2_22k.wav',
'ElectricPiano_C4': 'sb2/instruments/ElectricPiano_C4_22k.wav',
'EnglishHorn_D4': 'sb2/instruments/EnglishHorn(1)_D4_22k.wav',
'EnglishHorn_F3': 'sb2/instruments/EnglishHorn(1)_F3_22k.wav',
'Flute_B5_1': 'sb2/instruments/Flute(3)_B5(1)_22k.wav',
'Flute_B5_2': 'sb2/instruments/Flute(3)_B5(2)_22k.wav',
'Marimba_C4': 'sb2/instruments/Marimba_C4_22k.wav',
'MusicBox_C4': 'sb2/instruments/MusicBox_C4_22k.wav',
'Organ_G2': 'sb2/instruments/Organ(2)_G2_22k.wav',
'Pizz_A3': 'sb2/instruments/Pizz(2)_A3_22k.wav',
'Pizz_E4': 'sb2/instruments/Pizz(2)_E4_22k.wav',
'Pizz_G2': 'sb2/instruments/Pizz(2)_G2_22k.wav',
'SteelDrum_D5': 'sb2/instruments/SteelDrum_D5_22k.wav',
'SynthLead_C4': 'sb2/instruments/SynthLead(6)_C4_22k.wav',
'SynthLead_C6': 'sb2/instruments/SynthLead(6)_C6_22k.wav',
'SynthPad_A3': 'sb2/instruments/SynthPad(2)_A3_22k.wav',
'SynthPad_C6': 'sb2/instruments/SynthPad(2)_C6_22k.wav',
'TenorSax_C3': 'sb2/instruments/TenorSax(1)_C3_22k.wav',
'Trombone_B3': 'sb2/instruments/Trombone_B3_22k.wav',
'Trumpet_E5': 'sb2/instruments/Trumpet_E5_22k.wav',
'Vibraphone_C3': 'sb2/instruments/Vibraphone_C3_22k.wav',
'Violin_D4': 'sb2/instruments/Violin(2)_D4_22K.wav',
'Violin_A4': 'sb2/instruments/Violin(3)_A4_22k.wav',
'Violin_E5': 'sb2/instruments/Violin(3b)_E5_22k.wav',
'WoodenFlute_C5': 'sb2/instruments/WoodenFlute_C5_22k.wav',
'BassDrum': 'sb2/drums/BassDrum(1b)_22k.wav',
'Bongo': 'sb2/drums/Bongo_22k.wav',
'Cabasa': 'sb2/drums/Cabasa(1)_22k.wav',
'Clap': 'sb2/drums/Clap(1)_22k.wav',
'Claves': 'sb2/drums/Claves(1)_22k.wav',
'Conga': 'sb2/drums/Conga(1)_22k.wav',
'Cowbell': 'sb2/drums/Cowbell(3)_22k.wav',
'Crash': 'sb2/drums/Crash(2)_22k.wav',
'Cuica': 'sb2/drums/Cuica(2)_22k.wav',
'GuiroLong': 'sb2/drums/GuiroLong(1)_22k.wav',
'GuiroShort': 'sb2/drums/GuiroShort(1)_22k.wav',
'HiHatClosed': 'sb2/drums/HiHatClosed(1)_22k.wav',
'HiHatOpen': 'sb2/drums/HiHatOpen(2)_22k.wav',
'HiHatPedal': 'sb2/drums/HiHatPedal(1)_22k.wav',
'Maracas': 'sb2/drums/Maracas(1)_22k.wav',
'SideStick': 'sb2/drums/SideStick(1)_22k.wav',
'SnareDrum': 'sb2/drums/SnareDrum(1)_22k.wav',
'Tambourine': 'sb2/drums/Tambourine(3)_22k.wav',
'Tom': 'sb2/drums/Tom(1)_22k.wav',
'Triangle': 'sb2/drums/Triangle(1)_22k.wav',
'Vibraslap': 'sb2/drums/Vibraslap(1)_22k.wav',
'WoodBlock': 'sb2/drums/WoodBlock(1)_22k.wav'
};
const soundbank = {};
function loadSoundbankSB2(loader) {
if (!audio.context)
return Promise.resolve();
const promises = [];
for (const name in SB2_SOUNDBANK_FILES) {
if (!soundbank[name]) {
const promise = P.utils.settled(loadSoundbankBuffer(name));
promises.push(promise);
if (loader) {
loader.addTask(new P.io.PromiseTask(promise));
}
}
}
return Promise.all(promises);
}
audio.loadSoundbankSB2 = loadSoundbankSB2;
function loadSoundbankBuffer(name) {
return P.io.getAssetManager().loadSoundbankFile(SB2_SOUNDBANK_FILES[name])
.then((buffer) => P.audio.decodeAudio(buffer))
.then((sound) => soundbank[name] = sound);
}
function playSpan(span, key, duration, connection) {
if (!audio.context) {
throw new Error('Cannot playSpan without an AudioContext');
}
const buffer = soundbank[span.name];
if (!buffer) {
throw new Error('No soundbank entry named: ' + span.name);
}
const source = audio.context.createBufferSource();
const note = audio.context.createGain();
source.buffer = buffer;
if (source.loop = span.loop) {
source.loopStart = span.loopStart;
source.loopEnd = span.loopEnd;
}
source.connect(note);
note.connect(connection);
const time = audio.context.currentTime;
source.playbackRate.value = Math.pow(2, (key - 69) / 12) / span.baseRatio;
const gain = note.gain;
gain.value = 0;
gain.setValueAtTime(0, time);
if (span.attackEnd < duration) {
gain.linearRampToValueAtTime(1, time + span.attackEnd);
if (span.decayTime > 0 && span.holdEnd < duration) {
gain.linearRampToValueAtTime(1, time + span.holdEnd);
if (span.decayEnd < duration) {
gain.linearRampToValueAtTime(0, time + span.decayEnd);
}
else {
gain.linearRampToValueAtTime(1 - (duration - span.holdEnd) / span.decayTime, time + duration);
}
}
else {
gain.linearRampToValueAtTime(1, time + duration);
}
}
else {
gain.linearRampToValueAtTime(1, time + duration);
}
gain.linearRampToValueAtTime(0, time + duration + 0.02267573696);
source.start(time);
source.stop(time + duration + 0.02267573696);
return source;
}
audio.playSpan = playSpan;
function connectNode(node) {
node.connect(globalNode);
}
audio.connectNode = connectNode;
const ADPCM_STEPS = [
7, 8, 9, 10, 11, 12, 13, 14, 16, 17,
19, 21, 23, 25, 28, 31, 34, 37, 41, 45,
50, 55, 60, 66, 73, 80, 88, 97, 107, 118,
130, 143, 157, 173, 190, 209, 230, 253, 279, 307,
337, 371, 408, 449, 494, 544, 598, 658, 724, 796,
876, 963, 1060, 1166, 1282, 1411, 1552, 1707, 1878, 2066,
2272, 2499, 2749, 3024, 3327, 3660, 4026, 4428, 4871, 5358,
5894, 6484, 7132, 7845, 8630, 9493, 10442, 11487, 12635, 13899,
15289, 16818, 18500, 20350, 22385, 24623, 27086, 29794, 32767,
];
const ADPCM_INDEX = [-1, -1, -1, -1, 2, 4, 6, 8, -1, -1, -1, -1, 2, 4, 6, 8];
function decodeADPCMAudio(ab, cb) {
var dv = new DataView(ab);
if (dv.getUint32(0) !== 0x52494646 || dv.getUint32(8) !== 0x57415645) {
return cb(new Error('Unrecognized audio format'));
}
var blocks = {};
var i = 12, l = dv.byteLength - 8;
while (i < l) {
blocks[String.fromCharCode(dv.getUint8(i), dv.getUint8(i + 1), dv.getUint8(i + 2), dv.getUint8(i + 3))] = i;
i += 8 + dv.getUint32(i + 4, true);
}
var format = dv.getUint16(20, true);
var channels = dv.getUint16(22, true);
var sampleRate = dv.getUint32(24, true);
var byteRate = dv.getUint32(28, true);
var blockAlign = dv.getUint16(32, true);
var bitsPerSample = dv.getUint16(34, true);
if (format === 17) {
var samplesPerBlock = dv.getUint16(38, true);
var blockSize = ((samplesPerBlock - 1) / 2) + 4;
var frameCount = dv.getUint32(blocks.fact + 8, true);
var buffer = audio.context.createBuffer(1, frameCount, sampleRate);
var channel = buffer.getChannelData(0);
var sample, index = 0;
var step, code, delta;
var lastByte = -1;
var offset = blocks.data + 8;
i = offset;
var j = 0;
while (true) {
if ((((i - offset) % blockSize) == 0) && (lastByte < 0)) {
if (i >= dv.byteLength)
break;
sample = dv.getInt16(i, true);
i += 2;
index = dv.getUint8(i);
i += 1;
i++;
if (index > 88)
index = 88;
channel[j++] = sample / 32767;
}
else {
if (lastByte < 0) {
if (i >= dv.byteLength)
break;
lastByte = dv.getUint8(i);
i += 1;
code = lastByte & 0xf;
}
else {
code = (lastByte >> 4) & 0xf;
lastByte = -1;
}
step = ADPCM_STEPS[index];
delta = 0;
if (code & 4)
delta += step;
if (code & 2)
delta += step >> 1;
if (code & 1)
delta += step >> 2;
delta += step >> 3;
index += ADPCM_INDEX[code];
if (index > 88)
index = 88;
if (index < 0)
index = 0;
sample += (code & 8) ? -delta : delta;
if (sample > 32767)
sample = 32767;
if (sample < -32768)
sample = -32768;
channel[j++] = sample / 32768;
}
}
return cb(null, buffer);
}
cb(new Error('Unrecognized WAV format ' + format));
}
function decodeAudio(ab) {
if (!audio.context) {
return Promise.reject(new Error('No audio context'));
}
return new Promise((resolve, reject) => {
decodeADPCMAudio(ab, function (err1, buffer) {
if (buffer) {
resolve(buffer);
return;
}
audio.context.decodeAudioData(ab, function (buffer) {
resolve(buffer);
}, function (err2) {
reject(`Could not decode audio: ${err1} | ${err2}`);
});
});
});
}
audio.decodeAudio = decodeAudio;
})(audio = P.audio || (P.audio = {}));
})(P || (P = {}));
var P;
(function (P) {
var core;
(function (core) {
;
class PenColor {
constructor() {
this.x = 0;
this.y = 0;
this.z = 255;
this.a = 1;
this.mode = 0;
this.css = 'rgba(0, 0, 255, 1)';
}
setRGBA(rgba) {
this.x = rgba >> 16 & 0xff;
this.y = rgba >> 8 & 0xff;
this.z = rgba & 0xff;
this.a = (rgba >> 24 & 0xff) / 0xff || 1;
this.css = 'rgba(' + this.x + ', ' + this.y + ', ' + this.z + ', ' + this.a + ')';
this.mode = 0;
}
setShiftedRGBA(rgba) {
this.setRGBA(rgba);
this.toHSVA();
}
toHSLA() {
switch (this.mode) {
case 0: {
this.mode = 1;
const hsl = P.utils.rgbToHSL(this.x, this.y, this.z);
this.x = hsl[0];
this.y = hsl[1] * 100;
this.z = hsl[2] * 100;
break;
}
case 2: {
this.mode = 1;
const hsl = P.utils.hsvToHSL(this.x, this.y / 100, this.z / 100);
this.x = hsl[0];
this.y = hsl[1] * 100;
this.z = hsl[2] * 100;
break;
}
}
}
toHSVA() {
switch (this.mode) {
case 0: {
this.mode = 2;
const hsv = P.utils.rgbToHSV(this.x, this.y, this.z);
this.x = hsv[0];
this.y = hsv[1] * 100;
this.z = hsv[2] * 100;
break;
}
case 1: {
this.mode = 2;
const hsv = P.utils.hslToHSV(this.x, this.y / 100, this.z / 100);
this.x = hsv[0];
this.y = hsv[1] * 100;
this.z = hsv[2] * 100;
break;
}
}
}
toParts() {
switch (this.mode) {
case 0: {
return [this.x, this.y, this.z, this.a];
}
case 2: {
const rgb = P.utils.hsvToRGB(this.x / 360, this.y / 100, this.z / 100);
return [rgb[0], rgb[1], rgb[2], this.a];
}
case 1: {
const rgb = P.utils.hslToRGB(this.x / 360, this.y / 100, this.z / 100);
return [rgb[0], rgb[1], rgb[2], this.a];
}
}
}
toCSS() {
switch (this.mode) {
case 0:
return this.css;
case 1:
return 'hsla(' + this.x + ',' + this.y + '%,' + (this.z > 100 ? 200 - this.z : this.z) + '%,' + this.a + ')';
case 2: {
const rgb = P.utils.hsvToRGB(this.x / 360, this.y / 100, this.z / 100);
return 'rgba(' + rgb[0] + ', ' + rgb[1] + ', ' + rgb[2] + ', ' + this.a + ')';
}
}
}
setParam(param, value) {
this.toHSVA();
switch (param) {
case 'color':
this.x = (value * 360 / 100) % 360;
if (this.x < 0)
this.x += 360;
break;
case 'saturation':
this.y = P.utils.clamp(value, 0, 100);
break;
case 'brightness':
this.z = P.utils.clamp(value, 0, 100);
break;
case 'transparency':
this.a = 1 - (value / 100);
if (this.a > 1)
this.a = 1;
if (this.a < 0)
this.a = 0;
break;
}
}
changeParam(param, value) {
this.toHSVA();
switch (param) {
case 'color':
this.x = (this.x + value * 360 / 100) % 360;
if (this.x < 0)
this.x += 360;
break;
case 'saturation':
this.y = P.utils.clamp(this.y + value, 0, 100);
break;
case 'brightness':
this.z = P.utils.clamp(this.z + value, 0, 100);
break;
case 'transparency':
this.a = Math.max(0, Math.min(1, this.a - value / 100));
break;
}
}
copy(other) {
this.x = other.x;
this.y = other.y;
this.z = other.z;
this.a = other.a;
this.css = other.css;
this.mode = other.mode;
}
}
core.PenColor = PenColor;
class Base {
constructor() {
this.isStage = false;
this.isSprite = false;
this.isClone = false;
this.visible = true;
this.scratchX = 0;
this.scratchY = 0;
this.name = '';
this.costumes = [];
this.currentCostumeIndex = 0;
this.sounds = [];
this.soundRefs = {};
this.instrument = 0;
this.volume = 1;
this.node = null;
this.activeSounds = new Set();
this.watchers = {};
this.listWatchers = {};
this.vars = {};
this.lists = {};
this.saying = false;
this.thinking = false;
this.sayId = 0;
this.procedures = {};
this.listeners = {
whenClicked: [],
whenCloned: [],
whenGreenFlag: [],
whenIReceive: {},
whenKeyPressed: {},
whenSceneStarts: {},
edgeActivated: [],
};
this.fns = [];
this.filters = {
color: 0,
fisheye: 0,
whirl: 0,
pixelate: 0,
mosaic: 0,
brightness: 0,
ghost: 0,
};
this.soundFilters = {
pitch: 0,
};
this.penSize = 1;
this.penColor = new PenColor();
this.isPenDown = false;
}
addSound(sound) {
this.soundRefs[sound.name] = sound;
this.sounds.push(sound);
}
showVariable(name, visible) {
let watcher = this.watchers[name];
if (!watcher) {
const newWatcher = this.createVariableWatcher(this, name);
if (!newWatcher) {
return;
}
newWatcher.init();
this.watchers[name] = watcher = newWatcher;
this.stage.allWatchers.push(watcher);
}
watcher.setVisible(visible);
}
showList(name, visible) {
let watcher = this.listWatchers[name];
if (!watcher) {
const newWatcher = this.createListWatcher(this, name);
if (!newWatcher) {
return;
}
newWatcher.init();
this.listWatchers[name] = watcher = newWatcher;
this.stage.allWatchers.push(watcher);
}
watcher.setVisible(visible);
}
showNextCostume() {
this.currentCostumeIndex = (this.currentCostumeIndex + 1) % this.costumes.length;
if (this.saying && isSprite(this))
this.updateBubble();
}
showPreviousCostume() {
var length = this.costumes.length;
this.currentCostumeIndex = (this.currentCostumeIndex + length - 1) % length;
if (this.saying && isSprite(this))
this.updateBubble();
}
getCostumeName() {
return this.costumes[this.currentCostumeIndex] ? this.costumes[this.currentCostumeIndex].name : '';
}
setCostume(costume) {
if (typeof costume !== 'number') {
costume = '' + costume;
for (var i = 0; i < this.costumes.length; i++) {
if (this.costumes[i].name === costume) {
this.currentCostumeIndex = i;
if (this.saying && isSprite(this))
this.updateBubble();
return;
}
}
if (costume === (this.isSprite ? 'next costume' : 'next backdrop')) {
this.showNextCostume();
return;
}
if (costume === (this.isSprite ? 'previous costume' : 'previous backdrop')) {
this.showPreviousCostume();
return;
}
if (!isFinite(costume) || !/\d/.test(costume)) {
return;
}
}
if (Number.isNaN(costume) || costume === Infinity || costume === -Infinity) {
costume = 1;
}
var i = (Math.floor(costume) - 1) % this.costumes.length;
if (i < 0)
i += this.costumes.length;
this.currentCostumeIndex = i;
if (isSprite(this) && this.saying)
this.updateBubble();
}
setFilter(name, value) {
switch (name) {
case 'ghost':
if (value < 0)
value = 0;
if (value > 100)
value = 100;
break;
case 'brightness':
if (value < -100)
value = -100;
if (value > 100)
value = 100;
break;
case 'color':
if (value === Infinity) {
break;
}
value = value % 200;
if (value < 0)
value += 200;
break;
}
this.filters[name] = value;
}
changeFilter(name, value) {
this.setFilter(name, this.filters[name] + value);
}
resetFilters() {
this.filters = {
color: 0,
fisheye: 0,
whirl: 0,
pixelate: 0,
mosaic: 0,
brightness: 0,
ghost: 0
};
this.soundFilters = {
pitch: 0
};
}
setSoundFilter(name, value) {
value = value || 0;
switch (name.toLowerCase()) {
case 'pitch':
this.soundFilters.pitch = value;
if (!this.stage.removeLimits) {
if (this.soundFilters.pitch > 360)
this.soundFilters.pitch = 360;
if (this.soundFilters.pitch < -360)
this.soundFilters.pitch = -360;
}
break;
}
}
changeSoundFilter(name, value) {
switch (name.toLowerCase()) {
case 'pitch':
this.soundFilters.pitch += value;
if (!this.stage.removeLimits) {
if (this.soundFilters.pitch > 360)
this.soundFilters.pitch = 360;
if (this.soundFilters.pitch < -360)
this.soundFilters.pitch = -360;
}
break;
}
}
resetSoundFilters() {
this.soundFilters = {
pitch: 0,
};
}
getSound(name) {
if (typeof name === 'string') {
var s = this.soundRefs[name];
if (s)
return s;
name = parseInt(name, 10);
}
var l = this.sounds.length;
if (l && typeof name === 'number' && name === name) {
var i = Math.round(name - 1) % l;
if (i < 0)
i += l;
return this.sounds[i];
}
}
stopSounds() {
if (this.node) {
for (const sound of this.activeSounds) {
sound.stopped = true;
if (sound.node) {
sound.node.disconnect();
}
}
this.activeSounds.clear();
this.node.disconnect();
this.node = null;
}
}
stopSoundsExcept(originBase) {
if (this.node) {
for (const sound of this.activeSounds) {
if (sound.base !== originBase) {
if (sound.node) {
sound.node.disconnect();
}
sound.stopped = true;
this.activeSounds.delete(sound);
}
}
}
}
ask(question) {
var stage = this.stage;
if (question) {
if (this.visible && isSprite(this)) {
this.say(question);
stage.promptTitle.style.display = 'none';
}
else {
stage.promptTitle.style.display = 'block';
stage.promptTitle.textContent = question;
}
}
else {
stage.promptTitle.style.display = 'none';
}
stage.hidePrompt = false;
stage.prompter.style.display = 'block';
stage.prompt.value = '';
stage.prompt.focus();
}
say(text, thinking = false) {
text = '' + text;
if (text.length === 0) {
this.saying = false;
if (this.bubbleContainer)
this.bubbleContainer.style.display = 'none';
return ++this.sayId;
}
this.saying = true;
this.thinking = thinking;
if (!this.bubbleContainer) {
this.bubbleContainer = document.createElement('div');
this.bubbleContainer.style.maxWidth = (127 / 14) + 'em';
this.bubbleContainer.style.minWidth = (48 / 14) + 'em';
this.bubbleContainer.style.padding = (8 / 14) + 'em ' + (10 / 14) + 'em';
this.bubbleContainer.style.border = (3 / 14) + 'em solid rgb(160, 160, 160)';
this.bubbleContainer.style.borderRadius = (10 / 14) + 'em';
this.bubbleContainer.style.background = '#fff';
this.bubbleContainer.style.position = 'absolute';
this.bubbleContainer.style.font = 'bold 1.4em sans-serif';
this.bubbleContainer.style.whiteSpace = 'pre-wrap';
this.bubbleContainer.style.wordWrap = 'break-word';
this.bubbleContainer.style.textAlign = 'center';
this.bubbleContainer.style.cursor = 'default';
this.bubbleContainer.style.pointerEvents = 'auto';
this.bubbleContainer.appendChild(this.bubbleText = document.createTextNode(''));
this.bubbleContainer.appendChild(this.bubblePointer = document.createElement('div'));
this.bubblePointer.style.position = 'absolute';
this.bubblePointer.style.height = (21 / 14) + 'em';
this.bubblePointer.style.width = (44 / 14) + 'em';
this.bubblePointer.style.background = `url("${P.io.config.localPath}data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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       style="fill:#000000;fill-opacity:1;stroke:none" />
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       style="fill:#000000;fill-opacity:1;stroke:none"
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")`;
this.bubblePointer.style.backgroundSize = (384 / 14) + 'em ' + (64 / 14) + 'em';
this.bubblePointer.style.backgroundPositionY = (-4 / 14) + 'em';
this.stage.ui.appendChild(this.bubbleContainer);
}
this.bubblePointer.style.backgroundPositionX = (thinking ? -323 : -259) / 14 + 'em';
this.bubbleContainer.style.display = 'block';
this.bubbleText.nodeValue = text;
this.updateBubble();
return ++this.sayId;
}
updateBubble() {
if (!this.visible || !this.saying) {
this.bubbleContainer.style.display = 'none';
return;
}
this.bubbleContainer.style.display = 'block';
const b = this.rotatedBounds();
const left = 240 + b.right;
var bottom = 180 + b.top;
const bcr = this.bubbleContainer.getBoundingClientRect();
const height = (bcr.bottom - bcr.top) / this.stage.zoom;
const width = (bcr.right - bcr.left) / this.stage.zoom;
this.bubblePointer.style.top = ((height - 6) / 14) + 'em';
if (left + width + 2 > 480) {
var d = (240 - b.left) / 14;
if (d > 25)
d = 25;
this.bubbleContainer.style.right = d + 'em';
this.bubbleContainer.style.left = 'auto';
this.bubblePointer.style.right = (3 / 14) + 'em';
this.bubblePointer.style.left = 'auto';
this.bubblePointer.style.backgroundPositionY = (-36 / 14) + 'em';
}
else {
this.bubbleContainer.style.left = (left / 14) + 'em';
this.bubbleContainer.style.right = 'auto';
this.bubblePointer.style.left = (3 / 14) + 'em';
this.bubblePointer.style.right = 'auto';
this.bubblePointer.style.backgroundPositionY = (-4 / 14) + 'em';
}
if (bottom + height + 2 > 360) {
bottom = 360 - height - 2;
}
if (bottom < 19) {
bottom = 19;
}
this.bubbleContainer.style.bottom = (bottom / 14) + 'em';
}
remove() {
if (this.bubbleContainer) {
this.stage.ui.removeChild(this.bubbleContainer);
}
if (this.node && this.isClone && !this.isStage) {
for (const sound of this.activeSounds) {
if (sound.node) {
sound.node.disconnect();
}
sound.stopped = true;
}
this.activeSounds.clear();
this.node.disconnect();
this.node.connect(this.stage.getAudioNode());
this.node = null;
}
}
getAudioNode() {
if (this.node) {
return this.node;
}
if (!P.audio.context) {
throw new Error('No audio context');
}
this.node = P.audio.context.createGain();
this.node.gain.value = this.volume;
P.audio.connectNode(this.node);
return this.node;
}
createVariableWatcher(target, variableName) {
return null;
}
createListWatcher(target, listName) {
return null;
}
dotPen() {
this.stage.renderer.penDot(this.penColor, this.penSize, this.scratchX, this.scratchY);
}
stamp() {
this.stage.renderer.penStamp(this);
}
addWhenKeyPressedHandler(key, fn) {
if (this.listeners.whenKeyPressed[key]) {
this.listeners.whenKeyPressed[key].push(fn);
}
else {
this.listeners.whenKeyPressed[key] = [fn];
}
}
}
core.Base = Base;
class Stage extends Base {
constructor() {
super();
this.stage = this;
this.isStage = true;
this.children = [];
this.allWatchers = [];
this.answer = '';
this.promptId = 0;
this.nextPromptId = 0;
this.hidePrompt = false;
this.zoom = 1;
this.rawMouseX = 0;
this.rawMouseY = 0;
this.mouseX = 0;
this.mouseY = 0;
this.mousePressed = false;
this.tempoBPM = 60;
this.username = '';
this.counter = 0;
this.cloudHandler = null;
this.cloudVariables = [];
this.microphone = null;
this.tts = null;
this.extensions = [];
this.useSpriteFencing = false;
this.removeLimits = false;
this.runtime = new P.runtime.Runtime(this);
this.keys = [];
this.keys.any = 0;
this.root = document.createElement('div');
this.root.classList.add('forkphorus-root');
if (P.config.useWebGL) {
this.renderer = new P.renderer.webgl.WebGLProjectRenderer(this);
}
else {
this.renderer = new P.renderer.canvas2d.ProjectRenderer2D(this);
}
this.renderer.resize(1);
this.renderer.init(this.root);
this.canvas = this.renderer.canvas;
this.ui = document.createElement('div');
this.root.appendChild(this.ui);
this.ui.style.pointerEvents = 'none';
this.canvas.tabIndex = 0;
this.canvas.style.outline = 'none';
this.prompter = document.createElement('div');
this.ui.appendChild(this.prompter);
this.prompter.style.zIndex = '1';
this.prompter.style.pointerEvents = 'auto';
this.prompter.style.position = 'absolute';
this.prompter.style.left =
this.prompter.style.right = '1.4em';
this.prompter.style.bottom = '.6em';
this.prompter.style.padding = '.5em 3.0em .5em .5em';
this.prompter.style.border = '.3em solid rgb(46, 174, 223)';
this.prompter.style.borderRadius = '.8em';
this.prompter.style.background = '#fff';
this.prompter.style.display = 'none';
this.promptTitle = document.createElement('div');
this.prompter.appendChild(this.promptTitle);
this.promptTitle.textContent = '';
this.promptTitle.style.cursor = 'default';
this.promptTitle.style.font = 'bold 1.3em sans-serif';
this.promptTitle.style.margin = '0 ' + (-25 / 13) + 'em ' + (5 / 13) + 'em 0';
this.promptTitle.style.whiteSpace = 'pre';
this.promptTitle.style.overflow = 'hidden';
this.promptTitle.style.textOverflow = 'ellipsis';
this.prompt = document.createElement('input');
this.prompter.appendChild(this.prompt);
this.prompt.style.border = '0';
this.prompt.style.background = '#eee';
this.prompt.style.boxSizing = 'border-box';
this.prompt.style.font = '1.3em sans-serif';
this.prompt.style.padding = '0 ' + (3 / 13) + 'em';
this.prompt.style.outline = '0';
this.prompt.style.margin = '0';
this.prompt.style.width = '100%';
this.prompt.style.height = '' + (20 / 13) + 'em';
this.prompt.style.display = 'block';
this.prompt.style.borderRadius = '0';
this.prompt.style.boxShadow = 'inset ' + (1 / 13) + 'em ' + (1 / 13) + 'em ' + (2 / 13) + 'em rgba(0, 0, 0, .2), inset ' + (-1 / 13) + 'em ' + (-1 / 13) + 'em ' + (1 / 13) + 'em rgba(255, 255, 255, .2)';
this.prompt.style.webkitAppearance = 'none';
this.promptButton = document.createElement('div');
this.prompter.appendChild(this.promptButton);
this.promptButton.style.width = '2.2em';
this.promptButton.style.height = '2.2em';
this.promptButton.style.position = 'absolute';
this.promptButton.style.right = '.4em';
this.promptButton.style.bottom = '.4em';
this.promptButton.style.background = `url("${P.io.config.localPath}data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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this.promptButton.style.backgroundSize = '38.4em 6.4em';
this.addEventListeners();
}
addEventListeners() {
this._onmousedown = this._onmousedown.bind(this);
this._onmouseup = this._onmouseup.bind(this);
this._onmousemove = this._onmousemove.bind(this);
this._ontouchstart = this._ontouchstart.bind(this);
this._ontouchend = this._ontouchend.bind(this);
this._ontouchmove = this._ontouchmove.bind(this);
document.addEventListener('mousedown', this._onmousedown);
document.addEventListener('mouseup', this._onmouseup);
document.addEventListener('mousemove', this._onmousemove);
document.addEventListener('touchstart', this._ontouchstart, { passive: false });
document.addEventListener('touchend', this._ontouchend);
document.addEventListener('touchmove', this._ontouchmove);
this.root.addEventListener('wheel', this._onwheel.bind(this));
this.root.addEventListener('keyup', this._onkeyup.bind(this));
this.root.addEventListener('keydown', this._onkeydown.bind(this));
this.promptButton.addEventListener('touchstart', this.submitPrompt.bind(this));
this.promptButton.addEventListener('mousedown', this.submitPrompt.bind(this));
this.prompt.addEventListener('keydown', (e) => {
if (e.keyCode === 13)
this.submitPrompt();
});
}
removeEventListeners() {
document.removeEventListener('mousedown', this._onmousedown);
document.removeEventListener('mouseup', this._onmouseup);
document.removeEventListener('mousemove', this._onmousemove);
document.removeEventListener('touchstart', this._ontouchstart);
document.removeEventListener('touchend', this._ontouchend);
document.removeEventListener('touchmove', this._ontouchmove);
}
_onwheel(e) {
if (e.deltaY > 0) {
this.runtime.trigger('whenKeyPressed', "down arrow");
}
else if (e.deltaY < 0) {
this.runtime.trigger('whenKeyPressed', "up arrow");
}
}
keyEventToCode(e) {
const key = e.key || '';
switch (key) {
case ' ': return "space";
case 'Enter': return "enter";
case 'ArrowLeft':
case 'Left': return "left arrow";
case 'ArrowUp':
case 'Up': return "up arrow";
case 'ArrowRight':
case 'Right': return "right arrow";
case 'ArrowDown':
case 'Down': return "down arrow";
case 'Escape': return "esc";
case 'Tab': return "tab";
case 'Backspace': return "backspace";
case 'Delete': return "delete";
case 'Shift': return "_shift";
case 'Control': return "control";
case 'Insert': return "insert";
case 'Home': return "home";
case 'End': return "end";
case 'PageUp': return "page up";
case 'PageDown': return "page down";
}
if (key.length !== 1) {
return null;
}
return '' + key.toLowerCase().charCodeAt(0);
}
_onkeyup(e) {
const c = this.keyEventToCode(e);
if (c === null)
return;
if (this.keys[c])
this.keys.any--;
this.keys[c] = false;
e.stopPropagation();
if (e.target === this.canvas) {
e.preventDefault();
}
}
_onkeydown(e) {
const c = this.keyEventToCode(e);
if (c === null)
return;
if (c == "tab" && !e.shiftKey)
return;
if (!this.keys[c])
this.keys.any++;
this.keys[c] = true;
if (e.ctrlKey || e.altKey || e.metaKey || c === "esc")
return;
e.stopPropagation();
if (e.target === this.canvas) {
e.preventDefault();
this.runtime.trigger('whenKeyPressed', c);
}
}
_onmousedown(e) {
if (!this.runtime.isRunning)
return;
this.updateMousePosition(e);
this.mousePressed = true;
if (e.target === this.canvas) {
this.clickMouse();
e.preventDefault();
this.canvas.focus();
}
this.onmousedown(e);
}
_onmouseup(e) {
if (!this.runtime.isRunning)
return;
this.updateMousePosition(e);
this.releaseMouse();
this.onmouseup(e);
}
_onmousemove(e) {
if (!this.runtime.isRunning)
return;
this.updateMousePosition(e);
this.onmousemove(e);
}
_ontouchend(e) {
if (!this.runtime.isRunning)
return;
this.releaseMouse();
for (var i = 0; i < e.changedTouches.length; i++) {
const t = e.changedTouches[i];
this.ontouch(e, t);
}
}
_ontouchstart(e) {
if (!this.runtime.isRunning)
return;
this.mousePressed = true;
for (var i = 0; i < e.changedTouches.length; i++) {
const t = e.changedTouches[i];
this.updateMousePosition(t);
if (e.target === this.canvas) {
this.clickMouse();
}
this.ontouch(e, t);
}
if (e.target === this.canvas)
e.preventDefault();
}
_ontouchmove(e) {
if (!this.runtime.isRunning)
return;
this.updateMousePosition(e.changedTouches[0]);
for (var i = 0; i < e.changedTouches.length; i++) {
const t = e.changedTouches[i];
this.ontouch(e, t);
}
}
ontouch(e, t) { }
onmousedown(e) { }
onmouseup(e) { }
onmousemove(e) { }
destroy() {
this.runtime.stopAll();
this.runtime.pause();
this.stopAllSounds();
for (const extension of this.extensions) {
extension.destroy();
}
this.renderer.destroy();
this.removeEventListeners();
}
pauseExtensions() {
for (const extension of this.extensions) {
extension.onpause();
}
}
startExtensions() {
for (const extension of this.extensions) {
extension.onstart();
}
}
updateExtensions() {
if (this.extensions.length) {
for (const extension of this.extensions) {
extension.update();
}
}
}
focus() {
if (this.promptId < this.nextPromptId) {
this.prompt.focus();
}
else {
this.canvas.focus();
}
}
updateMousePosition(e) {
var rect = this.canvas.getBoundingClientRect();
var x = (e.clientX - rect.left) / this.zoom - 240;
var y = 180 - (e.clientY - rect.top) / this.zoom;
this.rawMouseX = x;
this.rawMouseY = y;
if (x < -240)
x = -240;
if (x > 240)
x = 240;
if (y < -180)
y = -180;
if (y > 180)
y = 180;
this.mouseX = Math.round(x);
this.mouseY = Math.round(y);
}
setZoom(zoom) {
if (this.zoom === zoom)
return;
this.renderer.resize(zoom);
this.root.style.width = (480 * zoom | 0) + 'px';
this.root.style.height = (360 * zoom | 0) + 'px';
this.root.style.fontSize = (zoom * 10) + 'px';
this.zoom = zoom;
for (const watcher of this.allWatchers) {
if (watcher instanceof P.sb3.Scratch3ListWatcher) {
watcher.updateList();
}
}
}
clickMouse() {
this.mouseSprite = undefined;
for (var i = this.children.length; i--;) {
var c = this.children[i];
if (c.visible && c.filters.ghost < 100 && c.touching("_mouse_")) {
if (c.isDraggable) {
this.mouseSprite = c;
c.mouseDown();
}
else {
this.runtime.triggerFor(c, 'whenClicked');
}
return;
}
}
this.runtime.triggerFor(this, 'whenClicked');
}
releaseMouse() {
this.mousePressed = false;
if (this.mouseSprite) {
this.mouseSprite.mouseUp();
this.mouseSprite = undefined;
}
}
setFilter(name, value) {
super.setFilter(name, value);
this.renderer.onStageFiltersChanged();
}
resetFilters() {
super.resetFilters();
this.renderer.onStageFiltersChanged();
}
getObject(name) {
for (var i = 0; i < this.children.length; i++) {
var c = this.children[i];
if (c.name === name && !c.isClone) {
return c;
}
}
if (name === "_stage_" || name === this.name) {
return this;
}
return null;
}
getObjects(name) {
const result = [];
for (var i = 0; i < this.children.length; i++) {
if (this.children[i].name === name) {
result.push(this.children[i]);
}
}
return result;
}
getPosition(name) {
switch (name) {
case "_mouse_": return {
x: this.mouseX,
y: this.mouseY,
};
case "_random_": return {
x: Math.round(480 * Math.random() - 240),
y: Math.round(360 * Math.random() - 180),
};
}
const sprite = this.getObject(name);
if (!sprite)
return null;
return {
x: sprite.scratchX,
y: sprite.scratchY,
};
}
draw() {
this.renderer.drawFrame();
for (var i = this.allWatchers.length; i--;) {
var w = this.allWatchers[i];
if (w.visible) {
w.update();
}
}
if (this.hidePrompt) {
this.hidePrompt = false;
this.prompter.style.display = 'none';
this.canvas.focus();
}
}
showVideo(visible) {
if (P.config.supportVideoSensing) {
if (visible) {
if (!this.videoElement) {
this.videoElement = document.createElement('video');
this.videoElement.onloadedmetadata = () => {
this.videoElement.play();
};
this.videoElement.style.opacity = '0.5';
this.root.insertBefore(this.videoElement, this.canvas);
navigator.mediaDevices.getUserMedia({ video: true, audio: false })
.then((stream) => this.videoElement.srcObject = stream);
}
this.videoElement.style.display = 'block';
}
else {
if (this.videoElement) {
this.videoElement.style.display = 'none';
}
}
}
}
addExtension(extension) {
this.extensions.push(extension);
}
initMicrophone() {
if (!this.microphone) {
this.microphone = new P.ext.microphone.MicrophoneExtension(this);
this.addExtension(this.microphone);
}
}
initTextToSpeech() {
if (!this.tts) {
this.tts = new P.ext.tts.TextToSpeechExtension(this);
this.addExtension(this.tts);
}
}
setCloudHandler(cloudHandler) {
this.cloudHandler = cloudHandler;
this.addExtension(cloudHandler);
}
stopAllSounds() {
for (var children = this.children, i = children.length; i--;) {
children[i].stopSounds();
}
this.stopSounds();
}
removeAllClones() {
var i = this.children.length;
while (i--) {
if (this.children[i].isClone) {
this.children[i].remove();
this.children.splice(i, 1);
}
}
}
moveTo() {
}
gotoObject() {
}
forward() {
}
setDirection(direction) {
}
rotatedBounds() {
return {
top: 0,
bottom: 0,
left: 0,
right: 0,
};
}
touching(thing) {
if (thing == "_mouse_") {
return true;
}
return false;
}
touchingColor(color) {
return false;
}
colorTouchingColor(colorA, colorB) {
return false;
}
submitPrompt() {
if (this.promptId < this.nextPromptId) {
this.answer = this.prompt.value;
this.promptId += 1;
if (this.promptId >= this.nextPromptId) {
this.hidePrompt = true;
}
}
}
clearPen() {
this.renderer.penClear();
}
}
core.Stage = Stage;
class Sprite extends Base {
constructor(stage) {
super();
this.isSprite = true;
this.isClone = false;
this.direction = 90;
this.rotationStyle = 0;
this.isDraggable = false;
this.isDragging = false;
this.scale = 1;
this.dragStartX = 0;
this.dragStartY = 0;
this.dragOffsetX = 0;
this.dragOffsetY = 0;
this.stage = stage;
}
mouseDown() {
this.dragStartX = this.scratchX;
this.dragStartY = this.scratchY;
this.dragOffsetX = this.scratchX - this.stage.mouseX;
this.dragOffsetY = this.scratchY - this.stage.mouseY;
this.isDragging = true;
}
mouseUp() {
if (this.isDragging && this.scratchX === this.dragStartX && this.scratchY === this.dragStartY) {
this.stage.runtime.triggerFor(this, 'whenClicked');
}
this.isDragging = false;
}
rotatedBounds() {
const costume = this.costumes[this.currentCostumeIndex];
const scale = costume.scale * this.scale;
var left = -costume.rotationCenterX * scale;
var top = costume.rotationCenterY * scale;
var right = left + costume.width * scale;
var bottom = top - costume.height * scale;
if (this.rotationStyle !== 0) {
if (this.rotationStyle === 1 && this.direction < 0) {
right = -left;
left = right - costume.width * costume.scale * this.scale;
}
return {
left: this.scratchX + left,
right: this.scratchX + right,
top: this.scratchY + top,
bottom: this.scratchY + bottom
};
}
const mSin = Math.sin(this.direction * Math.PI / 180);
const mCos = Math.cos(this.direction * Math.PI / 180);
const tlX = mSin * left - mCos * top;
const tlY = mCos * left + mSin * top;
const trX = mSin * right - mCos * top;
const trY = mCos * right + mSin * top;
const blX = mSin * left - mCos * bottom;
const blY = mCos * left + mSin * bottom;
const brX = mSin * right - mCos * bottom;
const brY = mCos * right + mSin * bottom;
return {
left: this.scratchX + Math.min(tlX, trX, blX, brX),
right: this.scratchX + Math.max(tlX, trX, blX, brX),
top: this.scratchY + Math.max(tlY, trY, blY, brY),
bottom: this.scratchY + Math.min(tlY, trY, blY, brY)
};
}
showRotatedBounds() {
var bounds = this.rotatedBounds();
var div = document.createElement('div');
div.style.outline = '1px solid red';
div.style.position = 'absolute';
div.style.left = (240 + bounds.left) + 'px';
div.style.top = (180 - bounds.top) + 'px';
div.style.width = (bounds.right - bounds.left) + 'px';
div.style.height = (bounds.top - bounds.bottom) + 'px';
this.stage.canvas.parentNode.appendChild(div);
}
createVariableWatcher(target, variableName) {
return this.stage.createVariableWatcher(target, variableName);
}
forward(steps) {
const d = (90 - this.direction) * Math.PI / 180;
this.moveTo(this.scratchX + steps * Math.cos(d), this.scratchY + steps * Math.sin(d));
}
keepInView() {
const rb = this.rotatedBounds();
const width = rb.right - rb.left;
const height = rb.top - rb.bottom;
const bounds = Math.min(15, Math.floor(Math.min(width, height) / 2));
if (rb.right - bounds < -240) {
this.scratchX -= rb.right - bounds + 240;
}
if (rb.left + bounds > 240) {
this.scratchX -= rb.left + bounds - 240;
}
if (rb.bottom + bounds > 180) {
this.scratchY -= rb.bottom + bounds - 180;
}
if (rb.top - bounds < -180) {
this.scratchY -= rb.top - bounds + 180;
}
}
moveTo(x, y) {
var ox = this.scratchX;
var oy = this.scratchY;
if (ox === x && oy === y && !this.isPenDown) {
return;
}
this.scratchX = x;
this.scratchY = y;
if (this.stage.useSpriteFencing) {
this.keepInView();
}
if (this.isPenDown && !this.isDragging) {
this.stage.renderer.penLine(this.penColor, this.penSize, ox, oy, x, y);
}
if (this.saying) {
this.updateBubble();
}
}
setDirection(degrees) {
if (!isFinite(degrees))
return;
var d = degrees % 360;
if (d > 180)
d -= 360;
if (d <= -180)
d += 360;
this.direction = d;
if (this.saying)
this.updateBubble();
}
clone() {
const clone = this._clone();
clone.isClone = true;
for (const key of Object.keys(this.vars)) {
clone.vars[key] = this.vars[key];
}
for (const key of Object.keys(this.lists)) {
clone.lists[key] = this.lists[key].slice(0);
}
clone.filters = {
color: this.filters.color,
fisheye: this.filters.fisheye,
whirl: this.filters.whirl,
pixelate: this.filters.pixelate,
mosaic: this.filters.mosaic,
brightness: this.filters.brightness,
ghost: this.filters.ghost
};
clone.procedures = this.procedures;
clone.listeners = this.listeners;
clone.fns = this.fns;
clone.name = this.name;
clone.costumes = this.costumes;
clone.currentCostumeIndex = this.currentCostumeIndex;
clone.sounds = this.sounds;
clone.soundRefs = this.soundRefs;
clone.direction = this.direction;
clone.instrument = this.instrument;
clone.isDraggable = this.isDraggable;
clone.rotationStyle = this.rotationStyle;
clone.scale = this.scale;
clone.volume = this.volume;
clone.scratchX = this.scratchX;
clone.scratchY = this.scratchY;
clone.visible = this.visible;
clone.penSize = this.penSize;
clone.penColor.copy(this.penColor);
clone.isPenDown = this.isPenDown;
clone.watchers = this.watchers;
clone.listWatchers = this.listWatchers;
return clone;
}
touching(thing) {
if (thing === "_mouse_") {
const x = this.stage.rawMouseX;
const y = this.stage.rawMouseY;
return this.stage.renderer.spriteTouchesPoint(this, x, y);
}
else if (thing === "_edge_") {
const bounds = this.rotatedBounds();
return bounds.left <= -240 || bounds.right >= 240 || bounds.top >= 180 || bounds.bottom <= -180;
}
else {
if (!this.visible)
return false;
const sprites = this.stage.getObjects(thing);
return this.stage.renderer.spritesIntersect(this, sprites);
}
}
touchingColor(color) {
return this.stage.renderer.spriteTouchesColor(this, color);
}
colorTouchingColor(sourceColor, touchingColor) {
return this.stage.renderer.spriteColorTouchesColor(this, sourceColor, touchingColor);
}
bounceOffEdge() {
var b = this.rotatedBounds();
var dl = 240 + b.left;
var dt = 180 - b.top;
var dr = 240 - b.right;
var db = 180 + b.bottom;
var d = Math.min(dl, dt, dr, db);
if (d > 0)
return;
var dir = this.direction * Math.PI / 180;
var dx = Math.sin(dir);
var dy = -Math.cos(dir);
switch (d) {
case dl:
dx = Math.max(0.2, Math.abs(dx));
break;
case dt:
dy = Math.max(0.2, Math.abs(dy));
break;
case dr:
dx = -Math.max(0.2, Math.abs(dx));
break;
case db:
dy = -Math.max(0.2, Math.abs(dy));
break;
}
this.direction = Math.atan2(dy, dx) * 180 / Math.PI + 90;
if (this.saying)
this.updateBubble();
}
distanceTo(thing) {
const p = this.stage.getPosition(thing);
if (!p) {
return 10000;
}
const x = p.x;
const y = p.y;
return Math.sqrt((this.scratchX - x) * (this.scratchX - x) + (this.scratchY - y) * (this.scratchY - y));
}
gotoObject(thing) {
const position = this.stage.getPosition(thing);
if (!position) {
return 0;
}
this.moveTo(position.x, position.y);
}
pointTowards(thing) {
const position = this.stage.getPosition(thing);
if (!position) {
return 0;
}
const dx = position.x - this.scratchX;
const dy = position.y - this.scratchY;
const dir = dx === 0 && dy === 0 ? 90 : Math.atan2(dx, dy) * 180 / Math.PI;
if (!isFinite(dir))
return;
this.direction = dir;
if (this.saying)
this.updateBubble();
}
}
core.Sprite = Sprite;
class Costume {
constructor(costumeData) {
this.name = costumeData.name;
this.scale = 1 / costumeData.bitmapResolution;
this.rotationCenterX = costumeData.rotationCenterX;
this.rotationCenterY = costumeData.rotationCenterY;
}
}
core.Costume = Costume;
class BitmapCostume extends Costume {
constructor(image, options) {
super(options);
if (image.tagName === 'CANVAS') {
const ctx = image.getContext('2d');
if (!ctx) {
throw new Error(`Cannot get 2d rendering context of costume image, despite it already being a canvas "${this.name}"`);
}
this.ctx = ctx;
}
this.image = image;
this.width = image.width;
this.height = image.height;
this.isScalable = false;
}
getContext() {
if (this.ctx) {
return this.ctx;
}
const canvas = document.createElement('canvas');
const ctx = canvas.getContext('2d');
if (!ctx) {
throw new Error(`cannot get 2d rendering context in getContext on Bitmap "${this.name}"`);
}
canvas.width = this.width;
canvas.height = this.height;
ctx.drawImage(this.image, 0, 0);
this.ctx = ctx;
return ctx;
}
getImage() {
return this.image;
}
requestSize(scale) {
throw new Error(`requestSize is not implemented on BitmapCostume "${this.name}" isScalable=${this.isScalable}`);
}
}
core.BitmapCostume = BitmapCostume;
class VectorCostume extends Costume {
constructor(svg, options) {
super(options);
if (svg.height < 1 || svg.width < 1) {
svg = new Image(1, 1);
}
this.isScalable = true;
this.width = svg.width;
this.height = svg.height;
this.svg = svg;
this.maxScale = this.calculateMaxScale();
this.currentScale = Math.min(1, this.maxScale);
}
calculateMaxScale() {
if (VectorCostume.MAX_SIZE / this.width < VectorCostume.MAX_SCALE) {
return VectorCostume.MAX_SIZE / this.width;
}
if (VectorCostume.MAX_SIZE / this.height < VectorCostume.MAX_SCALE) {
return VectorCostume.MAX_SIZE / this.height;
}
return VectorCostume.MAX_SCALE;
}
render() {
const width = Math.floor(Math.max(1, this.width * this.currentScale));
const height = Math.floor(Math.max(1, this.height * this.currentScale));
if (!this.canvas) {
const canvas = document.createElement('canvas');
canvas.width = width;
canvas.height = height;
const ctx = canvas.getContext('2d');
if (!ctx) {
const fmt = (n) => Math.round(n * 100) / 100;
throw new Error(`cannot get 2d rendering context in initCanvas on Vector "${this.name}" @ ${fmt(this.currentScale)}/${fmt(this.maxScale)} | ${width}x${height}`);
}
this.canvas = canvas;
this.ctx = ctx;
}
else {
this.canvas.width = width;
this.canvas.height = height;
}
this.ctx.drawImage(this.svg, 0, 0, width, height);
}
requestSize(costumeScale) {
if (VectorCostume.DISABLE_RASTERIZE) {
return;
}
const scale = Math.min(Math.ceil(costumeScale), this.maxScale);
if (this.currentScale < scale) {
this.currentScale = scale;
this.render();
}
}
getContext() {
if (this.ctx) {
return this.ctx;
}
this.render();
return this.ctx;
}
getImage() {
if (VectorCostume.DISABLE_RASTERIZE) {
return this.svg;
}
if (this.canvas) {
return this.canvas;
}
this.render();
return this.canvas;
}
}
VectorCostume.MAX_SCALE = 16;
VectorCostume.MAX_SIZE = 2048;
VectorCostume.DISABLE_RASTERIZE = false;
core.VectorCostume = VectorCostume;
if (/^((?!chrome|android).)*safari/i.test(navigator.userAgent)) {
console.log('Vector rasterization is disabled. This may affect performance.');
VectorCostume.DISABLE_RASTERIZE = true;
}
class Sound {
constructor(data) {
this.source = null;
if (!data.buffer)
throw new Error('no AudioBuffer');
this.name = data.name;
this.buffer = data.buffer;
this.duration = this.buffer.duration;
}
createSourceNode() {
if (this.source) {
this.source.disconnect();
}
const source = P.audio.context.createBufferSource();
this.source = source;
this.source.buffer = this.buffer;
this.source.addEventListener('ended', () => {
source.ended = true;
});
this.source.start();
return this.source;
}
}
core.Sound = Sound;
class Watcher {
constructor(stage, targetName) {
this.valid = true;
this.visible = true;
this.x = 0;
this.y = 0;
this.stage = stage;
this.targetName = targetName;
}
init() {
this.target = this.stage.getObject(this.targetName) || this.stage;
}
setVisible(visible) {
this.visible = visible;
}
}
core.Watcher = Watcher;
class Procedure {
constructor(fn, warp, inputs) {
this.fn = fn;
this.warp = warp;
this.inputs = inputs;
}
}
core.Procedure = Procedure;
function isSprite(base) {
return base.isSprite;
}
core.isSprite = isSprite;
})(core = P.core || (P.core = {}));
})(P || (P = {}));
var P;
(function (P) {
var fonts;
(function (fonts_1) {
const fontFamilyCache = {};
fonts_1.scratch3 = {
'Marker': 'fonts/Knewave-Regular.woff',
'Handwriting': 'fonts/Handlee-Regular.woff',
'Pixel': 'fonts/Grand9K-Pixel.ttf',
'Curly': 'fonts/Griffy-Regular.woff',
'Serif': 'fonts/SourceSerifPro-Regular.woff',
'Sans Serif': 'fonts/NotoSans-Regular.woff',
};
function loadLocalFont(fontFamily, src) {
if (fontFamilyCache[fontFamily]) {
return Promise.resolve(fontFamilyCache[fontFamily]);
}
return P.io.getAssetManager().loadFont(src)
.then((blob) => P.io.readers.toDataURL(blob))
.then((url) => {
fontFamilyCache[fontFamily] = url;
return url;
});
}
fonts_1.loadLocalFont = loadLocalFont;
function getFont(fontFamily) {
if (!(fontFamily in fontFamilyCache)) {
return null;
}
return fontFamilyCache[fontFamily];
}
function getCSSFontFace(fontFamily, src) {
return `@font-face { font-family: "${fontFamily}"; src: url("${src}"); }`;
}
function addFontRules(svg, fonts) {
const cssRules = [];
for (const fontName of fonts) {
const font = getFont(fontName);
if (!font) {
console.warn('unknown font from cache', fontName);
continue;
}
cssRules.push(getCSSFontFace(fontName, font));
}
const doc = svg.ownerDocument;
const defs = doc.createElementNS('http://www.w3.org/2000/svg', 'defs');
const style = doc.createElementNS('http://www.w3.org/2000/svg', 'style');
style.innerHTML = cssRules.join('\n');
defs.appendChild(style);
svg.appendChild(style);
}
fonts_1.addFontRules = addFontRules;
function loadWebFont(name) {
const observer = new FontFaceObserver(name);
return observer.load();
}
fonts_1.loadWebFont = loadWebFont;
})(fonts = P.fonts || (P.fonts = {}));
})(P || (P = {}));
var P;
(function (P) {
var i18n;
(function (i18n) {
'use strict';
const SUPPORTED_LANGUAGES = ['en', 'es'];
const DEFAULT_LANGUAGE = 'en';
function getLanguage() {
let language = navigator.language;
if (language.indexOf('-') > -1) {
language = language.substring(0, language.indexOf('-'));
}
if (SUPPORTED_LANGUAGES.indexOf(language) === -1) {
language = DEFAULT_LANGUAGE;
}
return language;
}
const translations = {};
const defaultTranslations = {};
const language = getLanguage();
function translate(messageId) {
if (translations[messageId]) {
return translations[messageId];
}
if (defaultTranslations[messageId]) {
return defaultTranslations[messageId];
}
console.warn('Missing translation:', messageId);
return '## ' + messageId + ' ##';
}
i18n.translate = translate;
function translateElement(element) {
const translatable = element.querySelectorAll('[data-i18n]');
for (var i = 0; i < translatable.length; i++) {
const el = translatable[i];
const messageId = el.getAttribute('data-i18n');
if (messageId === null)
continue;
const result = translate(messageId);
el.textContent = result;
}
}
i18n.translateElement = translateElement;
function merge(into, source) {
for (const key of Object.keys(source)) {
into[key] = source[key];
}
}
function addTranslations(importedLanguage, importedTranslations) {
if (importedLanguage === language) {
merge(translations, importedTranslations);
}
else if (importedLanguage === DEFAULT_LANGUAGE) {
merge(defaultTranslations, importedTranslations);
}
}
i18n.addTranslations = addTranslations;
addTranslations('en', {
'player.controls.turboIndicator': 'Turbo Mode',
'player.controls.fullscreen.title': 'Click to fullscreen player, Shift+click to just maximize.',
'player.controls.flag.title': 'Shift+click to enable turbo mode.',
'player.controls.flag.title.enabled': 'Turbo mode is enabled. Shift+click to disable turbo mode.',
'player.controls.flag.title.disabled': 'Turbo mode is disabled. Shift+click to enable turbo mode.',
'player.errorhandler.error': 'An internal error occurred. <a $attrs>Click here</a> to file a bug report.',
'player.errorhandler.error.doesnotexist': 'There is no project with ID $id. It was probably deleted, never existed, or you made a typo.',
'player.errorhandler.error.doesnotexistlegacy': 'The project with ID $id can not be used with legacy mode enabled. Turn off legacy mode to use this project.',
});
})(i18n = P.i18n || (P.i18n = {}));
})(P || (P = {}));
var P;
(function (P) {
var io;
(function (io) {
io.config = {
localPath: '',
};
if (['http:', 'https:'].indexOf(location.protocol) === -1) {
io.config.localPath = 'https://forkphorus.github.io/';
}
let readers;
(function (readers) {
function toArrayBuffer(object) {
return new Promise((resolve, reject) => {
const fileReader = new FileReader();
fileReader.onloadend = function () {
resolve(fileReader.result);
};
fileReader.onerror = function (err) {
reject(new Error('Could not read object as ArrayBuffer'));
};
fileReader.readAsArrayBuffer(object);
});
}
readers.toArrayBuffer = toArrayBuffer;
function toDataURL(object) {
return new Promise((resolve, reject) => {
const fileReader = new FileReader();
fileReader.onloadend = function () {
resolve(fileReader.result);
};
fileReader.onerror = function (err) {
reject(new Error('Could not read object as data: URL'));
};
fileReader.readAsDataURL(object);
});
}
readers.toDataURL = toDataURL;
function toText(object) {
return new Promise((resolve, reject) => {
const fileReader = new FileReader();
fileReader.onloadend = function () {
resolve(fileReader.result);
};
fileReader.onerror = function (err) {
reject(new Error('Could not read object as text'));
};
fileReader.readAsText(object);
});
}
readers.toText = toText;
})(readers = io.readers || (io.readers = {}));
class FetchingAssetManager {
constructor() {
this.soundbankSource = 'soundbank/';
}
loadSoundbankFile(src) {
return this.loadArrayBuffer(this.soundbankSource + src);
}
loadFont(src) {
return this.loadBlob(src);
}
loadArrayBuffer(src) {
return new Request(io.config.localPath + src).load('arraybuffer');
}
loadBlob(src) {
return new Request(io.config.localPath + src).load('blob');
}
}
var globalAssetManager = new FetchingAssetManager();
function getAssetManager() {
return globalAssetManager;
}
io.getAssetManager = getAssetManager;
function setAssetManager(newManager) {
globalAssetManager = newManager;
}
io.setAssetManager = setAssetManager;
class Throttler {
constructor() {
this.maxConcurrentTasks = 20;
this.concurrentTasks = 0;
this.queue = [];
}
startNextTask() {
if (this.queue.length === 0)
return;
if (this.concurrentTasks >= this.maxConcurrentTasks)
return;
const fn = this.queue.shift();
this.concurrentTasks++;
fn();
}
run(fn) {
return new Promise((resolve, reject) => {
const run = () => {
fn()
.then((r) => {
this.concurrentTasks--;
this.startNextTask();
resolve(r);
})
.catch((e) => {
this.concurrentTasks--;
this.startNextTask();
reject(e);
});
};
if (this.concurrentTasks < this.maxConcurrentTasks) {
this.concurrentTasks++;
run();
}
else {
this.queue.push(run);
}
});
}
}
const requestThrottler = new Throttler();
class AbstractTask {
setLoader(loader) {
this.loader = loader;
}
updateLoaderProgress() {
if (this.loader) {
this.loader.updateProgress();
}
}
}
io.AbstractTask = AbstractTask;
class Retry extends AbstractTask {
constructor() {
super(...arguments);
this.aborted = false;
this.retries = 0;
this.maxAttempts = 4;
}
async try(handle) {
let lastErr;
for (let i = 0; i < this.maxAttempts; i++) {
this.retries = i;
try {
return await handle();
}
catch (err) {
if (this.aborted) {
throw err;
}
lastErr = err;
const retryIn = 2 ** i * 500 * Math.random() + 50;
console.warn(`Attempt #${i + 1} to ${this.getRetryWarningDescription()} failed, trying again in ${retryIn}ms`, err);
await P.utils.sleep(retryIn);
}
}
throw lastErr;
}
setMaxAttempts(attempts) {
this.maxAttempts = attempts;
return this;
}
getRetryWarningDescription() {
return 'complete task';
}
abort() {
this.aborted = true;
}
}
io.Retry = Retry;
class HTTPError extends Error {
constructor(message, status) {
super(message);
this.status = status;
}
}
class Request extends Retry {
constructor(urls) {
super();
this.shouldIgnoreErrors = false;
this.complete = false;
this.status = 0;
this.xhr = null;
this.urls = Array.isArray(urls) ? urls : [urls];
}
isComplete() {
return this.complete;
}
abort() {
super.abort();
if (this.xhr) {
this.xhr.abort();
}
}
ignoreErrors() {
this.shouldIgnoreErrors = true;
return this;
}
getStatus() {
return this.status;
}
async _load() {
if (this.aborted) {
return Promise.reject(new Error(`Cannot download ${this.urls[0]} -- aborted.`));
}
const tryURL = (url) => new Promise((resolve, reject) => {
const xhr = new XMLHttpRequest();
xhr.open('GET', url);
xhr.responseType = this.responseType;
this.xhr = xhr;
xhr.onload = () => {
this.status = xhr.status;
if (Request.acceptableResponseCodes.indexOf(xhr.status) !== -1 || this.shouldIgnoreErrors) {
resolve(xhr.response);
}
else {
reject(new HTTPError(`HTTP Error ${xhr.status} while downloading ${this.urls[0]}`, xhr.status));
}
};
xhr.onloadend = (e) => {
this.xhr = null;
this.complete = true;
this.updateLoaderProgress();
};
xhr.onerror = (err) => {
reject(new Error(`Error while downloading ${url} (error) (r=${this.retries} s=${xhr.readyState}/${xhr.status}/${xhr.statusText})`));
};
xhr.onabort = (err) => {
this.aborted = true;
reject(new Error(`Error while downloading ${url} (abort)`));
};
xhr.send();
});
let errorToThrow;
for (const url of this.urls) {
try {
return await tryURL(url);
}
catch (e) {
if (!errorToThrow || (e instanceof HTTPError && !(errorToThrow instanceof HTTPError))) {
errorToThrow = e;
}
}
}
throw errorToThrow;
}
load(type) {
this.responseType = type;
return requestThrottler.run(() => this.try(() => this._load()));
}
getRetryWarningDescription() {
return `download ${this.urls[0]}`;
}
}
Request.acceptableResponseCodes = [0, 200];
io.Request = Request;
class Img extends Retry {
constructor(src) {
super();
this.src = src;
this.complete = false;
}
isComplete() {
return this.complete;
}
_load() {
if (this.aborted) {
return Promise.reject(new Error(`Cannot download ${this.src} -- aborted.`));
}
return new Promise((resolve, reject) => {
const image = new Image();
image.onload = () => {
this.complete = true;
this.updateLoaderProgress();
image.onload = null;
image.onerror = null;
resolve(image);
};
image.onerror = () => {
image.onload = null;
image.onerror = null;
reject(new Error(`Failed to load image: ${image.src} (r=${this.retries})`));
};
image.crossOrigin = 'anonymous';
setTimeout(() => {
image.src = this.src;
});
});
}
load() {
return requestThrottler.run(() => this.try(() => this._load()));
}
getRetryWarningDescription() {
return `download image ${this.src}`;
}
}
io.Img = Img;
class Manual extends AbstractTask {
constructor() {
super(...arguments);
this.complete = false;
this.aborted = false;
}
markComplete() {
this.complete = true;
this.updateLoaderProgress();
}
isComplete() {
return this.complete;
}
abort() {
this.aborted = true;
}
}
io.Manual = Manual;
class PromiseTask extends Manual {
constructor(promise) {
super();
promise.then(() => this.markComplete());
}
}
io.PromiseTask = PromiseTask;
class Loader {
constructor() {
this._tasks = [];
this.aborted = false;
this.error = false;
}
calculateProgress() {
if (this.aborted) {
return 1;
}
const totalTasks = this._tasks.length;
if (totalTasks === 0) {
return 0;
}
let finishedTasks = 0;
for (const task of this._tasks) {
if (task.isComplete()) {
finishedTasks++;
}
}
return finishedTasks / totalTasks;
}
updateProgress() {
if (this.error) {
return;
}
const progress = this.calculateProgress();
this.onprogress(progress);
}
resetTasks() {
this._tasks = [];
this.updateProgress();
}
addTask(task) {
this._tasks.push(task);
task.setLoader(this);
return task;
}
abort() {
this.aborted = true;
for (const task of this._tasks) {
task.abort();
}
}
cleanup() {
for (const task of this._tasks) {
task.setLoader(null);
}
this._tasks.length = 0;
}
onprogress(progress) {
}
}
io.Loader = Loader;
})(io = P.io || (P.io = {}));
})(P || (P = {}));
var P;
(function (P) {
var json;
(function (json) {
class JSONParser {
constructor(source) {
this.source = source;
this.index = 0;
}
parse() {
return this.parseValue();
}
lineInfo() {
let line = 0;
let column = 0;
for (var i = 0; i < this.index; i++) {
if (this.source[i] === '\n') {
line++;
column = 0;
}
else {
column++;
}
}
return { line: line + 1, column: column + 1 };
}
error(message) {
const { line, column } = this.lineInfo();
throw new SyntaxError(`JSONParser: ${message} (Line ${line} Column ${column})`);
}
char() {
return this.charAt(this.index);
}
charAt(index) {
if (index >= this.source.length) {
this.error('Unexpected end of input');
}
return this.source[index];
}
next() {
this.index++;
}
expect(char) {
if (this.char() !== char) {
this.error(`Expected '${char}' but found '${this.char()}'`);
}
this.next();
}
peek(length = 1, offset = 1) {
if (length === 1)
return this.charAt(this.index + offset);
let result = '';
for (var i = 0; i < length; i++) {
result += this.charAt(this.index + offset + i);
}
return result;
}
skipWhitespace() {
while (/\s/.test(this.char())) {
this.next();
}
}
parseValue() {
this.skipWhitespace();
const char = this.char();
switch (char) {
case '"': return this.parseString();
case '{': return this.parseObject();
case '[': return this.parseList();
case '0':
case '1':
case '2':
case '3':
case '4':
case '5':
case '6':
case '7':
case '8':
case '9':
case '-':
return this.parseNumber();
default: return this.parseWord();
}
}
parseWord() {
if (this.peek(4, 0) === 'null') {
for (var i = 0; i < 4; i++)
this.next();
return null;
}
if (this.peek(4, 0) === 'true') {
for (var i = 0; i < 4; i++)
this.next();
return true;
}
if (this.peek(5, 0) === 'false') {
for (var i = 0; i < 5; i++)
this.next();
return false;
}
if (this.peek(8, 0) === 'Infinity') {
for (var i = 0; i < 8; i++)
this.next();
return Infinity;
}
if (this.peek(9, 0) === '-Infinity') {
for (var i = 0; i < 9; i++)
this.next();
return -Infinity;
}
if (this.peek(3, 0) === 'NaN') {
for (var i = 0; i < 3; i++)
this.next();
return NaN;
}
this.error(`Unknown word (starts with ${this.char()})`);
}
parseNumber() {
let number = '';
while (true) {
number += this.char();
if (/[\d\.e+-]/i.test(this.peek())) {
this.next();
}
else {
break;
}
}
this.next();
const value = +number;
if (Number.isNaN(value)) {
this.error('Not a number: ' + number);
}
return value;
}
parseString() {
this.expect('"');
let result = '';
if (this.char() === '"') {
this.next();
return '';
}
while (true) {
const char = this.char();
if (char === '\\') {
this.next();
switch (this.char()) {
case '"':
result += '"';
break;
case '/':
result += '/';
break;
case '\\':
result += '\\';
break;
case 'b':
result += '\b';
break;
case 'f':
result += '\f';
break;
case 'n':
result += '\n';
break;
case 'r':
result += '\r';
break;
case 't':
result += '\t';
break;
case 'u': {
let hexString = '';
for (var i = 0; i < 4; i++) {
this.next();
const char = this.char();
if (!/[0-9a-f]/i.test(char)) {
this.error('Invalid hex code: ' + char);
}
hexString += char;
}
const hexNumber = Number.parseInt(hexString, 16);
const letter = String.fromCharCode(hexNumber);
result += letter;
break;
}
default: this.error('Invalid escape code: \\' + this.char());
}
}
else {
result += char;
}
if (this.peek() === '"') {
break;
}
this.next();
}
this.next();
this.expect('"');
return result;
}
parseList() {
this.expect('[');
this.skipWhitespace();
if (this.char() === ']') {
this.next();
return [];
}
const result = [];
while (true) {
this.skipWhitespace();
const value = this.parseValue();
result.push(value);
this.skipWhitespace();
if (this.char() === ']') {
break;
}
this.expect(',');
}
this.expect(']');
return result;
}
parseObject() {
this.expect('{');
this.skipWhitespace();
if (this.char() === '}') {
this.next();
return {};
}
const result = Object.create(null);
while (true) {
this.skipWhitespace();
const key = this.parseString();
this.skipWhitespace();
this.expect(':');
const value = this.parseValue();
result[key] = value;
this.skipWhitespace();
if (this.char() === '}') {
break;
}
this.expect(',');
}
this.expect('}');
return result;
}
}
function parse(source) {
if (!/^\s*{/.test(source)) {
throw new Error('The input does not seem to be a JSON object');
}
try {
return JSON.parse(source);
}
catch (firstError) {
console.warn('JSON.parse failed. Trying alternative parser', firstError);
try {
const parser = new JSONParser(source);
return parser.parse();
}
catch (secondError) {
console.warn('Alternative parser failed', secondError);
throw firstError;
}
}
}
json.parse = parse;
})(json = P.json || (P.json = {}));
})(P || (P = {}));
var P;
(function (P) {
var utils;
(function (utils) {
function parseRotationStyle(style) {
switch (style) {
case 'leftRight':
case 'left-right':
return 1;
case 'none':
case 'don\'t rotate':
return 2;
case 'normal':
case 'all around':
return 0;
}
console.warn('unknown rotation style', style);
return 0;
}
utils.parseRotationStyle = parseRotationStyle;
function rgbToHSL(r, g, b) {
r /= 255;
g /= 255;
b /= 255;
var min = Math.min(r, g, b);
var max = Math.max(r, g, b);
if (min === max) {
return [0, 0, r];
}
var c = max - min;
var l = (min + max) / 2;
var s = c / (1 - Math.abs(2 * l - 1));
var h;
switch (max) {
case r:
h = ((g - b) / c + 6) % 6;
break;
case g:
h = (b - r) / c + 2;
break;
case b:
h = (r - g) / c + 4;
break;
}
h *= 60;
return [h, s, l];
}
utils.rgbToHSL = rgbToHSL;
function rgbToHSV(r, g, b) {
r /= 255;
g /= 255;
b /= 255;
var max = Math.max(r, g, b), min = Math.min(r, g, b);
var h, s, v = max;
var d = max - min;
s = max == 0 ? 0 : d / max;
if (max == min) {
h = 0;
}
else {
switch (max) {
case r:
h = (g - b) / d + (g < b ? 6 : 0);
break;
case g:
h = (b - r) / d + 2;
break;
case b:
h = (r - g) / d + 4;
break;
}
h /= 6;
}
return [h * 360, s, v];
}
utils.rgbToHSV = rgbToHSV;
function hsvToRGB(h, s, v) {
var r, g, b;
var i = Math.floor(h * 6);
var f = h * 6 - i;
var p = v * (1 - s);
var q = v * (1 - f * s);
var t = v * (1 - (1 - f) * s);
switch (i % 6) {
case 0:
r = v, g = t, b = p;
break;
case 1:
r = q, g = v, b = p;
break;
case 2:
r = p, g = v, b = t;
break;
case 3:
r = p, g = q, b = v;
break;
case 4:
r = t, g = p, b = v;
break;
case 5:
r = v, g = p, b = q;
break;
}
return [r * 255 | 0, g * 255 | 0, b * 255 | 0];
}
utils.hsvToRGB = hsvToRGB;
function hslToRGB(h, s, l) {
var r, g, b;
if (s == 0) {
r = g = b = l;
}
else {
function hue2rgb(p, q, t) {
if (t < 0)
t += 1;
if (t > 1)
t -= 1;
if (t < 1 / 6)
return p + (q - p) * 6 * t;
if (t < 1 / 2)
return q;
if (t < 2 / 3)
return p + (q - p) * (2 / 3 - t) * 6;
return p;
}
var q = l < 0.5 ? l * (1 + s) : l + s - l * s;
var p = 2 * l - q;
r = hue2rgb(p, q, h + 1 / 3);
g = hue2rgb(p, q, h);
b = hue2rgb(p, q, h - 1 / 3);
}
return [r * 255, g * 255, b * 255];
}
utils.hslToRGB = hslToRGB;
function hslToHSV(h, s, l) {
var v = l + s * Math.min(l, 1 - l);
var s = v === 0 ? 0 : 2 - 2 * l / v;
return [h, s, v];
}
utils.hslToHSV = hslToHSV;
function hsvToHSL(h, s, v) {
var l = v - v * s / 2;
var s = l === 0 ? 0 : (v - l) / Math.min(2 - 2 * l / v);
return [h, s, l];
}
utils.hsvToHSL = hsvToHSL;
function clamp(number, min, max) {
return Math.min(max, Math.max(min, number));
}
utils.clamp = clamp;
function settled(promise) {
return new Promise((resolve, _reject) => {
promise
.then(() => resolve())
.catch(() => resolve());
});
}
utils.settled = settled;
function sleep(ms) {
return new Promise((resolve) => setTimeout(resolve, ms));
}
utils.sleep = sleep;
function parseColor(color) {
if (typeof color === 'number') {
return color;
}
if (typeof color === 'string') {
const nValue = +color;
if (!isNaN(nValue)) {
return nValue;
}
if (color.startsWith('#')) {
const hex = color.substr(1);
const parsedHex = parseInt(hex, 16);
if (hex.length === 6) {
return parsedHex;
}
else if (hex.length === 3) {
const r = parsedHex >> 8 & 0xf;
const g = parsedHex >> 4 & 0xf;
const b = parsedHex & 0xf;
return (((r << 4) | r) << 16 |
((g << 4) | g) << 8 |
((b << 4) | b));
}
}
}
return 0;
}
utils.parseColor = parseColor;
;
})(utils = P.utils || (P.utils = {}));
})(P || (P = {}));
var P;
(function (P) {
var player;
(function (player_1) {
class PlayerError extends Error {
constructor() {
super(...arguments);
this.handledByPlayer = true;
}
}
player_1.PlayerError = PlayerError;
class ProjectDoesNotExistError extends PlayerError {
constructor(id) {
super('Project with ID ' + id + ' does not exist');
this.id = id;
this.name = 'ProjectDoesNotExistError';
}
}
player_1.ProjectDoesNotExistError = ProjectDoesNotExistError;
class CannotAccessProjectError extends PlayerError {
constructor(id) {
super(`Cannot access project with ID ${id}`);
this.id = id;
this.name = 'CannotAccessProjectError';
}
}
player_1.CannotAccessProjectError = CannotAccessProjectError;
class LoaderIdentifier {
constructor() {
this.active = true;
this.loader = null;
}
cancel() {
if (!this.active) {
throw new Error('cannot cancel: already cancelled');
}
this.active = false;
if (this.loader) {
this.loader.abort();
}
}
setLoader(loader) {
if (!this.active) {
throw new Error('Loading aborted');
}
this.loader = loader;
}
isActive() {
return this.active;
}
}
class Slot {
constructor() {
this._listeners = [];
}
subscribe(fn) {
this._listeners.push(fn);
}
emit(value) {
for (const listener of this._listeners) {
listener(value);
}
}
}
class LocalProjectMeta {
constructor(filename) {
this.filename = filename;
}
load() {
return Promise.resolve(this);
}
getTitle() {
return this.filename;
}
getId() {
return this.filename;
}
isFromScratch() {
return false;
}
getToken() {
return null;
}
isUnshared() {
return false;
}
}
class BinaryProjectMeta {
load() {
return Promise.resolve(this);
}
getTitle() {
return null;
}
getId() {
return '#buffer#';
}
isFromScratch() {
return false;
}
getToken() {
return null;
}
isUnshared() {
return false;
}
}
class RemoteProjectMeta {
constructor(id) {
this.id = id;
this.title = null;
this.token = null;
this.unshared = false;
this.loadCallbacks = [];
this.startedLoading = false;
}
load() {
if (!this.startedLoading) {
this.startedLoading = true;
const request = new P.io.Request([
'https://trampoline.turbowarp.org/proxy/projects/$id'.replace('$id', this.id),
'https://trampoline.turbowarp.xyz/proxy/projects/$id'.replace('$id', this.id),
'https://t.unsandboxed.org/proxy/projects/$id'.replace('$id', this.id),
]);
request
.setMaxAttempts(1)
.ignoreErrors()
.load('json')
.then((data) => {
if (request.getStatus() === 404) {
this.unshared = true;
}
else {
if (data.title) {
this.title = data.title;
}
if (data.project_token) {
this.token = data.project_token;
}
}
for (const callback of this.loadCallbacks) {
callback(this);
}
this.loadCallbacks.length = 0;
})
.catch((err) => {
console.error(err);
this.unshared = true;
for (const callback of this.loadCallbacks) {
callback(this);
}
this.loadCallbacks.length = 0;
});
}
return new Promise((resolve) => {
this.loadCallbacks.push(resolve);
});
}
getTitle() {
return this.title;
}
getId() {
return this.id;
}
isFromScratch() {
return true;
}
getToken() {
return this.token;
}
isUnshared() {
return this.unshared;
}
}
class Player {
constructor(options = {}) {
this.onprogress = new Slot();
this.onload = new Slot();
this.onstartload = new Slot();
this.oncleanup = new Slot();
this.onthemechange = new Slot();
this.onerror = new Slot();
this.onresume = new Slot();
this.onpause = new Slot();
this.onoptionschange = new Slot();
this.MAGIC = {
LARGE_Z_INDEX: '9999999999',
};
this.stage = null;
this.projectMeta = null;
this.currentLoader = null;
this.fullscreenEnabled = false;
this.clickToPlayContainer = null;
this.root = document.createElement('div');
this.root.className = 'player-root';
this.playerContainer = document.createElement('div');
this.playerContainer.className = 'player-stage';
this.root.appendChild(this.playerContainer);
this.setOptions(Object.assign(Object.assign({}, options), Player.DEFAULT_OPTIONS));
window.addEventListener('resize', () => this.updateFullscreen());
document.addEventListener('fullscreenchange', () => this.onfullscreenchange());
document.addEventListener('mozfullscreenchange', () => this.onfullscreenchange());
document.addEventListener('webkitfullscreenchange', () => this.onfullscreenchange());
this.handleError = this.handleError.bind(this);
}
enableAttribute(name) {
this.root.setAttribute(name, '');
}
disableAttribute(name) {
this.root.removeAttribute(name);
}
setAttribute(name, enabled) {
if (enabled) {
this.enableAttribute(name);
}
else {
this.disableAttribute(name);
}
}
setOptions(changedOptions) {
this.options = Object.assign(Object.assign({}, this.options), changedOptions);
if (typeof changedOptions.turbo !== 'undefined') {
this.setAttribute('turbo', changedOptions.turbo);
}
if (typeof changedOptions.theme !== 'undefined') {
this.root.setAttribute('theme', changedOptions.theme);
this.onthemechange.emit(changedOptions.theme);
}
if (this.hasStage()) {
this.applyOptionsToStage();
}
this.onoptionschange.emit(changedOptions);
}
getOptions() {
return this.options;
}
addControls(options = {}) {
if (this.controlsContainer) {
throw new Error('This player already has controls.');
}
let flagTouchTimeout = undefined;
const clickStop = (e) => {
this.throwWithoutStage();
this.stopAll();
this.stage.draw();
e.preventDefault();
};
const clickPause = (e) => {
this.toggleRunning();
};
const clickFullscreen = (e) => {
this.throwWithoutStage();
this.setOptions({ fullscreenMode: e.shiftKey ? 'window' : 'full' });
if (this.fullscreenEnabled) {
this.exitFullscreen();
}
else {
this.enterFullscreen();
}
};
const clickFlag = (e) => {
if (flagTouchTimeout === null) {
return;
}
if (flagTouchTimeout) {
clearTimeout(flagTouchTimeout);
}
this.throwWithoutStage();
if (e.shiftKey) {
this.setOptions({ turbo: !this.options.turbo });
}
else {
this.triggerGreenFlag();
}
this.focus();
e.preventDefault();
};
const startTouchFlag = (e) => {
flagTouchTimeout = setTimeout(() => {
flagTouchTimeout = null;
this.setOptions({ turbo: !this.options.turbo });
}, 500);
};
const preventDefault = (e) => {
e.preventDefault();
};
this.controlsContainer = document.createElement('div');
this.controlsContainer.className = 'player-controls';
this.controlsContainer.onmousedown = (e) => {
if (e.target !== this.controlsContainer) {
e.stopPropagation();
}
};
this.controlsContainer.ontouchstart = (e) => {
if (e.target !== this.controlsContainer) {
e.stopPropagation();
}
};
if (options.enableStop !== false) {
var stopButton = document.createElement('span');
stopButton.className = 'player-button player-stop';
this.controlsContainer.appendChild(stopButton);
stopButton.addEventListener('click', clickStop);
stopButton.addEventListener('touchend', clickStop);
stopButton.addEventListener('touchstart', preventDefault);
}
if (options.enablePause !== false) {
var pauseButton = document.createElement('span');
pauseButton.className = 'player-button player-pause';
this.controlsContainer.appendChild(pauseButton);
pauseButton.addEventListener('click', clickPause);
pauseButton.addEventListener('touchend', clickPause);
pauseButton.addEventListener('touchstart', preventDefault);
}
if (options.enableFlag !== false) {
var flagButton = document.createElement('span');
flagButton.className = 'player-button player-flag';
flagButton.title = P.i18n.translate('player.controls.flag.title');
this.controlsContainer.appendChild(flagButton);
flagButton.addEventListener('click', clickFlag);
flagButton.addEventListener('touchend', clickFlag);
flagButton.addEventListener('touchstart', startTouchFlag);
flagButton.addEventListener('touchstart', preventDefault);
}
if (options.enableTurbo !== false) {
var turboText = document.createElement('span');
turboText.innerText = P.i18n.translate('player.controls.turboIndicator');
turboText.className = 'player-label player-turbo';
this.controlsContainer.appendChild(turboText);
this.onoptionschange.subscribe((options) => {
if (flagButton && typeof options.turbo === 'boolean') {
if (options.turbo) {
flagButton.title = P.i18n.translate('player.controls.flag.title.enabled');
}
else {
flagButton.title = P.i18n.translate('player.controls.flag.title.disabled');
}
}
});
}
if (options.enableFullscreen !== false) {
var fullscreenButton = document.createElement('span');
fullscreenButton.className = 'player-button player-fullscreen-btn';
fullscreenButton.title = P.i18n.translate('player.controls.fullscreen.title');
this.controlsContainer.appendChild(fullscreenButton);
fullscreenButton.addEventListener('click', clickFullscreen);
fullscreenButton.addEventListener('touchend', clickFullscreen);
fullscreenButton.addEventListener('touchstart', preventDefault);
}
this.root.addEventListener('touchmove', (e) => {
if (this.fullscreenEnabled) {
e.preventDefault();
}
});
this.root.insertBefore(this.controlsContainer, this.root.firstChild);
}
applyOptionsToStage() {
if (this.stage.runtime.framerate !== this.options.fps) {
this.stage.runtime.framerate = this.options.fps;
if (this.isRunning()) {
this.stage.runtime.resetInterval();
}
}
this.stage.username = this.options.username;
this.stage.runtime.isTurbo = this.options.turbo;
this.stage.useSpriteFencing = this.options.spriteFencing;
this.stage.removeLimits = this.options.removeLimits;
this.stage.renderer.imageSmoothingEnabled = this.options.imageSmoothing;
}
generateUsernameIfMissing() {
if (!this.options.username) {
this.setOptions({
username: 'player' + Math.random().toFixed(10).substr(2, 6)
});
}
}
throwWithoutStage() {
if (!this.stage) {
throw new Error('Missing stage.');
}
}
resume() {
this.throwWithoutStage();
if (this.isRunning()) {
throw new Error('cannot resume: project is already running');
}
this.stage.runtime.start();
this.enableAttribute('running');
this.onresume.emit();
}
pause() {
this.throwWithoutStage();
if (!this.isRunning()) {
throw new Error('cannot pause: project is already paused');
}
this.stage.runtime.pause();
this.disableAttribute('running');
this.onpause.emit();
}
isRunning() {
if (!this.hasStage()) {
return false;
}
return this.stage.runtime.isRunning;
}
toggleRunning() {
this.throwWithoutStage();
if (this.stage.runtime.isRunning) {
this.pause();
}
else {
this.resume();
}
}
stopAll() {
this.throwWithoutStage();
this.pause();
this.stage.runtime.stopAll();
}
triggerGreenFlag() {
this.throwWithoutStage();
if (!this.isRunning()) {
this.resume();
}
this.stage.runtime.stopAll();
this.stage.runtime.triggerGreenFlag();
if (this.clickToPlayContainer) {
this.removeClickToPlayContainer();
}
}
cleanup() {
if (this.currentLoader) {
this.currentLoader.cancel();
this.currentLoader = null;
}
if (this.clickToPlayContainer) {
this.removeClickToPlayContainer();
}
if (this.fullscreenEnabled) {
this.exitFullscreen();
}
if (this.stage) {
this.stage.destroy();
this.stage = null;
}
this.projectMeta = null;
while (this.playerContainer.firstChild) {
this.playerContainer.removeChild(this.playerContainer.firstChild);
}
this.oncleanup.emit();
}
focus() {
this.stage.focus();
}
hasStage() {
return !!this.stage;
}
getStage() {
this.throwWithoutStage();
return this.stage;
}
hasProjectMeta() {
return !!this.projectMeta;
}
getProjectMeta() {
if (!this.projectMeta) {
throw new Error('no project meta');
}
return this.projectMeta;
}
handleError(error) {
console.error(error);
this.onerror.emit(error);
}
enterFullscreen() {
this.savedTheme = this.root.getAttribute('theme');
this.setOptions({ theme: 'dark' });
if (this.options.fullscreenMode === 'full') {
if (this.root.requestFullScreenWithKeys) {
this.root.requestFullScreenWithKeys();
}
else if (this.root.webkitRequestFullScreen) {
this.root.webkitRequestFullScreen(Element.ALLOW_KEYBOARD_INPUT);
}
else if (this.root.requestFullscreen) {
this.root.requestFullscreen();
}
}
document.body.classList.add('player-body-fullscreen');
this.root.style.zIndex = this.MAGIC.LARGE_Z_INDEX;
this.enableAttribute('fullscreen');
this.fullscreenEnabled = true;
if (this.hasStage()) {
if (!this.isRunning()) {
this.stage.draw();
}
if (this.options.focusOnLoad) {
this.focus();
}
}
this.updateFullscreen();
}
exitFullscreen() {
this.setOptions({ theme: this.savedTheme });
this.disableAttribute('fullscreen');
this.fullscreenEnabled = false;
if (document.fullscreenElement === this.root || document.webkitFullscreenElement === this.root) {
if (document.exitFullscreen) {
document.exitFullscreen();
}
else if (document.mozCancelFullScreen) {
document.mozCancelFullScreen();
}
else if (document.webkitCancelFullScreen) {
document.webkitCancelFullScreen();
}
else if (document.webkitExitFullscreen) {
document.webkitExitFullscreen();
}
}
this.root.style.paddingLeft = '';
this.root.style.paddingTop = '';
this.root.style.zIndex = '';
if (this.controlsContainer) {
this.controlsContainer.style.width = '';
}
document.body.classList.remove('player-body-fullscreen');
if (this.stage) {
this.stage.setZoom(1);
this.focus();
}
}
updateFullscreen() {
if (!this.fullscreenEnabled) {
return;
}
this.throwWithoutStage();
const controlsHeight = this.controlsContainer ? this.controlsContainer.offsetHeight : 0;
window.scrollTo(0, 0);
let w = window.innerWidth - this.options.fullscreenPadding * 2;
let h = window.innerHeight - this.options.fullscreenPadding - controlsHeight;
w = Math.min(w, h / 0.75);
w = Math.min(w, this.options.fullscreenMaxWidth);
h = w * 0.75 + controlsHeight;
if (this.controlsContainer) {
this.controlsContainer.style.width = w + 'px';
}
this.root.style.paddingLeft = (window.innerWidth - w) / 2 + 'px';
this.root.style.paddingTop = (window.innerHeight - h - this.options.fullscreenPadding) / 2 + 'px';
this.stage.setZoom(w / 480);
}
onfullscreenchange() {
if (typeof document.fullscreen === 'boolean' && document.fullscreen !== this.fullscreenEnabled) {
this.exitFullscreen();
}
else if (typeof document.webkitIsFullScreen === 'boolean' && document.webkitIsFullScreen !== this.fullscreenEnabled) {
this.exitFullscreen();
}
}
applyCloudVariablesSocket(stage, id) {
this.generateUsernameIfMissing();
const handler = new P.ext.cloud.WebSocketCloudHandler(stage, this.options.cloudHost, id);
stage.setCloudHandler(handler);
}
applyCloudVariablesLocalStorage(stage, id) {
const handler = new P.ext.cloud.LocalStorageCloudHandler(stage, id);
stage.setCloudHandler(handler);
}
applyCloudVariables(policy) {
const stage = this.stage;
const meta = this.projectMeta;
if (!meta) {
throw new Error('cannot apply cloud variable settings without projectMeta');
}
const hasCloudVariables = stage.cloudVariables.length > 0;
if (!hasCloudVariables) {
return;
}
switch (policy) {
case 'ws':
if (meta.isFromScratch()) {
this.applyCloudVariablesSocket(stage, meta.getId());
}
break;
case 'localStorage':
this.applyCloudVariablesLocalStorage(stage, meta.getId());
break;
}
}
applyAutoplayPolicy(policy) {
switch (policy) {
case 'always': {
this.triggerGreenFlag();
break;
}
case 'if-audio-playable': {
if (!P.audio.context || P.audio.context.state === 'running') {
this.triggerGreenFlag();
}
else {
this.showClickToPlayContainer();
}
break;
}
case 'never': {
this.showClickToPlayContainer();
break;
}
}
}
showClickToPlayContainer() {
if (this.clickToPlayContainer) {
throw new Error('cannot show click-to-play interface: already shown');
}
this.clickToPlayContainer = document.createElement('div');
this.clickToPlayContainer.className = 'player-click-to-play-container';
this.clickToPlayContainer.onclick = () => {
if (P.audio.context && P.audio.context.state !== 'running') {
P.audio.context.resume();
}
this.removeClickToPlayContainer();
this.triggerGreenFlag();
this.focus();
};
const content = document.createElement('div');
content.className = 'player-click-to-play-icon';
this.clickToPlayContainer.appendChild(content);
this.stage.ui.appendChild(this.clickToPlayContainer);
}
removeClickToPlayContainer() {
if (this.clickToPlayContainer === null) {
throw new Error('cannot hide click-to-play interface: already hidden');
}
this.stage.ui.removeChild(this.clickToPlayContainer);
this.clickToPlayContainer = null;
}
beginLoadingProject() {
this.cleanup();
this.onstartload.emit();
const loaderId = new LoaderIdentifier();
this.currentLoader = loaderId;
return { loaderId };
}
determineProjectType(data) {
if ('objName' in data)
return 'sb2';
if ('targets' in data)
return 'sb3';
throw new Error('Unknown project type');
}
isScratch1Project(buffer) {
const MAGIC = 'ScratchV0';
const array = new Uint8Array(buffer);
for (var i = 0; i < MAGIC.length; i++) {
if (String.fromCharCode(array[i]) !== MAGIC[i]) {
return false;
}
}
return true;
}
convertScratch1Project(buffer) {
const sb1 = new ScratchSB1Converter.SB1File(buffer);
const projectData = sb1.json;
const zipFiles = sb1.zip.files;
const zip = new JSZip();
zip.file('project.json', JSON.stringify(projectData));
for (const fileName of Object.keys(zipFiles)) {
zip.file(fileName, zipFiles[fileName].bytes);
}
return zip.generateAsync({ type: 'arraybuffer' });
}
fetchProject(id, token) {
let url = this.options.projectHost.replace('$id', id);
if (token) {
url += `?token=${token}`;
}
const request = new P.io.Request(url);
return request
.ignoreErrors()
.load('blob')
.then(function (response) {
if (request.getStatus() === 404) {
throw new ProjectDoesNotExistError(id);
}
if (request.getStatus() === 403) {
throw new Error('Obtained token but permission was denied anyways. Try refreshing.');
}
return response;
});
}
setStage(stage) {
this.stage = stage;
this.stage.runtime.handleError = this.handleError;
this.applyOptionsToStage();
this.playerContainer.appendChild(stage.root);
if (this.options.focusOnLoad) {
this.focus();
}
this.onload.emit(stage);
this.stage.draw();
this.applyCloudVariables(this.options.cloudVariables);
this.applyAutoplayPolicy(this.options.autoplayPolicy);
}
async loadLoader(loaderId, loader) {
loaderId.setLoader(loader);
loader.onprogress = (progress) => {
if (loaderId.isActive()) {
this.onprogress.emit(progress);
}
};
const stage = await loader.load();
this.setStage(stage);
this.currentLoader = null;
loader.cleanup();
return stage;
}
async loadProjectById(id) {
const { loaderId } = this.beginLoadingProject();
const getLoader = async (blob) => {
try {
const projectText = await P.io.readers.toText(blob);
const projectJson = P.json.parse(projectText);
switch (this.determineProjectType(projectJson)) {
case 'sb2': return new P.sb2.Scratch2Loader(projectJson);
case 'sb3': return new P.sb3.Scratch3Loader(projectJson);
}
}
catch (e) {
let buffer = await P.io.readers.toArrayBuffer(blob);
if (this.isScratch1Project(buffer)) {
buffer = await this.convertScratch1Project(buffer);
}
else {
try {
const zip = await JSZip.loadAsync(buffer);
const projectJSON = zip.file('project.json');
if (!projectJSON) {
throw new Error('zip is missing project.json');
}
const projectDataText = await projectJSON.async('text');
const projectData = JSON.parse(projectDataText);
if (this.determineProjectType(projectData) === 'sb3') {
return new P.sb3.SB3FileLoader(buffer);
}
}
catch (e) {
}
}
return new P.sb2.SB2FileLoader(buffer);
}
};
try {
const meta = new RemoteProjectMeta(id);
this.projectMeta = meta;
const needsToken = this.options.projectHost.startsWith('https://projects.scratch.mit.edu/');
let token = null;
if (needsToken) {
await meta.load();
if (meta.isUnshared()) {
throw new CannotAccessProjectError(id);
}
token = meta.getToken();
}
const blob = await this.fetchProject(id, token);
const loader = await getLoader(blob);
await this.loadLoader(loaderId, loader);
}
catch (e) {
if (loaderId.isActive()) {
this.handleError(e);
}
}
}
async loadProjectFromBufferWithType(loaderId, buffer, type) {
let loader;
if (type === 'sb') {
buffer = await this.convertScratch1Project(buffer);
type = 'sb2';
}
switch (type) {
case 'sb2':
loader = new P.sb2.SB2FileLoader(buffer);
break;
case 'sb3':
loader = new P.sb3.SB3FileLoader(buffer);
break;
default: throw new Error('Unknown type: ' + type);
}
await this.loadLoader(loaderId, loader);
}
async loadProjectFromFile(file) {
const { loaderId } = this.beginLoadingProject();
try {
this.projectMeta = new LocalProjectMeta(file.name);
const extension = file.name.split('.').pop() || '';
const buffer = await P.io.readers.toArrayBuffer(file);
switch (extension) {
case 'sb': return await this.loadProjectFromBufferWithType(loaderId, buffer, 'sb');
case 'sb2': return await this.loadProjectFromBufferWithType(loaderId, buffer, 'sb2');
case 'sb3': return await this.loadProjectFromBufferWithType(loaderId, buffer, 'sb3');
default: throw new Error('Unrecognized file extension: ' + extension);
}
}
catch (e) {
if (loaderId.isActive()) {
this.handleError(e);
}
}
}
async loadProjectFromBuffer(buffer, type) {
const { loaderId } = this.beginLoadingProject();
try {
this.projectMeta = new BinaryProjectMeta();
return await this.loadProjectFromBufferWithType(loaderId, buffer, type);
}
catch (e) {
if (loaderId.isActive()) {
this.handleError(e);
}
}
}
}
Player.DEFAULT_OPTIONS = {
autoplayPolicy: 'always',
cloudVariables: 'ws',
fps: 30,
theme: 'light',
turbo: false,
username: '',
fullscreenMode: 'full',
fullscreenPadding: 8,
fullscreenMaxWidth: Infinity,
imageSmoothing: false,
focusOnLoad: true,
spriteFencing: false,
removeLimits: false,
projectHost: 'https://projects.scratch.mit.edu/$id',
cloudHost: ['wss://stratus.turbowarp.org', 'wss://stratus.turbowarp.xyz']
};
player_1.Player = Player;
class ErrorHandler {
constructor(player, options = {}) {
this.player = player;
this.errorEl = null;
this.errorContainer = null;
this.generatedErrorLink = null;
this.player = player;
player.onerror.subscribe(this.onerror.bind(this));
player.oncleanup.subscribe(this.oncleanup.bind(this));
this.errorEl = null;
if (options.container) {
this.errorContainer = options.container;
}
else {
this.errorContainer = null;
}
}
stringifyError(error) {
if (!error) {
return 'unknown error';
}
if (error.stack) {
return 'Message: ' + error.message + '\nStack:\n' + error.stack;
}
return '' + error;
}
createBugReportLink(error) {
const type = error ? '[Error]' : '[Bug]';
const title = `${type} ${this.getBugReportTitle()}`;
const body = this.getBugReportBody(error);
return ErrorHandler.BUG_REPORT_LINK
.replace('$title', encodeURIComponent(title))
.replace('$body', encodeURIComponent(body));
}
getBugReportTitle() {
if (!this.player.hasProjectMeta()) {
return 'Unknown Project';
}
const meta = this.player.getProjectMeta();
const title = meta.getTitle();
const id = meta.getId();
if (title) {
return title;
}
if (id) {
return id;
}
return 'Unknown Project';
}
getBugReportBody(error) {
const sections = [];
sections.push({
title: 'Describe the bug, including any steps to reproduce it',
body: '',
});
sections.push({
title: 'Project ID, URL, or file',
body: this.getProjectInformation(),
});
let debug = '';
debug += location.href + '\n';
debug += navigator.userAgent + '\n';
if (error) {
debug += '```\n' + this.stringifyError(error) + '\n```';
}
sections.push({
title: 'Debug information <!-- DO NOT EDIT -->',
body: debug,
});
return sections
.map((i) => `**${i.title}**\n${i.body}\n`)
.join('\n')
.trim();
}
getProjectInformation() {
if (!this.player.hasProjectMeta()) {
return 'no project meta loaded';
}
const projectMeta = this.player.getProjectMeta();
if (projectMeta.isFromScratch()) {
if (projectMeta.getTitle()) {
return 'https://scratch.mit.edu/projects/' + projectMeta.getId();
}
else {
return 'https://scratch.mit.edu/projects/' + projectMeta.getId() + ' (probably unshared)';
}
}
return 'Not from Scratch: ' + projectMeta.getId();
}
oncleanup() {
if (this.errorEl && this.errorEl.parentNode) {
this.errorEl.parentNode.removeChild(this.errorEl);
this.errorEl = null;
}
this.generatedErrorLink = null;
}
handleError(error) {
const el = document.createElement('div');
const errorLink = this.createBugReportLink(error);
this.generatedErrorLink = errorLink;
const attributes = 'href="' + errorLink + '" target="_blank" ref="noopener"';
el.innerHTML = P.i18n.translate('player.errorhandler.error').replace('$attrs', attributes);
return el;
}
handleCannotAccessProjectError(error) {
const el = document.createElement('div');
const section1 = document.createElement('div');
section1.textContent = "Can't access project token. This usually means the project is unshared, never existed, or the ID is invalid.";
section1.style.marginBottom = '4px';
el.appendChild(section1);
const section2 = document.createElement('div');
section2.textContent = "Unshared projects are no longer accessible using their project ID due to Scratch API changes. ";
section2.appendChild(Object.assign(document.createElement('a'), {
textContent: 'More information',
href: 'https://docs.turbowarp.org/unshared-projects',
}));
section2.style.marginBottom = '4px';
section2.appendChild(document.createTextNode('.'));
el.appendChild(section2);
const section3 = document.createElement('div');
section3.textContent = 'If the project was shared recently, it may take a few minutes for this message to go away. If the project is actually shared, please report a bug.';
el.appendChild(section3);
return el;
}
handleDoesNotExistError(error) {
const el = document.createElement('div');
const LEGACY_HOST = 'https://projects.scratch.mit.edu/internalapi/project/$id/get/';
if (this.player.getOptions().projectHost === LEGACY_HOST) {
el.textContent = P.i18n.translate('player.errorhandler.error.doesnotexistlegacy').replace('$id', error.id);
}
else {
el.textContent = P.i18n.translate('player.errorhandler.error.doesnotexist').replace('$id', error.id);
}
return el;
}
onerror(error) {
const el = document.createElement('div');
el.className = 'player-error';
if (error instanceof CannotAccessProjectError) {
el.appendChild(this.handleCannotAccessProjectError(error));
}
else if (error instanceof ProjectDoesNotExistError) {
el.appendChild(this.handleDoesNotExistError(error));
}
else {
el.appendChild(this.handleError(error));
}
if (this.errorContainer) {
this.errorContainer.appendChild(el);
}
else if (this.player.hasStage()) {
this.player.getStage().ui.appendChild(el);
}
else {
this.player.playerContainer.appendChild(el);
}
this.errorEl = el;
}
}
ErrorHandler.BUG_REPORT_LINK = 'https://github.com/forkphorus/forkphorus/issues/new?template=bug_report.md&labels=bug&title=$title&body=$body&';
player_1.ErrorHandler = ErrorHandler;
class ProgressBar {
constructor(player, options = {}) {
this.el = document.createElement('div');
this.el.className = 'player-progress';
this.bar = document.createElement('div');
this.bar.className = 'player-progress-fill';
this.el.appendChild(this.bar);
this.setTheme(player.getOptions().theme);
player.onthemechange.subscribe((theme) => this.setTheme(theme));
player.onprogress.subscribe((progress) => this.setProgress(progress));
player.onstartload.subscribe(() => {
this.el.setAttribute('state', 'loading');
this.setProgress(0);
});
player.onload.subscribe(() => {
this.el.setAttribute('state', 'loaded');
});
player.oncleanup.subscribe(() => {
this.el.setAttribute('state', '');
this.bar.style.width = '0%';
});
player.onerror.subscribe(() => {
this.el.setAttribute('state', 'error');
this.bar.style.width = '100%';
});
if (options.position === 'controls' || options.position === undefined) {
if (!player.controlsContainer) {
throw new Error('No controls to put progess bar in.');
}
player.controlsContainer.appendChild(this.el);
}
else {
options.position.appendChild(this.el);
}
}
setTheme(theme) {
this.el.setAttribute('theme', theme);
}
setProgress(progress) {
this.bar.style.width = 10 + progress * 90 + '%';
}
}
player_1.ProgressBar = ProgressBar;
})(player = P.player || (P.player = {}));
})(P || (P = {}));
var P;
(function (P) {
var runtime;
(function (runtime_1) {
var runtime;
var self;
var S;
var R;
var STACK;
var C;
var CALLS;
var WARP;
var BASE;
var THREAD;
var IMMEDIATE;
var VISUAL;
var STOPPED;
const epoch = Date.UTC(2000, 0, 1);
const INSTRUMENTS = P.audio.instruments;
const DRUMS = P.audio.drums;
const DIGIT = /\d/;
var bool = function (v) {
return +v !== 0 && v !== '' && v !== 'false' && v !== false;
};
var compare = function (x, y) {
if ((typeof x !== 'string' || DIGIT.test(x)) && (typeof y !== 'string' || DIGIT.test(y))) {
var nx = +x;
var ny = +y;
if (nx === nx && ny === ny) {
return nx < ny ? -1 : nx === ny ? 0 : 1;
}
}
var xs = ('' + x).toLowerCase();
var ys = ('' + y).toLowerCase();
return xs < ys ? -1 : xs === ys ? 0 : 1;
};
var numLess = function (nx, y) {
if (typeof y === 'number' || DIGIT.test(y)) {
var ny = +y;
if (ny === ny) {
return nx < ny;
}
}
var ys = ('' + y).toLowerCase();
return '' + nx < ys;
};
var numGreater = function (nx, y) {
if (typeof y === 'number' || DIGIT.test(y)) {
var ny = +y;
if (ny === ny) {
return nx > ny;
}
}
var ys = ('' + y).toLowerCase();
return '' + nx > ys;
};
var equal = function (x, y) {
if ((typeof x === 'number' || typeof x === 'boolean' || DIGIT.test(x)) && (typeof y === 'number' || typeof x === 'boolean' || DIGIT.test(y))) {
var nx = +x;
var ny = +y;
if (nx === nx && ny === ny) {
return nx === ny;
}
}
var xs = ('' + x).toLowerCase();
var ys = ('' + y).toLowerCase();
return xs === ys;
};
var numEqual = function (nx, y) {
if (typeof y === 'number' || DIGIT.test(y)) {
var ny = +y;
return ny === ny && nx === ny;
}
return false;
};
var numEqualExperimental = function (nx, y) {
var ny = +y;
return ny === ny && nx === ny;
};
var numLessExperimental = function (nx, y) {
var ny = +y;
return ny === ny && nx < y;
};
var numGreaterExperimental = function (nx, y) {
var ny = +y;
return ny === ny && nx > y;
};
var strEqual = function (a, b) {
return (a + '').toLowerCase() === (b + '').toLowerCase();
};
var stringContains = function (baseString, needle) {
return baseString.toLowerCase().indexOf(needle.toLowerCase()) > -1;
};
var mod = function (x, y) {
var r = x % y;
if (r / y < 0) {
r += y;
}
return r;
};
var random = function (x, y) {
var fractional = (typeof x === 'string' && !isNaN(+x) && x.indexOf('.') > -1) ||
(typeof y === 'string' && !isNaN(+y) && y.indexOf('.') > -1);
x = +x || 0;
y = +y || 0;
if (x > y) {
var tmp = y;
y = x;
x = tmp;
}
if (!fractional && (x % 1 === 0 && y % 1 === 0)) {
return Math.floor(Math.random() * (y - x + 1)) + x;
}
return Math.random() * (y - x) + x;
};
var random3 = function (x, y) {
var fractional = (typeof x === 'string' && x.indexOf('.') > -1) ||
(typeof y === 'string' && y.indexOf('.') > -1);
x = +x || 0;
y = +y || 0;
if (x > y) {
var tmp = y;
y = x;
x = tmp;
}
if (!fractional && (x % 1 === 0 && y % 1 === 0)) {
return Math.floor(Math.random() * (y - x + 1)) + x;
}
return Math.random() * (y - x) + x;
};
var clone = function (name) {
const parent = name === '_myself_' ? S : self.getObject(name);
if (!parent || !P.core.isSprite(parent)) {
return;
}
const c = parent.clone();
self.children.splice(self.children.indexOf(parent), 0, c);
runtime.triggerFor(c, 'whenCloned');
if (c.visible) {
VISUAL = true;
}
};
var getVars = function (name) {
return self.vars[name] !== undefined ? self.vars : S.vars;
};
var getLists = function (name) {
if (self.lists[name] !== undefined)
return self.lists;
if (S.lists[name] === undefined) {
S.lists[name] = [];
}
return S.lists;
};
var listIndex = function (list, index, length) {
var i = index | 0;
if (i === index)
return i > 0 && i <= length ? i - 1 : -1;
if (index === 'random' || index === 'any') {
return Math.random() * length | 0;
}
if (index === 'last') {
return length - 1;
}
return i > 0 && i <= length ? i - 1 : -1;
};
var contentsOfList = function (list) {
var isSingle = true;
for (var i = list.length; i--;) {
if (list[i].length !== 1) {
isSingle = false;
break;
}
}
return list.join(isSingle ? '' : ' ');
};
var getLineOfList = function (list, index) {
var i = listIndex(list, index, list.length);
return i !== -1 ? list[i] : '';
};
var listContains = function (list, value) {
for (var i = list.length; i--;) {
if (equal(list[i], value))
return true;
}
return false;
};
var listIndexOf = function (list, value) {
for (var i = 0; i < list.length; i++) {
if (equal(list[i], value))
return i + 1;
}
return 0;
};
var appendToList = function (list, value) {
list.push(value);
};
var deleteLineOfList = function (list, index) {
if (index === 'all') {
list.length = 0;
}
else {
var i = listIndex(list, index, list.length);
if (i === list.length - 1) {
list.pop();
}
else if (i !== -1) {
list.splice(i, 1);
}
}
};
var insertInList = function (list, index, value) {
var i = listIndex(list, index, list.length + 1);
if (i === list.length) {
list.push(value);
}
else if (i !== -1) {
list.splice(i, 0, value);
}
};
var setLineOfList = function (list, index, value) {
var i = listIndex(list, index, list.length);
if (i !== -1) {
list[i] = value;
}
};
var watchedAppendToList = function (list, value) {
appendToList(list, value);
if (!list.modified)
list.modified = true;
};
var watchedDeleteLineOfList = function (list, index) {
deleteLineOfList(list, index);
if (!list.modified)
list.modified = true;
};
var watchedDeleteAllOfList = function (list) {
list.length = 0;
if (!list.modified)
list.modified = true;
};
var watchedInsertInList = function (list, index, value) {
insertInList(list, index, value);
if (!list.modified)
list.modified = true;
};
var watchedSetLineOfList = function (list, index, value) {
setLineOfList(list, index, value);
if (!list.modified)
list.modified = true;
};
var mathFunc = function (f, x) {
switch (f) {
case 'abs':
return Math.abs(x);
case 'floor':
return Math.floor(x);
case 'sqrt':
return Math.sqrt(x);
case 'ceiling':
return Math.ceil(x);
case 'cos':
return Math.cos(x * Math.PI / 180);
case 'sin':
return Math.sin(x * Math.PI / 180);
case 'tan':
return Math.tan(x * Math.PI / 180);
case 'asin':
return Math.asin(x) * 180 / Math.PI;
case 'acos':
return Math.acos(x) * 180 / Math.PI;
case 'atan':
return Math.atan(x) * 180 / Math.PI;
case 'ln':
return Math.log(x);
case 'log':
return Math.log(x) / Math.LN10;
case 'e ^':
return Math.exp(x);
case '10 ^':
return Math.exp(x * Math.LN10);
}
return 0;
};
var tan3 = function (angle) {
angle = angle - Math.floor(angle / 360) * 360;
if (angle === 90)
return Infinity;
if (angle === 270)
return -Infinity;
return Math.round(Math.tan(angle * Math.PI / 180) * 1e10) / 1e10;
};
var attribute = function (attr, objName) {
const o = self.getObject(objName);
if (!o)
return 0;
if (P.core.isSprite(o)) {
switch (attr) {
case 'x position': return o.scratchX;
case 'y position': return o.scratchY;
case 'direction': return o.direction;
case 'costume #': return o.currentCostumeIndex + 1;
case 'costume name': return o.costumes[o.currentCostumeIndex].name;
case 'size': return o.scale * 100;
case 'volume': return o.volume * 100;
}
}
else {
switch (attr) {
case 'background #':
case 'backdrop #': return o.currentCostumeIndex + 1;
case 'backdrop name': return o.costumes[o.currentCostumeIndex].name;
case 'volume': return o.volume * 100;
}
}
const value = o.vars[attr];
if (value !== undefined) {
return value;
}
return 0;
};
var timeAndDate = function (format) {
switch (format) {
case 'year':
return new Date().getFullYear();
case 'month':
return new Date().getMonth() + 1;
case 'date':
return new Date().getDate();
case 'day of week':
return new Date().getDay() + 1;
case 'hour':
return new Date().getHours();
case 'minute':
return new Date().getMinutes();
case 'second':
return new Date().getSeconds();
}
return 0;
};
function getKeyCode(keyName) {
keyName = keyName + '';
switch (keyName.toLowerCase()) {
case 'space':
case '\x20': return "space";
case 'left arrow':
case '\x1C': return "left arrow";
case 'up arrow':
case '\x1E': return "up arrow";
case 'right arrow':
case '\x1D': return "right arrow";
case 'down arrow':
case '\x1F': return "down arrow";
case 'any': return 'any';
case '\x0D': return "enter";
case '\x1B': return "esc";
case '\x09': return "tab";
case '\x08': return "backspace";
case '\x7F': return "delete";
case '': return "_shift";
}
return '' + keyName.charCodeAt(0);
}
runtime_1.getKeyCode = getKeyCode;
var getKeyCode3 = function (keyName) {
switch (keyName.toLowerCase()) {
case 'space':
case '\x20': return "space";
case 'left arrow': return "left arrow";
case 'up arrow': return "up arrow";
case 'right arrow': return "right arrow";
case 'down arrow': return "down arrow";
case 'any': return 'any';
case 'enter': return "enter";
case 'escape': return "esc";
case 'backspace': return "backspace";
case 'delete': return "delete";
case 'insert': return "insert";
case 'home': return "home";
case 'end': return "end";
case 'page up': return "page up";
case 'page down': return "page down";
case 'control': return "control";
case 'shift': return "_shift";
}
return '' + keyName.toLowerCase().charCodeAt(0);
};
const audioContext = P.audio.context;
if (audioContext) {
var playNote = function (key, duration) {
var span;
var spans = INSTRUMENTS[S.instrument];
for (var i = 0, l = spans.length; i < l; i++) {
span = spans[i];
if (span.top >= key || span.top === 128)
break;
}
return playSpan(span, key, duration);
};
var playSpan = function (span, key, duration) {
const node = P.audio.playSpan(span, key, duration, S.getAudioNode());
return {
stopped: false,
node,
base: BASE,
};
};
var applySoundEffects = function (node) {
node.playbackRate.value = Math.pow(2, (S.soundFilters.pitch / 10 / 12));
};
var updateSoundEffectsOnAllSounds = function () {
for (const sound of S.activeSounds) {
if (sound.node) {
applySoundEffects(sound.node);
}
}
};
var playSound = function (sound) {
const node = sound.createSourceNode();
applySoundEffects(node);
node.connect(S.getAudioNode());
return {
stopped: false,
node,
base: BASE,
};
};
var startSound = function (sound) {
for (const s of S.activeSounds) {
if (s.node === sound.source) {
s.stopped = true;
break;
}
}
const node = sound.createSourceNode();
applySoundEffects(node);
node.connect(S.getAudioNode());
};
}
var save = function () {
STACK.push(R);
R = {};
};
var restore = function () {
R = STACK.pop();
};
var call = function (procedure, id, values) {
if (procedure) {
STACK.push(R);
CALLS.push(C);
C = {
base: procedure.fn,
fn: S.fns[id],
args: procedure.call(values),
numargs: [],
boolargs: [],
stack: STACK = [],
warp: procedure.warp,
};
R = {};
if (C.warp || WARP) {
WARP++;
IMMEDIATE = procedure.fn;
}
else {
if (VISUAL) {
for (var i = CALLS.length, j = 5; i-- && j--;) {
if (CALLS[i].base === procedure.fn) {
runtime.queue[THREAD] = {
sprite: S,
base: BASE,
fn: procedure.fn,
calls: CALLS,
warp: WARP,
stopped: false
};
return;
}
}
}
IMMEDIATE = procedure.fn;
}
}
else {
IMMEDIATE = S.fns[id];
}
};
var endCall = function () {
if (CALLS.length) {
if (WARP)
WARP--;
IMMEDIATE = C.fn;
C = CALLS.pop();
STACK = C.stack;
R = STACK.pop();
}
};
var cloudVariableChanged = function (name) {
if (self.cloudHandler) {
self.cloudHandler.variableChanged(name);
}
};
var parseColor = function (color) {
return P.utils.parseColor(color);
};
var sceneChange = function () {
return runtime.trigger('whenSceneStarts', self.getCostumeName());
};
var broadcast = function (name) {
return runtime.trigger('whenIReceive', name);
};
var running = function (bases) {
for (var j = 0; j < runtime.queue.length; j++) {
if (runtime.queue[j] && bases.indexOf(runtime.queue[j].base) !== -1)
return true;
}
return false;
};
var queue = function (id) {
if (WARP) {
IMMEDIATE = S.fns[id];
}
else {
forceQueue(id);
}
};
var forceQueue = function (id) {
if (STOPPED)
return;
runtime.queue[THREAD] = {
sprite: S,
base: BASE,
fn: S.fns[id],
calls: CALLS,
warp: WARP,
stopped: false
};
};
class Runtime {
constructor(stage) {
this.stage = stage;
this.queue = [];
this.isRunning = false;
this.timerStart = 0;
this.baseTime = 0;
this.baseNow = 0;
this.isTurbo = false;
this.framerate = 30;
this.currentMSecs = 0;
this.whenTimerMSecs = 0;
this.onError = this.onError.bind(this);
this.step = this.step.bind(this);
}
startThread(sprite, base, replaceExisting) {
const thread = {
sprite: sprite,
base: base,
fn: base,
calls: [{
args: [],
stack: [{}],
}],
warp: 0,
stopped: false
};
for (let i = 0; i < this.queue.length; i++) {
const q = this.queue[i];
if (q && q.sprite === sprite && q.base === base) {
if (replaceExisting) {
this.queue[i] = thread;
}
return;
}
}
this.queue.push(thread);
}
triggerFor(sprite, event, arg) {
let threads;
let replaceExisting = true;
switch (event) {
case 'whenClicked':
threads = sprite.listeners.whenClicked;
break;
case 'whenCloned':
threads = sprite.listeners.whenCloned;
break;
case 'whenGreenFlag':
threads = sprite.listeners.whenGreenFlag;
break;
case 'whenKeyPressed':
replaceExisting = false;
threads = sprite.listeners.whenKeyPressed[arg] || [];
if (arg !== 'any') {
const anyThreads = sprite.listeners.whenKeyPressed.any;
if (anyThreads) {
threads = threads.concat(anyThreads);
}
}
break;
case 'whenSceneStarts':
threads = sprite.listeners.whenSceneStarts[('' + arg).toLowerCase()];
break;
case 'whenIReceive':
arg = '' + arg;
threads = sprite.listeners.whenIReceive[arg] || sprite.listeners.whenIReceive[arg.toLowerCase()];
break;
case 'edgeActivated':
threads = sprite.listeners.edgeActivated;
break;
default: throw new Error('Unknown trigger event: ' + event);
}
if (threads) {
for (let i = 0; i < threads.length; i++) {
this.startThread(sprite, threads[i], replaceExisting);
}
}
return threads || [];
}
trigger(event, arg) {
let threads = [];
for (let i = this.stage.children.length; i--;) {
threads = threads.concat(this.triggerFor(this.stage.children[i], event, arg));
}
return threads.concat(this.triggerFor(this.stage, event, arg));
}
triggerGreenFlag() {
this.timerStart = this.now();
this.trigger('whenGreenFlag');
this.trigger('edgeActivated');
}
start() {
this.isRunning = true;
if (this.interval)
return;
window.addEventListener('error', this.onError);
this.baseTime = Date.now();
this.interval = setInterval(this.step, 1000 / this.framerate);
if (audioContext)
audioContext.resume();
this.stage.startExtensions();
}
pause() {
if (this.interval) {
this.baseNow = this.now();
clearInterval(this.interval);
this.interval = 0;
window.removeEventListener('error', this.onError);
if (audioContext)
audioContext.suspend();
this.stage.pauseExtensions();
}
this.isRunning = false;
}
resetInterval() {
if (!this.isRunning) {
throw new Error('Cannot restart interval when paused');
}
if (this.interval) {
clearInterval(this.interval);
}
this.interval = setInterval(this.step, 1000 / this.framerate);
}
stopAll() {
this.stage.hidePrompt = false;
this.stage.prompter.style.display = 'none';
this.stage.promptId = this.stage.nextPromptId = 0;
for (var i = 0; i < this.queue.length; i++) {
const thread = this.queue[i];
if (thread) {
thread.stopped = true;
}
}
STOPPED = true;
this.stage.resetFilters();
this.stage.stopSounds();
for (var i = 0; i < this.stage.children.length; i++) {
const c = this.stage.children[i];
if (c.isClone) {
c.remove();
this.stage.children.splice(i, 1);
i -= 1;
}
else {
c.resetFilters();
if (c.saying && P.core.isSprite(c))
c.say('');
c.stopSounds();
}
}
}
now() {
return this.baseNow + Date.now() - this.baseTime;
}
resetTimer() {
this.timerStart = this.now();
this.whenTimerMSecs = 0;
}
evaluateExpression(sprite, fn) {
self = this.stage;
runtime = this;
S = sprite;
try {
return fn();
}
catch (e) {
return undefined;
}
}
step() {
self = this.stage;
runtime = this;
VISUAL = false;
for (var i = 0; i < this.stage.children.length; i++) {
const c = this.stage.children[i];
if (c.isDragging) {
c.moveTo(c.dragOffsetX + c.stage.mouseX, c.dragOffsetY + c.stage.mouseY);
}
}
if (audioContext && audioContext.state === 'suspended') {
audioContext.resume();
}
const start = Date.now();
this.currentMSecs = this.whenTimerMSecs = this.now();
const queue = this.queue;
do {
for (THREAD = 0; THREAD < queue.length; THREAD++) {
const thread = queue[THREAD];
if (thread) {
S = thread.sprite;
IMMEDIATE = thread.fn;
BASE = thread.base;
CALLS = thread.calls;
C = CALLS.pop();
STACK = C.stack;
R = STACK.pop();
WARP = thread.warp;
STOPPED = thread.stopped;
thread.stopped = true;
while (IMMEDIATE) {
const fn = IMMEDIATE;
IMMEDIATE = null;
fn();
}
STACK.push(R);
CALLS.push(C);
}
}
for (let i = queue.length; i--;) {
const thread = queue[i];
if (!thread || thread.stopped) {
queue.splice(i, 1);
}
}
} while ((this.isTurbo || !VISUAL) && Date.now() - start < 1000 / this.framerate && queue.length);
this.stage.updateExtensions();
this.stage.draw();
}
onError(e) {
clearInterval(this.interval);
this.handleError(e.error);
}
handleError(e) {
console.error(e);
}
}
runtime_1.Runtime = Runtime;
function createContinuation(source) {
var result = '(function() {\n';
var brackets = 0;
var delBrackets = 0;
var shouldDelete = false;
var here = 0;
var length = source.length;
while (here < length) {
var i = source.indexOf('{', here);
var j = source.indexOf('}', here);
var k = source.indexOf('return;', here);
if (k === -1)
k = length;
if (i === -1 && j === -1) {
if (!shouldDelete) {
result += source.slice(here, k);
}
break;
}
if (i === -1)
i = length;
if (j === -1)
j = length;
if (shouldDelete) {
if (i < j) {
delBrackets++;
here = i + 1;
}
else {
delBrackets--;
if (!delBrackets) {
shouldDelete = false;
}
here = j + 1;
}
}
else {
if (brackets === 0 && k < i && k < j) {
result += source.slice(here, k);
break;
}
if (i < j) {
result += source.slice(here, i + 1);
brackets++;
here = i + 1;
}
else {
result += source.slice(here, j);
here = j + 1;
if (source.substr(j, 8) === '} else {') {
if (brackets > 0) {
result += '} else {';
here = j + 8;
}
else {
shouldDelete = true;
delBrackets = 0;
}
}
else {
if (brackets > 0) {
result += '}';
brackets--;
}
}
}
}
}
result += '})';
return scopedEval(result);
}
runtime_1.createContinuation = createContinuation;
function scopedEval(source) {
return eval(source);
}
runtime_1.scopedEval = scopedEval;
})(runtime = P.runtime || (P.runtime = {}));
})(P || (P = {}));
var P;
(function (P) {
var sb2;
(function (sb2) {
const ASSET_URL = 'https://cdn.assets.scratch.mit.edu/internalapi/asset/';
class Scratch2VariableWatcher extends P.core.Watcher {
constructor(stage, targetName, data) {
super(stage, targetName);
this.cmd = data.cmd;
this.type = data.type || 'var';
if (data.color) {
var c = (data.color < 0 ? data.color + 0x1000000 : data.color).toString(16);
this.color = '#000000'.slice(0, -c.length) + c;
}
else {
this.color = '#ee7d16';
}
this.isDiscrete = data.isDiscrete == null ? true : data.isDiscrete;
this.label = data.label || '';
this.mode = data.mode || 1;
this.param = data.param;
this.sliderMax = data.sliderMax == null ? 100 : data.sliderMax;
this.sliderMin = data.sliderMin || 0;
this.targetName = data.target;
this.visible = data.visible == null ? false : data.visible;
this.x = data.x || 0;
this.y = data.y || 0;
}
init() {
super.init();
if (this.target && this.cmd === 'getVar:') {
this.target.watchers[this.param] = this;
}
if (!this.label) {
this.label = this.getLabel();
if (this.target.isSprite)
this.label = this.target.name + ': ' + this.label;
}
this.layout();
}
getLabel() {
var WATCHER_LABELS = {
'costumeIndex': 'costume #',
'xpos': 'x position',
'ypos': 'y position',
'heading': 'direction',
'scale': 'size',
'backgroundIndex': 'background #',
'sceneName': 'background name',
'tempo': 'tempo',
'volume': 'volume',
'answer': 'answer',
'timer': 'timer',
'soundLevel': 'loudness',
'isLoud': 'loud?',
'xScroll': 'x scroll',
'yScroll': 'y scroll'
};
switch (this.cmd) {
case 'getVar:': return this.param;
case 'sensor:': return this.param + ' sensor value';
case 'sensorPressed': return 'sensor ' + this.param + '?';
case 'timeAndDate': return this.param;
case 'senseVideoMotion': return 'video ' + this.param;
}
return WATCHER_LABELS[this.cmd] || '';
}
setVisible(visible) {
super.setVisible(visible);
this.layout();
}
update() {
var value = 0;
if (!this.target)
return;
switch (this.cmd) {
case 'answer':
value = this.stage.answer;
break;
case 'backgroundIndex':
value = this.stage.currentCostumeIndex + 1;
break;
case 'costumeIndex':
value = this.target.currentCostumeIndex + 1;
break;
case 'getVar:':
value = this.target.vars[this.param];
break;
case 'heading':
value = this.target.direction;
break;
case 'scale':
if (this.target.isSprite) {
value = this.target.scale * 100;
}
break;
case 'sceneName':
value = this.stage.getCostumeName();
break;
case 'senseVideoMotion':
break;
case 'soundLevel':
if (this.stage.microphone) {
value = this.stage.microphone.getLoudness();
}
else {
value = -1;
}
break;
case 'tempo':
value = this.stage.tempoBPM;
break;
case 'timeAndDate':
value = this.timeAndDate(this.param);
break;
case 'timer':
value = Math.round((this.stage.runtime.now() - this.stage.runtime.timerStart) / 100) / 10;
break;
case 'volume':
value = this.target.volume * 100;
break;
case 'xpos':
value = this.target.scratchX;
break;
case 'ypos':
value = this.target.scratchY;
break;
}
if (typeof value === 'number' && (value < 0.001 || value > 0.001)) {
value = Math.round(value * 1000) / 1000;
}
this.readout.textContent = '' + value;
if (this.slider) {
this.buttonWrap.style.transform = 'translate(' + ((+value || 0) - this.sliderMin) / (this.sliderMax - this.sliderMin) * 100 + '%,0)';
}
}
timeAndDate(format) {
switch (format) {
case 'year':
return new Date().getFullYear();
case 'month':
return new Date().getMonth() + 1;
case 'date':
return new Date().getDate();
case 'day of week':
return new Date().getDay() + 1;
case 'hour':
return new Date().getHours();
case 'minute':
return new Date().getMinutes();
case 'second':
return new Date().getSeconds();
}
return 0;
}
layout() {
if (this.el) {
this.el.style.display = this.visible ? 'block' : 'none';
return;
}
if (!this.visible)
return;
this.el = document.createElement('div');
this.el.dataset.watcher = '' + this.stage.allWatchers.indexOf(this);
this.el.style.whiteSpace = 'pre';
this.el.style.position = 'absolute';
this.el.style.left = this.el.style.top = '0';
this.el.style.transform = 'translate(' + (this.x | 0) / 10 + 'em,' + (this.y | 0) / 10 + 'em)';
this.el.style.cursor = 'default';
if (this.mode === 2) {
this.el.appendChild(this.readout = document.createElement('div'));
this.readout.style.minWidth = (38 / 15) + 'em';
this.readout.style.font = 'bold 1.5em/' + (19 / 15) + ' sans-serif';
this.readout.style.height = (19 / 15) + 'em';
this.readout.style.borderRadius = (4 / 15) + 'em';
this.readout.style.margin = (3 / 15) + 'em 0 0 0';
this.readout.style.padding = '0 ' + (3 / 10) + 'em';
}
else {
this.el.appendChild(this.labelEl = document.createElement('div'));
this.el.appendChild(this.readout = document.createElement('div'));
this.el.style.border = '.1em solid rgb(148,145,145)';
this.el.style.borderRadius = '.4em';
this.el.style.background = 'rgb(193,196,199)';
this.el.style.padding = '.2em .6em .3em .5em';
this.labelEl.textContent = this.label;
this.labelEl.style.font = 'bold 1.1em/1 sans-serif';
this.labelEl.style.display = 'inline-block';
this.labelEl.style.verticalAlign =
this.readout.style.verticalAlign = 'middle';
this.readout.style.minWidth = (37 / 10) + 'em';
this.readout.style.padding = '0 ' + (1 / 10) + 'em';
this.readout.style.font = 'bold 1.0em/' + (13 / 10) + ' sans-serif';
this.readout.style.height = (13 / 10) + 'em';
this.readout.style.borderRadius = (4 / 10) + 'em';
this.readout.style.marginLeft = (6 / 10) + 'em';
}
this.readout.style.color = '#fff';
var f = 1 / (this.mode === 2 ? 15 : 10);
this.readout.style.border = f + 'em solid #fff';
this.readout.style.boxShadow = 'inset ' + f + 'em ' + f + 'em ' + f + 'em rgba(0,0,0,.5), inset -' + f + 'em -' + f + 'em ' + f + 'em rgba(255,255,255,.5)';
this.readout.style.textAlign = 'center';
this.readout.style.background = this.color;
this.readout.style.display = 'inline-block';
if (this.mode === 3) {
this.el.appendChild(this.slider = document.createElement('div'));
this.slider.appendChild(this.buttonWrap = document.createElement('div'));
this.buttonWrap.appendChild(this.button = document.createElement('div'));
this.slider.style.height =
this.slider.style.borderRadius = '.5em';
this.slider.style.background = 'rgb(192,192,192)';
this.slider.style.margin = '.4em 0 .1em';
this.slider.style.boxShadow = 'inset .125em .125em .125em rgba(0,0,0,.5), inset -.125em -.125em .125em rgba(255,255,255,.5)';
this.slider.style.position = 'relative';
this.slider.style.pointerEvents = 'auto';
this.slider.dataset.slider = '';
this.slider.style.paddingRight =
this.button.style.width =
this.button.style.height =
this.button.style.borderRadius = '1.1em';
this.button.style.position = 'absolute';
this.button.style.left = '0';
this.button.style.top = '-.3em';
this.button.style.background = '#fff';
this.button.style.boxShadow = 'inset .3em .3em .2em -.2em rgba(255,255,255,.9), inset -.3em -.3em .2em -.2em rgba(0,0,0,.9), inset 0 0 0 .1em #777';
this.button.dataset.button = '';
}
this.stage.ui.appendChild(this.el);
}
}
sb2.Scratch2VariableWatcher = Scratch2VariableWatcher;
class Scratch2Stage extends P.core.Stage {
constructor() {
super(...arguments);
this.dragging = {};
this.defaultWatcherX = 10;
this.defaultWatcherY = 10;
}
createVariableWatcher(target, variableName) {
const x = this.defaultWatcherX;
const y = this.defaultWatcherY;
this.defaultWatcherY += 26;
if (this.defaultWatcherY >= 450) {
this.defaultWatcherY = 10;
this.defaultWatcherX += 150;
}
return new P.sb2.Scratch2VariableWatcher(this, target.name, {
cmd: 'getVar:',
param: variableName,
x,
y,
});
}
say(text, thinking) {
return ++this.sayId;
}
updateBubble() {
}
watcherStart(id, t, e) {
var p = e.target;
while (p && p.dataset.watcher == null)
p = p.parentElement;
if (!p)
return;
var w = this.allWatchers[p.dataset.watcher];
this.dragging[id] = {
watcher: w,
offset: (e.target.dataset.button == null ? -w.button.offsetWidth / 2 | 0 : w.button.getBoundingClientRect().left - t.clientX) - w.slider.getBoundingClientRect().left
};
}
watcherMove(id, t, e) {
var d = this.dragging[id];
if (!d)
return;
var w = d.watcher;
var sw = w.slider.offsetWidth;
var bw = w.button.offsetWidth;
var value = w.sliderMin + Math.max(0, Math.min(1, (t.clientX + d.offset) / (sw - bw))) * (w.sliderMax - w.sliderMin);
w.target.vars[w.param] = w.isDiscrete ? Math.round(value) : Math.round(value * 100) / 100;
w.update();
e.preventDefault();
}
watcherEnd(id, t, e) {
this.watcherMove(id, t, e);
delete this.dragging[id];
}
ontouch(event, touch) {
const target = event.target;
if (target.dataset.button != null || target.dataset.slider != null) {
this.watcherStart(touch.identifier, touch, event);
}
}
onmousedown(e) {
const target = e.target;
if (target.dataset.button != null || target.dataset.slider != null) {
this.watcherStart('mouse', e, e);
}
}
onmousemove(e) {
this.watcherMove('mouse', e, e);
}
onmouseup(e) {
this.watcherEnd('mouse', e, e);
}
}
sb2.Scratch2Stage = Scratch2Stage;
class Scratch2Sprite extends P.core.Sprite {
_clone() {
return new Scratch2Sprite(this.stage);
}
}
sb2.Scratch2Sprite = Scratch2Sprite;
class BaseSB2Loader extends P.io.Loader {
loadImage(url) {
return this.addTask(new P.io.Img(url)).load();
}
loadFonts() {
return Promise.all([
this.addTask(new P.io.PromiseTask((P.utils.settled(P.fonts.loadWebFont('Donegal One'))))),
this.addTask(new P.io.PromiseTask((P.utils.settled(P.fonts.loadWebFont('Gloria Hallelujah'))))),
this.addTask(new P.io.PromiseTask((P.utils.settled(P.fonts.loadWebFont('Mystery Quest'))))),
this.addTask(new P.io.PromiseTask((P.utils.settled(P.fonts.loadWebFont('Permanent Marker'))))),
]).then(() => undefined);
}
loadBase(data, isStage) {
var costumes;
var sounds;
return Promise.all([
this.loadArray(data.costumes, this.loadCostume.bind(this)).then((c) => costumes = c),
this.loadArray(data.sounds, this.loadSound.bind(this)).then((s) => sounds = s),
]).then(() => {
const object = new (isStage ? Scratch2Stage : Scratch2Sprite)(null);
if (data.variables) {
for (const variable of data.variables) {
if (variable.isPersistent) {
if (object.isStage) {
object.cloudVariables.push(variable.name);
}
else {
console.warn('Cloud variable found on a non-stage object. Skipping.');
}
}
object.vars[variable.name] = variable.value;
}
}
if (data.lists) {
for (const list of data.lists) {
if (list.isPersistent) {
console.warn('Cloud lists are not supported');
}
object.lists[list.listName] = list.contents;
}
}
object.name = data.objName;
object.costumes = costumes;
object.currentCostumeIndex = Math.floor(data.currentCostumeIndex);
sounds.forEach((sound) => sound && object.addSound(sound));
if (isStage) {
}
else {
const sprite = object;
sprite.scratchX = data.scratchX;
sprite.scratchY = data.scratchY;
sprite.direction = data.direction;
sprite.isDraggable = data.isDraggable;
sprite.rotationStyle = P.utils.parseRotationStyle(data.rotationStyle);
sprite.scale = data.scale;
sprite.visible = data.visible;
}
object.scripts = data.scripts || [];
return object;
});
}
loadArray(data, process) {
return Promise.all((data || []).map((i, ind) => process(i, ind)));
}
loadObject(data) {
if (data.cmd) {
return this.loadVariableWatcher(data);
}
else if (data.listName) {
}
else {
return this.loadBase(data, false);
}
}
loadVariableWatcher(data) {
const targetName = data.target;
const watcher = new Scratch2VariableWatcher(null, targetName, data);
return watcher;
}
loadCostume(data) {
const promises = [
this.loadMD5(data.baseLayerMD5, data.baseLayerID)
.then((asset) => data.$image = asset)
];
if (data.textLayerMD5) {
promises.push(this.loadMD5(data.textLayerMD5, data.textLayerID)
.then((asset) => data.$text = asset));
}
return Promise.all(promises)
.then((layers) => {
var image;
if (layers.length > 1) {
image = document.createElement('canvas');
const ctx = image.getContext('2d');
if (!ctx) {
throw new Error('Cannot get 2d rendering context loading costume ' + data.costumeName);
}
image.width = Math.max(layers[0].width, 1);
image.height = Math.max(layers[0].height, 1);
for (const layer of layers) {
ctx.drawImage(layer, 0, 0);
}
}
else {
image = layers[0];
}
return new P.core.BitmapCostume(image, {
name: data.costumeName,
bitmapResolution: data.bitmapResolution,
rotationCenterX: data.rotationCenterX,
rotationCenterY: data.rotationCenterY,
});
});
}
loadSound(data) {
return new Promise((resolve, reject) => {
this.loadMD5(data.md5, data.soundID, true)
.then((buffer) => {
resolve(new P.core.Sound({
name: data.soundName,
buffer,
}));
})
.catch((err) => {
resolve(null);
console.warn('Could not load sound: ' + err);
});
});
}
loadSVG(source) {
const parser = new DOMParser();
var doc = parser.parseFromString(source, 'image/svg+xml');
var svg = doc.documentElement;
if (!svg.style) {
doc = parser.parseFromString('<body>' + source, 'text/html');
svg = doc.querySelector('svg');
}
DOMPurify.sanitize(svg, {
IN_PLACE: true,
USE_PROFILES: { svg: true }
});
svg.style.visibility = 'hidden';
svg.style.position = 'absolute';
svg.style.left = '-10000px';
svg.style.top = '-10000px';
document.body.appendChild(svg);
const viewBox = svg.viewBox.baseVal;
if (viewBox && (viewBox.x || viewBox.y)) {
svg.width.baseVal.value = viewBox.width - viewBox.x;
svg.height.baseVal.value = viewBox.height - viewBox.y;
viewBox.x = 0;
viewBox.y = 0;
viewBox.width = 0;
viewBox.height = 0;
}
patchSVG(svg, svg);
document.body.removeChild(svg);
svg.style.visibility = svg.style.position = svg.style.left = svg.style.top = '';
const canvas = document.createElement('canvas');
const ctx = canvas.getContext('2d');
if (!ctx) {
throw new Error('unable to get rendering context for drawing svg');
}
return canvg.Canvg.from(ctx, new XMLSerializer().serializeToString(svg), {
ignoreMouse: true,
ignoreAnimation: true,
ignoreClear: true,
})
.then((v) => {
return v.render();
}).then(() => {
return canvas;
});
}
load() {
var children;
var stage;
return this.loadFonts()
.then(() => Promise.all([
P.audio.loadSoundbankSB2(this),
this.loadArray(this.projectData.children, this.loadObject.bind(this)).then((c) => children = c),
this.loadBase(this.projectData, true).then((s) => stage = s),
]))
.then(() => {
if (this.aborted) {
throw new Error('Loading aborting.');
}
children = children.filter((i) => i);
children.forEach((c) => c.stage = stage);
const sprites = children.filter((i) => i instanceof Scratch2Sprite);
const watchers = children.filter((i) => i instanceof Scratch2VariableWatcher);
stage.children = sprites;
stage.allWatchers = watchers;
stage.allWatchers.forEach((w) => w.init());
P.sb2.compiler.compile(stage);
return stage;
});
}
}
sb2.BaseSB2Loader = BaseSB2Loader;
class SB2FileLoader extends BaseSB2Loader {
constructor(buffer) {
super();
this.buffer = buffer;
}
loadMD5(hash, id, isAudio = false) {
const f = isAudio ? (this.zip.file(id + '.wav') || this.zip.file(id + '.mp3')) : this.zip.file(id + '.gif') || (this.zip.file(id + '.png') || this.zip.file(id + '.jpg') || this.zip.file(id + '.svg'));
if (!f) {
throw new Error('cannot find md5: ' + hash + ' (isAudio=' + isAudio + ')');
}
hash = f.name;
if (isAudio) {
return f.async('arraybuffer')
.then((buffer) => P.audio.decodeAudio(buffer));
}
const ext = hash.split('.').pop();
if (ext === 'svg') {
return f.async('text')
.then((text) => this.loadSVG(text));
}
else {
return new Promise((resolve, reject) => {
var image = new Image();
image.onload = function () {
resolve(image);
};
image.onerror = function () {
reject(new Error('Failed to load image: ' + hash + '/' + id));
};
f.async('binarystring')
.then((data) => {
image.src = 'data:image/' + (ext === 'jpg' ? 'jpeg' : ext) + ';base64,' + btoa(data);
});
});
}
}
load() {
return JSZip.loadAsync(this.buffer)
.then((data) => {
this.zip = data;
const project = this.zip.file('project.json');
if (!project) {
throw new Error('project.json is missing');
}
return project.async('text');
})
.then((project) => {
this.projectData = P.json.parse(project);
})
.then(() => super.load());
}
}
sb2.SB2FileLoader = SB2FileLoader;
class Scratch2Loader extends BaseSB2Loader {
constructor(idOrData) {
super();
if (typeof idOrData === 'object') {
this.projectData = idOrData;
this.projectId = null;
}
else {
this.projectId = idOrData;
}
}
loadMD5(hash, id, isAudio = false) {
const ext = hash.split('.').pop();
if (ext === 'svg') {
return this.addTask(new P.io.Request(ASSET_URL + hash + '/get/')).load('text')
.then((text) => this.loadSVG(text));
}
else if (ext === 'wav') {
return this.addTask(new P.io.Request(ASSET_URL + hash + '/get/')).load('arraybuffer')
.then((buffer) => P.audio.decodeAudio(buffer));
}
else {
return this.loadImage(ASSET_URL + hash + '/get/');
}
}
load() {
if (this.projectId) {
return this.addTask(new P.io.Request(P.config.PROJECT_API.replace('$id', '' + this.projectId))).load('json')
.then((data) => {
this.projectData = data;
return super.load();
});
}
else {
return super.load();
}
}
}
sb2.Scratch2Loader = Scratch2Loader;
function patchSVG(svg, element) {
const FONTS = {
'': 'Helvetica',
Donegal: 'Donegal One',
Gloria: 'Gloria Hallelujah',
Marker: 'Permanent Marker',
Mystery: 'Mystery Quest'
};
const LINE_HEIGHTS = {
Helvetica: 1.13,
'Donegal One': 1.25,
'Gloria Hallelujah': 1.97,
'Permanent Marker': 1.43,
'Mystery Quest': 1.37
};
if (element.nodeType !== 1)
return;
if (element.nodeName === 'text') {
var font = element.getAttribute('font-family') || '';
font = FONTS[font] || font;
if (font) {
element.setAttribute('font-family', font);
if (font === 'Helvetica')
element.style.fontWeight = 'bold';
}
var size = +element.getAttribute('font-size');
if (!size) {
element.setAttribute('font-size', size = 18);
}
var bb = element.getBBox();
var transform = element.transform.baseVal.consolidate();
if (transform) {
var x = 4 - .6 * transform.matrix.a;
var y = (element.getAttribute('y') - bb.y) * 1.1;
element.setAttribute('x', x);
element.setAttribute('y', y);
var lines = element.textContent.split('\n');
if (lines.length > 1) {
element.textContent = lines[0];
var lineHeight = LINE_HEIGHTS[font] || 1;
for (var i = 1, l = lines.length; i < l; i++) {
var tspan = document.createElementNS(null, 'tspan');
tspan.textContent = lines[i];
tspan.setAttribute('x', '' + x);
tspan.setAttribute('y', '' + (y + size * i * lineHeight));
element.appendChild(tspan);
}
}
}
}
else if ((element.hasAttribute('x') || element.hasAttribute('y')) && element.hasAttribute('transform')) {
element.setAttribute('x', 0);
element.setAttribute('y', 0);
}
[].forEach.call(element.childNodes, patchSVG.bind(null, svg));
}
})(sb2 = P.sb2 || (P.sb2 = {}));
})(P || (P = {}));
(function (P) {
var sb2;
(function (sb2) {
var compiler;
(function (compiler) {
const CLOUD = '☁ ';
var LOG_PRIMITIVES;
class Scratch2Procedure extends P.core.Procedure {
call(inputs) {
return inputs;
}
}
compiler.Scratch2Procedure = Scratch2Procedure;
var EVENT_SELECTORS = [
'procDef',
'whenClicked',
'whenCloned',
'whenGreenFlag',
'whenIReceive',
'whenKeyPressed',
'whenSceneStarts',
'whenSensorGreaterThan'
];
var compileScripts = function (object) {
for (var i = 0; i < object.scripts.length; i++) {
compiler.compileListener(object, object.scripts[i][2]);
}
};
var warnings;
var warn = function (message) {
warnings[message] = (warnings[message] || 0) + 1;
};
compiler.compileListener = function (object, script) {
if (!script[0] || EVENT_SELECTORS.indexOf(script[0][0]) === -1)
return;
var nextLabel = function () {
return object.fns.length + fns.length;
};
var label = function () {
var id = nextLabel();
fns.push(source.length);
visual = 0;
return id;
};
var delay = function () {
source += 'return;\n';
label();
};
var queue = function (id) {
source += 'queue(' + id + ');\n';
source += 'return;\n';
};
var forceQueue = function (id) {
source += 'forceQueue(' + id + ');\n';
source += 'return;\n';
};
var seq = function (script) {
if (!script)
return;
for (var i = 0; i < script.length; i++) {
compile(script[i]);
}
};
var varRef = function (name) {
if (typeof name !== 'string') {
return 'getVars(' + val(name) + ')[' + val(name) + ']';
}
var o = object.stage.vars[name] !== undefined ? 'self' : 'S';
return o + '.vars[' + val(name) + ']';
};
var isCloudVar = function (name) {
if (typeof name !== 'string') {
return false;
}
return name.startsWith(CLOUD) && object.stage.vars[name] !== undefined && object.stage.cloudVariables.indexOf(name) > -1;
};
var listRef = function (name) {
if (typeof name !== 'string') {
return 'getLists(' + val(name) + ')[' + val(name) + ']';
}
var o = object.stage.lists[name] !== undefined ? 'self' : 'S';
if (o === 'S' && !object.lists[name]) {
object.lists[name] = [];
}
return o + '.lists[' + val(name) + ']';
};
var param = function (name, usenum, usebool) {
if (typeof name !== 'string') {
throw new Error('Dynamic parameters are not supported');
}
if (!inputs)
return '0';
var i = inputs.indexOf(name);
if (i === -1) {
return '0';
}
var t = types[i];
var kind = t === '%n' || t === '%d' || t === '%c' ? 'num' :
t === '%b' ? 'bool' : '';
if (kind === 'num' && usenum) {
used[i] = true;
return 'C.numargs[' + i + ']';
}
if (kind === 'bool' && usebool) {
used[i] = true;
return 'C.boolargs[' + i + ']';
}
var v = 'C.args[' + i + ']';
if (usenum)
return '(+' + v + ' || 0)';
if (usebool)
return 'bool(' + v + ')';
return v;
};
var val2 = function (e) {
var v;
if (e[0] === 'costumeName') {
return 'S.getCostumeName()';
}
else if (e[0] === 'sceneName') {
return 'self.getCostumeName()';
}
else if (e[0] === 'readVariable') {
return varRef(e[1]);
}
else if (e[0] === 'contentsOfList:') {
return 'contentsOfList(' + listRef(e[1]) + ')';
}
else if (e[0] === 'getLine:ofList:') {
return 'getLineOfList(' + listRef(e[2]) + ', ' + val(e[1]) + ')';
}
else if (e[0] === 'concatenate:with:') {
return '("" + ' + val(e[1]) + ' + ' + val(e[2]) + ')';
}
else if (e[0] === 'letter:of:') {
return '(("" + ' + val(e[2]) + ')[(' + num(e[1]) + ' | 0) - 1] || "")';
}
else if (e[0] === 'answer') {
return 'self.answer';
}
else if (e[0] === 'getAttribute:of:') {
return 'attribute(' + val(e[1]) + ', ' + val(e[2]) + ')';
}
else if (e[0] === 'getUserId') {
return '0';
}
else if (e[0] === 'getUserName') {
return 'self.username';
}
else {
warn('Undefined val: ' + e[0]);
}
};
var val = function (e, usenum, usebool) {
var v;
if (typeof e === 'number' || typeof e === 'boolean' || e === null) {
return '' + e;
}
else if (typeof e === 'string') {
return '"' + e
.replace(/\\/g, '\\\\')
.replace(/\n/g, '\\n')
.replace(/\r/g, '\\r')
.replace(/"/g, '\\"')
.replace(/\{/g, '\\x7b')
.replace(/\}/g, '\\x7d') + '"';
}
else if (e[0] === 'getParam') {
return param(e[1], usenum, usebool);
}
else if ((v = numval(e)) != null || (v = boolval(e)) != null) {
return v;
}
else {
v = val2(e);
if (usenum)
return '(+' + v + ' || 0)';
if (usebool)
return 'bool(' + v + ')';
return v;
}
};
var numval = function (e) {
if (e[0] === 'xpos') {
return 'S.scratchX';
}
else if (e[0] === 'ypos') {
return 'S.scratchY';
}
else if (e[0] === 'heading') {
return 'S.direction';
}
else if (e[0] === 'costumeIndex') {
return '(S.currentCostumeIndex + 1)';
}
else if (e[0] === 'backgroundIndex') {
return '(self.currentCostumeIndex + 1)';
}
else if (e[0] === 'scale') {
return 'Math.round(S.scale * 100)';
}
else if (e[0] === 'volume') {
return '(S.volume * 100)';
}
else if (e[0] === 'tempo') {
return 'self.tempoBPM';
}
else if (e[0] === 'lineCountOfList:') {
return listRef(e[1]) + '.length';
}
else if (e[0] === '+') {
return '(' + num(e[1]) + ' + ' + num(e[2]) + ')';
}
else if (e[0] === '-') {
return '(' + num(e[1]) + ' - ' + num(e[2]) + ')';
}
else if (e[0] === '*') {
return '(' + num(e[1]) + ' * ' + num(e[2]) + ')';
}
else if (e[0] === '/') {
return '(' + num(e[1]) + ' / ' + num(e[2]) + ')';
}
else if (e[0] === 'randomFrom:to:') {
return 'random(' + num(e[1]) + ', ' + num(e[2]) + ')';
}
else if (e[0] === 'abs') {
return 'Math.abs(' + num(e[1]) + ')';
}
else if (e[0] === 'sqrt') {
return 'Math.sqrt(' + num(e[1]) + ')';
}
else if (e[0] === 'stringLength:') {
return '("" + ' + val(e[1]) + ').length';
}
else if (e[0] === '%' || e[0] === '\\\\') {
return 'mod(' + num(e[1]) + ', ' + num(e[2]) + ')';
}
else if (e[0] === 'rounded') {
return 'Math.round(' + num(e[1]) + ')';
}
else if (e[0] === 'computeFunction:of:') {
if (typeof e[1] !== 'object') {
switch ('' + e[1]) {
case 'abs':
return 'Math.abs(' + num(e[2]) + ')';
case 'floor':
return 'Math.floor(' + num(e[2]) + ')';
case 'sqrt':
return 'Math.sqrt(' + num(e[2]) + ')';
case 'ceiling':
return 'Math.ceil(' + num(e[2]) + ')';
case 'cos':
return 'Math.cos(' + num(e[2]) + ' * Math.PI / 180)';
case 'sin':
return 'Math.sin(' + num(e[2]) + ' * Math.PI / 180)';
case 'tan':
return 'Math.tan(' + num(e[2]) + ' * Math.PI / 180)';
case 'asin':
return '(Math.asin(' + num(e[2]) + ') * 180 / Math.PI)';
case 'acos':
return '(Math.acos(' + num(e[2]) + ') * 180 / Math.PI)';
case 'atan':
return '(Math.atan(' + num(e[2]) + ') * 180 / Math.PI)';
case 'ln':
return 'Math.log(' + num(e[2]) + ')';
case 'log':
return '(Math.log(' + num(e[2]) + ') / Math.LN10)';
case 'e ^':
return 'Math.exp(' + num(e[2]) + ')';
case '10 ^':
return 'Math.exp(' + num(e[2]) + ' * Math.LN10)';
}
return '0';
}
return 'mathFunc(' + val(e[1]) + ', ' + num(e[2]) + ')';
}
else if (e[0] === 'mouseX') {
return 'self.mouseX';
}
else if (e[0] === 'mouseY') {
return 'self.mouseY';
}
else if (e[0] === 'timer') {
return '((runtime.now() - runtime.timerStart) / 1000)';
}
else if (e[0] === 'distanceTo:') {
return 'S.distanceTo(' + val(e[1]) + ')';
}
else if (e[0] === 'soundLevel') {
object.stage.initMicrophone();
return 'self.microphone.getLoudness()';
}
else if (e[0] === 'timestamp') {
return '((Date.now() - epoch) / 86400000)';
}
else if (e[0] === 'timeAndDate') {
return 'timeAndDate(' + val(e[1]) + ')';
}
};
var DIGIT = /\d/;
var boolval = function (e) {
if (e[0] === 'list:contains:') {
return 'listContains(' + listRef(e[1]) + ', ' + val(e[2]) + ')';
}
else if (e[0] === '<' || e[0] === '>') {
var less;
let x;
let y;
if (typeof e[1] === 'string' && DIGIT.test(e[1]) || typeof e[1] === 'number') {
less = e[0] === '<';
x = e[1];
y = e[2];
}
else if (typeof e[2] === 'string' && DIGIT.test(e[2]) || typeof e[2] === 'number') {
less = e[0] === '>';
x = e[2];
y = e[1];
}
var nx = +x;
if (x == null || nx !== nx) {
return '(compare(' + val(e[1]) + ', ' + val(e[2]) + ') === ' + (e[0] === '<' ? -1 : 1) + ')';
}
return (less ? 'numLess' : 'numGreater') + '(' + nx + ', ' + val(y) + ')';
}
else if (e[0] === '=') {
let x;
let y;
if (typeof e[1] === 'string' && DIGIT.test(e[1]) || typeof e[1] === 'number') {
x = e[1];
y = e[2];
}
else if (typeof e[2] === 'string' && DIGIT.test(e[2]) || typeof e[2] === 'number') {
x = e[2];
y = e[1];
}
var nx = +x;
if (x == null || nx !== nx) {
return '(equal(' + val(e[1]) + ', ' + val(e[2]) + '))';
}
return '(numEqual(' + nx + ', ' + val(y) + '))';
}
else if (e[0] === '&') {
return '(' + bool(e[1]) + ' && ' + bool(e[2]) + ')';
}
else if (e[0] === '|') {
return '(' + bool(e[1]) + ' || ' + bool(e[2]) + ')';
}
else if (e[0] === 'not') {
return '!' + bool(e[1]) + '';
}
else if (e[0] === 'mousePressed') {
return 'self.mousePressed';
}
else if (e[0] === 'touching:') {
return 'S.touching(' + val(e[1]) + ')';
}
else if (e[0] === 'touchingColor:') {
return 'S.touchingColor(' + val(e[1]) + ')';
}
else if (e[0] === 'color:sees:') {
return 'S.colorTouchingColor(' + val(e[1]) + ', ' + val(e[2]) + ')';
}
else if (e[0] === 'keyPressed:') {
var v = typeof e[1] === 'object' ?
'getKeyCode(' + val(e[1]) + ')' : val(P.runtime.getKeyCode(e[1]));
return '!!self.keys[' + v + ']';
}
};
var bool = function (e) {
if (typeof e === 'boolean') {
return e;
}
if (typeof e === 'number' || typeof e === 'string') {
return +e !== 0 && e !== '' && e !== 'false';
}
var v = boolval(e);
return v != null ? v : val(e, false, true);
};
var num = function (e) {
if (typeof e === 'number') {
return e || 0;
}
if (typeof e === 'boolean' || typeof e === 'string') {
return +e || 0;
}
var v = numval(e);
return v != null ? v : val(e, true);
};
var beatHead = function (dur) {
source += 'save();\n';
source += 'R.start = runtime.now();\n';
source += 'R.duration = ' + num(dur) + ' * 60 / self.tempoBPM;\n';
source += 'var first = !WARP;\n';
};
var beatTail = function () {
var id = label();
source += 'if (!R.sound) R.sound = { stopped: false };';
source += 'S.activeSounds.add(R.sound);\n';
source += 'if ((runtime.now() - R.start < R.duration * 1000 || first) && !R.sound.stopped) {\n';
source += ' var first;\n';
forceQueue(id);
source += '}\n';
source += 'S.activeSounds.delete(R.sound);';
source += 'restore();\n';
};
var wait = function (dur) {
source += 'save();\n';
source += 'R.start = runtime.now();\n';
source += 'R.duration = ' + dur + ';\n';
source += 'var first = !WARP;\n';
var id = label();
source += 'if (runtime.now() - R.start < R.duration * 1000 || first) {\n';
source += ' var first;\n';
forceQueue(id);
source += '}\n';
source += 'restore();\n';
};
var toHSLA = 'S.penColor.toHSLA();\n';
toHSLA += 'S.penColor.a = 1;\n';
var visual = 0;
var compile = function (block) {
if (LOG_PRIMITIVES) {
source += 'console.log(' + val(block[0]) + ');\n';
}
if (['turnRight:', 'turnLeft:', 'heading:', 'pointTowards:', 'setRotationStyle', 'lookLike:', 'nextCostume', 'say:duration:elapsed:from:', 'say:', 'think:duration:elapsed:from:', 'think:', 'changeGraphicEffect:by:', 'setGraphicEffect:to:', 'filterReset', 'changeSizeBy:', 'setSizeTo:', 'comeToFront', 'goBackByLayers:'].indexOf(block[0]) !== -1) {
if (visual < 2) {
source += 'if (S.visible) VISUAL = true;\n';
visual = 2;
}
else if (P.config.debug)
source += '/* visual: 2 */\n';
}
else if (['forward:', 'gotoX:y:', 'gotoSpriteOrMouse:', 'changeXposBy:', 'xpos:', 'changeYposBy:', 'ypos:', 'bounceOffEdge', 'glideSecs:toX:y:elapsed:from:'].indexOf(block[0]) !== -1) {
if (visual < 1) {
source += 'if (S.visible || S.isPenDown) VISUAL = true;\n';
visual = 1;
}
else if (P.config.debug)
source += '/* visual: 1 */\n';
}
else if (['showBackground:', 'startScene', 'nextBackground', 'nextScene', 'startSceneAndWait', 'show', 'hide', 'putPenDown', 'stampCostume', 'showVariable:', 'hideVariable:', 'doAsk', 'setVolumeTo:', 'changeVolumeBy:', 'setTempoTo:', 'changeTempoBy:'].indexOf(block[0]) !== -1) {
if (visual < 3) {
source += 'VISUAL = true;\n';
visual = 3;
}
else if (P.config.debug)
source += '/* visual: 3 */\n';
}
if (block[0] === 'forward:') {
source += 'S.forward(' + num(block[1]) + ');\n';
}
else if (block[0] === 'turnRight:') {
source += 'S.setDirection(S.direction + ' + num(block[1]) + ');\n';
}
else if (block[0] === 'turnLeft:') {
source += 'S.setDirection(S.direction - ' + num(block[1]) + ');\n';
}
else if (block[0] === 'heading:') {
source += 'S.setDirection(' + num(block[1]) + ');\n';
}
else if (block[0] === 'pointTowards:') {
source += 'S.pointTowards(' + val(block[1]) + ');\n';
}
else if (block[0] === 'gotoX:y:') {
source += 'S.moveTo(' + num(block[1]) + ', ' + num(block[2]) + ');\n';
}
else if (block[0] === 'gotoSpriteOrMouse:') {
source += 'S.gotoObject(' + val(block[1]) + ');\n';
}
else if (block[0] === 'changeXposBy:') {
source += 'S.moveTo(S.scratchX + ' + num(block[1]) + ', S.scratchY);\n';
}
else if (block[0] === 'xpos:') {
source += 'S.moveTo(' + num(block[1]) + ', S.scratchY);\n';
}
else if (block[0] === 'changeYposBy:') {
source += 'S.moveTo(S.scratchX, S.scratchY + ' + num(block[1]) + ');\n';
}
else if (block[0] === 'ypos:') {
source += 'S.moveTo(S.scratchX, ' + num(block[1]) + ');\n';
}
else if (block[0] === 'bounceOffEdge') {
source += 'S.bounceOffEdge();\n';
}
else if (block[0] === 'setRotationStyle') {
source += 'S.rotationStyle = P.utils.parseRotationStyle(' + val(block[1]) + ');\n';
}
else if (block[0] === 'lookLike:') {
source += 'S.setCostume(' + val(block[1]) + ');\n';
}
else if (block[0] === 'nextCostume') {
source += 'S.showNextCostume();\n';
}
else if (block[0] === 'showBackground:' ||
block[0] === 'startScene') {
source += 'self.setCostume(' + val(block[1]) + ');\n';
source += 'var threads = sceneChange();\n';
source += 'if (threads.indexOf(BASE) !== -1) {return;}\n';
}
else if (block[0] === 'nextBackground' ||
block[0] === 'nextScene') {
source += 'S.showNextCostume();\n';
source += 'var threads = sceneChange();\n';
source += 'if (threads.indexOf(BASE) !== -1) {return;}\n';
}
else if (block[0] === 'startSceneAndWait') {
source += 'save();\n';
source += 'self.setCostume(' + val(block[1]) + ');\n';
source += 'R.threads = sceneChange();\n';
source += 'if (R.threads.indexOf(BASE) !== -1) {return;}\n';
var id = label();
source += 'if (!running(R.threads)) {\n';
forceQueue(id);
source += '}\n';
source += 'restore();\n';
}
else if (block[0] === 'say:duration:elapsed:from:') {
source += 'save();\n';
source += 'R.id = S.say(' + val(block[1]) + ', false);\n';
source += 'R.start = runtime.now();\n';
source += 'R.duration = ' + num(block[2]) + ';\n';
source += 'var first = !WARP;\n';
var id = label();
source += 'if (runtime.now() - R.start < R.duration * 1000 || first) {\n';
source += ' var first;\n';
forceQueue(id);
source += '}\n';
source += 'if (S.sayId === R.id) {\n';
source += ' S.say("");\n';
source += '}\n';
source += 'restore();\n';
}
else if (block[0] === 'say:') {
source += 'S.say(' + val(block[1]) + ', false);\n';
}
else if (block[0] === 'think:duration:elapsed:from:') {
source += 'save();\n';
source += 'R.id = S.say(' + val(block[1]) + ', true);\n';
source += 'R.start = runtime.now();\n';
source += 'R.duration = ' + num(block[2]) + ';\n';
source += 'var first = !WARP;\n';
var id = label();
source += 'if (runtime.now() - R.start < R.duration * 1000 || first) {\n';
source += ' var first;\n';
forceQueue(id);
source += '}\n';
source += 'if (S.sayId === R.id) {\n';
source += ' S.say("");\n';
source += '}\n';
source += 'restore();\n';
}
else if (block[0] === 'think:') {
source += 'S.say(' + val(block[1]) + ', true);\n';
}
else if (block[0] === 'changeGraphicEffect:by:') {
source += 'S.changeFilter(' + val(block[1]) + ', ' + num(block[2]) + ');\n';
}
else if (block[0] === 'setGraphicEffect:to:') {
source += 'S.setFilter(' + val(block[1]) + ', ' + num(block[2]) + ');\n';
}
else if (block[0] === 'filterReset') {
source += 'S.resetFilters();\n';
}
else if (block[0] === 'changeSizeBy:') {
source += 'var f = S.scale + ' + num(block[1]) + ' / 100;\n';
source += 'S.scale = f < 0 ? 0 : f;\n';
}
else if (block[0] === 'setSizeTo:') {
source += 'var f = ' + num(block[1]) + ' / 100;\n';
source += 'S.scale = f < 0 ? 0 : f;\n';
}
else if (block[0] === 'show') {
source += 'S.visible = true;\n';
source += 'if (S.saying) S.updateBubble();\n';
}
else if (block[0] === 'hide') {
source += 'S.visible = false;\n';
source += 'if (S.saying) S.updateBubble();\n';
}
else if (block[0] === 'comeToFront') {
source += 'var i = self.children.indexOf(S);\n';
source += 'if (i !== -1) self.children.splice(i, 1);\n';
source += 'self.children.push(S);\n';
}
else if (block[0] === 'goBackByLayers:') {
source += 'var i = self.children.indexOf(S);\n';
source += 'if (i !== -1) {\n';
source += ' self.children.splice(i, 1);\n';
source += ' self.children.splice(Math.max(0, i - ' + num(block[1]) + '), 0, S);\n';
source += '}\n';
}
else if (block[0] === 'setVideoState') {
source += 'switch (' + val(block[1]) + ') {';
source += ' case "off": self.showVideo(false); break;';
source += ' case "on": self.showVideo(true); break;';
source += '}';
}
else if (block[0] === 'playSound:') {
if (P.audio.context) {
source += 'var sound = S.getSound(' + val(block[1]) + ');\n';
source += 'if (sound) startSound(sound);\n';
}
}
else if (block[0] === 'doPlaySoundAndWait') {
if (P.audio.context) {
source += 'var sound = S.getSound(' + val(block[1]) + ');\n';
source += 'if (sound) {\n';
source += ' save();\n';
source += ' R.sound = playSound(sound);\n';
source += ' S.activeSounds.add(R.sound);\n';
source += ' R.start = runtime.now();\n';
source += ' R.duration = sound.duration;\n';
source += ' var first = true;\n';
var id = label();
source += ' if ((runtime.now() - R.start < R.duration * 1000 || first) && !R.sound.stopped) {\n';
source += ' var first;\n';
forceQueue(id);
source += ' }\n';
source += ' S.activeSounds.delete(R.sound);\n';
source += ' restore();\n';
source += '}\n';
}
}
else if (block[0] === 'stopAllSounds') {
if (P.audio.context) {
source += 'self.stopAllSounds();\n';
}
}
else if (block[0] === 'playDrum') {
beatHead(block[2]);
if (P.audio.context) {
source += 'R.sound = playSpan(DRUMS[Math.round(' + num(block[1]) + ') - 1] || DRUMS[2], 60, 10);\n';
}
beatTail();
}
else if (block[0] === 'rest:elapsed:from:') {
beatHead(block[1]);
beatTail();
}
else if (block[0] === 'noteOn:duration:elapsed:from:') {
beatHead(block[2]);
if (P.audio.context) {
source += 'R.sound = playNote(' + num(block[1]) + ', R.duration);\n';
}
beatTail();
}
else if (block[0] === 'instrument:') {
source += 'S.instrument = Math.max(0, Math.min(INSTRUMENTS.length - 1, ' + num(block[1]) + ' - 1)) | 0;';
}
else if (block[0] === 'changeVolumeBy:' || block[0] === 'setVolumeTo:') {
source += 'S.volume = Math.min(1, Math.max(0, ' + (block[0] === 'changeVolumeBy:' ? 'S.volume + ' : '') + num(block[1]) + ' / 100));\n';
source += 'if (S.node) S.node.gain.value = S.volume;\n';
}
else if (block[0] === 'changeTempoBy:') {
source += 'self.tempoBPM += ' + num(block[1]) + ';\n';
}
else if (block[0] === 'setTempoTo:') {
source += 'self.tempoBPM = ' + num(block[1]) + ';\n';
}
else if (block[0] === 'clearPenTrails') {
source += 'self.clearPen();\n';
}
else if (block[0] === 'putPenDown') {
source += 'S.isPenDown = true;\n';
source += 'S.dotPen();\n';
}
else if (block[0] === 'putPenUp') {
source += 'S.isPenDown = false;\n';
}
else if (block[0] === 'penColor:') {
source += 'S.penColor.setRGBA(' + num(block[1]) + ');\n';
}
else if (block[0] === 'setPenHueTo:') {
source += toHSLA;
source += 'S.penColor.x = ' + num(block[1]) + ' * 360 / 200;\n';
source += 'S.penColor.y = 100;\n';
}
else if (block[0] === 'changePenHueBy:') {
source += toHSLA;
source += 'S.penColor.x += ' + num(block[1]) + ' * 360 / 200;\n';
source += 'S.penColor.y = 100;\n';
}
else if (block[0] === 'setPenShadeTo:') {
source += toHSLA;
source += 'S.penColor.z = ' + num(block[1]) + ' % 200;\n';
source += 'if (S.penColor.z < 0) S.penColor.z += 200;\n';
source += 'S.penColor.y = 100;\n';
}
else if (block[0] === 'changePenShadeBy:') {
source += toHSLA;
source += 'S.penColor.z = (S.penColor.z + ' + num(block[1]) + ') % 200;\n';
source += 'if (S.penColor.z < 0) S.penColor.z += 200;\n';
source += 'S.penColor.y = 100;\n';
}
else if (block[0] === 'penSize:') {
source += 'var f = ' + num(block[1]) + ';\n';
source += 'S.penSize = f < 1 ? 1 : f;\n';
}
else if (block[0] === 'changePenSizeBy:') {
source += 'var f = S.penSize + ' + num(block[1]) + ';\n';
source += 'S.penSize = f < 1 ? 1 : f;\n';
}
else if (block[0] === 'stampCostume') {
source += 'S.stamp();\n';
}
else if (block[0] === 'setVar:to:') {
source += varRef(block[1]) + ' = ' + val(block[2]) + ';\n';
if (isCloudVar(block[1])) {
source += 'cloudVariableChanged(' + val(block[1]) + ');\n';
}
}
else if (block[0] === 'changeVar:by:') {
var ref = varRef(block[1]);
source += ref + ' = (+' + ref + ' || 0) + ' + num(block[2]) + ';\n';
if (isCloudVar(block[1])) {
source += 'cloudVariableChanged(' + val(block[1]) + ');\n';
}
}
else if (block[0] === 'append:toList:') {
source += 'appendToList(' + listRef(block[2]) + ', ' + val(block[1]) + ');\n';
}
else if (block[0] === 'deleteLine:ofList:') {
source += 'deleteLineOfList(' + listRef(block[2]) + ', ' + val(block[1]) + ');\n';
}
else if (block[0] === 'insert:at:ofList:') {
source += 'insertInList(' + listRef(block[3]) + ', ' + val(block[2]) + ', ' + val(block[1]) + ');\n';
}
else if (block[0] === 'setLine:ofList:to:') {
source += 'setLineOfList(' + listRef(block[2]) + ', ' + val(block[1]) + ', ' + val(block[3]) + ');\n';
}
else if (block[0] === 'showVariable:' || block[0] === 'hideVariable:') {
var isShow = block[0] === 'showVariable:';
if (typeof block[1] === 'string') {
var o = object.vars[block[1]] !== undefined ? 'S' : 'self';
source += o + '.showVariable(' + val(block[1]) + ', ' + isShow + ');\n';
}
else {
warn('ignoring dynamic variable');
}
}
else if (block[0] === 'broadcast:') {
source += 'var threads = broadcast(' + val(block[1]) + ');\n';
source += 'if (threads.indexOf(BASE) !== -1) {STOPPED = true;}\n';
}
else if (block[0] === 'call') {
if (P.config.debug && block[1] === 'phosphorus: debug') {
source += 'debugger;\n';
}
else {
source += 'call(S.procedures[' + val(block[1]) + '], ' + nextLabel() + ', [';
for (var i = 2; i < block.length; i++) {
if (i > 2) {
source += ', ';
}
source += val(block[i]);
}
source += ']);\n';
delay();
}
}
else if (block[0] === 'doBroadcastAndWait') {
source += 'save();\n';
source += 'R.threads = broadcast(' + val(block[1]) + ');\n';
source += 'if (R.threads.indexOf(BASE) !== -1) {return;}\n';
var id = label();
source += 'if (running(R.threads)) {\n';
forceQueue(id);
source += '}\n';
source += 'restore();\n';
}
else if (block[0] === 'doForever') {
var id = label();
seq(block[1]);
forceQueue(id);
}
else if (block[0] === 'doForeverIf') {
var id = label();
source += 'if (' + bool(block[1]) + ') {\n';
seq(block[2]);
source += '}\n';
forceQueue(id);
}
else if (block[0] === 'doIf') {
source += 'if (' + bool(block[1]) + ') {\n';
seq(block[2]);
source += '}\n';
}
else if (block[0] === 'doIfElse') {
source += 'if (' + bool(block[1]) + ') {\n';
seq(block[2]);
source += '} else {\n';
seq(block[3]);
source += '}\n';
}
else if (block[0] === 'doRepeat') {
source += 'save();\n';
source += 'R.count = ' + num(block[1]) + ';\n';
var id = label();
source += 'if (R.count >= 0.5) {\n';
source += ' R.count -= 1;\n';
seq(block[2]);
queue(id);
source += '} else {\n';
source += ' restore();\n';
source += '}\n';
}
else if (block[0] === 'doReturn') {
source += 'endCall();\n';
source += 'return;\n';
}
else if (block[0] === 'doUntil') {
var id = label();
source += 'if (!' + bool(block[1]) + ') {\n';
seq(block[2]);
queue(id);
source += '}\n';
}
else if (block[0] === 'doWhile') {
var id = label();
source += 'if (' + bool(block[1]) + ') {\n';
seq(block[2]);
queue(id);
source += '}\n';
}
else if (block[0] === 'doWaitUntil') {
var id = label();
source += 'if (!' + bool(block[1]) + ') {\n';
forceQueue(id);
source += '}\n';
}
else if (block[0] === 'glideSecs:toX:y:elapsed:from:') {
source += 'save();\n';
source += 'R.start = runtime.now();\n';
source += 'R.duration = ' + num(block[1]) + ';\n';
source += 'R.baseX = S.scratchX;\n';
source += 'R.baseY = S.scratchY;\n';
source += 'R.deltaX = ' + num(block[2]) + ' - S.scratchX;\n';
source += 'R.deltaY = ' + num(block[3]) + ' - S.scratchY;\n';
var id = label();
source += 'var f = (runtime.now() - R.start) / (R.duration * 1000);\n';
source += 'if (f > 1 || isNaN(f)) f = 1;\n';
source += 'S.moveTo(R.baseX + f * R.deltaX, R.baseY + f * R.deltaY);\n';
source += 'if (f < 1) {\n';
forceQueue(id);
source += '}\n';
source += 'restore();\n';
}
else if (block[0] === 'stopAll') {
source += 'runtime.stopAll();\n';
source += 'return;\n';
}
else if (block[0] === 'stopScripts') {
source += 'switch (' + val(block[1]) + ') {\n';
source += ' case "all":\n';
source += ' runtime.stopAll();\n';
source += ' return;\n';
source += ' case "this script":\n';
source += ' endCall();\n';
source += ' return;\n';
source += ' case "other scripts in sprite":\n';
source += ' case "other scripts in stage":\n';
source += ' S.stopSoundsExcept(BASE);\n';
source += ' for (var i = 0; i < runtime.queue.length; i++) {\n';
source += ' if (i !== THREAD && runtime.queue[i] && runtime.queue[i].sprite === S) {\n';
source += ' runtime.queue[i].stopped = true;\n';
source += ' runtime.queue[i].fn = undefined;\n';
source += ' }\n';
source += ' }\n';
source += ' break;\n';
source += '}\n';
}
else if (block[0] === 'wait:elapsed:from:') {
wait(num(block[1]));
}
else if (block[0] === 'warpSpeed') {
source += 'WARP++;\n';
seq(block[1]);
source += 'WARP--;\n';
}
else if (block[0] === 'createCloneOf') {
source += 'clone(' + val(block[1]) + ');\n';
}
else if (block[0] === 'deleteClone') {
source += 'if (S.isClone) {\n';
source += ' S.remove();\n';
source += ' var i = self.children.indexOf(S);\n';
source += ' if (i !== -1) self.children.splice(i, 1);\n';
source += ' for (var i = 0; i < runtime.queue.length; i++) {\n';
source += ' if (runtime.queue[i] && runtime.queue[i].sprite === S) {\n';
source += ' runtime.queue[i] = undefined;\n';
source += ' }\n';
source += ' }\n';
source += ' return;\n';
source += '}\n';
}
else if (block[0] === 'doAsk') {
source += 'R.id = self.nextPromptId++;\n';
var id = label();
source += 'if (self.promptId < R.id) {\n';
forceQueue(id);
source += '}\n';
source += 'S.ask(' + val(block[1]) + ');\n';
var id = label();
source += 'if (self.promptId === R.id) {\n';
forceQueue(id);
source += '}\n';
}
else if (block[0] === 'timerReset') {
source += 'runtime.timerStart = runtime.now();\n';
}
else {
warn('Undefined command: ' + block[0]);
}
};
var source = '';
var startfn = object.fns.length;
var fns = [0];
if (script[0][0] === 'procDef') {
var inputs = script[0][2];
var types = script[0][1].match(/%[snmdcb]/g) || [];
var used = [];
}
for (let i = 1; i < script.length; i++) {
compile(script[i]);
}
if (script[0][0] === 'procDef') {
let pre = '';
for (let i = types.length; i--;) {
if (used[i]) {
const t = types[i];
if (t === '%d' || t === '%n' || t === '%c') {
pre += 'C.numargs[' + i + '] = +C.args[' + i + '] || 0;\n';
}
else if (t === '%b') {
pre += 'C.boolargs[' + i + '] = bool(C.args[' + i + ']);\n';
}
}
}
source = pre + source;
for (let i = 1, l = fns.length; i < l; ++i) {
fns[i] += pre.length;
}
source += 'endCall();\n';
source += 'return;\n';
}
for (let i = 0; i < fns.length; i++) {
object.fns.push(P.runtime.createContinuation(source.slice(fns[i])));
}
var f = object.fns[startfn];
if (script[0][0] === 'whenClicked') {
object.listeners.whenClicked.push(f);
}
else if (script[0][0] === 'whenGreenFlag') {
object.listeners.whenGreenFlag.push(f);
}
else if (script[0][0] === 'whenCloned') {
object.listeners.whenCloned.push(f);
}
else if (script[0][0] === 'whenIReceive') {
var key = script[0][1].toLowerCase();
(object.listeners.whenIReceive[key] || (object.listeners.whenIReceive[key] = [])).push(f);
}
else if (script[0][0] === 'whenKeyPressed') {
const key = P.runtime.getKeyCode(script[0][1]);
object.addWhenKeyPressedHandler(key, f);
}
else if (script[0][0] === 'whenSceneStarts') {
var key = script[0][1].toLowerCase();
(object.listeners.whenSceneStarts[key] || (object.listeners.whenSceneStarts[key] = [])).push(f);
}
else if (script[0][0] === 'procDef') {
const warp = script[0][4];
const name = script[0][1];
if (!object.procedures[name]) {
object.procedures[name] = new Scratch2Procedure(f, warp, inputs);
}
else {
warn('procedure already exists: ' + name);
}
}
else {
warn('Undefined event: ' + script[0][0]);
}
if (P.config.debug) {
var variant = script[0][0];
if (variant === 'procDef') {
variant += ':' + script[0][1];
}
console.log('compiled sb2 script', variant, source);
}
};
function compile(stage) {
warnings = Object.create(null);
compileScripts(stage);
for (var i = 0; i < stage.children.length; i++) {
compileScripts(stage.children[i]);
}
for (var key in warnings) {
console.warn(key + (warnings[key] > 1 ? ' (repeated ' + warnings[key] + ' times)' : ''));
}
}
compiler.compile = compile;
})(compiler = sb2.compiler || (sb2.compiler = {}));
})(sb2 = P.sb2 || (P.sb2 = {}));
})(P || (P = {}));
var P;
(function (P) {
var sb3;
(function (sb3) {
sb3.ASSETS_API = 'https://assets.scratch.mit.edu/internalapi/asset/$md5ext/get/';
class Scratch3Stage extends P.core.Stage {
constructor() {
super(...arguments);
this.listIds = {};
this.varIds = {};
}
}
sb3.Scratch3Stage = Scratch3Stage;
class Scratch3Sprite extends P.core.Sprite {
constructor() {
super(...arguments);
this.listIds = {};
this.varIds = {};
}
_clone() {
return new Scratch3Sprite(this.stage);
}
}
sb3.Scratch3Sprite = Scratch3Sprite;
class Scratch3VariableWatcher extends P.core.Watcher {
constructor(stage, data) {
super(stage, data.spriteName || '');
this.id = data.id;
this.opcode = data.opcode;
this.mode = data.mode;
this.params = data.params;
this.libraryEntry = P.sb3.compiler.watcherLibrary[this.opcode];
this.x = data.x;
this.y = data.y;
this.visible = typeof data.visible === 'boolean' ? data.visible : true;
this.sliderMin = data.sliderMin || 0;
this.sliderMax = data.sliderMax || 0;
if (typeof data.isDiscrete !== 'undefined') {
this.sliderStep = data.isDiscrete ? 1 : 0.01;
}
else {
this.sliderStep = 1;
}
if (!this.libraryEntry) {
console.warn('unknown watcher', this.opcode, this);
this.valid = false;
}
}
update() {
if (this.visible) {
const value = this.getValue();
if (this.valueEl.textContent !== value) {
this.valueEl.textContent = value;
}
if (this.sliderInput) {
this.sliderInput.value = value;
}
}
}
init() {
super.init();
if (this.libraryEntry.init) {
this.libraryEntry.init(this);
}
this.updateLayout();
}
setVisible(visible) {
super.setVisible(visible);
this.updateLayout();
}
getLabel() {
const label = this.libraryEntry.getLabel(this);
if (!this.target.isStage) {
return this.targetName + ': ' + label;
}
return label;
}
getValue() {
const value = this.libraryEntry.evaluate(this);
if (typeof value === 'number') {
return '' + (Math.round(value * 1e6) / 1e6);
}
return '' + value;
}
setValue(value) {
if (this.libraryEntry.set) {
this.libraryEntry.set(this, value);
this.update();
}
}
updateLayout() {
if (this.containerEl) {
this.containerEl.style.display = this.visible ? 'flex' : 'none';
return;
}
if (!this.visible) {
return;
}
const container = document.createElement('div');
container.classList.add('s3-watcher-container');
container.dataset.opcode = this.opcode;
container.style.top = (this.y / 10) + 'em';
container.style.left = (this.x / 10) + 'em';
container.onmousedown = (e) => e.stopPropagation();
container.ontouchstart = (e) => e.stopPropagation();
const value = document.createElement('div');
value.classList.add('s3-watcher-value');
value.textContent = this.getValue();
this.containerEl = container;
this.valueEl = value;
this.stage.ui.appendChild(container);
const mode = this.mode;
if (mode === 'large') {
container.classList.add('s3-watcher-large');
container.appendChild(value);
}
else {
const row = document.createElement('div');
row.classList.add('s3-watcher-row');
row.classList.add('s3-watcher-row-normal');
const label = document.createElement('div');
label.classList.add('s3-watcher-label');
label.textContent = this.getLabel();
row.appendChild(label);
row.appendChild(value);
container.classList.add('s3-watcher-container-normal');
container.appendChild(row);
if (mode === 'slider') {
const slider = document.createElement('div');
slider.classList.add('s3-watcher-row-slider');
const input = document.createElement('input');
input.type = 'range';
input.min = '' + this.sliderMin;
input.max = '' + this.sliderMax;
input.step = '' + this.sliderStep;
input.value = this.getValue();
input.addEventListener('input', this.sliderChanged.bind(this));
this.sliderInput = input;
slider.appendChild(input);
container.appendChild(slider);
}
}
}
sliderChanged(e) {
const value = +e.target.value;
this.setValue(value);
}
}
sb3.Scratch3VariableWatcher = Scratch3VariableWatcher;
class ListWatcherRow {
constructor() {
this.value = '';
this.index = -1;
this.y = 0;
this.visible = true;
this.element = document.createElement('div');
this.indexEl = document.createElement('div');
this.valueEl = document.createElement('div');
this.element.className = 's3-list-row';
this.indexEl.className = 's3-list-index';
this.valueEl.className = 's3-list-value';
this.element.appendChild(this.indexEl);
this.element.appendChild(this.valueEl);
}
setValue(value) {
if (value !== this.value) {
this.value = value;
this.valueEl.textContent = value;
}
}
setIndex(index) {
if (index !== this.index) {
this.index = index;
this.indexEl.textContent = (index + 1).toString();
}
}
setY(y) {
if (y !== this.y) {
this.y = y;
this.element.style.transform = 'translateY(' + y + 'px)';
}
}
setVisible(visible) {
if (this.visible !== visible) {
this.visible = visible;
this.element.style.display = visible ? '' : 'none';
}
}
}
sb3.ListWatcherRow = ListWatcherRow;
class Scratch3ListWatcher extends P.core.Watcher {
constructor(stage, data) {
super(stage, data.spriteName || '');
this.rows = [];
this.firstUpdateComplete = false;
this._rowHeight = -1;
this.scrollTop = 0;
this.lastZoomLevel = 1;
this.scrollAhead = 8;
this.scrollBack = 3;
this.scrollDirection = 1;
this._contentHeight = -1;
this.id = data.id;
this.params = data.params;
this.x = data.x;
this.y = data.y;
this.visible = typeof data.visible === 'boolean' ? data.visible : true;
this.width = data.width || 100;
this.height = data.height || 200;
}
shouldUpdate() {
if (!this.visible)
return false;
if (this.lastZoomLevel !== this.stage.zoom)
return true;
if (!this.firstUpdateComplete)
return true;
return this.list.modified;
}
update() {
if (!this.shouldUpdate()) {
return;
}
if (this.lastZoomLevel !== this.stage.zoom) {
this.contentEl.scrollTop *= this.stage.zoom / this.lastZoomLevel;
}
this.list.modified = false;
this.lastZoomLevel = this.stage.zoom;
this.firstUpdateComplete = true;
this.updateList();
const bottomLabelText = this.getBottomLabel();
if (this.bottomLabelEl.textContent !== bottomLabelText) {
this.bottomLabelEl.textContent = this.getBottomLabel();
}
}
updateList() {
if (!this.visible && this._rowHeight === -1) {
return;
}
const height = this.list.length * this.getRowHeight() * this.stage.zoom;
this.endpointEl.style.transform = 'translateY(' + height + 'px)';
const topVisible = this.scrollTop;
const bottomVisible = topVisible + this.getContentHeight();
let startingIndex = Math.floor(topVisible / this.getRowHeight());
let endingIndex = Math.ceil(bottomVisible / this.getRowHeight());
if (this.scrollDirection === 1) {
startingIndex -= this.scrollBack;
endingIndex += this.scrollAhead;
}
else {
startingIndex -= this.scrollAhead;
endingIndex += this.scrollBack;
}
if (startingIndex < 0)
startingIndex = 0;
if (endingIndex > this.list.length - 1)
endingIndex = this.list.length - 1;
if (endingIndex - startingIndex > 50) {
endingIndex = startingIndex + 50;
}
const visibleRows = endingIndex - startingIndex;
while (this.rows.length <= visibleRows) {
this.addRow();
}
for (var listIndex = startingIndex, rowIndex = 0; listIndex <= endingIndex; listIndex++, rowIndex++) {
let row = this.rows[rowIndex];
row.setIndex(listIndex);
row.setValue(this.list[listIndex]);
row.setY(listIndex * this._rowHeight * this.stage.zoom);
row.setVisible(true);
}
while (rowIndex < this.rows.length) {
this.rows[rowIndex].setVisible(false);
rowIndex++;
}
}
init() {
super.init();
const target = this.target;
const listId = this.id;
const listName = target.listIds[listId];
if (!(listName in this.target.lists)) {
this.target.lists[listName] = createList();
}
this.list = this.target.lists[listName];
this.target.listWatchers[listName] = this;
if (this.visible) {
this.updateLayout();
}
}
getTopLabel() {
if (this.target.isStage) {
return this.params.LIST;
}
return this.target.name + ': ' + this.params.LIST;
}
getBottomLabel() {
return 'length ' + this.list.length;
}
getContentHeight() {
if (this._contentHeight === -1) {
this._contentHeight = this.contentEl.offsetHeight;
}
return this._contentHeight;
}
getRowHeight() {
if (this._rowHeight === -1) {
const PADDING = 2;
if (this.rows.length === 0) {
this.addRow();
}
const height = this.rows[0].element.offsetHeight / this.stage.zoom;
if (height === 0) {
return 0;
}
this._rowHeight = height + PADDING;
}
return this._rowHeight;
}
addRow() {
const row = new ListWatcherRow();
this.rows.push(row);
this.contentEl.appendChild(row.element);
return row;
}
updateLayout() {
if (!this.containerEl) {
if (!this.visible) {
return;
}
this.createLayout();
}
this.containerEl.style.display = this.visible ? '' : 'none';
}
setVisible(visible) {
super.setVisible(visible);
this.updateLayout();
}
createLayout() {
this.containerEl = document.createElement('div');
this.topLabelEl = document.createElement('div');
this.bottomLabelEl = document.createElement('div');
this.middleContainerEl = document.createElement('div');
this.contentEl = document.createElement('div');
this.containerEl.style.top = (this.y / 10) + 'em';
this.containerEl.style.left = (this.x / 10) + 'em';
this.containerEl.style.height = (this.height / 10) + 'em';
this.containerEl.style.width = (this.width / 10) + 'em';
this.containerEl.classList.add('s3-list-container');
this.containerEl.onmousedown = (e) => e.stopPropagation();
this.containerEl.ontouchstart = (e) => e.stopPropagation();
this.topLabelEl.textContent = this.getTopLabel();
this.topLabelEl.classList.add('s3-list-top-label');
this.bottomLabelEl.textContent = this.getBottomLabel();
this.bottomLabelEl.classList.add('s3-list-bottom-label');
this.middleContainerEl.classList.add('s3-list-content');
this.contentEl.classList.add('s3-list-rows');
this.contentEl.addEventListener('scroll', (e) => {
const scrollTop = this.contentEl.scrollTop / this.stage.zoom;
const scrollChange = this.scrollTop - scrollTop;
if (scrollChange < 0) {
this.scrollDirection = 1;
}
else if (scrollChange > 0) {
this.scrollDirection = 0;
}
this.scrollTop = scrollTop;
this.updateList();
});
this.endpointEl = document.createElement('div');
this.endpointEl.className = 's3-list-endpoint';
this.contentEl.appendChild(this.endpointEl);
this.middleContainerEl.appendChild(this.contentEl);
this.containerEl.appendChild(this.topLabelEl);
this.containerEl.appendChild(this.middleContainerEl);
this.containerEl.appendChild(this.bottomLabelEl);
this.stage.ui.appendChild(this.containerEl);
}
}
sb3.Scratch3ListWatcher = Scratch3ListWatcher;
class Scratch3Procedure extends P.core.Procedure {
call(inputs) {
const args = {};
for (var i = 0; i < this.inputs.length; i++) {
args[this.inputs[i]] = inputs[i];
}
return args;
}
}
sb3.Scratch3Procedure = Scratch3Procedure;
function createList() {
const list = [];
list.modified = false;
list.toString = function () {
var i = this.length;
while (i--) {
if (('' + this[i]).length !== 1) {
return this.join(' ');
}
}
return this.join('');
};
return list;
}
sb3.createList = createList;
const SVG_NAMESPACE = 'http://www.w3.org/2000/svg';
function fixSVGNamespace(svg) {
const newDocument = document.implementation.createHTMLDocument();
const newSVG = newDocument.createElementNS(SVG_NAMESPACE, 'svg');
for (const attribute of svg.attributes) {
newSVG.setAttribute(attribute.name, attribute.value);
}
newSVG.innerHTML = svg.innerHTML;
return newSVG;
}
function patchSVG(svg, costumeOptions) {
const invalidNamespace = svg.namespaceURI !== SVG_NAMESPACE;
if (invalidNamespace) {
svg = fixSVGNamespace(svg);
if (svg.firstElementChild && svg.firstElementChild.tagName !== 'g') {
const width = svg.width.baseVal;
const height = svg.height.baseVal;
if (width.unitType !== width.SVG_LENGTHTYPE_PERCENTAGE && height.unitType !== width.SVG_LENGTHTYPE_PERCENTAGE) {
const group = document.createElementNS(SVG_NAMESPACE, 'g');
const transform = svg.createSVGTransform();
for (const el of svg.children) {
group.appendChild(el);
}
transform.setTranslate(-width.value / 2, height.value / 2);
group.transform.baseVal.appendItem(transform);
costumeOptions.rotationCenterX -= width.value / 2;
costumeOptions.rotationCenterY += height.value / 2;
svg.appendChild(group);
}
}
}
if (svg.hasAttribute('viewBox')) {
const viewBox = svg.getAttribute('viewBox').split(/ |,/).map((i) => +i);
if (viewBox.every((i) => !isNaN(i)) && viewBox.length === 4) {
const [x, y, w, h] = viewBox;
const width = Math.max(1, w + x);
const height = Math.max(1, h + y);
svg.setAttribute('width', width.toString());
svg.setAttribute('height', height.toString());
}
else {
console.warn('weird viewBox', svg.getAttribute('viewBox'));
}
svg.removeAttribute('viewBox');
}
const textElements = svg.querySelectorAll('text');
const usedFonts = [];
const addFont = (font) => {
if (usedFonts.indexOf(font) === -1) {
usedFonts.push(font);
}
};
for (var i = 0; i < textElements.length; i++) {
const el = textElements[i];
let fonts = (el.getAttribute('font-family') || '')
.split(',')
.map((i) => i.trim());
let found = false;
for (const family of fonts) {
if (P.fonts.scratch3[family]) {
found = true;
addFont(family);
break;
}
else if (family === 'sans-serif') {
found = true;
break;
}
}
if (!found) {
console.warn('unknown fonts', fonts);
const font = 'Sans Serif';
addFont(font);
el.setAttribute('font-family', font);
}
}
P.fonts.addFontRules(svg, usedFonts);
let style = document.createElement("style");
let css = "image { image-rendering: pixelated; }";
style.appendChild(document.createTextNode(css));
svg.appendChild(style);
return svg;
}
class BaseSB3Loader extends P.io.Loader {
constructor() {
super(...arguments);
this.needsMusic = false;
}
getSVG(path, costumeOptions) {
return this.getAsText(path)
.then((source) => {
const parser = new DOMParser();
const doc = parser.parseFromString(source, 'image/svg+xml');
const svg = patchSVG(doc.documentElement, costumeOptions);
return new Promise((resolve, reject) => {
const image = new Image();
image.onload = (e) => {
resolve(image);
};
image.onerror = (e) => {
reject(new Error('Failed to load SVG: ' + path));
};
image.src = 'data:image/svg+xml,' + encodeURIComponent(new XMLSerializer().serializeToString(svg));
});
});
}
getBitmapImage(path, format) {
return this.getAsImage(path, format);
}
loadCostume(data, index) {
const path = data.assetId + '.' + data.dataFormat;
const costumeOptions = {
name: data.name,
bitmapResolution: data.bitmapResolution || 1,
rotationCenterX: data.rotationCenterX,
rotationCenterY: data.rotationCenterY,
};
if (data.dataFormat === 'svg') {
return this.getSVG(path, costumeOptions)
.then((svg) => new P.core.VectorCostume(svg, costumeOptions));
}
else {
return this.getBitmapImage(path, data.dataFormat)
.then((image) => new P.core.BitmapCostume(image, costumeOptions));
}
}
getAudioBuffer(path) {
return this.getAsArrayBuffer(path)
.then((buffer) => P.audio.decodeAudio(buffer))
.catch((err) => {
throw new Error(`Could not load audio: ${path} (${err})`);
});
}
loadSound(data) {
return new Promise((resolve, reject) => {
this.getAudioBuffer(data.md5ext)
.then((buffer) => {
resolve(new P.core.Sound({
name: data.name,
buffer,
}));
})
.catch((err) => {
console.warn('Could not load sound: ' + err);
resolve(null);
});
});
}
loadWatcher(data, stage) {
if (data.mode === 'list') {
return new Scratch3ListWatcher(stage, data);
}
return new Scratch3VariableWatcher(stage, data);
}
loadTarget(data) {
const target = new (data.isStage ? Scratch3Stage : Scratch3Sprite)(null);
for (const id of Object.keys(data.variables)) {
const variable = data.variables[id];
const name = variable[0];
const value = variable[1];
if (variable.length > 2) {
const cloud = variable[2];
if (cloud) {
if (data.isStage) {
target.cloudVariables.push(name);
}
else {
console.warn('Cloud variable found on a non-stage object. Skipping.');
}
}
}
target.vars[name] = value;
target.varIds[id] = name;
}
for (const id of Object.keys(data.lists)) {
const list = data.lists[id];
const name = list[0];
const content = list[1];
if (target.lists[name]) {
continue;
}
const scratchList = createList();
for (var i = 0; i < content.length; i++) {
scratchList[i] = content[i];
}
target.lists[name] = scratchList;
target.listIds[id] = name;
}
target.name = data.name;
target.currentCostumeIndex = data.currentCostume;
if ('volume' in data) {
target.volume = data.volume / 100;
}
target.sb3data = data;
if (target.isStage) {
}
else {
const sprite = target;
sprite.scratchX = data.x;
sprite.scratchY = data.y;
sprite.visible = data.visible;
sprite.direction = data.direction;
sprite.scale = data.size / 100;
sprite.isDraggable = data.draggable;
sprite.rotationStyle = P.utils.parseRotationStyle(data.rotationStyle);
}
const costumesPromise = Promise.all(data.costumes.map((c, i) => this.loadCostume(c, i)));
const soundsPromise = Promise.all(data.sounds.map((c) => this.loadSound(c)));
return Promise.all([costumesPromise, soundsPromise])
.then((result) => {
const costumes = result[0];
const sounds = result[1];
target.costumes = costumes;
sounds.forEach((sound) => sound && target.addSound(sound));
return target;
});
}
loadRequiredAssets() {
return Promise.all([
this.loadFonts(),
]);
}
loadSoundbank() {
return P.audio.loadSoundbankSB2(this);
}
loadFonts() {
const promises = [];
for (const family in P.fonts.scratch3) {
const promise = P.utils.settled(P.fonts.loadLocalFont(family, P.fonts.scratch3[family]));
promises.push(promise);
this.addTask(new P.io.PromiseTask(promise));
}
return Promise.all(promises);
}
compileTargets(targets, stage) {
if (P.config.debug) {
console.time('Scratch 3 compile');
}
for (const target of targets) {
const compiler = new P.sb3.compiler.Compiler(target);
compiler.compile();
if (compiler.needsMusic) {
this.needsMusic = true;
}
}
if (P.config.debug) {
console.timeEnd('Scratch 3 compile');
}
}
async load() {
if (!this.projectData) {
throw new Error('Project data is missing or invalid');
}
if (!Array.isArray(this.projectData.targets)) {
throw new Error('Invalid project data: missing targets');
}
await this.loadRequiredAssets();
this.resetTasks();
const targets = await Promise.all(this.projectData.targets
.sort((a, b) => a.layerOrder - b.layerOrder)
.map((data) => this.loadTarget(data)));
if (this.aborted) {
throw new Error('Loading aborting.');
}
const stage = targets.filter((i) => i.isStage)[0];
if (!stage) {
throw new Error('Project does not have a Stage');
}
const sprites = targets.filter((i) => i.isSprite);
sprites.forEach((sprite) => sprite.stage = stage);
stage.children = sprites;
if (this.projectData.monitors) {
stage.allWatchers = this.projectData.monitors
.map((data) => this.loadWatcher(data, stage))
.filter((i) => i && i.valid);
stage.allWatchers.forEach((watcher) => watcher.init());
}
this.compileTargets(targets, stage);
if (this.needsMusic) {
await this.loadSoundbank();
}
this.projectData = null;
return stage;
}
}
sb3.BaseSB3Loader = BaseSB3Loader;
class SB3FileLoader extends BaseSB3Loader {
constructor(buffer) {
super();
this.buffer = buffer;
}
getAsText(path) {
const task = this.addTask(new P.io.Manual());
const file = this.zip.file(path);
if (!file) {
throw new Error('cannot find file as text: ' + path);
}
return file.async('text')
.then((response) => {
task.markComplete();
return response;
});
}
getAsArrayBuffer(path) {
const task = this.addTask(new P.io.Manual());
const file = this.zip.file(path);
if (!file) {
throw new Error('cannot find file as arraybuffer: ' + path);
}
return file.async('arraybuffer')
.then((response) => {
task.markComplete();
return response;
});
}
getAsBase64(path) {
const task = this.addTask(new P.io.Manual());
const file = this.zip.file(path);
if (!file) {
throw new Error('cannot find file as base64: ' + path);
}
return file.async('base64')
.then((response) => {
task.markComplete();
return response;
});
}
getAsImage(path, format) {
const task = this.addTask(new P.io.Manual());
return this.getAsBase64(path)
.then((imageData) => {
return new Promise((resolve, reject) => {
const image = new Image();
image.onload = () => {
task.markComplete();
resolve(image);
};
image.onerror = (error) => {
reject(new Error('Failed to load image: ' + path + '.' + format));
};
image.src = 'data:image/' + format + ';base64,' + imageData;
});
});
}
load() {
return JSZip.loadAsync(this.buffer)
.then((data) => {
this.zip = data;
return this.getAsText('project.json');
})
.then((project) => {
this.projectData = JSON.parse(project);
})
.then(() => super.load());
}
}
sb3.SB3FileLoader = SB3FileLoader;
class Scratch3Loader extends BaseSB3Loader {
constructor(idOrData) {
super();
if (typeof idOrData === 'object') {
this.projectData = idOrData;
this.projectId = null;
}
else {
this.projectId = idOrData;
}
}
getAsText(path) {
return this.addTask(new P.io.Request(sb3.ASSETS_API.replace('$md5ext', path))).load('text');
}
getAsArrayBuffer(path) {
return this.addTask(new P.io.Request(sb3.ASSETS_API.replace('$md5ext', path))).load('arraybuffer');
}
getAsImage(path) {
return this.addTask(new P.io.Img(sb3.ASSETS_API.replace('$md5ext', path))).load();
}
load() {
if (this.projectId) {
return this.addTask(new P.io.Request(P.config.PROJECT_API.replace('$id', '' + this.projectId))).load('json')
.then((data) => {
this.projectData = data;
return super.load();
});
}
else {
return super.load();
}
}
}
sb3.Scratch3Loader = Scratch3Loader;
})(sb3 = P.sb3 || (P.sb3 = {}));
})(P || (P = {}));
(function (P) {
var sb3;
(function (sb3) {
var compiler;
(function (compiler_1) {
function assertNever(i) {
throw new Error('Compile-time assertNever failed.');
}
class CompiledInput {
constructor(source, type) {
this.source = source;
this.type = type;
this.potentialNumber = true;
this.flags = 0;
}
enableFlag(flag) {
this.flags |= flag;
}
hasFlag(flag) {
return (this.flags & flag) !== 0;
}
toString() {
return this.source;
}
}
compiler_1.CompiledInput = CompiledInput;
const stringInput = (v) => new CompiledInput(v, 'string');
const numberInput = (v) => new CompiledInput(v, 'number');
const booleanInput = (v) => new CompiledInput(v, 'boolean');
const anyInput = (v) => new CompiledInput(v, 'any');
;
class BlockUtil {
constructor(compiler, block) {
this.compiler = compiler;
this.block = block;
}
get target() {
return this.compiler.target;
}
get stage() {
return this.compiler.target.stage;
}
getInput(name, type) {
return this.compiler.compileInput(this.block, name, type);
}
getField(name) {
return this.compiler.getField(this.block, name);
}
fieldInput(name) {
return this.sanitizedInput(this.getField(name));
}
sanitizedInput(string) {
return this.compiler.sanitizedInput(string);
}
sanitizedString(string) {
return this.compiler.sanitizedString(string);
}
getVariableReference(field) {
return this.compiler.getVariableReference(this.compiler.getVariableField(this.block, field));
}
getListReference(field) {
return this.compiler.getListReference(this.compiler.getVariableField(this.block, field));
}
getVariableScope(field) {
return this.compiler.findVariable(this.compiler.getVariableField(this.block, field)).scope;
}
isCloudVariable(field) {
return this.target.stage.cloudVariables.indexOf(this.getField(field)) > -1;
}
getListScope(field) {
return this.compiler.findList(this.compiler.getVariableField(this.block, field)).scope;
}
asType(input, type) {
return this.compiler.asType(input, type);
}
evaluateInputOnce(input) {
const fn = P.runtime.scopedEval(`(function() { return ${input}; })`);
return this.target.stage.runtime.evaluateExpression(this.target, fn);
}
}
compiler_1.BlockUtil = BlockUtil;
class StatementUtil extends BlockUtil {
constructor() {
super(...arguments);
this.content = '';
this.substacksQueue = false;
}
getSubstack(name) {
const labelsBefore = this.compiler.labelCount;
const substack = this.compiler.compileSubstackInput(this.block, name);
if (this.compiler.labelCount !== labelsBefore) {
this.substacksQueue = true;
}
return substack;
}
claimNextLabel() {
return this.compiler.labelCount++;
}
addLabel(label) {
if (!label) {
label = this.claimNextLabel();
}
this.write(`{{${label}}}`);
return label;
}
queue(label) {
this.writeLn(`queue(${label}); return;`);
}
forceQueue(label) {
this.writeLn(`forceQueue(${label}); return;`);
}
visual(variant) {
switch (variant) {
case 'drawing':
this.writeLn('if (S.visible || S.isPenDown) VISUAL = true;');
break;
case 'visible':
this.writeLn('if (S.visible) VISUAL = true;');
break;
case 'always':
this.writeLn('VISUAL = true;');
break;
default: assertNever(variant);
}
}
updateBubble() {
this.writeLn('if (S.saying) S.updateBubble()');
}
waitUntilSettles(source) {
this.writeLn('save();');
this.writeLn('R.resume = false;');
this.writeLn('var localR = R;');
this.writeLn(`${source}`);
this.writeLn(' .then(function() { localR.resume = true; })');
this.writeLn(' .catch(function() { localR.resume = true; });');
const label = this.addLabel();
this.writeLn('if (!R.resume) {');
this.forceQueue(label);
this.writeLn('}');
this.writeLn('restore();');
}
waitOneTick() {
this.writeLn('save();');
this.writeLn('R.start = runtime.currentMSecs;');
const label = this.addLabel();
this.writeLn('if (runtime.currentMSecs === R.start) {');
this.forceQueue(label);
this.writeLn('}');
this.writeLn('restore();');
}
write(content) {
this.content += content;
}
writeLn(content) {
this.content += content + '\n';
}
}
compiler_1.StatementUtil = StatementUtil;
class InputUtil extends BlockUtil {
numberInput(v) { return numberInput(v); }
stringInput(v) { return stringInput(v); }
booleanInput(v) { return booleanInput(v); }
anyInput(v) { return anyInput(v); }
}
compiler_1.InputUtil = InputUtil;
class HatUtil extends BlockUtil {
constructor(compiler, block, startingFunction) {
super(compiler, block);
this.startingFunction = startingFunction;
}
}
compiler_1.HatUtil = HatUtil;
compiler_1.statementLibrary = Object.create(null);
compiler_1.inputLibrary = Object.create(null);
compiler_1.hatLibrary = Object.create(null);
compiler_1.watcherLibrary = Object.create(null);
const safeNumberToString = (n) => {
if (Object.is(n, -0)) {
return '-0';
}
return n.toString();
};
class Compiler {
constructor(target) {
this.labelCount = 0;
this.needsMusic = false;
this.costumeAndSoundNames = new Set();
this.target = target;
this.data = target.sb3data;
this.blocks = this.data.blocks;
for (const costume of target.costumes) {
this.costumeAndSoundNames.add(costume.name);
}
for (const sound of target.sounds) {
this.costumeAndSoundNames.add(sound.name);
}
}
getHatBlocks() {
return Object.keys(this.blocks)
.filter((i) => this.blocks[i].topLevel);
}
getStatementCompiler(opcode) {
if (compiler_1.statementLibrary[opcode]) {
return compiler_1.statementLibrary[opcode];
}
return null;
}
getInputCompiler(opcode) {
if (compiler_1.inputLibrary[opcode]) {
return compiler_1.inputLibrary[opcode];
}
return null;
}
getHatCompiler(opcode) {
if (compiler_1.hatLibrary[opcode]) {
return compiler_1.hatLibrary[opcode];
}
return null;
}
getInputFallback(type) {
switch (type) {
case 'number': return '0';
case 'boolean': return 'false';
case 'string': return '""';
case 'any': return '""';
case 'list': return '""';
case 'color': return '0';
}
assertNever(type);
}
asType(input, type) {
switch (type) {
case 'string': return '("" + ' + input + ')';
case 'number': return '(+' + input + ' || 0)';
case 'boolean': return 'bool(' + input + ')';
case 'any': return input;
case 'list': throw new Error("Converting to 'list' type is not something you're supposed to do");
case 'color': return 'parseColor(' + input + ')';
}
assertNever(type);
}
convertInputType(input, type) {
if (input.type === type) {
if (type === 'number' && input.hasFlag(1)) {
return new CompiledInput('(' + input.source + ' || 0)', type);
}
return input;
}
if (type === 'any') {
if (input.type === 'list') {
type = 'string';
}
else {
return input;
}
}
return new CompiledInput(this.asType(input.source, type), type);
}
sanitizedInput(string) {
return stringInput(this.sanitizedString(string));
}
sanitizedString(string) {
string = string
.replace(/\\/g, '\\\\')
.replace(/'/g, '\\\'')
.replace(/"/g, '\\"')
.replace(/\n/g, '\\n')
.replace(/\r/g, '\\r')
.replace(/\{/g, '\\x7b')
.replace(/\}/g, '\\x7d');
return `"${string}"`;
}
sanitizedComment(content) {
content = content
.replace(/\*\//g, '');
return `/* ${content} */`;
}
findVariable({ id, name }) {
const stage = this.target.stage;
if (stage.varIds.hasOwnProperty(id)) {
return { scope: 'self', name: stage.varIds[id] };
}
else if (stage.vars.hasOwnProperty(name)) {
return { scope: 'self', name: name };
}
else if (this.target.varIds.hasOwnProperty(id)) {
return { scope: 'S', name: this.target.varIds[id] };
}
else if (this.target.vars.hasOwnProperty(name)) {
return { scope: 'S', name: name };
}
else {
this.target.vars[id] = 0;
this.target.varIds[id] = id;
return { scope: 'S', name: id };
}
}
findList({ id, name }) {
const stage = this.target.stage;
if (stage.listIds.hasOwnProperty(id)) {
return { scope: 'self', name: stage.listIds[id] };
}
else if (stage.lists.hasOwnProperty(name)) {
return { scope: 'self', name: name };
}
else if (this.target.listIds.hasOwnProperty(id)) {
return { scope: 'S', name: this.target.listIds[id] };
}
else if (this.target.lists.hasOwnProperty(name)) {
return { scope: 'S', name: name };
}
else {
this.target.lists[id] = sb3.createList();
this.target.listIds[id] = id;
return { scope: 'S', name: id };
}
}
getVariableReference({ id, name }) {
const varInfo = this.findVariable({ id: id, name: name });
return `${varInfo.scope}.vars[${this.sanitizedString(varInfo.name)}]`;
}
getListReference({ id, name }) {
const listInfo = this.findList({ id: id, name: name });
return `${listInfo.scope}.lists[${this.sanitizedString(listInfo.name)}]`;
}
isStringLiteralPotentialNumber(text) {
return /\d|true|false|Infinity/.test(text);
}
isNameOfCostumeOrSound(text) {
return this.costumeAndSoundNames.has(text);
}
compileNativeInput(native, desiredType) {
const type = native[0];
switch (type) {
case 4:
case 5:
case 6:
case 7:
case 8: {
const number = +native[1];
if (isNaN(number) || desiredType === 'string') {
return this.sanitizedInput('' + native[1]);
}
return numberInput(safeNumberToString(number));
}
case 10: {
const value = native[1];
if (desiredType !== 'string' && /\d|Infinity/.test(value) && !this.isNameOfCostumeOrSound(value)) {
const number = +value;
if (number.toString() === value) {
if (!isNaN(number)) {
return numberInput(number.toString());
}
}
}
const input = this.sanitizedInput(native[1] + '');
input.potentialNumber = this.isStringLiteralPotentialNumber(native[1]);
return input;
}
case 12:
return anyInput(this.getVariableReference({ id: native[2], name: native[1] }));
case 13:
return new CompiledInput(this.getListReference({ id: native[2], name: native[1] }), 'list');
case 11:
return this.sanitizedInput(native[1]);
case 9: {
const color = native[1];
const rgb = P.utils.parseColor(color);
return new CompiledInput('' + rgb, 'color');
}
default:
this.warn('unknown native', type, native);
return stringInput('""');
}
}
compileInput(parentBlock, inputName, type) {
if (!parentBlock.inputs || !parentBlock.inputs[inputName]) {
this.warn('missing input', inputName);
return new CompiledInput(this.getInputFallback(type), type);
}
const input = parentBlock.inputs[inputName];
if (Array.isArray(input[1])) {
const native = input[1];
return this.convertInputType(this.compileNativeInput(native, type), type);
}
const inputBlockId = input[1];
if (!inputBlockId) {
return new CompiledInput(this.getInputFallback(type), type);
}
const inputBlock = this.blocks[inputBlockId];
if (!inputBlock) {
return new CompiledInput(this.getInputFallback(type), type);
}
const opcode = inputBlock.opcode;
const compiler = this.getInputCompiler(opcode);
if (!compiler) {
this.warn('unknown input', opcode, inputBlock);
return new CompiledInput(this.getInputFallback(type), type);
}
const util = new InputUtil(this, inputBlock);
let result = compiler(util);
if (P.config.debug) {
result.source = this.sanitizedComment(inputBlock.opcode) + result.source;
}
return this.convertInputType(result, type);
}
getField(block, fieldName) {
const value = block.fields[fieldName];
if (!value) {
this.warn('missing field', fieldName);
return '';
}
return '' + value[0];
}
getVariableField(block, fieldName) {
const value = block.fields[fieldName];
if (!value) {
this.warn('missing variable field', fieldName);
return { id: '', name: '' };
}
return { id: '' + value[1], name: '' + value[0] };
}
compileSubstackInput(block, substackName) {
if (!block.inputs[substackName]) {
return '';
}
const substack = block.inputs[substackName];
const type = substack[0];
const id = substack[1];
if (id === null) {
return '';
}
return this.compileStack(id);
}
getNewState() {
return {
isWarp: false,
isProcedure: false,
argumentNames: []
};
}
compileStack(startingBlock) {
let script = '';
let block = this.blocks[startingBlock];
while (true) {
var opcode = block.opcode;
const compiler = this.getStatementCompiler(opcode);
if (P.config.debug) {
script += this.sanitizedComment(block.opcode);
}
if (compiler) {
const util = new StatementUtil(this, block);
compiler(util);
script += util.content;
}
else {
script += '/* unknown statement */';
this.warn('unknown statement', opcode, block);
}
if (!block.next) {
break;
}
block = this.blocks[block.next];
}
return script;
}
compileHat(hat) {
const hatCompiler = this.getHatCompiler(hat.opcode);
if (!hatCompiler) {
if (!this.getInputCompiler(hat.opcode) && !this.getStatementCompiler(hat.opcode)) {
this.warn('unknown hat block', hat.opcode, hat);
}
return;
}
this.labelCount = this.target.fns.length;
const startingBlock = hat.next;
if (!startingBlock) {
return;
}
this.state = this.getNewState();
let script = `{{${this.labelCount++}}}`;
if (hatCompiler.precompile) {
script += hatCompiler.precompile(this, hat);
}
script += this.compileStack(startingBlock);
if (hatCompiler.postcompile) {
script = hatCompiler.postcompile(this, script, hat);
}
const parseResult = this.parseScript(script);
const parsedScript = parseResult.script;
const startFn = this.target.fns.length;
for (let label of Object.keys(parseResult.labels)) {
this.target.fns[label] = P.runtime.createContinuation(parsedScript.slice(parseResult.labels[label]));
}
const startingFunction = this.target.fns[startFn];
const util = new HatUtil(this, hat, startingFunction);
hatCompiler.handle(util);
if (P.config.debug) {
this.log(`[${this.target.name}] compiled sb3 script "${hat.opcode}"`, script, this.target);
}
}
parseScript(script) {
const labels = {};
let index = 0;
let accumulator = 0;
while (true) {
const labelStart = script.indexOf('{{', index);
if (labelStart === -1) {
break;
}
const labelEnd = script.indexOf('}}', index);
const id = script.substring(labelStart + 2, labelEnd);
const length = labelEnd + 2 - labelStart;
accumulator += length;
labels[id] = labelEnd + 2 - accumulator;
index = labelEnd + 2;
}
const fixedScript = script.replace(/{{\d+}}/g, '');
return {
labels,
script: fixedScript,
};
}
warn(...args) {
args.unshift(`[sb3 compiler ${this.target.name}]`);
console.warn.apply(console, args);
}
log(...args) {
args.unshift(`[sb3 compiler ${this.target.name}]`);
console.log.apply(console, args);
}
compile() {
const hats = this.getHatBlocks();
for (const hatId of hats) {
const hat = this.blocks[hatId];
this.compileHat(hat);
}
this.target.sb3data = null;
}
}
compiler_1.Compiler = Compiler;
})(compiler = sb3.compiler || (sb3.compiler = {}));
})(sb3 = P.sb3 || (P.sb3 = {}));
})(P || (P = {}));
(function () {
const statementLibrary = P.sb3.compiler.statementLibrary;
const inputLibrary = P.sb3.compiler.inputLibrary;
const hatLibrary = P.sb3.compiler.hatLibrary;
const watcherLibrary = P.sb3.compiler.watcherLibrary;
statementLibrary['control_all_at_once'] = function (util) {
const SUBSTACK = util.getSubstack('SUBSTACK');
util.write(SUBSTACK);
};
statementLibrary['control_clear_counter'] = function (util) {
util.writeLn('self.counter = 0;');
};
statementLibrary['control_create_clone_of'] = function (util) {
const CLONE_OPTION = util.getInput('CLONE_OPTION', 'any');
util.writeLn(`clone(${CLONE_OPTION});`);
};
statementLibrary['control_delete_this_clone'] = function (util) {
util.writeLn('if (S.isClone) {');
util.visual('visible');
util.writeLn(' S.remove();');
util.writeLn(' var i = self.children.indexOf(S);');
util.writeLn(' if (i !== -1) self.children.splice(i, 1);');
util.writeLn(' for (var i = 0; i < runtime.queue.length; i++) {');
util.writeLn(' if (runtime.queue[i] && runtime.queue[i].sprite === S) {');
util.writeLn(' runtime.queue[i] = undefined;');
util.writeLn(' }');
util.writeLn(' }');
util.writeLn(' return;');
util.writeLn('}');
};
statementLibrary['control_for_each'] = function (util) {
const VARIABLE = util.getVariableReference('VARIABLE');
const SUBSTACK = util.getSubstack('SUBSTACK');
const VALUE = util.getInput('VALUE', 'number');
util.writeLn('save();');
util.writeLn(`R.times = ${VALUE};`);
util.writeLn('R.current = 0;');
const label = util.addLabel();
util.writeLn(`if (R.current < R.times) {`);
util.writeLn(` ${VARIABLE} = ++R.current;`);
util.write(SUBSTACK);
util.queue(label);
util.writeLn('} else {');
util.writeLn(' restore();');
util.writeLn('}');
};
statementLibrary['control_forever'] = function (util) {
const SUBSTACK = util.getSubstack('SUBSTACK');
if (util.compiler.state.isWarp && !util.substacksQueue) {
util.writeLn('while (true) {');
util.write(SUBSTACK);
util.writeLn('}');
}
else {
const label = util.addLabel();
util.write(SUBSTACK);
util.queue(label);
}
};
statementLibrary['control_if'] = function (util) {
const CONDITION = util.getInput('CONDITION', 'boolean');
const SUBSTACK = util.getSubstack('SUBSTACK');
util.writeLn(`if (${CONDITION}) {`);
util.write(SUBSTACK);
util.writeLn('}');
};
statementLibrary['control_if_else'] = function (util) {
const CONDITION = util.getInput('CONDITION', 'boolean');
const SUBSTACK = util.getSubstack('SUBSTACK');
const SUBSTACK2 = util.getSubstack('SUBSTACK2');
util.writeLn(`if (${CONDITION}) {`);
util.write(SUBSTACK);
util.writeLn('} else {');
util.write(SUBSTACK2);
util.writeLn('}');
};
statementLibrary['control_incr_counter'] = function (util) {
util.writeLn('self.counter++;');
};
statementLibrary['control_repeat'] = function (util) {
const TIMES = util.getInput('TIMES', 'any');
const SUBSTACK = util.getSubstack('SUBSTACK');
if (util.compiler.state.isWarp && !util.substacksQueue) {
util.writeLn('save();');
util.writeLn(`R.count = ${TIMES};`);
util.writeLn('while (R.count >= 0.5) {');
util.writeLn(' R.count -= 1;');
util.write(SUBSTACK);
util.writeLn('}');
util.writeLn('restore();');
}
else {
util.writeLn('save();');
util.writeLn(`R.count = ${TIMES};`);
const label = util.addLabel();
util.writeLn('if (R.count >= 0.5) {');
util.writeLn(' R.count -= 1;');
util.write(SUBSTACK);
util.queue(label);
util.writeLn('} else {');
util.writeLn(' restore();');
util.writeLn('}');
}
};
statementLibrary['control_repeat_until'] = function (util) {
const CONDITION = util.getInput('CONDITION', 'boolean');
const SUBSTACK = util.getSubstack('SUBSTACK');
if (util.compiler.state.isWarp && !util.substacksQueue) {
util.writeLn(`while (!${CONDITION}) {`);
util.write(SUBSTACK);
util.writeLn('}');
}
else {
const label = util.addLabel();
util.writeLn(`if (!${CONDITION}) {`);
util.write(SUBSTACK);
util.queue(label);
util.writeLn('}');
}
};
statementLibrary['control_stop'] = function (util) {
const STOP_OPTION = util.getField('STOP_OPTION');
switch (STOP_OPTION) {
case 'all':
util.writeLn('runtime.stopAll(); return;');
break;
case 'this script':
util.writeLn('endCall(); return;');
break;
case 'other scripts in sprite':
case 'other scripts in stage':
util.writeLn('S.stopSoundsExcept(BASE);');
util.writeLn('for (var i = 0; i < runtime.queue.length; i++) {');
util.writeLn(' if (i !== THREAD && runtime.queue[i] && runtime.queue[i].sprite === S) {');
util.writeLn(' runtime.queue[i].stopped = true;');
util.writeLn(' runtime.queue[i].fn = undefined;');
util.writeLn(' }');
util.writeLn('}');
break;
}
};
statementLibrary['control_wait'] = function (util) {
const DURATION = util.getInput('DURATION', 'any');
util.visual('always');
util.writeLn('save();');
util.writeLn('R.start = runtime.currentMSecs;');
util.writeLn(`R.duration = ${DURATION};`);
util.writeLn(`var first = !WARP;`);
const label = util.addLabel();
util.writeLn('if (runtime.currentMSecs - R.start < R.duration * 1000 || first) {');
util.writeLn(' var first;');
util.forceQueue(label);
util.writeLn('}');
util.writeLn('restore();');
};
statementLibrary['control_wait_until'] = function (util) {
const CONDITION = util.getInput('CONDITION', 'boolean');
const label = util.addLabel();
util.writeLn(`if (!${CONDITION}) {`);
util.forceQueue(label);
util.writeLn('}');
};
statementLibrary['control_while'] = function (util) {
const CONDITION = util.getInput('CONDITION', 'boolean');
const SUBSTACK = util.getSubstack('SUBSTACK');
if (util.compiler.state.isWarp && !util.substacksQueue) {
util.writeLn(`while (${CONDITION}) {`);
util.write(SUBSTACK);
util.writeLn('}');
}
else {
const label = util.addLabel();
util.writeLn(`if (${CONDITION}) {`);
util.write(SUBSTACK);
util.queue(label);
util.writeLn('}');
}
};
statementLibrary['data_addtolist'] = function (util) {
const LIST = util.getListReference('LIST');
const ITEM = util.getInput('ITEM', 'any');
util.writeLn(`watchedAppendToList(${LIST}, ${ITEM});`);
};
statementLibrary['data_changevariableby'] = function (util) {
const VARIABLE = util.getVariableReference('VARIABLE');
const VALUE = util.getInput('VALUE', 'number');
util.writeLn(`${VARIABLE} = (${util.asType(VARIABLE, 'number')} + ${VALUE});`);
if (util.isCloudVariable('VARIABLE')) {
util.writeLn(`cloudVariableChanged(${util.sanitizedString(util.getField('VARIABLE'))})`);
}
};
statementLibrary['data_deletealloflist'] = function (util) {
const LIST = util.getListReference('LIST');
util.writeLn(`watchedDeleteAllOfList(${LIST});`);
};
statementLibrary['data_deleteoflist'] = function (util) {
const LIST = util.getListReference('LIST');
const INDEX = util.getInput('INDEX', 'any');
util.writeLn(`watchedDeleteLineOfList(${LIST}, ${INDEX});`);
};
statementLibrary['data_hidelist'] = function (util) {
const LIST = util.sanitizedString(util.getField('LIST'));
const scope = util.getListScope('LIST');
util.writeLn(`${scope}.showList(${LIST}, false);`);
};
statementLibrary['data_hidevariable'] = function (util) {
const VARIABLE = util.sanitizedString(util.getField('VARIABLE'));
const scope = util.getVariableScope('VARIABLE');
util.writeLn(`${scope}.showVariable(${VARIABLE}, false);`);
};
statementLibrary['data_insertatlist'] = function (util) {
const LIST = util.getListReference('LIST');
const INDEX = util.getInput('INDEX', 'any');
const ITEM = util.getInput('ITEM', 'any');
util.writeLn(`watchedInsertInList(${LIST}, ${INDEX}, ${ITEM});`);
};
statementLibrary['data_replaceitemoflist'] = function (util) {
const LIST = util.getListReference('LIST');
const ITEM = util.getInput('ITEM', 'any');
const INDEX = util.getInput('INDEX', 'any');
util.writeLn(`watchedSetLineOfList(${LIST}, ${INDEX}, ${ITEM});`);
};
statementLibrary['data_setvariableto'] = function (util) {
const VARIABLE = util.getVariableReference('VARIABLE');
const VALUE = util.getInput('VALUE', 'any');
util.writeLn(`${VARIABLE} = ${VALUE};`);
if (util.isCloudVariable('VARIABLE')) {
util.writeLn(`cloudVariableChanged(${util.sanitizedString(util.getField('VARIABLE'))})`);
}
};
statementLibrary['data_showlist'] = function (util) {
const LIST = util.sanitizedString(util.getField('LIST'));
const scope = util.getListScope('LIST');
util.writeLn(`${scope}.showList(${LIST}, true);`);
};
statementLibrary['data_showvariable'] = function (util) {
const VARIABLE = util.sanitizedString(util.getField('VARIABLE'));
const scope = util.getVariableScope('VARIABLE');
util.writeLn(`${scope}.showVariable(${VARIABLE}, true);`);
};
statementLibrary['event_broadcast'] = function (util) {
const BROADCAST_INPUT = util.getInput('BROADCAST_INPUT', 'any');
util.writeLn(`var threads = broadcast(${BROADCAST_INPUT});`);
util.writeLn(`if (threads.indexOf(BASE) !== -1) {STOPPED = true;}`);
};
statementLibrary['event_broadcastandwait'] = function (util) {
const BROADCAST_INPUT = util.getInput('BROADCAST_INPUT', 'any');
util.writeLn('save();');
util.writeLn(`R.threads = broadcast(${BROADCAST_INPUT});`);
util.writeLn('if (R.threads.indexOf(BASE) !== -1) {return;}');
const label = util.addLabel();
util.writeLn('if (running(R.threads)) {');
util.forceQueue(label);
util.writeLn('}');
util.writeLn('restore();');
};
statementLibrary['looks_changeeffectby'] = function (util) {
const EFFECT = util.sanitizedString(util.getField('EFFECT')).toLowerCase();
const CHANGE = util.getInput('CHANGE', 'number');
util.writeLn(`S.changeFilter(${EFFECT}, ${CHANGE});`);
util.visual('visible');
};
statementLibrary['looks_changesizeby'] = function (util) {
const CHANGE = util.getInput('CHANGE', 'any');
util.writeLn(`var f = S.scale + ${CHANGE} / 100;`);
util.writeLn('S.scale = f < 0 ? 0 : f;');
util.visual('visible');
};
statementLibrary['looks_cleargraphiceffects'] = function (util) {
util.writeLn('S.resetFilters();');
util.visual('visible');
};
statementLibrary['looks_goforwardbackwardlayers'] = function (util) {
const FORWARD_BACKWARD = util.getField('FORWARD_BACKWARD');
const NUM = util.getInput('NUM', 'number');
util.writeLn('var i = self.children.indexOf(S);');
util.writeLn('if (i !== -1) {');
util.writeLn(' self.children.splice(i, 1);');
if (FORWARD_BACKWARD === 'forward') {
util.writeLn(` self.children.splice(Math.max(0, Math.min(self.children.length, i + ${NUM})), 0, S);`);
}
else {
util.writeLn(` self.children.splice(Math.max(0, Math.min(self.children.length, i - ${NUM})), 0, S);`);
}
util.writeLn('}');
};
statementLibrary['looks_gotofrontback'] = function (util) {
const FRONT_BACK = util.getField('FRONT_BACK');
util.writeLn('var i = self.children.indexOf(S);');
util.writeLn('if (i !== -1) self.children.splice(i, 1);');
if (FRONT_BACK === 'front') {
util.writeLn('self.children.push(S);');
}
else {
util.writeLn('self.children.unshift(S);');
}
};
statementLibrary['looks_hide'] = function (util) {
util.writeLn('S.visible = false;');
util.updateBubble();
};
statementLibrary['looks_nextbackdrop'] = function (util) {
util.writeLn('self.showNextCostume();');
util.visual('always');
util.writeLn('var threads = sceneChange();');
util.writeLn('if (threads.indexOf(BASE) !== -1) {return;}');
};
statementLibrary['looks_nextcostume'] = function (util) {
util.writeLn('S.showNextCostume();');
util.visual('visible');
};
statementLibrary['looks_say'] = function (util) {
const MESSAGE = util.getInput('MESSAGE', 'any');
util.writeLn(`S.say(${MESSAGE}, false);`);
util.visual('visible');
};
statementLibrary['looks_sayforsecs'] = function (util) {
const MESSAGE = util.getInput('MESSAGE', 'any');
const SECS = util.getInput('SECS', 'number');
util.writeLn('save();');
util.writeLn(`R.id = S.say(${MESSAGE}, false);`);
util.visual('visible');
util.writeLn('R.start = runtime.now();');
util.writeLn(`R.duration = ${SECS};`);
util.writeLn(`var first = true;`);
const label = util.addLabel();
util.writeLn('if (runtime.now() - R.start < R.duration * 1000 || first) {');
util.writeLn(' var first;');
util.forceQueue(label);
util.writeLn('}');
util.writeLn('if (S.sayId === R.id) {');
util.writeLn(' S.say("");');
util.writeLn('}');
util.writeLn('restore();');
};
statementLibrary['looks_seteffectto'] = function (util) {
const EFFECT = util.sanitizedString(util.getField('EFFECT')).toLowerCase();
const VALUE = util.getInput('VALUE', 'number');
util.writeLn(`S.setFilter(${EFFECT}, ${VALUE});`);
util.visual('visible');
};
statementLibrary['looks_setsizeto'] = function (util) {
const SIZE = util.getInput('SIZE', 'number');
util.writeLn(`S.scale = Math.max(0, ${SIZE} / 100);`);
util.visual('visible');
};
statementLibrary['looks_show'] = function (util) {
util.writeLn('S.visible = true;');
util.visual('always');
util.updateBubble();
};
statementLibrary['looks_switchbackdropto'] = function (util) {
const BACKDROP = util.getInput('BACKDROP', 'any');
util.writeLn(`self.setCostume(${BACKDROP});`);
util.visual('always');
util.writeLn('var threads = sceneChange();');
util.writeLn('if (threads.indexOf(BASE) !== -1) {return;}');
};
statementLibrary['looks_switchbackdroptoandwait'] = function (util) {
const BACKDROP = util.getInput('BACKDROP', 'any');
util.writeLn(`self.setCostume(${BACKDROP});`);
util.visual('always');
util.writeLn('save();');
util.writeLn('R.threads = sceneChange();');
util.writeLn('if (R.threads.indexOf(BASE) !== -1) {return;}');
const label = util.addLabel();
util.writeLn('if (running(R.threads)) {');
util.forceQueue(label);
util.writeLn('}');
util.writeLn('restore();');
};
statementLibrary['looks_switchcostumeto'] = function (util) {
const COSTUME = util.getInput('COSTUME', 'any');
util.writeLn(`S.setCostume(${COSTUME});`);
util.visual('visible');
};
statementLibrary['looks_think'] = function (util) {
const MESSAGE = util.getInput('MESSAGE', 'any');
util.writeLn(`S.say(${MESSAGE}, true);`);
util.visual('visible');
};
statementLibrary['looks_thinkforsecs'] = function (util) {
const MESSAGE = util.getInput('MESSAGE', 'any');
const SECS = util.getInput('SECS', 'number');
util.writeLn('save();');
util.writeLn(`R.id = S.say(${MESSAGE}, true);`);
util.visual('visible');
util.writeLn('R.start = runtime.now();');
util.writeLn(`R.duration = ${SECS};`);
util.writeLn(`var first = true;`);
const label = util.addLabel();
util.writeLn('if (runtime.now() - R.start < R.duration * 1000 || first) {');
util.writeLn(' var first;');
util.forceQueue(label);
util.writeLn('}');
util.writeLn('if (S.sayId === R.id) {');
util.writeLn(' S.say("");');
util.writeLn('}');
util.writeLn('restore();');
};
statementLibrary['motion_changexby'] = function (util) {
const DX = util.getInput('DX', 'number');
util.writeLn(`S.moveTo(S.scratchX + ${DX}, S.scratchY);`);
util.visual('drawing');
};
statementLibrary['motion_changeyby'] = function (util) {
const DY = util.getInput('DY', 'number');
util.writeLn(`S.moveTo(S.scratchX, S.scratchY + ${DY});`);
util.visual('drawing');
};
statementLibrary['motion_glidesecstoxy'] = function (util) {
const SECS = util.getInput('SECS', 'any');
const X = util.getInput('X', 'any');
const Y = util.getInput('Y', 'any');
util.visual('drawing');
util.writeLn('save();');
util.writeLn('R.start = runtime.now();');
util.writeLn(`R.duration = ${SECS};`);
util.writeLn('R.baseX = S.scratchX;');
util.writeLn('R.baseY = S.scratchY;');
util.writeLn(`R.deltaX = ${X} - S.scratchX;`);
util.writeLn(`R.deltaY = ${Y} - S.scratchY;`);
const label = util.addLabel();
util.writeLn('var f = (runtime.now() - R.start) / (R.duration * 1000);');
util.writeLn('if (f > 1 || isNaN(f)) f = 1;');
util.writeLn('S.moveTo(R.baseX + f * R.deltaX, R.baseY + f * R.deltaY);');
util.visual('drawing');
util.writeLn('if (f < 1) {');
util.forceQueue(label);
util.writeLn('}');
util.writeLn('restore();');
};
statementLibrary['motion_glideto'] = function (util) {
const SECS = util.getInput('SECS', 'any');
const TO = util.getInput('TO', 'any');
util.visual('drawing');
util.writeLn('save();');
util.writeLn('R.start = runtime.now();');
util.writeLn(`R.duration = ${SECS};`);
util.writeLn('R.baseX = S.scratchX;');
util.writeLn('R.baseY = S.scratchY;');
util.writeLn(`var to = self.getPosition(${TO});`);
util.writeLn('if (to) {');
util.writeLn(' R.deltaX = to.x - S.scratchX;');
util.writeLn(' R.deltaY = to.y - S.scratchY;');
const label = util.addLabel();
util.writeLn(' var f = (runtime.now() - R.start) / (R.duration * 1000);');
util.writeLn(' if (f > 1 || isNaN(f)) f = 1;');
util.writeLn(' S.moveTo(R.baseX + f * R.deltaX, R.baseY + f * R.deltaY);');
util.visual('drawing');
util.writeLn(' if (f < 1) {');
util.forceQueue(label);
util.writeLn(' }');
util.writeLn(' restore();');
util.writeLn('}');
};
statementLibrary['motion_goto'] = function (util) {
const TO = util.getInput('TO', 'any');
util.writeLn(`S.gotoObject(${TO});`);
util.visual('drawing');
};
statementLibrary['motion_gotoxy'] = function (util) {
const X = util.getInput('X', 'number');
const Y = util.getInput('Y', 'number');
util.writeLn(`S.moveTo(${X}, ${Y});`);
util.visual('drawing');
};
statementLibrary['motion_ifonedgebounce'] = function (util) {
util.writeLn('S.bounceOffEdge();');
};
statementLibrary['motion_movesteps'] = function (util) {
const STEPS = util.getInput('STEPS', 'number');
util.writeLn(`S.forward(${STEPS});`);
util.visual('drawing');
};
statementLibrary['motion_pointindirection'] = function (util) {
const DIRECTION = util.getInput('DIRECTION', 'number');
util.visual('visible');
util.writeLn(`S.setDirection(${DIRECTION});`);
};
statementLibrary['motion_pointtowards'] = function (util) {
const TOWARDS = util.getInput('TOWARDS', 'any');
util.writeLn(`S.pointTowards(${TOWARDS});`);
util.visual('visible');
};
statementLibrary['motion_setrotationstyle'] = function (util) {
const STYLE = P.utils.parseRotationStyle(util.getField('STYLE'));
util.writeLn(`S.rotationStyle = ${STYLE};`);
util.visual('visible');
};
statementLibrary['motion_setx'] = function (util) {
const X = util.getInput('X', 'number');
util.writeLn(`S.moveTo(${X}, S.scratchY);`);
util.visual('drawing');
};
statementLibrary['motion_sety'] = function (util) {
const Y = util.getInput('Y', 'number');
util.writeLn(`S.moveTo(S.scratchX, ${Y});`);
util.visual('drawing');
};
statementLibrary['motion_turnleft'] = function (util) {
const DEGREES = util.getInput('DEGREES', 'number');
util.writeLn(`S.setDirection(S.direction - ${DEGREES});`);
util.visual('visible');
};
statementLibrary['motion_turnright'] = function (util) {
const DEGREES = util.getInput('DEGREES', 'number');
util.writeLn(`S.setDirection(S.direction + ${DEGREES});`);
util.visual('visible');
};
statementLibrary['music_changeTempo'] = function (util) {
const TEMPO = util.getInput('TEMPO', 'number');
util.writeLn(`self.tempoBPM += ${TEMPO};`);
};
statementLibrary['music_playDrumForBeats'] = function (util) {
const BEATS = util.getInput('BEATS', 'number');
const DRUM = util.getInput('DRUM', 'number');
util.compiler.needsMusic = true;
util.writeLn('save();');
util.writeLn('R.start = runtime.now();');
util.writeLn(`R.duration = ${BEATS} * 60 / self.tempoBPM;`);
util.writeLn(`var first = !WARP;`);
if (P.audio.context) {
util.writeLn(`R.sound = playSpan(DRUMS[Math.round(${DRUM}) - 1] || DRUMS[2], 60, 10);`);
}
else {
util.writeLn('R.sound = { stopped: false };');
}
const id = util.addLabel();
util.writeLn('S.activeSounds.add(R.sound);');
util.writeLn('if ((runtime.now() - R.start < R.duration * 1000 || first) && !R.sound.stopped) {');
util.writeLn(' var first;');
util.forceQueue(id);
util.writeLn('}');
util.writeLn('S.activeSounds.delete(R.sound);');
util.writeLn('restore();');
};
statementLibrary['music_playNoteForBeats'] = function (util) {
const BEATS = util.getInput('BEATS', 'number');
const NOTE = util.getInput('NOTE', 'number');
util.compiler.needsMusic = true;
util.writeLn('save();');
util.writeLn('R.start = runtime.now();');
util.writeLn(`R.duration = ${BEATS} * 60 / self.tempoBPM;`);
if (P.audio.context) {
util.writeLn(`R.sound = playNote(${NOTE}, R.duration);`);
}
else {
util.writeLn('R.sound = { stopped: false };');
}
const id = util.addLabel();
util.writeLn('S.activeSounds.add(R.sound);');
util.writeLn('if ((runtime.now() - R.start < R.duration * 1000) && !R.sound.stopped) {');
util.forceQueue(id);
util.writeLn('}');
util.writeLn('S.activeSounds.delete(R.sound);');
util.writeLn('restore();');
};
statementLibrary['music_restForBeats'] = function (util) {
const BEATS = util.getInput('BEATS', 'number');
util.writeLn('save();');
util.writeLn('R.start = runtime.now();');
util.writeLn(`R.duration = ${BEATS} * 60 / self.tempoBPM;`);
util.writeLn(`var first = !WARP;`);
const id = util.addLabel();
util.writeLn('if (runtime.now() - R.start < R.duration * 1000 || first) {');
util.writeLn(' var first;');
util.forceQueue(id);
util.writeLn('}');
util.writeLn('restore();');
};
statementLibrary['music_setTempo'] = function (util) {
const TEMPO = util.getInput('TEMPO', 'number');
util.writeLn(`self.tempoBPM = ${TEMPO};`);
};
statementLibrary['music_setInstrument'] = function (util) {
const INSTRUMENT = util.getInput('INSTRUMENT', 'number');
util.writeLn(`S.instrument = Math.max(0, Math.min(INSTRUMENTS.length - 1, ${INSTRUMENT} - 1)) | 0;`);
};
statementLibrary['pen_changePenColorParamBy'] = function (util) {
const COLOR_PARAM = util.getInput('COLOR_PARAM', 'string');
const VALUE = util.getInput('VALUE', 'number');
util.writeLn(`S.penColor.changeParam(${COLOR_PARAM}, ${VALUE});`);
};
statementLibrary['pen_changePenHueBy'] = function (util) {
const HUE = util.getInput('HUE', 'number');
util.writeLn('S.penColor.toHSLA();');
util.writeLn(`S.penColor.x += ${HUE} * 360 / 200;`);
util.writeLn('S.penColor.y = 100;');
};
statementLibrary['pen_changePenShadeBy'] = function (util) {
const SHADE = util.getInput('SHADE', 'number');
util.writeLn('S.penColor.toHSLA();');
util.writeLn(`S.penColor.z = (S.penColor.z + ${SHADE}) % 200;`);
util.writeLn('if (S.penColor.z < 0) S.penColor.z += 200;');
util.writeLn('S.penColor.y = 100;');
};
statementLibrary['pen_changePenSizeBy'] = function (util) {
const SIZE = util.getInput('SIZE', 'number');
util.writeLn(`S.penSize = Math.max(1, S.penSize + ${SIZE});`);
};
statementLibrary['pen_clear'] = function (util) {
util.writeLn('self.clearPen();');
util.visual('always');
};
statementLibrary['pen_penDown'] = function (util) {
util.writeLn('S.isPenDown = true;');
util.writeLn('S.dotPen();');
util.visual('always');
};
statementLibrary['pen_penUp'] = function (util) {
util.writeLn('S.isPenDown = false;');
};
statementLibrary['pen_setPenColorParamTo'] = function (util) {
const COLOR_PARAM = util.getInput('COLOR_PARAM', 'string');
const VALUE = util.getInput('VALUE', 'number');
util.writeLn(`S.penColor.setParam(${COLOR_PARAM}, ${VALUE});`);
};
statementLibrary['pen_setPenColorToColor'] = function (util) {
const COLOR = util.getInput('COLOR', 'color');
util.writeLn(`S.penColor.setShiftedRGBA(${COLOR});`);
};
statementLibrary['pen_setPenHueToNumber'] = function (util) {
const HUE = util.getInput('HUE', 'number');
util.writeLn('S.penColor.toHSLA();');
util.writeLn(`S.penColor.x = ${HUE} * 360 / 200;`);
util.writeLn('S.penColor.y = 100;');
util.writeLn('S.penColor.a = 1;');
};
statementLibrary['pen_setPenShadeToNumber'] = function (util) {
const SHADE = util.getInput('SHADE', 'number');
util.writeLn('S.penColor.toHSLA();');
util.writeLn(`S.penColor.z = ${SHADE} % 200;`);
util.writeLn('if (S.penColor.z < 0) S.penColor.z += 200;');
util.writeLn('S.penColor.y = 100;');
};
statementLibrary['pen_setPenSizeTo'] = function (util) {
const SIZE = util.getInput('SIZE', 'number');
util.writeLn(`S.penSize = Math.max(1, Math.min(${SIZE}, 1200));`);
};
statementLibrary['pen_stamp'] = function (util) {
util.writeLn('S.stamp();');
util.visual('always');
};
statementLibrary['procedures_call'] = function (util) {
const mutation = util.block.mutation;
const name = mutation.proccode;
if (P.config.debug) {
if (name === 'forkphorus:debugger;') {
util.writeLn('/* forkphorus */ debugger;');
return;
}
else if (name === 'forkphorus:throw;') {
util.writeLn('/* forkphorus */ throw new Error("Debug intended crash");');
return;
}
}
const label = util.claimNextLabel();
util.write(`call(S.procedures[${util.sanitizedString(name)}], ${label}, [`);
const inputNames = JSON.parse(mutation.argumentids);
for (const inputName of inputNames) {
util.write(`${util.getInput(inputName, 'any')}, `);
}
util.writeLn(']); return;');
util.addLabel(label);
};
statementLibrary['sound_changeeffectby'] = function (util) {
const EFFECT = util.sanitizedString(util.getField('EFFECT'));
const VALUE = util.getInput('VALUE', 'number');
util.writeLn(`S.changeSoundFilter(${EFFECT}, ${VALUE});`);
util.writeLn('if (updateSoundEffectsOnAllSounds) updateSoundEffectsOnAllSounds();');
util.waitOneTick();
};
statementLibrary['sound_changevolumeby'] = function (util) {
const VOLUME = util.getInput('VOLUME', 'number');
util.writeLn(`S.volume = Math.max(0, Math.min(1, S.volume + ${VOLUME} / 100));`);
util.writeLn('if (S.node) S.node.gain.value = S.volume;');
util.waitOneTick();
};
statementLibrary['sound_cleareffects'] = function (util) {
util.writeLn('S.resetSoundFilters();');
};
statementLibrary['sound_play'] = function (util) {
const SOUND_MENU = util.getInput('SOUND_MENU', 'any');
if (P.audio.context) {
util.writeLn(`var sound = S.getSound(${SOUND_MENU});`);
util.writeLn('if (sound) startSound(sound);');
}
};
statementLibrary['sound_playuntildone'] = function (util) {
const SOUND_MENU = util.getInput('SOUND_MENU', 'any');
if (P.audio.context) {
util.writeLn(`var sound = S.getSound(${SOUND_MENU});`);
util.writeLn('if (sound) {');
util.writeLn(' save();');
util.writeLn(' R.sound = playSound(sound);');
util.writeLn(' S.activeSounds.add(R.sound);');
const label = util.addLabel();
util.writeLn(' if (!R.sound.node.ended && !R.sound.stopped) {');
util.forceQueue(label);
util.writeLn(' }');
util.writeLn(' S.activeSounds.delete(R.sound);');
util.writeLn(' restore();');
util.writeLn('}');
}
};
statementLibrary['sound_seteffectto'] = function (util) {
const EFFECT = util.sanitizedString(util.getField('EFFECT'));
const VALUE = util.getInput('VALUE', 'number');
util.writeLn(`S.setSoundFilter(${EFFECT}, ${VALUE});`);
util.writeLn('if (updateSoundEffectsOnAllSounds) updateSoundEffectsOnAllSounds();');
util.writeLn('if (!self.removeLimits) {');
util.waitOneTick();
util.writeLn('}');
};
statementLibrary['sound_setvolumeto'] = function (util) {
const VOLUME = util.getInput('VOLUME', 'number');
util.writeLn(`S.volume = Math.max(0, Math.min(1, ${VOLUME} / 100));`);
util.writeLn('if (S.node) S.node.gain.value = S.volume;');
util.writeLn('if (!self.removeLimits) {');
util.waitOneTick();
util.writeLn('}');
};
statementLibrary['sound_stopallsounds'] = function (util) {
if (P.audio.context) {
util.writeLn('self.stopAllSounds();');
}
};
statementLibrary['sensing_askandwait'] = function (util) {
const QUESTION = util.getInput('QUESTION', 'string');
util.writeLn('R.id = self.nextPromptId++;');
const label1 = util.addLabel();
util.writeLn('if (self.promptId < R.id) {');
util.forceQueue(label1);
util.writeLn('}');
util.writeLn(`S.ask(${QUESTION});`);
const label2 = util.addLabel();
util.writeLn('if (self.promptId === R.id) {');
util.forceQueue(label2);
util.writeLn('}');
util.writeLn('S.say("");');
util.visual('always');
};
statementLibrary['sensing_resettimer'] = function (util) {
util.writeLn('runtime.resetTimer();');
};
statementLibrary['sensing_setdragmode'] = function (util) {
const DRAG_MODE = util.getField('DRAG_MODE');
if (DRAG_MODE === 'draggable') {
util.writeLn('S.isDraggable = true;');
}
else {
util.writeLn('S.isDraggable = false;');
}
};
statementLibrary['text2speech_setVoice'] = function (util) {
const VOICE = util.getInput('VOICE', 'string');
util.stage.initTextToSpeech();
util.writeLn(`self.tts.setVoice(${VOICE});`);
};
statementLibrary['text2speech_setLanguage'] = function (util) {
const LANGUAGE = util.getInput('LANGUAGE', 'string');
util.stage.initTextToSpeech();
util.writeLn(`self.tts.setLanguage(${LANGUAGE});`);
};
statementLibrary['text2speech_speakAndWait'] = function (util) {
const WORDS = util.getInput('WORDS', 'string');
util.stage.initTextToSpeech();
util.waitUntilSettles(`self.tts.speak(${WORDS})`);
};
statementLibrary['videoSensing_videoToggle'] = function (util) {
const VIDEO_STATE = util.getInput('VIDEO_STATE', 'string');
util.writeLn(`switch (${VIDEO_STATE}) {`);
util.writeLn(' case "off": self.showVideo(false); break;');
util.writeLn(' case "on": self.showVideo(true); break;');
util.writeLn('}');
};
const noopStatement = (util) => util.writeLn('/* noop */');
statementLibrary['motion_align_scene'] = noopStatement;
statementLibrary['motion_scroll_right'] = noopStatement;
statementLibrary['motion_scroll_up'] = noopStatement;
statementLibrary['looks_changestretchby'] = noopStatement;
statementLibrary['looks_hideallsprites'] = noopStatement;
statementLibrary['looks_setstretchto'] = noopStatement;
inputLibrary['argument_reporter_boolean'] = function (util) {
const VALUE = util.getField('VALUE');
if (!util.compiler.state.isProcedure || util.compiler.state.argumentNames.indexOf(VALUE) === -1) {
const lowerCaseName = VALUE.toLowerCase();
if (lowerCaseName === 'is compiled?' || lowerCaseName === 'is forkphorus?') {
return util.booleanInput('true');
}
return util.numberInput('0');
}
return util.booleanInput(util.asType(`C.args[${util.sanitizedString(VALUE)}]`, 'boolean'));
};
inputLibrary['argument_reporter_string_number'] = function (util) {
const VALUE = util.getField('VALUE');
if (!util.compiler.state.isProcedure || util.compiler.state.argumentNames.indexOf(VALUE) === -1) {
return util.numberInput('0');
}
return util.anyInput(`C.args[${util.sanitizedString(VALUE)}]`);
};
inputLibrary['control_create_clone_of_menu'] = function (util) {
return util.fieldInput('CLONE_OPTION');
};
inputLibrary['control_get_counter'] = function (util) {
return util.numberInput('self.counter');
};
inputLibrary['data_itemoflist'] = function (util) {
const LIST = util.getListReference('LIST');
const INDEX = util.getInput('INDEX', 'any');
return util.anyInput(`getLineOfList(${LIST}, ${INDEX})`);
};
inputLibrary['data_itemnumoflist'] = function (util) {
const LIST = util.getListReference('LIST');
const ITEM = util.getInput('ITEM', 'any');
return util.numberInput(`listIndexOf(${LIST}, ${ITEM})`);
};
inputLibrary['data_lengthoflist'] = function (util) {
const LIST = util.getListReference('LIST');
return util.numberInput(`${LIST}.length`);
};
inputLibrary['data_listcontainsitem'] = function (util) {
const LIST = util.getListReference('LIST');
const ITEM = util.getInput('ITEM', 'any');
return util.booleanInput(`listContains(${LIST}, ${ITEM})`);
};
inputLibrary['looks_backdropnumbername'] = function (util) {
const NUMBER_NAME = util.getField('NUMBER_NAME');
if (NUMBER_NAME === 'number') {
return util.numberInput('(self.currentCostumeIndex + 1)');
}
else {
return util.stringInput('self.costumes[self.currentCostumeIndex].name');
}
};
inputLibrary['looks_backdrops'] = function (util) {
return util.fieldInput('BACKDROP');
};
inputLibrary['looks_costume'] = function (util) {
return util.fieldInput('COSTUME');
};
inputLibrary['looks_costumenumbername'] = function (util) {
const NUMBER_NAME = util.getField('NUMBER_NAME');
if (NUMBER_NAME === 'number') {
return util.numberInput('(S.currentCostumeIndex + 1)');
}
else {
return util.stringInput('S.costumes[S.currentCostumeIndex].name');
}
};
inputLibrary['looks_size'] = function (util) {
return util.numberInput('Math.round(S.scale * 100)');
};
inputLibrary['makeymakey_menu_KEY'] = function (util) {
return util.fieldInput('KEY');
};
inputLibrary['makeymakey_menu_SEQUENCE'] = function (util) {
return util.fieldInput('SEQUENCE');
};
inputLibrary['matrix'] = function (util) {
return util.fieldInput('MATRIX');
};
inputLibrary['motion_direction'] = function (util) {
return util.numberInput('S.direction');
};
inputLibrary['motion_glideto_menu'] = function (util) {
return util.fieldInput('TO');
};
inputLibrary['motion_goto_menu'] = function (util) {
return util.fieldInput('TO');
};
inputLibrary['motion_pointtowards_menu'] = function (util) {
return util.fieldInput('TOWARDS');
};
inputLibrary['motion_xposition'] = function (util) {
return util.numberInput('S.scratchX');
};
inputLibrary['motion_yposition'] = function (util) {
return util.numberInput('S.scratchY');
};
inputLibrary['music_getTempo'] = function (util) {
return util.numberInput('self.tempoBPM');
};
inputLibrary['music_menu_DRUM'] = function (util) {
return util.fieldInput('DRUM');
};
inputLibrary['music_menu_INSTRUMENT'] = function (util) {
return util.fieldInput('INSTRUMENT');
};
inputLibrary['note'] = function (util) {
return util.fieldInput('NOTE');
};
inputLibrary['operator_add'] = function (util) {
const NUM1 = util.getInput('NUM1', 'number');
const NUM2 = util.getInput('NUM2', 'number');
const input = util.numberInput(`(${NUM1} + ${NUM2})`);
input.enableFlag(1);
return input;
};
inputLibrary['operator_and'] = function (util) {
const OPERAND1 = util.getInput('OPERAND1', 'any');
const OPERAND2 = util.getInput('OPERAND2', 'any');
return util.booleanInput(`(${OPERAND1} && ${OPERAND2})`);
};
inputLibrary['operator_contains'] = function (util) {
const STRING1 = util.getInput('STRING1', 'string');
const STRING2 = util.getInput('STRING2', 'string');
return util.booleanInput(`stringContains(${STRING1}, ${STRING2})`);
};
inputLibrary['operator_divide'] = function (util) {
const NUM1 = util.getInput('NUM1', 'number');
const NUM2 = util.getInput('NUM2', 'number');
const input = util.numberInput(`(${NUM1} / ${NUM2})`);
input.enableFlag(1);
return input;
};
inputLibrary['operator_equals'] = function (util) {
const OPERAND1 = util.getInput('OPERAND1', 'any');
const OPERAND2 = util.getInput('OPERAND2', 'any');
if (!OPERAND1.potentialNumber || !OPERAND2.potentialNumber) {
return util.booleanInput(`strEqual(${OPERAND1}, ${OPERAND2})`);
}
if (P.config.experimentalOptimizations) {
if (OPERAND1.type === 'number') {
return util.booleanInput(`numEqualExperimental(${OPERAND1}, ${OPERAND2})`);
}
if (OPERAND2.type === 'number') {
return util.booleanInput(`numEqualExperimental(${OPERAND2}, ${OPERAND1})`);
}
}
return util.booleanInput(`equal(${OPERAND1}, ${OPERAND2})`);
};
inputLibrary['operator_gt'] = function (util) {
const OPERAND1 = util.getInput('OPERAND1', 'any');
const OPERAND2 = util.getInput('OPERAND2', 'any');
if (P.config.experimentalOptimizations) {
if (OPERAND1.type === 'number') {
return util.booleanInput(`numGreaterExperimental(${OPERAND1}, ${OPERAND2})`);
}
}
return util.booleanInput(`(compare(${OPERAND1}, ${OPERAND2}) === 1)`);
};
inputLibrary['operator_join'] = function (util) {
const STRING1 = util.getInput('STRING1', 'string');
const STRING2 = util.getInput('STRING2', 'string');
return util.stringInput(`(${STRING1} + ${STRING2})`);
};
inputLibrary['operator_length'] = function (util) {
const STRING = util.getInput('STRING', 'string');
return util.numberInput(`(${STRING}).length`);
};
inputLibrary['operator_letter_of'] = function (util) {
const STRING = util.getInput('STRING', 'string');
const LETTER = util.getInput('LETTER', 'number');
return util.stringInput(`((${STRING})[(${LETTER} | 0) - 1] || "")`);
};
inputLibrary['operator_lt'] = function (util) {
const OPERAND1 = util.getInput('OPERAND1', 'any');
const OPERAND2 = util.getInput('OPERAND2', 'any');
if (P.config.experimentalOptimizations) {
if (OPERAND1.type === 'number') {
return util.booleanInput(`numLessExperimental(${OPERAND1}, ${OPERAND2})`);
}
}
return util.booleanInput(`(compare(${OPERAND1}, ${OPERAND2}) === -1)`);
};
inputLibrary['operator_mathop'] = function (util) {
const OPERATOR = util.getField('OPERATOR');
const NUM = util.getInput('NUM', 'number');
switch (OPERATOR) {
case 'abs':
return util.numberInput(`Math.abs(${NUM})`);
case 'floor':
return util.numberInput(`Math.floor(${NUM})`);
case 'sqrt': {
const input = util.numberInput(`Math.sqrt(${NUM})`);
input.enableFlag(1);
return input;
}
case 'ceiling':
return util.numberInput(`Math.ceil(${NUM})`);
case 'cos':
return util.numberInput(`(Math.round(Math.cos(${NUM} * Math.PI / 180) * 1e10) / 1e10)`);
case 'sin':
return util.numberInput(`(Math.round(Math.sin(${NUM} * Math.PI / 180) * 1e10) / 1e10)`);
case 'tan':
return util.numberInput(`tan3(${NUM})`);
case 'asin':
return util.numberInput(`(Math.asin(${NUM}) * 180 / Math.PI)`);
case 'acos':
return util.numberInput(`(Math.acos(${NUM}) * 180 / Math.PI)`);
case 'atan':
return util.numberInput(`(Math.atan(${NUM}) * 180 / Math.PI)`);
case 'ln':
return util.numberInput(`Math.log(${NUM})`);
case 'log':
return util.numberInput(`(Math.log(${NUM}) / Math.LN10)`);
case 'e ^':
return util.numberInput(`Math.exp(${NUM})`);
case '10 ^':
return util.numberInput(`Math.pow(10, ${NUM})`);
default:
return util.numberInput('0');
}
};
inputLibrary['operator_mod'] = function (util) {
const NUM1 = util.getInput('NUM1', 'number');
const NUM2 = util.getInput('NUM2', 'number');
return util.numberInput(`mod(${NUM1}, ${NUM2})`);
};
inputLibrary['operator_multiply'] = function (util) {
const NUM1 = util.getInput('NUM1', 'number');
const NUM2 = util.getInput('NUM2', 'number');
const input = util.numberInput(`(${NUM1} * ${NUM2})`);
input.enableFlag(1);
return input;
};
inputLibrary['operator_not'] = function (util) {
const OPERAND = util.getInput('OPERAND', 'any');
return util.booleanInput(`!${OPERAND}`);
};
inputLibrary['operator_or'] = function (util) {
const OPERAND1 = util.getInput('OPERAND1', 'any');
const OPERAND2 = util.getInput('OPERAND2', 'any');
return util.booleanInput(`(${OPERAND1} || ${OPERAND2})`);
};
inputLibrary['operator_random'] = function (util) {
const FROM = util.getInput('FROM', 'string');
const TO = util.getInput('TO', 'string');
return util.numberInput(`random3(${FROM}, ${TO})`);
};
inputLibrary['operator_round'] = function (util) {
const NUM = util.getInput('NUM', 'number');
return util.numberInput(`Math.round(${NUM})`);
};
inputLibrary['operator_subtract'] = function (util) {
const NUM1 = util.getInput('NUM1', 'number');
const NUM2 = util.getInput('NUM2', 'number');
const input = util.numberInput(`(${NUM1} - ${NUM2})`);
input.enableFlag(1);
return input;
};
inputLibrary['pen_menu_colorParam'] = function (util) {
return util.fieldInput('colorParam');
};
inputLibrary['sensing_answer'] = function (util) {
return util.stringInput('self.answer');
};
inputLibrary['sensing_coloristouchingcolor'] = function (util) {
const COLOR = util.getInput('COLOR', 'color');
const COLOR2 = util.getInput('COLOR2', 'color');
return util.booleanInput(`S.colorTouchingColor(${COLOR}, ${COLOR2})`);
};
inputLibrary['sensing_current'] = function (util) {
const CURRENTMENU = util.getField('CURRENTMENU').toLowerCase();
switch (CURRENTMENU) {
case 'year': return util.numberInput('new Date().getFullYear()');
case 'month': return util.numberInput('(new Date().getMonth() + 1)');
case 'date': return util.numberInput('new Date().getDate()');
case 'dayofweek': return util.numberInput('(new Date().getDay() + 1)');
case 'hour': return util.numberInput('new Date().getHours()');
case 'minute': return util.numberInput('new Date().getMinutes()');
case 'second': return util.numberInput('new Date().getSeconds()');
}
return util.numberInput('0');
};
inputLibrary['sensing_dayssince2000'] = function (util) {
return util.numberInput('((Date.now() - epoch) / 86400000)');
};
inputLibrary['sensing_distanceto'] = function (util) {
const DISTANCETOMENU = util.getInput('DISTANCETOMENU', 'any');
return util.numberInput(`S.distanceTo(${DISTANCETOMENU})`);
};
inputLibrary['sensing_distancetomenu'] = function (util) {
return util.fieldInput('DISTANCETOMENU');
};
inputLibrary['sensing_keyoptions'] = function (util) {
return util.fieldInput('KEY_OPTION');
};
inputLibrary['sensing_keypressed'] = function (util) {
const KEY_OPTION = util.getInput('KEY_OPTION', 'string');
return util.booleanInput(`!!self.keys[getKeyCode3(${KEY_OPTION})]`);
};
inputLibrary['sensing_loud'] = function (util) {
util.stage.initMicrophone();
return util.booleanInput('(self.microphone.getLoudness() > 10)');
};
inputLibrary['sensing_loudness'] = function (util) {
util.stage.initMicrophone();
return util.numberInput('self.microphone.getLoudness()');
};
inputLibrary['sensing_mousedown'] = function (util) {
return util.booleanInput('self.mousePressed');
};
inputLibrary['sensing_mousex'] = function (util) {
return util.numberInput('self.mouseX');
};
inputLibrary['sensing_mousey'] = function (util) {
return util.numberInput('self.mouseY');
};
inputLibrary['sensing_of'] = function (util) {
const PROPERTY = util.sanitizedString(util.getField('PROPERTY'));
const OBJECT = util.getInput('OBJECT', 'string');
return util.anyInput(`attribute(${PROPERTY}, ${OBJECT})`);
};
inputLibrary['sensing_of_object_menu'] = function (util) {
return util.fieldInput('OBJECT');
};
inputLibrary['sensing_timer'] = function (util) {
return util.numberInput('((runtime.now() - runtime.timerStart) / 1000)');
};
inputLibrary['sensing_touchingcolor'] = function (util) {
const COLOR = util.getInput('COLOR', 'color');
return util.booleanInput(`S.touchingColor(${COLOR})`);
};
inputLibrary['sensing_touchingobject'] = function (util) {
const TOUCHINGOBJECTMENU = util.getInput('TOUCHINGOBJECTMENU', 'string');
return util.booleanInput(`S.touching(${TOUCHINGOBJECTMENU})`);
};
inputLibrary['sensing_touchingobjectmenu'] = function (util) {
return util.fieldInput('TOUCHINGOBJECTMENU');
};
inputLibrary['sound_sounds_menu'] = function (util) {
return util.fieldInput('SOUND_MENU');
};
inputLibrary['sensing_username'] = function (util) {
return util.stringInput('self.username');
};
inputLibrary['sound_volume'] = function (util) {
return util.numberInput('(S.volume * 100)');
};
inputLibrary['text2speech_menu_voices'] = function (util) {
return util.fieldInput('voices');
};
inputLibrary['text2speech_menu_languages'] = function (util) {
return util.fieldInput('languages');
};
inputLibrary['translate_menu_languages'] = function (util) {
return util.fieldInput('languages');
};
inputLibrary['translate_getTranslate'] = function (util) {
const WORDS = util.getInput('WORDS', 'string');
const LANGUAGE = util.getInput('LANGUAGE', 'string');
return WORDS;
};
inputLibrary['translate_getViewerLanguage'] = function (util) {
return util.sanitizedInput('English');
};
inputLibrary['videoSensing_menu_VIDEO_STATE'] = function (util) {
return util.fieldInput('VIDEO_STATE');
};
const noopInput = (util) => util.anyInput('undefined');
inputLibrary['motion_yscroll'] = noopInput;
inputLibrary['motion_xscroll'] = noopInput;
inputLibrary['sensing_userid'] = noopInput;
hatLibrary['control_start_as_clone'] = {
handle(util) {
util.target.listeners.whenCloned.push(util.startingFunction);
},
};
hatLibrary['event_whenbackdropswitchesto'] = {
handle(util) {
const BACKDROP = util.getField('BACKDROP').toLowerCase();
if (!util.target.listeners.whenSceneStarts[BACKDROP]) {
util.target.listeners.whenSceneStarts[BACKDROP] = [];
}
util.target.listeners.whenSceneStarts[BACKDROP].push(util.startingFunction);
},
};
hatLibrary['event_whenbroadcastreceived'] = {
handle(util) {
const BROADCAST_OPTION = util.getField('BROADCAST_OPTION').toLowerCase();
if (!util.target.listeners.whenIReceive[BROADCAST_OPTION]) {
util.target.listeners.whenIReceive[BROADCAST_OPTION] = [];
}
util.target.listeners.whenIReceive[BROADCAST_OPTION].push(util.startingFunction);
},
};
hatLibrary['event_whenflagclicked'] = {
handle(util) {
util.target.listeners.whenGreenFlag.push(util.startingFunction);
},
};
hatLibrary['event_whengreaterthan'] = {
precompile(compiler, hat) {
const WHENGREATERTHANMENU = compiler.getField(hat, 'WHENGREATERTHANMENU');
const VALUE = compiler.compileInput(hat, 'VALUE', 'number');
let executeWhen = 'false';
let stallUntil = 'false';
switch (WHENGREATERTHANMENU.toLowerCase()) {
case 'timer':
executeWhen = `runtime.whenTimerMSecs / 1000 > ${VALUE}`;
stallUntil = `runtime.whenTimerMSecs / 1000 <= ${VALUE}`;
break;
case 'loudness':
compiler.target.stage.initMicrophone();
executeWhen = `self.microphone.getLoudness() > ${VALUE}`;
stallUntil = `self.microphone.getLoudness() <= ${VALUE}`;
break;
default:
console.warn('unknown WHENGREATERTHANMENU', WHENGREATERTHANMENU);
}
let source = '';
source += 'if (!R.init) { R.init = true; R.stalled = false; }\n';
source += `if (R.stalled && (${stallUntil})) { R.stalled = false; }\n`;
source += `else if (!R.stalled && (${executeWhen})) { R.stalled = true;\n`;
return source;
},
postcompile(compiler, source, hat) {
source += '}\n';
source += `forceQueue(${compiler.target.fns.length});`;
return source;
},
handle(util) {
util.target.listeners.edgeActivated.push(util.startingFunction);
},
};
hatLibrary['event_whenkeypressed'] = {
handle(util) {
const KEY_OPTION = util.getField('KEY_OPTION');
const key = P.runtime.getKeyCode(KEY_OPTION);
util.target.addWhenKeyPressedHandler(key, util.startingFunction);
},
};
hatLibrary['event_whenstageclicked'] = {
handle(util) {
util.target.listeners.whenClicked.push(util.startingFunction);
},
};
hatLibrary['event_whenthisspriteclicked'] = {
handle(util) {
util.target.listeners.whenClicked.push(util.startingFunction);
},
};
function makeymakeyParseKey(key) {
key = key.toLowerCase();
if (key === 'up' || key === 'down' || key === 'left' || key === 'right') {
return P.runtime.getKeyCode(key + ' arrow');
}
return P.runtime.getKeyCode(key);
}
hatLibrary['makeymakey_whenMakeyKeyPressed'] = {
handle(util) {
const KEY = util.getInput('KEY', 'string');
try {
const keyValue = '' + util.evaluateInputOnce(KEY);
if (typeof keyValue !== 'string')
throw new Error('cannot accept type: ' + typeof keyValue);
var keyCode = makeymakeyParseKey(keyValue);
}
catch (e) {
util.compiler.warn('makeymakey key generation error', e);
return;
}
const key = P.runtime.getKeyCode(keyCode);
util.target.addWhenKeyPressedHandler(key, util.startingFunction);
},
};
hatLibrary['procedures_definition'] = {
handle(util) {
const customBlockId = util.block.inputs.custom_block[1];
const mutation = util.compiler.blocks[customBlockId].mutation;
const proccode = mutation.proccode;
if (!util.target.procedures[proccode]) {
const warp = typeof mutation.warp === 'string' ? mutation.warp === 'true' : mutation.warp;
const argumentNames = JSON.parse(mutation.argumentnames);
const procedure = new P.sb3.Scratch3Procedure(util.startingFunction, warp, argumentNames);
util.target.procedures[proccode] = procedure;
}
},
postcompile(compiler, source, hat) {
return source + 'endCall(); return;\n';
},
precompile(compiler, hat) {
const customBlockId = hat.inputs.custom_block[1];
const mutation = compiler.blocks[customBlockId].mutation;
const warp = typeof mutation.warp === 'string' ? mutation.warp === 'true' : mutation.warp;
const argumentNames = JSON.parse(mutation.argumentnames);
compiler.state.isProcedure = true;
compiler.state.argumentNames = argumentNames;
if (warp) {
compiler.state.isWarp = true;
}
return '';
},
};
watcherLibrary['data_variable'] = {
init(watcher) {
const name = watcher.params.VARIABLE;
watcher.target.watchers[name] = watcher;
},
set(watcher, value) {
const name = watcher.params.VARIABLE;
watcher.target.vars[name] = value;
},
evaluate(watcher) {
const name = watcher.params.VARIABLE;
return watcher.target.vars[name];
},
getLabel(watcher) {
return watcher.params.VARIABLE;
},
};
watcherLibrary['looks_backdropnumbername'] = {
evaluate(watcher) {
const target = watcher.stage;
const param = watcher.params.NUMBER_NAME;
if (param === 'number') {
return target.currentCostumeIndex + 1;
}
else {
return target.costumes[target.currentCostumeIndex].name;
}
},
getLabel(watcher) {
return 'backdrop ' + watcher.params.NUMBER_NAME;
},
};
watcherLibrary['looks_costumenumbername'] = {
evaluate(watcher) {
const target = watcher.target;
const param = watcher.params.NUMBER_NAME;
if (param === 'number') {
return target.currentCostumeIndex + 1;
}
else {
return target.costumes[target.currentCostumeIndex].name;
}
},
getLabel(watcher) {
return 'costume ' + watcher.params.NUMBER_NAME;
},
};
watcherLibrary['looks_size'] = {
evaluate(watcher) { return P.core.isSprite(watcher.target) ? watcher.target.scale * 100 : 100; },
getLabel() { return 'size'; },
};
watcherLibrary['motion_direction'] = {
evaluate(watcher) { return P.core.isSprite(watcher.target) ? watcher.target.direction : 0; },
getLabel() { return 'direction'; },
};
watcherLibrary['motion_xposition'] = {
evaluate(watcher) { return watcher.target.scratchX; },
getLabel() { return 'x position'; },
};
watcherLibrary['motion_yposition'] = {
evaluate(watcher) { return watcher.target.scratchY; },
getLabel() { return 'y position'; },
};
watcherLibrary['music_getTempo'] = {
evaluate(watcher) { return watcher.stage.tempoBPM; },
getLabel() { return 'Music: tempo'; },
};
watcherLibrary['sensing_answer'] = {
evaluate(watcher) { return watcher.stage.answer; },
getLabel() { return 'answer'; },
};
watcherLibrary['sensing_current'] = {
evaluate(watcher) {
const param = watcher.params.CURRENTMENU.toLowerCase();
switch (param) {
case 'year': return new Date().getFullYear();
case 'month': return new Date().getMonth() + 1;
case 'date': return new Date().getDate();
case 'dayofweek': return new Date().getDay() + 1;
case 'hour': return new Date().getHours();
case 'minute': return new Date().getMinutes();
case 'second': return new Date().getSeconds();
}
return 0;
},
getLabel(watcher) {
const param = watcher.params.CURRENTMENU.toLowerCase();
if (param === 'dayofweek') {
return 'day of week';
}
return param;
}
};
watcherLibrary['sensing_loudness'] = {
init(watcher) {
watcher.stage.initMicrophone();
},
evaluate(watcher) {
if (watcher.stage.microphone) {
return watcher.stage.microphone.getLoudness();
}
else {
return -1;
}
},
getLabel() { return 'loudness'; },
};
watcherLibrary['sensing_timer'] = {
evaluate(watcher) {
return (watcher.stage.runtime.now() - watcher.stage.runtime.timerStart) / 1000;
},
getLabel() { return 'timer'; },
};
watcherLibrary['sensing_username'] = {
evaluate(watcher) { return watcher.stage.username; },
getLabel() { return 'username'; },
};
watcherLibrary['sound_volume'] = {
evaluate(watcher) { return watcher.target.volume * 100; },
getLabel() { return 'volume'; },
};
}());
var P;
(function (P) {
var ext;
(function (ext) {
class Extension {
constructor(stage) {
this.stage = stage;
}
destroy() {
}
onstart() {
}
onpause() {
}
update() {
}
}
ext.Extension = Extension;
})(ext = P.ext || (P.ext = {}));
})(P || (P = {}));
var P;
(function (P) {
var ext;
(function (ext) {
var cloud;
(function (cloud) {
const UPDATE_INTERVAL = 1000 / 15;
function getAllCloudVariables(stage) {
const result = {};
for (const variable of stage.cloudVariables) {
result[variable] = stage.vars[variable];
}
return result;
}
cloud.getAllCloudVariables = getAllCloudVariables;
function isCloudDataMessage(data) {
if (typeof data !== 'object' || !data) {
return false;
}
return typeof data.method === 'string';
}
function isCloudSetMessage(data) {
return isCloudDataMessage(data) &&
typeof data.name === 'string' &&
typeof data.value !== 'undefined';
}
class WebSocketCloudHandler extends P.ext.Extension {
constructor(stage, hosts, id) {
super(stage);
this.id = id;
this.ws = null;
this.queuedVariableChanges = [];
this.updateInterval = null;
this.reconnectTimeout = null;
this.shouldReconnect = true;
this.failures = 0;
this.hosts = Array.isArray(hosts) ? hosts : [hosts];
this.logPrefix = '[cloud-ws ' + this.hosts[0] + ']';
this.username = this.stage.username;
this.interfaceStatusIndicator = document.createElement('div');
this.interfaceStatusIndicator.className = 'phosphorus-cloud-status-indicator';
stage.ui.appendChild(this.interfaceStatusIndicator);
this.handleUpdateInterval = this.handleUpdateInterval.bind(this);
this.connect();
}
variableChanged(name) {
if (this.queuedVariableChanges.indexOf(name) > -1) {
return;
}
this.queuedVariableChanges.push(name);
if (this.updateInterval === null) {
this.handleUpdateInterval();
this.startUpdateInterval();
}
}
handleUpdateInterval() {
if (this.queuedVariableChanges.length === 0) {
this.stopUpdateInterval();
return;
}
if (this.ws === null || this.ws.readyState !== this.ws.OPEN || this.ws.bufferedAmount > 16384) {
return;
}
const variableName = this.queuedVariableChanges.shift();
const value = this.getVariable(variableName);
this.send({
method: 'set',
name: variableName,
value: value,
});
}
send(data) {
if (!this.ws)
return;
this.ws.send(JSON.stringify(data));
}
getVariable(name) {
return this.stage.vars[name];
}
setVariable(name, value) {
this.stage.vars[name] = value;
}
terminateConnection(code = 1000) {
if (this.ws !== null) {
this.ws.close(code);
this.ws = null;
}
}
connect() {
if (this.ws !== null) {
throw new Error('already connected');
}
this.setStatusText('Connecting...');
console.log(this.logPrefix, 'connecting');
this.ws = new WebSocket(this.hosts[this.failures % this.hosts.length]);
this.shouldReconnect = true;
this.ws.onopen = () => {
console.log(this.logPrefix, 'connected');
this.setStatusText('Connected');
this.setStatusVisible(false);
this.failures = 0;
this.send({
method: 'handshake',
project_id: this.id,
user: this.username
});
};
this.ws.onmessage = (e) => {
try {
const lines = e.data.split('\n');
for (const line of lines) {
const data = JSON.parse(line);
this.handleMessage(data);
}
if (!this.stage.runtime.isRunning) {
this.stage.draw();
}
}
catch (err) {
console.warn('error parsing cloud server message', e.data, err);
}
};
this.ws.onclose = (e) => {
const code = e.code;
this.ws = null;
console.warn(this.logPrefix, 'closed', code);
if (code === 4002) {
this.setStatusText('Username is invalid. Change your username to connect.');
this.hideStatusAfterDelay();
console.error(this.logPrefix, 'error: Username');
}
else if (code === 4004) {
this.setStatusText('Cloud variables are disabled for this project.');
this.hideStatusAfterDelay();
console.error(this.logPrefix, 'error: Project is disabled.');
}
else {
this.reconnect();
}
};
this.ws.onerror = (e) => {
console.warn(this.logPrefix, 'error', e);
};
}
reconnect() {
if (!this.shouldReconnect) {
return;
}
this.terminateConnection();
if (this.reconnectTimeout) {
clearTimeout(this.reconnectTimeout);
}
else {
this.failures++;
}
this.setStatusText('Connection lost, reconnecting...');
const delayTime = 2 ** this.failures * 1000 * Math.random();
console.log(this.logPrefix, 'reconnecting in', delayTime);
this.reconnectTimeout = setTimeout(() => {
this.reconnectTimeout = null;
this.connect();
}, delayTime);
}
disconnect() {
console.log(this.logPrefix, 'disconnecting');
this.shouldReconnect = false;
this.terminateConnection();
}
handleMessage(data) {
if (!isCloudSetMessage(data)) {
return;
}
const { name: variableName, value } = data;
if (this.stage.cloudVariables.indexOf(variableName) === -1) {
throw new Error('invalid variable name');
}
this.setVariable(variableName, value);
}
startUpdateInterval() {
if (this.updateInterval !== null) {
return;
}
this.updateInterval = setInterval(this.handleUpdateInterval, UPDATE_INTERVAL);
}
stopUpdateInterval() {
if (this.updateInterval === null) {
return;
}
clearInterval(this.updateInterval);
this.updateInterval = null;
}
setStatusText(text) {
this.interfaceStatusIndicator.textContent = `☁ ${text}`;
this.setStatusVisible(true);
}
setStatusVisible(visible) {
clearTimeout(this.hideStatusTimeout);
this.interfaceStatusIndicator.classList.toggle('phosphorus-cloud-status-indicator-hidden', !visible);
}
hideStatusAfterDelay() {
this.hideStatusTimeout = setTimeout(() => {
this.setStatusVisible(false);
}, 4000);
}
onstart() {
if (this.queuedVariableChanges.length > 0) {
this.startUpdateInterval();
}
}
onpause() {
this.stopUpdateInterval();
}
update() {
if (this.stage.username !== this.username) {
console.log(this.logPrefix, 'username changed to', this.stage.username);
this.username = this.stage.username;
this.terminateConnection(4100);
this.reconnect();
}
}
destroy() {
this.stopUpdateInterval();
this.disconnect();
}
}
cloud.WebSocketCloudHandler = WebSocketCloudHandler;
class LocalStorageCloudHandler extends P.ext.Extension {
constructor(stage, id) {
super(stage);
this.storageKey = 'cloud-data:' + id;
this.load();
this.save = this.save.bind(this);
}
variableChanged(name) {
this.save();
}
load() {
try {
const savedData = localStorage.getItem(this.storageKey);
if (savedData === null) {
return;
}
const parsedData = JSON.parse(savedData);
for (const key of Object.keys(parsedData)) {
if (this.stage.cloudVariables.indexOf(key) > -1) {
this.stage.vars[key] = parsedData[key];
}
}
}
catch (e) {
console.warn('cannot read from localStorage', e);
}
}
save() {
try {
localStorage.setItem(this.storageKey, JSON.stringify(getAllCloudVariables(this.stage)));
}
catch (e) {
console.warn('cannot save to localStorage', e);
}
}
}
cloud.LocalStorageCloudHandler = LocalStorageCloudHandler;
})(cloud = ext.cloud || (ext.cloud = {}));
})(ext = P.ext || (P.ext = {}));
})(P || (P = {}));
/*!
Parts of this file (microphone.ts) are derived from https://github.com/LLK/scratch-audio/blob/develop/src/Loudness.js
*/
var P;
(function (P) {
var ext;
(function (ext) {
var microphone;
(function (microphone_1) {
let microphone = null;
let state = 0;
const CACHE_TIME = 1000 / 30;
function createAnalyzerDataArray(analyzer) {
if (!!analyzer.getFloatTimeDomainData) {
return new Float32Array(analyzer.fftSize);
}
else if (!!analyzer.getByteTimeDomainData) {
return new Uint8Array(analyzer.fftSize);
}
else {
throw new Error('Analyzer node does not support getFloatTimeDomainData or getByteTimeDomainData');
}
}
function connect() {
if (state !== 0) {
return;
}
if (!P.audio.context) {
console.warn('Cannot connect to microphone without audio context.');
state = 3;
return;
}
if (!navigator.mediaDevices) {
console.warn('Cannot access media devices, probably running in insecure (non-HTTPS) context.');
state = 3;
return;
}
state = 2;
navigator.mediaDevices.getUserMedia({ audio: true })
.then((mediaStream) => {
const source = P.audio.context.createMediaStreamSource(mediaStream);
const analyzer = P.audio.context.createAnalyser();
if (!analyzer.getFloatTimeDomainData) {
throw new Error('Missing API getFloatTimeDomainData');
}
source.connect(analyzer);
microphone = {
source: source,
stream: mediaStream,
analyzer,
dataArray: createAnalyzerDataArray(analyzer),
lastValue: -1,
lastCheck: 0,
};
state = 1;
})
.catch((err) => {
console.warn('Cannot connect to microphone: ' + err);
state = 3;
});
}
function reinitAnalyser() {
if (!microphone) {
throw new Error('Microphone not connected; cannot re-init something that does not exist!');
}
const analyzer = P.audio.context.createAnalyser();
microphone.source.disconnect();
microphone.source.connect(analyzer);
microphone.analyzer = analyzer;
if (microphone.dataArray.length !== analyzer.fftSize) {
microphone.dataArray = createAnalyzerDataArray(analyzer);
}
}
function getLoudness() {
if (microphone === null) {
connect();
return -1;
}
if (!microphone.stream.active) {
return -1;
}
if (Date.now() - microphone.lastCheck < CACHE_TIME) {
return microphone.lastValue;
}
let sum = 0;
if (microphone.dataArray instanceof Float32Array) {
microphone.analyzer.getFloatTimeDomainData(microphone.dataArray);
for (let i = 0; i < microphone.dataArray.length; i++) {
sum += Math.pow(microphone.dataArray[i], 2);
}
}
else {
microphone.analyzer.getByteTimeDomainData(microphone.dataArray);
for (let i = 0; i < microphone.dataArray.length; i++) {
sum += Math.pow((microphone.dataArray[i] - 128) / 128, 2);
}
}
let rms = Math.sqrt(sum / microphone.dataArray.length);
if (microphone.lastValue !== -1) {
rms = Math.max(rms, microphone.lastValue * 0.6);
}
microphone.lastValue = rms;
rms *= 1.63;
rms = Math.sqrt(rms);
rms = Math.round(rms * 100);
rms = Math.min(rms, 100);
return rms;
}
class MicrophoneExtension extends P.ext.Extension {
getLoudness() {
return getLoudness();
}
onstart() {
if (microphone) {
reinitAnalyser();
}
}
}
microphone_1.MicrophoneExtension = MicrophoneExtension;
})(microphone = ext.microphone || (ext.microphone = {}));
})(ext = P.ext || (P.ext = {}));
})(P || (P = {}));
var P;
(function (P) {
var ext;
(function (ext) {
var tts;
(function (tts) {
let Gender;
(function (Gender) {
Gender[Gender["Male"] = 0] = "Male";
Gender[Gender["Female"] = 1] = "Female";
Gender[Gender["Unknown"] = 2] = "Unknown";
})(Gender = tts.Gender || (tts.Gender = {}));
const femaleVoices = [
/Zira/,
/female/i,
];
const maleVoices = [
/David/,
/\bmale/i,
];
const scratchVoices = {
ALTO: { gender: Gender.Female, pitch: 1, rate: 1 },
TENOR: { gender: Gender.Male, pitch: 1.5, rate: 1 },
GIANT: { gender: Gender.Male, pitch: 0.5, rate: 0.75 },
SQUEAK: { gender: Gender.Female, pitch: 2, rate: 1.5 },
KITTEN: { gender: Gender.Female, pitch: 2, rate: 1 },
};
class TextToSpeechExtension extends P.ext.Extension {
constructor(stage) {
super(stage);
this.language = 'en';
this.voice = 'ALTO';
this.supported = 'speechSynthesis' in window;
if (!this.supported) {
console.warn('TTS extension is not supported in this browser: it requires the speechSynthesis API https://developer.mozilla.org/en-US/docs/Web/API/SpeechSynthesis');
}
else {
speechSynthesis.getVoices();
}
}
getVoiceGender(voice) {
if (femaleVoices.some((i) => i.test(voice.name)))
return Gender.Female;
if (maleVoices.some((i) => i.test(voice.name)))
return Gender.Male;
return Gender.Unknown;
}
getVoiceData(voiceName) {
const matchesGender = (voice) => this.getVoiceGender(voice) === voiceGender;
const voice = scratchVoices[voiceName];
const rate = voice.rate;
const pitch = voice.pitch;
const voiceGender = scratchVoices[this.voice].gender;
const voices = speechSynthesis.getVoices();
const matchesLanguage = voices.filter((i) => i.lang.substr(0, 2) === this.language.substr(0, 2));
let candidates = matchesLanguage.filter(matchesGender);
if (candidates.length === 0)
candidates = matchesLanguage;
if (candidates.length === 0)
candidates = voices;
const defaultVoice = candidates.find((i) => i.default);
return {
voice: defaultVoice || candidates[0] || null,
pitch,
rate,
};
}
setVoice(voice) {
if (!scratchVoices.hasOwnProperty(voice)) {
return;
}
this.voice = voice;
}
setLanguage(language) {
this.language = language;
}
speak(text) {
if (!this.supported) {
return Promise.resolve();
}
if (this.voice === 'KITTEN')
text = text.replace(/\w+?\b/g, 'meow');
return new Promise((resolve, reject) => {
const end = () => resolve();
const utterance = new SpeechSynthesisUtterance(text);
utterance.lang = this.language;
const { voice, rate, pitch } = this.getVoiceData(this.voice);
utterance.voice = voice;
utterance.rate = rate;
utterance.pitch = pitch;
utterance.onerror = end;
utterance.onend = end;
speechSynthesis.speak(utterance);
speechSynthesis.resume();
});
}
onstart() {
if (this.supported) {
speechSynthesis.resume();
}
}
onpause() {
if (this.supported) {
speechSynthesis.pause();
}
}
destroy() {
if (this.supported) {
speechSynthesis.cancel();
}
}
}
tts.TextToSpeechExtension = TextToSpeechExtension;
})(tts = ext.tts || (ext.tts = {}));
})(ext = P.ext || (P.ext = {}));
})(P || (P = {}));
var P;
(function (P) {
var renderer;
(function (renderer_1) {
var canvas2d;
(function (canvas2d) {
function getCSSFilter(filters) {
let filter = '';
if (filters.brightness) {
filter += 'brightness(' + (100 + filters.brightness) + '%) ';
}
if (filters.color) {
if (filters.color === Infinity) {
filter += 'grayscale(100%) ';
}
else {
filter += 'hue-rotate(' + (filters.color / 200 * 360) + 'deg) ';
}
}
return filter;
}
function create2dCanvas() {
const canvas = document.createElement('canvas');
canvas.width = 480;
canvas.height = 360;
const ctx = canvas.getContext('2d');
if (!ctx) {
throw new Error('Cannot get 2d rendering context in create2dCanvas');
}
ctx.imageSmoothingEnabled = false;
return { canvas, ctx };
}
const COLOR_MASK = 0b111110001111100011110000;
class SpriteRenderer2D {
constructor() {
this.noEffects = false;
this.imageSmoothingEnabled = false;
const { canvas, ctx } = create2dCanvas();
this.canvas = canvas;
this.ctx = ctx;
}
reset(scale) {
this._reset(this.ctx, scale);
}
drawChild(c) {
this._drawChild(c, this.ctx);
}
drawObjects(children) {
for (var i = 0; i < children.length; i++) {
var child = children[i];
if (!child.visible) {
continue;
}
this.drawChild(child);
}
}
_reset(ctx, scale) {
const effectiveScale = scale * P.config.scale;
const width = Math.max(1, 480 * effectiveScale);
const height = Math.max(1, 360 * effectiveScale);
ctx.canvas.width = width;
ctx.canvas.height = height;
ctx.scale(effectiveScale, effectiveScale);
}
_drawChild(c, ctx) {
const costume = c.costumes[c.currentCostumeIndex];
if (!costume) {
return;
}
ctx.save();
const globalScale = c.stage.zoom * P.config.scale;
ctx.translate(((c.scratchX + 240) * globalScale | 0) / globalScale, ((180 - c.scratchY) * globalScale | 0) / globalScale);
let objectScale = costume.scale;
if (P.core.isSprite(c)) {
if (c.rotationStyle === 0) {
ctx.rotate((c.direction - 90) * Math.PI / 180);
}
else if (c.rotationStyle === 1 && c.direction < 0) {
ctx.scale(-1, 1);
}
objectScale *= c.scale;
}
if (costume.isScalable) {
costume.requestSize(objectScale * globalScale);
}
ctx.imageSmoothingEnabled = costume.isScalable || this.imageSmoothingEnabled;
const image = costume.getImage();
const x = -costume.rotationCenterX * objectScale | 0;
const y = -costume.rotationCenterY * objectScale | 0;
const w = costume.width * objectScale | 0;
const h = costume.height * objectScale | 0;
if (w < 1 || h < 1) {
ctx.restore();
return;
}
if (!this.noEffects) {
ctx.globalAlpha = Math.max(0, Math.min(1, 1 - c.filters.ghost / 100));
if (c.filters.brightness !== 0 && c.filters.color === 0) {
const ws = w * globalScale;
const hs = h * globalScale;
workingRenderer.canvas.width = ws;
workingRenderer.canvas.height = hs;
workingRenderer.ctx.save();
workingRenderer.ctx.imageSmoothingEnabled = false;
workingRenderer.ctx.translate(0, 0);
workingRenderer.ctx.drawImage(image, 0, 0, ws, hs);
workingRenderer.ctx.globalCompositeOperation = 'source-atop';
workingRenderer.ctx.globalAlpha = Math.abs(c.filters.brightness / 100);
if (c.filters.brightness > 0) {
workingRenderer.ctx.fillStyle = 'white';
}
else {
workingRenderer.ctx.fillStyle = 'black';
}
workingRenderer.ctx.fillRect(0, 0, ws, hs);
ctx.drawImage(workingRenderer.canvas, x, y, w, h);
workingRenderer.ctx.restore();
}
else {
const filter = getCSSFilter(c.filters);
if (filter !== '') {
ctx.filter = filter;
}
ctx.drawImage(image, x, y, w, h);
}
}
else {
ctx.drawImage(image, x, y, w, h);
}
ctx.restore();
}
}
canvas2d.SpriteRenderer2D = SpriteRenderer2D;
const workingRenderer = new SpriteRenderer2D();
const workingRenderer2 = new SpriteRenderer2D();
class ProjectRenderer2D extends SpriteRenderer2D {
constructor(stage) {
super();
this.stage = stage;
this.zoom = 1;
this.penScalingEnabled = true;
this.penModified = false;
this.penTargetZoom = -1;
this.penZoom = 1;
this.stageCostumeIndex = -1;
const { ctx: stageContext, canvas: stageLayer } = create2dCanvas();
this.stageContext = stageContext;
this.stageLayer = stageLayer;
const { ctx: penContext, canvas: penLayer } = create2dCanvas();
this.penContext = penContext;
this.penLayer = penLayer;
}
onStageFiltersChanged() {
this.renderStageCostume(this.zoom);
}
renderStageCostume(scale) {
this._reset(this.stageContext, scale);
this._drawChild(this.stage, this.stageContext);
}
init(root) {
root.appendChild(this.stageLayer);
root.appendChild(this.penLayer);
root.appendChild(this.canvas);
}
destroy() {
}
drawFrame() {
this.reset(this.zoom);
this.drawObjects(this.stage.children);
if (this.stage.currentCostumeIndex !== this.stageCostumeIndex) {
this.stageCostumeIndex = this.stage.currentCostumeIndex;
this.renderStageCostume(this.zoom);
}
}
drawAllExcept(renderer, skip) {
renderer.drawChild(this.stage);
renderer.ctx.drawImage(this.penLayer, 0, 0, 480, 360);
for (var i = 0; i < this.stage.children.length; i++) {
var child = this.stage.children[i];
if (!child.visible || child === skip) {
continue;
}
renderer.drawChild(child);
}
}
resize(zoom) {
this.zoom = zoom;
this.resizePen(zoom);
this.renderStageCostume(this.zoom);
}
resizePen(zoom) {
if (!this.penScalingEnabled) {
return;
}
if (zoom > this.penZoom) {
this.penZoom = zoom;
workingRenderer.canvas.width = this.penLayer.width;
workingRenderer.canvas.height = this.penLayer.height;
workingRenderer.ctx.drawImage(this.penLayer, 0, 0);
this._reset(this.penContext, zoom);
this.penContext.drawImage(workingRenderer.canvas, 0, 0, 480, 360);
}
else if (!this.penModified) {
this.penZoom = zoom;
this._reset(this.penContext, zoom);
}
else {
this.penTargetZoom = zoom;
}
}
penClear() {
this.penModified = false;
if (this.penTargetZoom !== -1) {
this._reset(this.penContext, this.penTargetZoom);
this.penZoom = this.penTargetZoom;
this.penTargetZoom = -1;
}
this.penContext.clearRect(0, 0, 480, 360);
}
penDot(color, size, x, y) {
this.penModified = true;
this.penContext.fillStyle = color.toCSS();
this.penContext.beginPath();
this.penContext.arc(240 + x, 180 - y, size / 2, 0, 2 * Math.PI, false);
this.penContext.fill();
}
penLine(color, size, x1, y1, x2, y2) {
this.penModified = true;
this.penContext.lineCap = 'round';
if (this.penZoom === 1) {
if (size % 2 > .5 && size % 2 < 1.5) {
x1 -= .5;
y1 -= .5;
x2 -= .5;
y2 -= .5;
}
}
this.penContext.strokeStyle = color.toCSS();
this.penContext.lineWidth = size;
this.penContext.beginPath();
this.penContext.moveTo(240 + x1, 180 - y1);
this.penContext.lineTo(240 + x2, 180 - y2);
this.penContext.stroke();
}
penStamp(sprite) {
this.penModified = true;
this._drawChild(sprite, this.penContext);
}
spriteTouchesPoint(sprite, x, y) {
const bounds = sprite.rotatedBounds();
if (x < bounds.left || y < bounds.bottom || x > bounds.right || y > bounds.top || sprite.scale === 0) {
return false;
}
const costume = sprite.costumes[sprite.currentCostumeIndex];
var cx = (x - sprite.scratchX) / sprite.scale;
var cy = (sprite.scratchY - y) / sprite.scale;
if (sprite.rotationStyle === 0 && sprite.direction !== 90) {
const d = (90 - sprite.direction) * Math.PI / 180;
const ox = cx;
const s = Math.sin(d), c = Math.cos(d);
cx = c * ox - s * cy;
cy = s * ox + c * cy;
}
else if (sprite.rotationStyle === 1 && sprite.direction < 0) {
cx = -cx;
}
let positionX = Math.round(cx / costume.scale + costume.rotationCenterX);
let positionY = Math.round(cy / costume.scale + costume.rotationCenterY);
if (costume instanceof P.core.VectorCostume) {
positionX *= costume.currentScale;
positionY *= costume.currentScale;
}
if (!Number.isFinite(positionX) || !Number.isFinite(positionY)) {
return false;
}
const data = costume.getContext().getImageData(positionX, positionY, 1, 1).data;
return data[3] !== 0;
}
spritesIntersect(spriteA, otherSprites) {
const mb = spriteA.rotatedBounds();
for (var i = 0; i < otherSprites.length; i++) {
const spriteB = otherSprites[i];
if (!spriteB.visible || spriteA === spriteB) {
continue;
}
const ob = spriteB.rotatedBounds();
if (mb.bottom >= ob.top || ob.bottom >= mb.top || mb.left >= ob.right || ob.left >= mb.right) {
continue;
}
const left = Math.max(mb.left, ob.left);
const top = Math.min(mb.top, ob.top);
const right = Math.min(mb.right, ob.right);
const bottom = Math.max(mb.bottom, ob.bottom);
const width = right - left;
const height = top - bottom;
if (width < 1 || height < 1 || width !== width || height !== height) {
continue;
}
workingRenderer.canvas.width = width;
workingRenderer.canvas.height = height;
workingRenderer.ctx.save();
workingRenderer.noEffects = true;
workingRenderer.ctx.translate(-(left + 240), -(180 - top));
workingRenderer.drawChild(spriteA);
workingRenderer.ctx.globalCompositeOperation = 'source-in';
workingRenderer.drawChild(spriteB);
workingRenderer.noEffects = false;
workingRenderer.ctx.restore();
const data = workingRenderer.ctx.getImageData(0, 0, width, height).data;
const length = data.length;
for (var j = 0; j < length; j += 4) {
if (data[j + 3]) {
return true;
}
}
}
return false;
}
spriteTouchesColor(sprite, color) {
const b = sprite.rotatedBounds();
const width = b.right - b.left;
const height = b.top - b.bottom;
if (width < 1 || height < 1 || width !== width || height !== height) {
return false;
}
workingRenderer.canvas.width = width;
workingRenderer.canvas.height = height;
workingRenderer.ctx.fillStyle = 'white';
workingRenderer.ctx.fillRect(0, 0, width, height);
workingRenderer.ctx.save();
workingRenderer.ctx.translate(-(240 + b.left), -(180 - b.top));
this.drawAllExcept(workingRenderer, sprite);
workingRenderer.ctx.globalCompositeOperation = 'destination-in';
workingRenderer.noEffects = true;
workingRenderer.drawChild(sprite);
workingRenderer.noEffects = false;
workingRenderer.ctx.restore();
const data = workingRenderer.ctx.getImageData(0, 0, width, height).data;
color = color & COLOR_MASK;
const length = data.length;
for (var i = 0; i < length; i += 4) {
if (((data[i] << 16 | data[i + 1] << 8 | data[i + 2]) & COLOR_MASK) === color && data[i + 3]) {
return true;
}
}
return false;
}
spriteColorTouchesColor(sprite, spriteColor, otherColor) {
var rb = sprite.rotatedBounds();
const width = rb.right - rb.left;
const height = rb.top - rb.bottom;
if (width < 1 || height < 1 || width !== width || height !== height) {
return false;
}
workingRenderer.canvas.width = workingRenderer2.canvas.width = width;
workingRenderer.canvas.height = workingRenderer2.canvas.height = height;
workingRenderer.ctx.save();
workingRenderer2.ctx.save();
workingRenderer.ctx.translate(-(240 + rb.left), -(180 - rb.top));
workingRenderer2.ctx.translate(-(240 + rb.left), -(180 - rb.top));
this.drawAllExcept(workingRenderer, sprite);
workingRenderer2.noEffects = true;
workingRenderer2.drawChild(sprite);
workingRenderer2.noEffects = false;
workingRenderer.ctx.restore();
workingRenderer2.ctx.restore();
var dataA = workingRenderer.ctx.getImageData(0, 0, width, height).data;
var dataB = workingRenderer2.ctx.getImageData(0, 0, width, height).data;
spriteColor = spriteColor & COLOR_MASK;
otherColor = otherColor & COLOR_MASK;
var length = dataA.length;
for (var i = 0; i < length; i += 4) {
var touchesSource = ((dataB[i] << 16 | dataB[i + 1] << 8 | dataB[i + 2]) & COLOR_MASK) === spriteColor && dataB[i + 3];
var touchesOther = ((dataA[i] << 16 | dataA[i + 1] << 8 | dataA[i + 2]) & COLOR_MASK) === otherColor && dataA[i + 3];
if (touchesSource && touchesOther) {
return true;
}
}
return false;
}
}
canvas2d.ProjectRenderer2D = ProjectRenderer2D;
})(canvas2d = renderer_1.canvas2d || (renderer_1.canvas2d = {}));
})(renderer = P.renderer || (P.renderer = {}));
})(P || (P = {}));
var P;
(function (P) {
var m3;
(function (m3) {
function multiply(out, other) {
const a0 = out[0];
const a1 = out[1];
const a2 = out[2];
const a3 = out[3];
const a4 = out[4];
const a5 = out[5];
const a6 = out[6];
const a7 = out[7];
const a8 = out[8];
const b0 = other[0];
const b1 = other[1];
const b2 = other[2];
const b3 = other[3];
const b4 = other[4];
const b5 = other[5];
const b6 = other[6];
const b7 = other[7];
const b8 = other[8];
out[0] = b0 * a0 + b1 * a3 + b2 * a6;
out[1] = b0 * a1 + b1 * a4 + b2 * a7;
out[2] = b0 * a2 + b1 * a5 + b2 * a8;
out[3] = b3 * a0 + b4 * a3 + b5 * a6;
out[4] = b3 * a1 + b4 * a4 + b5 * a7;
out[5] = b3 * a2 + b4 * a5 + b5 * a8;
out[6] = b6 * a0 + b7 * a3 + b8 * a6;
out[7] = b6 * a1 + b7 * a4 + b8 * a7;
out[8] = b6 * a2 + b7 * a5 + b8 * a8;
}
m3.multiply = multiply;
function translation(x, y) {
return [
1, 0, 0,
0, 1, 0,
x, y, 1,
];
}
m3.translation = translation;
function rotation(degrees) {
const radians = degrees * Math.PI / 180;
const cos = Math.cos(radians);
const sin = Math.sin(radians);
return [
cos, -sin, 0,
sin, cos, 0,
0, 0, 1,
];
}
m3.rotation = rotation;
function scaling(x, y) {
return [
x, 0, 0,
0, y, 0,
0, 0, 1,
];
}
m3.scaling = scaling;
function projection(width, height) {
return [
2 / width, 0, 0,
0, -2 / height, 0,
-1, 1, 1,
];
}
m3.projection = projection;
})(m3 = P.m3 || (P.m3 = {}));
})(P || (P = {}));
var P;
(function (P) {
var renderer;
(function (renderer) {
var webgl;
(function (webgl) {
function createCanvas() {
const canvas = document.createElement('canvas');
canvas.width = 480;
canvas.height = 360;
return canvas;
}
const horizontalInvertMatrix = P.m3.scaling(-1, 1);
class Shader {
constructor(gl, program) {
this.gl = gl;
this.program = program;
this.uniformLocations = {};
this.attributeLocations = {};
const activeUniforms = gl.getProgramParameter(program, this.gl.ACTIVE_UNIFORMS);
for (let index = 0; index < activeUniforms; index++) {
const info = gl.getActiveUniform(program, index);
if (!info) {
throw new Error('uniform at index ' + index + ' does not exist');
}
const name = info.name;
const location = gl.getUniformLocation(program, name);
if (!location) {
throw new Error('uniform named ' + name + ' does not exist');
}
this.uniformLocations[name] = location;
}
const activeAttributes = gl.getProgramParameter(program, this.gl.ACTIVE_ATTRIBUTES);
for (let index = 0; index < activeAttributes; index++) {
const info = gl.getActiveAttrib(program, index);
if (!info) {
throw new Error('attribute at index ' + index + ' does not exist');
}
this.attributeLocations[info.name] = gl.getAttribLocation(program, info.name);
}
}
uniform1f(name, value) {
const location = this.getUniform(name);
this.gl.uniform1f(location, value);
}
uniform2f(name, a, b) {
const location = this.getUniform(name);
this.gl.uniform2f(location, a, b);
}
uniform4f(name, a, b, c, d) {
const location = this.getUniform(name);
this.gl.uniform4f(location, a, b, c, d);
}
uniformMatrix3(name, value) {
const location = this.getUniform(name);
this.gl.uniformMatrix3fv(location, false, value);
}
hasUniform(name) {
return this.uniformLocations.hasOwnProperty(name);
}
getUniform(name) {
if (!this.hasUniform(name)) {
throw new Error('uniform of name ' + name + ' does not exist');
}
return this.uniformLocations[name];
}
attributeBuffer(name, value) {
if (!this.hasAttribute(name)) {
throw new Error('attribute of name ' + name + ' does not exist');
}
const location = this.attributeLocations[name];
this.gl.enableVertexAttribArray(location);
this.gl.bindBuffer(this.gl.ARRAY_BUFFER, value);
this.gl.vertexAttribPointer(location, 2, this.gl.FLOAT, false, 0, 0);
}
hasAttribute(name) {
return this.attributeLocations.hasOwnProperty(name);
}
getAttribute(name) {
if (!this.hasAttribute(name)) {
throw new Error('attribute of name ' + name + ' does not exist');
}
return this.attributeLocations[name];
}
}
class WebGLSpriteRenderer {
constructor() {
this.globalScaleMatrix = P.m3.scaling(1, 1);
this.costumeTextures = new Map();
this.canvas = createCanvas();
const gl = this.canvas.getContext('webgl', this.getContextOptions());
if (!gl) {
throw new Error('cannot get webgl rendering context');
}
this.gl = gl;
this.noFiltersShader = this.createShader(WebGLSpriteRenderer.vertexShader, WebGLSpriteRenderer.fragmentShader, []);
this.allFiltersShader = this.createShader(WebGLSpriteRenderer.vertexShader, WebGLSpriteRenderer.fragmentShader, [
'ENABLE_BRIGHTNESS',
'ENABLE_COLOR',
'ENABLE_GHOST',
'ENABLE_FISHEYE',
'ENABLE_MOSAIC',
'ENABLE_PIXELATE',
]);
this.gl.enable(this.gl.BLEND);
this.gl.blendFuncSeparate(this.gl.SRC_ALPHA, this.gl.ONE_MINUS_SRC_ALPHA, this.gl.ONE, this.gl.ONE_MINUS_SRC_ALPHA);
this.quadBuffer = this.gl.createBuffer();
this.gl.bindBuffer(this.gl.ARRAY_BUFFER, this.quadBuffer);
this.gl.bufferData(this.gl.ARRAY_BUFFER, new Float32Array([
0, 0,
0, 1,
1, 0,
1, 0,
0, 1,
1, 1,
]), this.gl.STATIC_DRAW);
this.reset(1);
}
getContextOptions() {
return {
alpha: false,
};
}
compileShader(type, source, definitions) {
if (definitions) {
for (const def of definitions) {
source = '#define ' + def + '\n' + source;
}
}
const shader = this.gl.createShader(type);
if (!shader) {
throw new Error('Cannot create shader');
}
this.gl.shaderSource(shader, source);
this.gl.compileShader(shader);
if (!this.gl.getShaderParameter(shader, this.gl.COMPILE_STATUS)) {
const error = this.gl.getShaderInfoLog(shader);
this.gl.deleteShader(shader);
throw new Error('Shader compilation error: ' + error);
}
return shader;
}
compileProgram(vs, fs, definitions) {
const vertexShader = this.compileShader(this.gl.VERTEX_SHADER, vs, definitions);
const fragmentShader = this.compileShader(this.gl.FRAGMENT_SHADER, fs, definitions);
const program = this.gl.createProgram();
if (!program) {
throw new Error('Cannot create program');
}
this.gl.attachShader(program, vertexShader);
this.gl.attachShader(program, fragmentShader);
this.gl.linkProgram(program);
if (!this.gl.getProgramParameter(program, this.gl.LINK_STATUS)) {
const error = this.gl.getProgramInfoLog(program);
this.gl.deleteProgram(program);
throw new Error('Program compilation error: ' + error);
}
return program;
}
createShader(vs, fs, definitions) {
const program = this.compileProgram(vs, fs, definitions);
return new Shader(this.gl, program);
}
convertToTexture(canvas) {
const texture = this.gl.createTexture();
if (!texture) {
throw new Error('Cannot create texture');
}
this.gl.bindTexture(this.gl.TEXTURE_2D, texture);
this.gl.texImage2D(this.gl.TEXTURE_2D, 0, this.gl.RGBA, this.gl.RGBA, this.gl.UNSIGNED_BYTE, canvas);
this.gl.texParameteri(this.gl.TEXTURE_2D, this.gl.TEXTURE_WRAP_S, this.gl.CLAMP_TO_EDGE);
this.gl.texParameteri(this.gl.TEXTURE_2D, this.gl.TEXTURE_WRAP_T, this.gl.CLAMP_TO_EDGE);
this.gl.texParameteri(this.gl.TEXTURE_2D, this.gl.TEXTURE_MIN_FILTER, this.gl.NEAREST);
this.gl.texParameteri(this.gl.TEXTURE_2D, this.gl.TEXTURE_MAG_FILTER, this.gl.NEAREST);
return texture;
}
destroy() {
const extension = this.gl.getExtension('WEBGL_lose_context');
if (extension) {
extension.loseContext();
}
}
reset(scale) {
this.canvas.width = scale * 480;
this.canvas.height = scale * 360;
this.gl.viewport(0, 0, scale * 480, scale * 360);
if (this.globalScaleMatrix[0] !== scale) {
this.globalScaleMatrix = P.m3.scaling(scale, scale);
}
this.gl.clearColor(1, 1, 1, 1);
this.gl.clear(this.gl.COLOR_BUFFER_BIT);
}
useShader(shader) {
this.gl.useProgram(shader.program);
this.shader = shader;
}
drawChild(child) {
const costume = child.costumes[child.currentCostumeIndex];
if (!this.costumeTextures.has(costume)) {
const image = costume.getImage();
const texture = this.convertToTexture(image);
this.costumeTextures.set(costume, texture);
}
this.gl.bindTexture(this.gl.TEXTURE_2D, this.costumeTextures.get(costume));
this.shader.attributeBuffer('a_position', this.quadBuffer);
const matrix = P.m3.projection(this.canvas.width, this.canvas.height);
P.m3.multiply(matrix, this.globalScaleMatrix);
P.m3.multiply(matrix, P.m3.translation(240 + child.scratchX | 0, 180 - child.scratchY | 0));
if (P.core.isSprite(child)) {
if (child.rotationStyle === 0 && child.direction !== 90) {
P.m3.multiply(matrix, P.m3.rotation(90 - child.direction));
}
else if (child.rotationStyle === 1 && child.direction < 0) {
P.m3.multiply(matrix, horizontalInvertMatrix);
}
if (child.scale !== 1) {
P.m3.multiply(matrix, P.m3.scaling(child.scale, child.scale));
}
}
if (costume.scale !== 1) {
P.m3.multiply(matrix, P.m3.scaling(costume.scale, costume.scale));
}
P.m3.multiply(matrix, P.m3.translation(-costume.rotationCenterX, -costume.rotationCenterY));
P.m3.multiply(matrix, P.m3.scaling(costume.width, costume.height));
this.shader.uniformMatrix3('u_matrix', matrix);
if (this.shader.hasUniform('u_opacity')) {
this.shader.uniform1f('u_opacity', 1 - child.filters.ghost / 100);
}
if (this.shader.hasUniform('u_brightness')) {
this.shader.uniform1f('u_brightness', child.filters.brightness / 100);
}
if (this.shader.hasUniform('u_color')) {
this.shader.uniform1f('u_color', child.filters.color / 200);
}
if (this.shader.hasUniform('u_mosaic')) {
const mosaic = Math.round((Math.abs(child.filters.mosaic) + 10) / 10);
this.shader.uniform1f('u_mosaic', P.utils.clamp(mosaic, 1, 512));
}
if (this.shader.hasUniform('u_whirl')) {
this.shader.uniform1f('u_whirl', child.filters.whirl * Math.PI / -180);
}
if (this.shader.hasUniform('u_fisheye')) {
this.shader.uniform1f('u_fisheye', Math.max(0, (child.filters.fisheye + 100) / 100));
}
if (this.shader.hasUniform('u_pixelate')) {
this.shader.uniform1f('u_pixelate', Math.abs(child.filters.pixelate) / 10);
}
if (this.shader.hasUniform('u_size')) {
this.shader.uniform2f('u_size', costume.width, costume.height);
}
this.gl.drawArrays(this.gl.TRIANGLES, 0, 6);
}
drawTextureOverlay(texture) {
const shader = this.noFiltersShader;
this.gl.useProgram(shader.program);
this.gl.bindTexture(this.gl.TEXTURE_2D, texture);
shader.attributeBuffer('a_position', this.quadBuffer);
const matrix = P.m3.projection(this.canvas.width, this.canvas.height);
P.m3.multiply(matrix, this.globalScaleMatrix);
P.m3.multiply(matrix, P.m3.translation(240, 180));
P.m3.multiply(matrix, P.m3.scaling(1, 1));
P.m3.multiply(matrix, P.m3.translation(-240, -180));
P.m3.multiply(matrix, P.m3.scaling(480, 360));
shader.uniformMatrix3('u_matrix', matrix);
this.gl.drawArrays(this.gl.TRIANGLES, 0, 6);
}
}
WebGLSpriteRenderer.vertexShader = `
attribute vec2 a_position;
uniform mat3 u_matrix;
varying vec2 v_texcoord;
void main() {
gl_Position = vec4((u_matrix * vec3(a_position, 1)).xy, 0, 1);
v_texcoord = a_position;
}
`;
WebGLSpriteRenderer.fragmentShader = `
precision mediump float;
varying vec2 v_texcoord;
uniform sampler2D u_texture;
#ifdef ENABLE_BRIGHTNESS
uniform float u_brightness;
#endif
#ifdef ENABLE_COLOR
uniform float u_color;
#endif
#ifdef ENABLE_GHOST
uniform float u_opacity;
#endif
#ifdef ENABLE_MOSAIC
uniform float u_mosaic;
#endif
#ifdef ENABLE_WHIRL
uniform float u_whirl;
#endif
#ifdef ENABLE_FISHEYE
uniform float u_fisheye;
#endif
#ifdef ENABLE_PIXELATE
uniform float u_pixelate;
uniform vec2 u_size;
#endif
#ifdef ENABLE_COLOR_TEST
uniform vec3 u_colorTest;
#endif
const float minimumAlpha = 1.0 / 250.0;
const vec2 vecCenter = vec2(0.5, 0.5);
// http://lolengine.net/blog/2013/07/27/rgb-to-hsv-in-glsl
vec3 rgb2hsv(vec3 c) {
vec4 K = vec4(0.0, -1.0 / 3.0, 2.0 / 3.0, -1.0);
vec4 p = c.g < c.b ? vec4(c.bg, K.wz) : vec4(c.gb, K.xy);
vec4 q = c.r < p.x ? vec4(p.xyw, c.r) : vec4(c.r, p.yzx);
float d = q.x - min(q.w, q.y);
float e = 1.0e-10;
return vec3(abs(q.z + (q.w - q.y) / (6.0 * d + e)), d / (q.x + e), q.x);
}
vec3 hsv2rgb(vec3 c) {
vec4 K = vec4(1.0, 2.0 / 3.0, 1.0 / 3.0, 3.0);
vec3 p = abs(fract(c.xxx + K.xyz) * 6.0 - K.www);
return c.z * mix(K.xxx, clamp(p - K.xxx, 0.0, 1.0), c.y);
}
void main() {
// varyings cannot be modified
vec2 texcoord = v_texcoord;
#ifdef ENABLE_MOSAIC
if (u_mosaic != 1.0) {
texcoord = fract(u_mosaic * v_texcoord);
}
#endif
#ifdef ENABLE_PIXELATE
if (u_pixelate != 0.0) {
vec2 texelSize = u_size / u_pixelate;
texcoord = (floor(texcoord * texelSize) + vecCenter) / texelSize;
}
#endif
#ifdef ENABLE_WHIRL
{
const float radius = 0.5;
vec2 offset = texcoord - vecCenter;
float offsetMagnitude = length(offset);
float whirlFactor = max(1.0 - (offsetMagnitude / radius), 0.0);
float whirlActual = u_whirl * whirlFactor * whirlFactor;
float sinWhirl = sin(whirlActual);
float cosWhirl = cos(whirlActual);
mat2 rotationMatrix = mat2(
cosWhirl, -sinWhirl,
sinWhirl, cosWhirl
);
texcoord = rotationMatrix * offset + vecCenter;
}
#endif
#ifdef ENABLE_FISHEYE
{
vec2 vec = (texcoord - vecCenter) / vecCenter;
float vecLength = length(vec);
float r = pow(min(vecLength, 1.0), u_fisheye) * max(1.0, vecLength);
vec2 unit = vec / vecLength;
texcoord = vecCenter + r * unit * vecCenter;
}
#endif
vec4 color = texture2D(u_texture, texcoord);
#ifndef DISABLE_MINIMUM_ALPHA
if (color.a < minimumAlpha) {
discard;
}
#endif
#ifdef ENABLE_GHOST
color.a *= u_opacity;
#endif
#ifdef ENABLE_COLOR
if (u_color != 0.0) {
vec3 hsv = rgb2hsv(color.rgb);
// hsv.x = hue
// hsv.y = saturation
// hsv.z = value
// scratch forces all colors to have some minimal amount saturation so there is a visual change
const float minValue = 0.11 / 2.0;
const float minSaturation = 0.09;
if (hsv.z < minValue) hsv = vec3(0.0, 1.0, minValue);
else if (hsv.y < minSaturation) hsv = vec3(0.0, minSaturation, hsv.z);
hsv.x = mod(hsv.x + u_color, 1.0);
if (hsv.x < 0.0) hsv.x += 1.0;
color = vec4(hsv2rgb(hsv), color.a);
}
#endif
#ifdef ENABLE_BRIGHTNESS
color.rgb = clamp(color.rgb + vec3(u_brightness), 0.0, 1.0);
#endif
#ifdef ENABLE_COLOR_TEST
if (color.rgb != u_colorTest) {
color = vec4(0.0, 0.0, 0.0, 0.0);
}
#endif
gl_FragColor = color;
}
`;
class CollisionRenderer extends WebGLSpriteRenderer {
constructor() {
super();
this.gl.enable(this.gl.SCISSOR_TEST);
this.gl.scissor(0, 0, 480, 360);
this.gl.clearColor(0, 0, 0, 0);
this.touchingShader = this.createShader(CollisionRenderer.vertexShader, WebGLSpriteRenderer.fragmentShader, ['DISABLE_MINIMUM_ALPHA']);
this.shapeFiltersShader = this.createShader(CollisionRenderer.vertexShader, WebGLSpriteRenderer.fragmentShader, [
'ENABLE_FISHEYE',
'ENABLE_PIXELATE',
'ENABLE_MOSAIC',
]);
this.touchingColorShader = this.createShader(CollisionRenderer.vertexShader, WebGLSpriteRenderer.fragmentShader, [
'DISABLE_MINIMUM_ALPHA',
'ENABLE_COLOR_TEST',
]);
}
getContextOptions() {
return {
alpha: true
};
}
spritesIntersect(spriteA, otherSprites) {
const mb = spriteA.rotatedBounds();
for (const spriteB of otherSprites) {
if (!spriteB.visible || spriteA === spriteB) {
continue;
}
const ob = spriteB.rotatedBounds();
if (mb.bottom >= ob.top || ob.bottom >= mb.top || mb.left >= ob.right || ob.left >= mb.right) {
continue;
}
const left = Math.max(mb.left, ob.left);
const top = Math.min(mb.top, ob.top);
const right = Math.min(mb.right, ob.right);
const bottom = Math.max(mb.bottom, ob.bottom);
const width = Math.max(right - left, 1);
const height = Math.max(top - bottom, 1);
this.gl.scissor(240 + left, 180 + bottom, width, height);
this.gl.clear(this.gl.COLOR_BUFFER_BIT);
this.useShader(this.allFiltersShader);
this.drawChild(spriteA);
this.gl.blendFunc(this.gl.DST_ALPHA, this.gl.ZERO);
this.useShader(this.touchingShader);
this.drawChild(spriteB);
this.gl.blendFunc(this.gl.SRC_ALPHA, this.gl.ONE_MINUS_SRC_ALPHA);
var data = new Uint8Array(width * height * 4);
this.gl.readPixels(240 + left, 180 + bottom, width, height, this.gl.RGBA, this.gl.UNSIGNED_BYTE, data);
this.gl.scissor(0, 0, 480, 360);
var length = data.length;
for (var j = 0; j < length; j += 4) {
if (data[j + 3]) {
return true;
}
}
}
return false;
}
spriteTouchesPoint(sprite, x, y) {
const bounds = sprite.rotatedBounds();
if (x < bounds.left || y < bounds.bottom || x > bounds.right || y > bounds.top || sprite.scale === 0) {
return false;
}
const cx = 240 + x | 0;
const cy = 180 + y | 0;
this.gl.scissor(cx, cy, 1, 1);
this.gl.clear(this.gl.COLOR_BUFFER_BIT);
this.useShader(this.shapeFiltersShader);
this.drawChild(sprite);
const result = new Uint8Array(4);
this.gl.readPixels(cx, cy, 1, 1, this.gl.RGBA, this.gl.UNSIGNED_BYTE, result);
this.gl.scissor(0, 0, 480, 360);
return result[3] !== 0;
}
}
class PenRenderer extends WebGLSpriteRenderer {
constructor() {
super();
this.dirty = false;
this.penCoords = new Float32Array(65536);
this.penLines = new Float32Array(32768);
this.penColors = new Float32Array(65536);
this.penCoordsIndex = 0;
this.penLinesIndex = 0;
this.penColorsIndex = 0;
this.penShader = this.createShader(PenRenderer.PEN_VERTEX_SHADER, PenRenderer.PEN_FRAGMENT_SHADER);
this.positionBuffer = this.gl.createBuffer();
this.lineBuffer = this.gl.createBuffer();
this.colorBuffer = this.gl.createBuffer();
this.gl.viewport(0, 0, this.canvas.width, this.canvas.height);
}
getContextOptions() {
return {
alpha: true,
preserveDrawingBuffer: true,
};
}
pendingPenOperations() {
return this.penLinesIndex > 0;
}
drawPendingOperations() {
const gl = this.gl;
this.dirty = true;
this.useShader(this.penShader);
gl.bindBuffer(gl.ARRAY_BUFFER, this.positionBuffer);
gl.bufferData(gl.ARRAY_BUFFER, this.penCoords, gl.STREAM_DRAW);
gl.vertexAttribPointer(this.penShader.getAttribute('a_vertexData'), 4, gl.FLOAT, false, 0, 0);
gl.enableVertexAttribArray(this.penShader.getAttribute('a_vertexData'));
gl.bindBuffer(gl.ARRAY_BUFFER, this.lineBuffer);
gl.bufferData(gl.ARRAY_BUFFER, this.penLines, gl.STREAM_DRAW);
gl.vertexAttribPointer(this.penShader.getAttribute('a_lineData'), 2, gl.FLOAT, false, 0, 0);
gl.enableVertexAttribArray(this.penShader.getAttribute('a_lineData'));
gl.bindBuffer(gl.ARRAY_BUFFER, this.colorBuffer);
gl.bufferData(gl.ARRAY_BUFFER, this.penColors, gl.STREAM_DRAW);
gl.vertexAttribPointer(this.penShader.getAttribute('a_color'), 4, gl.FLOAT, false, 0, 0);
gl.enableVertexAttribArray(this.penShader.getAttribute('a_color'));
gl.drawArrays(gl.TRIANGLES, 0, (this.penCoordsIndex + 1) / 4);
this.penCoordsIndex = 0;
this.penLinesIndex = 0;
this.penColorsIndex = 0;
}
buffersCanFit(size) {
return this.penCoordsIndex + size > this.penCoords.length;
}
getCircleResolution(size) {
return Math.max(Math.ceil(size), 3);
}
penLine(color, size, x1, y1, x2, y2) {
const circleRes = this.getCircleResolution(size);
if (this.buffersCanFit(24 * (circleRes + 1))) {
this.drawPendingOperations();
}
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = -Math.PI / 2;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = -Math.PI / 2;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
for (var i = 0; i < circleRes; i++) {
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = 0;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = 0;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2 + i / circleRes * Math.PI;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2 + (i + 1) / circleRes * Math.PI;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = 0;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = 0;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2 + i / circleRes * Math.PI;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x2;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y2;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2 + (i + 1) / circleRes * Math.PI;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
}
const [r, g, b, a] = color.toParts();
for (var i = 0; i < circleRes * 6 + 6; i++) {
this.penColors[this.penColorsIndex] = r;
this.penColorsIndex++;
this.penColors[this.penColorsIndex] = g;
this.penColorsIndex++;
this.penColors[this.penColorsIndex] = b;
this.penColorsIndex++;
this.penColors[this.penColorsIndex] = a;
this.penColorsIndex++;
}
}
penDot(color, size, x, y) {
const circleRes = this.getCircleResolution(size);
if (this.buffersCanFit(12 * circleRes)) {
this.drawPendingOperations();
}
for (var i = 1; i < circleRes; i++) {
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = 0;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = 0;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x + 1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y + 1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2 + (i - 1) / circleRes * 2 * Math.PI;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x + 1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y + 1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2 + i / circleRes * 2 * Math.PI;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
}
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = 0;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = 0;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x + 1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y + 1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2 + (circleRes - 1) / circleRes * 2 * Math.PI;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
this.penCoords[this.penCoordsIndex] = x;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = x + 1;
this.penCoordsIndex++;
this.penCoords[this.penCoordsIndex] = y + 1;
this.penCoordsIndex++;
this.penLines[this.penLinesIndex] = Math.PI / 2;
this.penLinesIndex++;
this.penLines[this.penLinesIndex] = size / 2;
this.penLinesIndex++;
const [r, g, b, a] = color.toParts();
for (var i = 0; i < circleRes * 3; i++) {
this.penColors[this.penColorsIndex] = r;
this.penColorsIndex++;
this.penColors[this.penColorsIndex] = g;
this.penColorsIndex++;
this.penColors[this.penColorsIndex] = b;
this.penColorsIndex++;
this.penColors[this.penColorsIndex] = a;
this.penColorsIndex++;
}
}
penStamp(sprite) {
this.dirty = true;
if (this.pendingPenOperations()) {
this.drawPendingOperations();
}
this.useShader(this.allFiltersShader);
this.drawChild(sprite);
}
penClear() {
this.dirty = true;
this.penCoordsIndex = 0;
this.penLinesIndex = 0;
this.penColorsIndex = 0;
this.gl.clearColor(0, 0, 0, 0);
this.gl.clear(this.gl.COLOR_BUFFER_BIT);
}
}
PenRenderer.PEN_VERTEX_SHADER = `
precision mediump float;
// [0] = x1
// [1] = y1
// [2] = x2
// [3] = y2
attribute vec4 a_vertexData;
// [0] = thickened vertex direction
// [1] = thickened vertex distance
attribute vec2 a_lineData;
// [0] = red
// [1] = green
// [2] = blue
// [3] = alpha
attribute vec4 a_color;
varying vec4 v_color;
void main() {
vec2 lineDir = normalize(a_vertexData.zw - a_vertexData.xy);
mat2 rot;
rot[0] = vec2(cos(a_lineData.x), sin(a_lineData.x));
rot[1] = vec2(-sin(a_lineData.x), cos(a_lineData.x));
lineDir *= rot * a_lineData.y;
vec2 p = (a_vertexData.xy + lineDir);
p.x /= 240.0;
p.y /= 180.0;
gl_Position = vec4(p, 0.0, 1.0);
v_color = vec4(a_color.xyz / 255.0, a_color.w);
}`;
PenRenderer.PEN_FRAGMENT_SHADER = `
precision mediump float;
varying vec4 v_color;
void main() {
gl_FragColor = v_color;
}`;
class WebGLProjectRenderer extends WebGLSpriteRenderer {
constructor(stage) {
super();
this.stage = stage;
this.zoom = 1;
this.collisionRenderer = new CollisionRenderer();
this.penRenderer = new PenRenderer();
this.fallbackRenderer = new P.renderer.canvas2d.ProjectRenderer2D(stage);
}
drawFrame() {
if (this.penRenderer.pendingPenOperations()) {
this.penRenderer.drawPendingOperations();
}
if (this.penRenderer.dirty) {
this.updatePenTexture();
this.penRenderer.dirty = false;
}
this.reset(this.zoom);
this.useShader(this.allFiltersShader);
this.drawChild(this.stage);
if (this.penTexture) {
this.drawTextureOverlay(this.penTexture);
this.useShader(this.allFiltersShader);
}
for (var i = 0; i < this.stage.children.length; i++) {
var child = this.stage.children[i];
if (!child.visible) {
continue;
}
this.drawChild(child);
}
this.gl.flush();
}
init(root) {
root.appendChild(this.canvas);
}
destroy() {
super.destroy();
this.penRenderer.destroy();
this.collisionRenderer.destroy();
}
onStageFiltersChanged() {
}
penLine(color, size, x1, y1, x2, y2) {
this.penRenderer.penLine(color, size, x1, y1, x2, y2);
}
penDot(color, size, x, y) {
this.penRenderer.penDot(color, size, x, y);
}
penStamp(sprite) {
this.penRenderer.penStamp(sprite);
}
penClear() {
this.penRenderer.penClear();
}
updatePenTexture() {
if (this.penTexture) {
this.gl.bindTexture(this.gl.TEXTURE_2D, this.penTexture);
this.gl.texImage2D(this.gl.TEXTURE_2D, 0, this.gl.RGBA, this.gl.RGBA, this.gl.UNSIGNED_BYTE, this.penRenderer.canvas);
}
else {
this.penTexture = this.convertToTexture(this.penRenderer.canvas);
}
}
resize(scale) {
this.zoom = scale * P.config.scale;
}
spriteTouchesPoint(sprite, x, y) {
return this.collisionRenderer.spriteTouchesPoint(sprite, x, y);
}
spritesIntersect(spriteA, otherSprites) {
return this.collisionRenderer.spritesIntersect(spriteA, otherSprites);
}
spriteTouchesColor(sprite, color) {
return this.fallbackRenderer.spriteTouchesColor(sprite, color);
}
spriteColorTouchesColor(sprite, spriteColor, otherColor) {
return this.fallbackRenderer.spriteColorTouchesColor(sprite, spriteColor, otherColor);
}
}
webgl.WebGLProjectRenderer = WebGLProjectRenderer;
})(webgl = renderer.webgl || (renderer.webgl = {}));
})(renderer = P.renderer || (P.renderer = {}));
})(P || (P = {}));
//# sourceMappingURL=phosphorus.dist.js.map
// NW.js hook...
(function() {
if (typeof nw !== 'undefined') {
// open links in the browser
var win = nw.Window.get();
win.on('new-win-policy', (frame, url, policy) => {
policy.ignore();
nw.Shell.openExternal(url);
});
// fix the size of the window made by NW.js
var package = nw.require('package.json');
if (package.window && package.window.height && package.window.width) {
win.resizeBy(package.window.width - window.innerWidth, package.window.height - window.innerHeight);
}
}
})();
// Player scripts...
(function () {
'use strict';
var splash = document.querySelector('.splash');
var error = document.querySelector('.error');
var progressBar = document.querySelector('.progress');
var progressBarFill = document.querySelector('.progress-bar');
var splash = document.querySelector('.splash');
var error = document.querySelector('.error');
var progressBar = document.querySelector('.progress');
var progressBarFill = document.querySelector('.progress-bar');
var player = new P.player.Player();
window.player = player;
player.setOptions({ theme: 'dark' });
var errorHandler = new P.player.ErrorHandler(player, {
container: document.querySelector('.error-report'),
});
player.onprogress.subscribe(function(progress) {
progressBarFill.style.width = (10 + progress * 90) + '%';
});
player.onerror.subscribe(function(e) {
player.exitFullscreen();
error.style.display = 'table';
});
document.querySelector('.player').appendChild(player.root);
document.addEventListener('touchmove', function(e) {
e.preventDefault();
}, { passive: false });
P.io.setAssetManager(new class {
constructor() {
// Assets...
this.data = {"soundbank/sb2/instruments/AcousticGuitar_F3_22k.wav": 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HTMcA9nh1gGRlUxJRyIBrjxZ+CC1NPNq8ozyq/MpdIj25rkde+Z/JUK7RbqILYoey2ILdwoTyFNF48K1/3O8zrsfebj4qXhceLN5DToVOyL8br3fP5kBQYMvBHiFewX2RcPFkgShQzWBc/+e/d174foQeQb4DvcZtlY1t7SZ9Fr0k3VYdyS5aPuqvkJBsQQXBmXICMljSYhJrAkiSElHKkVzg7hBuL+gfeN8N3qleed5nXnEerx7W7zD/tuAy4LNRKLGA4ebSLWJCklxSPYH2sY2Ays/O3om9SZwva0ZKyGp5alrKcjrXe0Zr4WzE3d1/FqCYci/jpuUB9h7GwOczByCWuQXqxNQDrCJZ4QYft66NHaTNJ6zZfLPMwW0BHX3N/e6b71WgN4ENIbTyU9LLMu0StVJX4c5BDtA4b4qO+z6Pvj2OHS4WPjHua+6QvuYvO++awAswfpDbsSyRX6FnsWphNVDh8IFgL6+9n0Ze3T6N7ljOHl3YPbAtgH1SHV8da63IfkyOuY9dP/uAgdET4YtxwAH9IfmR/uHeIZxBR6D9EIkQHc+qz0iO/u64TqHOty7fPwUvVO+4kCtgn/D2MVGxphHpUhzSIuIpkfVBp9EQ0E1/Ez3RnKJbscsQ2r0qdXqIqss7KFu9fHmNY76Mr93BVNLlRFh1i2ZptvY3Iob8RlflbQQz0w8htvBrjxBuEf1jXQNM08zAbOatMw20Hkb++m/KMJShXyH7AodS0iLaooiSFTF/sKNf8y9fPsKefo43HisOKt5KLnL+ub7+b0IvsdAuQIlQ60Ev0UgxUYFGsQ6AreBPX+k/gk8njtK+ok5iviFt/J26HYQti52WzdDeWm7MfztPvNA+EK1xDvFRAZWxqtGigaCxglFFMPfQmiAu37BPb58B/tj+sb7IPutvJh99L8ZwMPCuYPpBRkGLIbpx59IAMhsh9zG5MTWgep9hDjvc9Yv2yzS6zKqKqoHqwUsse5icTY0tvjuvdPDkcmpz3sUWxh4WtgcKNuNWdEWg5JhzU2IXIMB/iQ5h/avtIEz+DN3s7L0uXZfuI07FP4/AVuEr0caSW+K44tJypsI2gazg5cAsH3de8T6Q3lSeND45rkPOew6rbum/Nr+fr/lQZYDKsQAROTE6ESoA91CrgEev8X+iD0m++L7ePq/eYb5NjhxN5G3UXe7eAv57HtzvPt+ygDGQiYDEMRzBPME2YTIBOJEfwNFgoJBrIACPvk9Z7xo+5s7R7upvAl9TD6bv+KBbML/RAqFXEYExtWHe0eWR80HocakxPFCIv5iub30kDCIbZhruip/agRrMGxD7lEw+HQx+Bb8x4JNyCfNsRK9lqdZt9sJW36ZyBdDU1ZOjknZhPi/m3si94Z1gbSL9D8z97SWtls4Svq8vSRAZ0NKxiVIaMofiubKXEkyhwVEhAGlPsP8xvsr+fy5YzlUeZ06ELrcO5w8k738vw7Ax4Jow1SEIMRXRHODhwKsgSH/6n6S/Xm8DXveO2X6m3oneao48XhkeLN5AvqufC89v/8CAMACJoLmw4ZEIAPNQ4EDVQLRgh5BHIAzfv89s/yiO8/7absUO6Y8Zz2f/xiAtEIOg9rFPIXWxoxHOgdEx+6Ht0cHRmOEmwI1/k856PTn8IUtjSu+6kQqf6rzrH8uHnCyc/i3xfywgb9HDgzkEe8V1xjXWqua3tnpV2kTtU8WiogFyEDoPAY4s7YL9Qs0tPRItS/2TPhTOkC8yj/uQtIFsAeriX0Kagp8CS8HWUUKgkp/kX1ne746WLnneZP50zp++v87oPywvba+5EBCAdUCw8OYA+sD+kN0Al/BJT/aPsk9rHxQPDv7uDszuvd6oDo8Ob75xfq3u0B9GP6If+tA9MHtgk0CwwM7gqlCK8G6wRvAgL/dPvn9+fzNPB47fTrZ+wP70/zDPl6/90FZQyBEg0XgxnUGqUbPhzKHH4c7RqmF88RPwj3+UPnXdM5wqG11a3VqRCpN6yzstK6icQt0Y7gy/ErBZoaqTAORZJVpWFrabtrzmdXXltQHj9wLB0ZKwUd8h3j8tmZ1anTMdMt1TLaZuFl6UryK/3xCEcT0htZI7AobylcJa0eQhaaC2YANfeN8M7r4Oji54DoUerA7ILvw/Kp9ij7QACEBdwJqwzjDdwNJgwyCOgCEP4X+n716/HG8E3wru/Q7vftreyC6wHsZe1M8Yj3Rvw5AOUEAAh/CB4JdwlaBxMEwwE5ANf9afpo97P0ePEq7qjrtuqu633uAvMY+RkAGwfcDdITBRgVGs0a+hpTG98bcxuvGZsWUBHsB5f5T+ej00bCqLXCrYKpqqiyqy6yR7rdw/TQTOHp8lwGxRscMa5EAFUAYWZoamq8ZtJdCFDePqMs3BkQBlXzzeSc29fW7tTU1L7Wg9uk4krqifI4/TcJbRNmG0EiJifYJwQknB03FcEKQACn9z/x0+yd6hfql+pg7CLv3vHG9G34hvy4AAsFnwjbCtkL0wsWChwGCwG5/Pj4gPRf8dPw5vD58CXxEvEU8EjvOvCx8bP0vvmJ/jYCCwUbByEH1Qa1BpgEPgGp/rn8UPqB9+z0nfI68Kvtwes26xTsA++h8175MwAuB6kNRxNTF1wZAhpIGqca8xqBGgoZSBZDERMIvvmC5xzUUcP5tsauIaoWqSSsoLK5uhbEm9DH4AnzIQedHJQx20QgVQZhYGh9atZm3l17UAlA+i36Gg4HQPSs5XTcw9fT1WbVQ9dO3InjQutC8/j8UgjaEhobViFvJRsmsyJYHD8Uzgr4AIz4avJq7mfs1eta7Dfu0/BV8/31Ufkl/REB3gQMCPwJjwoiCiwIbASa/w/7Yfdb85PwZ/AG8aXxSvLJ8n3yJPIo80306fau+2H/1wFZBBwGtwULBXkETwIC/0D8cPpz+NH1PPPz8MPumuzj6oTqyOvJ7lvzRfnz/6gGBA1oEkIWXhgjGVYZqRlBGk4aIxl0FpARkgg9+gHo29T9wyW3Qa4Dqcynuqo8sce5vcPb0Gbhu/N6B34ctDGmRXdW9mKWalpsQGgQX0ZRI0BoLRUaQgaO8wDlAtx916bVxtVC2FndeuR07KD0UP59CZkTORs2IW8lJyaHIv4b0hMvClMAB/je8fHtTew67CztVe9K8lL1TfiU+xX/dgKQBQwIkAnwCTEJLgdHAzb+sfkd9jfyQu8p72Dwq/HD8sHzB/QB9FL1ifay+Dj9hgBPAqUE6QWyBIcDzwJTAKb86vlG+HD2FPRE8uzwb+/Y7UHsm+ug7FXvbvOy+O/+hAXACwQRyhT6FswX3xdeGGMZvBnRGGgWyRFRCaf7q+lS1kHFcLhyr7WprKc7qqqw4riGwr3P2uCh83oH1xwzMvNFnVbvYpBqjGzGaAFgpFKNQdMukhtnBy30OeXJ2zDXjdWG1enXbN3z5ODsDPXI/vwJ2RMaG70ghCTjJC8h2hr0EpcJJgBN+Hbyve4/7VjtV+5n8FXzifax+fL8QABhAzYGZQg+CaUIdAdXBV4BYPzh93P00/AL7jfuzu9F8bDyYPRr9d71e/fZ+Jz6nP5XAWICDQTSBHoD8AHLANX+ofum+Mn2P/VV84XxJ/D87t7tpuwu7DLtte+B8234Sf55BE8KTQ8UE3YVjhb6FsUXAxm1GUkZQBfBEmgK//wj67zXX8YCuaWvyKmfp+KpF7BquCDCKs814NzyaQasG7sxmEboV1pkIGxKbjdqBmF8Ux9CzC4TGxsHLfQm5a/bBNdH1YbVO9iT3RPlX+2+9XT/dQo/FIYbECEJJZsllSGhGm4SCwlb/zv3hfER7s3seO0177Hx+fRg+IH7dv5kAUwEwgZfCN4IPwjVBj8EDQAI+3b2CfOO77ns7OzQ7rnwqfK/9CT2wvZt+PD5E/zg/+oBQQPxBL8EXAJfALT/cf2R+fX2vvU09FfyGfFN8E/vJO7s7I3scu3B71XzFPjq/Q0E6Qn6Do4SvhTvFW4WJhdxGGkZKhlZF1MTbQtJ/oDs4dhEx865MbCvqbqmnajGrh+3YcExzxvg1vLAByEeSzM/RrdWjmO0awRuamrLYSJUkkK+L14c7Adz9BPlUNux1lrVoNX815nd0uWp7mH33wD0CvkThhtcIVEkpSOyH7UZ9RGFCFv/1Pfe8QvuJu0k7rvvKvKe9Sv5c/yU/6ICRAVOB6UI6wjZB90F+wK8/rf5MvWR8fftqOs07DfuoPD28jL1r/Zo9z75qfp5/L8A9QIoAywEZgScArIAIf+S/Ev5nPb/9Jvz5PFz8GLvZO6x7dnseuyL7SHwzvNT+Lf9jQNECS8OzxE4FJAVbhaTFxAZ+xmvGd8XphOACyP+dOwN2WTHtLkXsMKpM6dJqUavWLcCwXjO1d+J8nUGaxwrMzVIX1kKZt1tjm8Ja55hwlMsQuYuLRv0BsfzlOTK2ubVW9Qh1U7YBd7L5V3uHPdRAZ4M/BWRHNUhuyX0JXUhVBoCEjkIPf4d9nrwDO3h68bs7+4R8uT1nvn4/C0AVAMWBh8IUQlXCeYHsAW1Ajb+ufja82DwH+296inrX+3h7wTyQPQ99qH3vvkP+3H96gFhA8ADdwVeBXwCEwD7/lP8Ovg/9drzXfJz8FXvw+4X7mztzewG7XDu7PBt9OX4af45BJcJLw6pEfkTShUVFjoX3RjVGZwZ8he5E3MLHf6g7HPZ48dAupewIaoNp72os66Gtj3AOc4b4GLzbAgzH+80VUjtWMRlq20ob8lq8WEuVFlCJS/MG5MHAfSH5H7aZtUC1MHUg9dN3d7lHO8a+FwCcA2OFmMd4CLoJdYkMSDcGfURAAgQ/lb2pvDG7LXrMu1v71DyJPb9+X79ywDtA4IGTAhkCVEJswdxBXwC9/2A+KjzDvBa7NLpiuqt7A/vsfGN9Lb2Gvhd+jP8Sf5xAYcD+ARkBYUElQKSAJz+uvt5+Nf1AfRQ8rnwiO9d7njtE+3A7M3suO0h8BT00vgW/q0DJAmwDTcR3xOJFXsWnxc9GW4abhq9GHgUXww7/6XtDNoJyE26nbDiqaemMagurnO2UMBnzUXeq/H7BpwdIzQUSZdaYmf1bqxwpmxiY+dUxUJFLyYbtQZV80/j59hC1DHT3NO+1tTcbOXW7mD4nAIdDZQWLh7YI/kmmiZaIiYbIhI5CIL+8fU87zbrJOpV69jtUvFl9Yv5fv0lAV8EFAckCSIKvQkZCMMFYgKK/Qf4FfNo7+Hrf+nL6bvrkO5Y8QH0BPZ198T5ofs9/m8CLASFBKMFqgU0A6UAwv7H+xT4BfUV84vx7u+Q7pjtDO3T7HTsh+zk7cDwk/Qf+Wn+BgRkCQ8OqRHSE/0U4hUaF7EY4hkCGnEYXhRyDHT/Hu7k2ijJJbvwsNupZ6afp/askLRmvo/Mqt5w8rMHeh4bNaxJvVpoZyJv33CZbCljB1VdQxcwHhxaB6HztePn2FDTmtFl0qDVvNuB5DHu+vcIA7QOZBhfH4QkmCcMJ1oiMxubEpIIVv7X9a7vyOt36m/ruO0l8WX1a/kl/cUAJgTuBvEIDwrjCT8IygXIAkP+hvhV8zzvYuva6FnptetX7tnwtPND9jP4tvp//Nv+GwP+BOUEsAWEBUcD6wAC/xr8J/jy9CjznvHU75Duy+0y7eDss+zz7D3u2fCA9N/4Fv6tAxEJsA1QEf8TrxWuFtkXjxnUGq0a0RirFLgMuv9Q7vfaDsnsupewj6lUpp+nNq1ItUu/Ls0Q37zypwdBHkg1nkroW3poQHC9cfJsFmN0VB9CTS41GsMFJPIl4sPX3tLG0eTSXtbH3Ljlgu9F+SYEsw8qGZIfcSTRJ6Un2iJAG3USUgi9/b/0UO5R6tro3umA7GDwEvXK+R3+9gFqBVIISQohC5UKpQj2BVwCS/119x3yHu5K6nXnJ+id6ibtNPC08z32J/jv+uv8mv8oA6sEHAbCBl4FIQPlALX+Yft794D0kPLA8Bzv9+3Z7EfsTewn7KbsV+448fn0a/m1/kYEignvDVcRmROkFF0VxxaqGMIZvBlkGJgUvgzH/3DuKttayYu7YrEIqk6mhqfwrMO0/77hzFHeJPLmB80eYTVYSoJbzmdIbyVxJW11Y5RUhUIlL9oaHAaj8oTiqdeY0mDRLNJm1QLcP+Uv70v5XwSZD90Y0h/pJNEnZScMI7IbbhJfCIn+nvWj7pfqcukx6lrsLfDs9HH5l/13Af4E5gfWCbUKHAo5CLcFPAJR/cH3nfJ37n3qDuin6MPqf+168LTzafZz+CL7zPxU/+ADRAUrBRwGhAXuApkAlv5h+2H3DfRK8hnxb+8x7nLt8+z57ObsLO2w7mvx//Rr+Zb+zQPxCJAN/RBNE7cUzxUmF/cYVBpoGrcYfhR4DFv/6+3R2jvJS7v8sO6puqb+pyOtirRmvsjM/d7v8pgI/h+RN7RMOV3/aBpwRXFtbHditVOTQdstlhnrBHLxxeEq1+DRrtAS0ubVe9yS5bXv8PlRBT0RzRoQIagl3ChEKO0i7RrvEc0HRf1m9BHuJOq66LLpR+xH8Cz18Pk9/ikC3QXrCNQKegvBCsUIEAYwAvL8QvcR8sXtxelW5xToiupy7W3wwfOJ9tL4lPs4/Q0ALAQrBXEFdQZkBWICTACp/kH7KPdN9LbyDPEp7wvuRe2g7HrsjexS7TXvJPLK9Rf6O/9/BF0JYw1LEFUSphOkFFsWsRgiGggahBh+FEUM2/5S7Uva6MgYu92wz6lbpn+npKwXtIy+jc3c39rz1gkvIeQ3e0xMXUtpOnArcW1ssGKcU+5AQi0wGZIEEvEz4Z7WbdEv0E3R9NTv24XlqO/R+XEFfRHUGi8hFCYJKQQosyLaGrARegdY/bP0Hu7+6eDoBOpn7Cfw0vRx+ar9sAGKBZgIbwo0C5UKkgjQBfABufwV9wry/u0e6sjnuug86+Tts/AB9Jz2hvhO+0v9RgBSBAQFHgUpBgQFMAIgACP+r/rC9vrzSvKz8AnvEe5l7RntUu1Y7d7tle9w8vH1BPr7/iwEFwkxDXgQ1BIYFPcUjhbRGGgaYRqRGP8TTQuX/Y/rO9gYx7u5pa+XqIOlWacDram0S7/YzsXh9/XGCwAj4Dl4TvZe72rEcepxGmxlYcVR3j7mKqcWFgLW7o/fs9VN0ZXQLNJF1nPdKedS8Vv76AbUEusb7iGAJkIp9ydHIiIavhA8Bsf7CfO57BPpQeiY6WDsoPDe9dX6SP9UA/sG1glNC5MLdQoZCDEFRAH6+0P2H/Hz7ODo0OZU6PDqhe3Z8ID0CPeL+Zn8Y/5XAasEsAWbBugGGAU8Ag0AxP0X+iT2aPPR8Vrw/O4L7jntBu0y7VjtRO408C/z1vYi+y0AUQXpCakNaxAVEicTXhRIFnEY3BkOGl4YuRPbCrL8XeoR10DGIrkMrxGoMKVTpzatQrWpwDXQ3eJV930N4yTEOy9QdGD0a/1xd3FOa0FgdFC6PfspfBXLAJ7tON6u1NTQL9Cz0UXWK9476JDy3/xMCKwTpBzTIhMnDylSJ3whNhmmDyQF4vo98iHs+eha6KXph+zf8Or1yfpB/1QD+wbQCYAL5gu7ClkIPgUFAaH7vvWZ8FTsFOg+5tvnZOoT7WDw4fOJ9mv5jPyv/moBfwS1Bu4GfAZXBRACwP/w/Vb6KvZV83jx7u+D7n/t/+y57MbsMu3Y7YjvtvJw9rz64P8eBekJow1rEEISZhO3FMcWEBmhGroalxiME/YJAvs76NvUb8S+t8Ktrabyo3SmsKwctbbAj9Ao5B36QxFKKBM+7FERYjht73JWco5rrl+jT688gyjME/v+weva3OnTSdDDzzrR+dWE3hPpm/PQ/dgIOBTCHR4kniedKJMmECHdGC0PsgRw+r7xiOta6DvoBOrs7Ezxlvau+0AAbAQTCLsKHwwyDNQKbAgxBawA9fos9S3wu+ui5z7m4ud96n/tDPGg9A/3xPnf/Oj+iQKjBfwFzgZHB3EFdgJAAKr90fkQ9m7zfvG170ruP+2A7I3s7Owf7R7uZ/C786H3DfzfAAMGyAo8DpgQHBIzE6QU5xZQGa0ahxoeGIgSPwiA+DnlJdJZwiG2l6wOpuWjAKe7rcC2WMMi1FznRvxgEx8rgEEzVeZkjm8zdDZyY2q4XQdNmjkWJSUQIvta6EXaMtJRz4PP+dFD1wLgyepx9TMA/wv0FgYfoySqKPQp8yZEIJkXfQ2CAiD4zu8k6kPnKecf6a3spfEo91P8BQFxBTcJuQvrDNgMWgvkCJAFuACi+pP0gu/d6rfmsuWP5x7qBu2z8HP0Ffcq+jj9bv+BA3UG4QZ6B4AHagUwAtP/K/0Y+Sz1sPIl8YLvC+4T7XTsdOy57D/tne7/8Fr0GviM/L0B1QY6C2gOkRD8EdoSOBS6FkMZlBphGtIXgxEWBnj1HuKXz1zAfbQZq8qkWaMgpy6uUrecxIvWhOrz/zMXxi7IRM9XcGY6cEZ0vXGLaXpcPUt3N9oinQ1t+Ovlgdgt0Z/O2M6T0anXJuEb7H32SwGKDbcYZCBpJe8ouykuJgAfAhbzCzEB/Pbc7njpCedc55jpLO0K8oj30vyRAd0FfQnmC+QMngwBC2UI5QTN/175T/O27gTqGOa/5bXnSupY7RLxxvRV95b68P05APkDrwaVBg4HWgfeBJcBSP+G/J/43/SD8v/wPO+L7ZPsDuw07JrsE+137iXxmfRz+Av9HQIOB00LTw5rEAISJxOrFC0XtRn6GmgaMxcSELMDdvL33ojMiL3bseqopqOmo5eoC7BbuQXHednr7XQDzRrSMu5IQ1sMaTByXnV+cfpnHlo8SNEzuh5kCaD01+J41jzQi85dz7jSedl8473uUfkTBBkQ1BrbIScmKSmOKWIlbx3sE6MJ4v7M9P/sNOhL5gPnn+nF7VXzUfmv/kcDdAcaC3ANCQ4qDToLXwhGBJb+RviD8mztjehm5ZLlr+dk6qXtkfFL9Tr4tPtv/iUBKwUhB7MH+Qc6B58EkQF6/3n8J/ht9BfyZ/DJ7nLtk+wu7GfswOyS7Ujv/vGR9Yv5Nv50A1IIHwyIDhIQXRGuEqsUWRe1GQYbmhoNF8gO8gDW7mPbuslxuzGwv6cmo9ijKakcsbe7f8pG3Wry2AhXIOQ3U03DXoFrSHPYdNpvhWXEVlVE8S/HGgsFZ/Ci36HUSs8AzlfPg9NK2wXmZfHz+wgHARMjHZ8jfye7KfYoviMmG10RAQdg/LDyT+sQ59jlI+c36r3uOvTq+S7/0wMMCJoLvA01Dh0Nzgp6B+4CHv289v/w7utD58fkeeXo56Pqy+3L8Uv1Ovgg/Aj/QwJiBtMH+QcfCBQH8wO/AI/+Qfvp9m7zX/HI7xfu0+z0667rIezA7MXtm+928iT2Kvro/hMExQg/DIIOLBB2EecSMBUSGFsaLRvcGSoVhwtZ/GXp5tUCxb63Ka2ppa6ivaQTq9GzJb/YzvLhvPaWDS4m7T1xUtBilm7ldHl0pG0LYitSxT7hKcoUjv/I607c69Iqz/HOB9Hf1UXeWelm9LX+9gmjFaceJCTeJ9spBCi1IaQYrg4mBHH5QPDY6V7m2OXO52jrYPBj9ln8lwEpBkIKag3bDo4O6wxVCpUGfgFB++b0oe+j6hHmdOTY5TvoI+vv7iLzSvaL+Z79RgCNAw4HBgifCMsIrwYuA8UAaf5w+lD2VfNF8WLvvu2m7M7rm+su7M3s6+0h8GLzHPc1+xMAEQVwCXIMQg6ZD8sQjhJ8Fd0YMxvfGzsayhQDCp756+WY0mbCrrVyqxKkdqGLpHmrybSnwcTSsObF/L4UYyw/QoxV5mSUb/h02nOAbA5gSk/QOwwngxHn+1TojNkU0RnOBs410PLVj9886332HgHEDEUY1iA0Ji8pjilUJowfbhYfDKoB7feC7x/pC+Zx5qfoAezm8M/2c/yKAUIGggqKDcEOTw5yDMMJCQalACr67vOp7lnpDeWH5P7l1ecP6zXvCfME9r75Cv6lAAYEdAcmCDkI5ge3BZUCBgBr/d35/fUJ8yzxaO+Y7RTsPOto6wfsmuzk7TrwlfOO9+f7sgCdBeMJngxIDo0P/RAtE0IWYxl5G98bdhmIEuMFFPQ14MDNmb50sp2oW6J2odWliK2lt2HFKtfB6zwCCBr0MWhIXFuFachyaXYbc7dp7luLSp82fCGtCyr2r+Pq1lzQGc5MzlrRL9hr4hfuMvkNBMAPwRq6ImwnwSmVKaIl2x35E4oJNf9S9fnsj+es5Wrm2ugG7cPy8vic/roDWQg/DLsOTQ9CDhkMFwm4BLX+Gvhd8ljtNOgm5VPl1uYm6XrsOvCV84P2tvq8/pcBdwUZCDEJagmYCCkGnAL6/7n8zPg/9ZDyoPDJ7jntAexc63zr7uu57GruH/G/9Mb4Rf0pAuEGrgrkDEgOuQ99Ef8TTRduGmscaxykGNkPigH27irbR8mZupqunKUEoYmhE6c3sDC8hMsF3g/zwwn9IJc3iEyEXtprBnQ2dmtx/GZ6WD9GlDHSG5cFmfB832LUUc/5zQvPRNND2zHm0fHf/AAIUxPdHHkjUifQKH8nlCJuGmsQ3QWu+5DyaOsc5/jlSedd6unuoPSp+iAAEQWDCf4M7g4ND7YNOgvAB9sCmfw99oDwA+uK5nrkmuRe5jnpoOyZ8Hn0Gvhg/If/NgJCBssI/gh/CLMHxQQ+AeL+7fvh9yf0mPG77/ftk+zO64jryOtn7FLt1u548Qz1//ik/c8CmgcBC74M9g16D5ARSxSTF44aWBzSGyYX3gzr/JjpMtaBxQS41qy3pCqh9KJjqU2y4b3zzevhYPhfEFcovz7EUjxj9W6EddB1SG+uYzVUdEG2LMEWcgAb7IHcHdPxztnNSs8p1Afdh+hA9AL/1glDFSwffCWjKGIpDCcWIT4YFQ7AA7f57PBd6vDmneZh6KLrTfAE9vr7fgFPBmgKnQ0nD64O5AxPCpsGSwHP+rP0oe9R6hjm+uSs5XXnUere7Z7x+fTM+H79UwCaAwAIUQn+CNEIWgcgBCUBfP4V+y/31PO48e7vEe6H7G/rPOvO63rsxe0B8Bzz3Pbc+lv/RgSyCGcLqwzjDcAPYhK8FT0ZxRvdHDkbxBQ/CIn26uJ10M/A2LNPqaeiKqH3pNaswLZ3w47U4OgC/3sWhi5HRedYAWgdcuh25XRAbAlfRU6SOhwluw7M+N7lW9j70CzOGc7U0DfX7eCz7GD49QLpDfcYbyFnJtwo9iibJVQefhQiCvP/EPaS7fXnuOU+5promuwR8iD49/1aAwwI7AuhDoAPoQ6rDL0JRAUV/034JPKt7KLneuT14w3lXOfJ6pbuXfIE9lb6wv6RAWQF+AiqCX0JHgnCBvsCOQBk/YT5i/WJ8mfwg+7Z7JXr0OrW6pXrjewe7qbwIPQg+HP8RAEDBsMJuQurDOkN5g+hEggWfBn4G5EcnBk3EdUCWvAT3bDLAr2QsOemtqHooRmnn6+AutXIfNv/8OwHXx8tNjdLP13papRzQ3bdcahnpVl1SJY04B5ZCOPyc+EM1jzQE854zjnS8tm05MzwGvxpBmMREhy4I6sn4yiLJ+0iJhtqERQH6/yI8+7rVuf45f3mpenk7Yjzt/m0/wsFlwk9DYYPzA9PDsALbAiBA//8MPaG8ILrneYb5Hrk6+VH6PTrwe8o88L2lPua/3wCqAadCSIKvQneCPwFEAI7/0D8c/js9ETyVPCW7vnswes265vrYOxM7Q/v1/Fr9WX5sf12AhQHaArsC8QMIg5yEKwTbBeUGkscxRszF94Mv/x/6XjWBsaDuByt0KSWoaajAaqLs8q/fc+w4kb4bQ85Jxk+flIiYwJvqnUQdmFvXGPiUydBCiz1Fef/wetC3P7SKs9yzjXQbdVk3svpkfVmAAEL7xUsHyMlJCiwKFomkSCmFx0NnAK5+O7vX+kr5t7lgufp6gHwKvZT/P0BJwegC/oOkRAZEBUOBwvhBj4BSfqV88vtWujH5K/jR+Qx5gbpxuwG8ez0Bfme/XIA5gN/CNYJtgmKCSwIKwWkAZz+SPtC95XzUvGC75LtIewJ66PqYut07N7t4e+w8n32yfp6/yAEEwh1CloLZQwvDqQQ3xOsF+0alxwtG2sUgAfq9cTi6NCOwXC07qlso+ihb6XwrOy2I8TT1aPq0gDfF1IvxkUAWbtnt3EWdqdz9Wr+XblNWTr2JKgO3/hE5ifZ2dGyzjLONNH818zhf+3/+GEDKQ5DGbshJybxJwso8CSvHd8TgwlB/371he1O6CTmiubt6AztifK5+Kn+zQNSCGUMWg8FELQOWAxKCcUEdv6696vxIewJ5zvkIeQ/5UPncOo37jDyHfaP+rz+hAHwBZcJKQr8CQsJogYbAy0AS/2x+df1yfLT8OnuDO3V6yPrPOv76/Psne7z8CD0APhA/P4AhAXYCDYK6Ap/DNQOvBFQFRYZ3xuxHIkZeBBkAZ3unNveyom8F7C0pgiirqIxqA+xBLw5yuHcffKXCTwhHTjhTERermtmdMh2vXHWZjRYpUaMMsQcNgbs8AjgWtUi0FLOF8830yrbEeY38lH9Wgf8EWQcBCT3J9woLCdUImgamBAQBsH7ffIj68PmjOXD5tLpN+7H8xf6UwDjBYIKKQ5rEIsQ4Q4MDDkI+wI5/FL1b+/S6UblguPi41/l2+dc62jvaPMv9/r7uv/PAtkHKQoDCo8Kowk8BtUCZgAS/fL4GPUX8q7vhe0n7BzrJOpk6nzrxuyp7njxJfVr+Tb+GwNHBxYKIQvMC0QNrA/nEtQWaBqRHEQcBxdgC5b6b+ca1WHFy7c3rCukHaGMo42qMbS8wMbRK+aM/H4U8SsuQfVT7mPBb+p1PnW+bX9h31ErP1oqDBRx/Xjp6tqF0tjOBs7wz5PVI99P65v3SQKeDGwXdyBNJikpAyl1JdoeNRY5DJEBVffW7rropeXY5S7oqOuG8Jz23/yvAgAIfwysD+QQRRBoDkcLqAZyAEX5w/IM7XXn7uNJ4wLkpeWH6E3sWvBH9Oz4Fv5XAXcFDwoUC84KVQp/CBEFwwGW/s/6z/ZP8//w4+7g7HXrZOor6gnrLuzR7S3wQvMv94H7OQDlBIsIYgruCsALlg2FEB8U3xfBGvgb+xk7ElIEavKD32XO6r9YszCpOqNhopqmja78uAXHDdml7TMERBwQNLNJ9Vv3aS5zyHZOc15pfFtrSnk2IyEHC2v1XOMq19vQZc54zuDRAdlJ42Lv/PpkBV8QORsfI2UnFimDKFckSxxVEvMHcf1185Xr0OZT5WrmJulf7fbyMvku/7gEyQncDWUQ0RCADyoNowl5BJf9UPY08JfqxeWC44njlOSX5uXp2O3r8fH1z/pI/3YCTgfBChQL+woWCkcHpwOlADH9Pvmr9bbyR/D+7UHsA+se6nfqleut7Ffu8/Cg9NL4Mf3QASkGHgkpCogK2QtVDrwR3BXiGXEclxxYGNYNpP2K6gnYFsgzujuutaUootijz6m5snO+Gc6l4af34Q5BJs88+lBlYaRtK3WCdqxwJWUFVslDDC/EGDYCbO0z3X3TKs+tzcXOydOO3O7nU/Sa/wkKBBX6HrUl3Cg1KfkmNiFYGBwOugOx+Y3wkune5WzlFudK6g/vBfU1+xgBlQZNCwEPJBEdEWAPcgxMCG8CO/s69AvuO+gO5OriqOMA5Wnn/Or87gLzYfef/AAADQSDCaIKyApNC2oJwwWoAjMAZvxA+Nn0MPKb70zt2+uQ6sXpauqV6/nsHO/38aT16vm1/noDbQe9CWgKFAvYDLMPZhOZFxMbxBx5G6sUjQe+9YTiIdFAwim1Qapzo+ihXKWKrIC2CsQF1qrqOAFjGQgxhUZGWXpoAnOgdyt1QGzKXtJNTDrwJCkOrveU5ErXKdCHzXTNPND91kDhnu2k+V8EUw8iGlQikicaKnUpNiXPHXgU/AkC/7P0Z+zK5nTkGeWV52jr0/BV9739swM+CeMN3hDDEfEQzg5NCzwGdP/t90zxNuuy5d3ikeJv4yzlQehH7I3wpvSx+Yn+wwHOBu4KpgvTCxQLbAgeBZUCIf+p+pz2T/OZ8PHt4eud6nLpLOke6ojri+0a8Gjzm/dm/GQB0AULCWgK7gr5C+kN8RDkFPcY2BuqHFwZuQ8ZACzthNp5ypa8KrDHpjuiJqOkqN2wyrvYyuXdwfOHC58jjDpQT+xgNm4jdpp393HWZiFYLEbtMf4bEQXI7/feYtRqz6DNH84y0nja5eUw8kX9swcHE5UdCSX2KNQp5CfgIscasRDDBe/6ZfEE6qXl0+SQ5oXp6+3683b6fwAQBtsKjg7REAQRbQ+4DL4IFQPz+xL14+6g6JTkduO14+3kPOej6pbuffK89vr7zf9UAxkI1ArZCzQLZAnoBmcDDQCS/N/4XvVj8s7vy+0u7ITqpeke6kLr4Ozc7nLxMvWE+SP+1QLbBiQJwwlCCqYLdQ5VEo4WQRqRHCUcWxbWCSD40+Qd0wPE37a/q4ukp6K1pYqsGrZswmvSGOay/NEU3CyjQ1ZX/GY2chl4NHcIb7JhTVFMPgkpNRJ0+2/n2tj70NPN4czYzuHUhN536s/2AwKlDDoXlyAGJ9Qpoil0JuUfjhYfDJcBQvcL7rXnIOVm5Unnw+oB8Er2jPycAj8IuAzADxcRhRB1DnMLLge4APL48fHu6xDnCOQw4zvkv+UO6M7rB/D685P4fv24AFcFogrMC00LFAtkCRAGjwIO/yL77/Zi8xnx7+6g7Bbr/unL6cnq7utl7ajvsPKj9m77RgCSBBMInQnpCdsK6wwfECUUkRgFHDYdOxoXETYC7u863W/Mx70vsdKnGqPSo+qovbDMuqLII9tN8PQGAB8xN3lNwl9YbQl2v3hAdGVpd1q1SEM0wh0OB8TxG+CI1OTO9MyNza3RrNmg5P/wmfwUBxUS6hyjJFcoYil9KCQkshs3EYgG4Pux8b7pU+VB5HLlVOj57A/zpPnz/7AFr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", 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0fPI+EK4faB6e/iJ92t2AzSvMfWu1+vUqEHmAaSlo9hkGCN7Y+dlqWjO7k01IftGQLLEdcc1CFnK/UzfjhGQe1LB1TWYxxs3nAndIR16nhJcnlfHEc6JWQLDPcT6pnoFeLA1qrMDcEAtpms8Z4yldSN/4r7jKSPLJHTmx+rB72s0mDrOgDBEo8cxSFTKn01jj5gSblSW1lnZMVrYXF1dc57+Hgsck1cyEGMJJ0IxPZk6YHmsOF+2mLMrL44rT+j8JvqlxWVXZJqj9WQHpTFnjmwOL5300jskP3ODL0UexvkJ/Y2pkA6SopX/F+mZdhp0mh0b1R3cXeablJdLkKuJZgKAvVq6g3mgOPB2WvIN7uBrTGmTJ1slTKV85OgkTWQ8pDSmEetDL7+0c7nMQE/Eh8aCCFqJnYuzT86TXJYYWBUZiFt/XYCeOp4VHfAbaldwEUKJ0AEnPHK6Wjkj+ac4DLOibrqqJqeUJhdlU6SW4xgjfGNLpcPohevz8Lw1NDtBgQYExUYMx7xJP4vN0HgUfpZ6mRCa6hrr3V7eQ19+HWxaiBWzDz1H1kGde/15gLkvt7K2OnNZ7xVraWjcpn9lZeSgo6ti02MC5ObocCxfcMn2h3sFQdcFYAcZSIxKYovJEDjTLZXa2KZa8VuAXW1eUt7cno9atxWNjuPH4gB5PEJ6/3iYuBW2LTL1rv5q4ijtZgLk1iR+490juiOepJInxev/8Po22j1gQu9FAMdDiJmKKcv/UC9TdxW0WIkaH1uAXXYfZR7N3qybeVSZjlnGjj6wvB86KfloeHC3CnP27ysrcWebJVJkW+QtopfiiuO9JY2pMuzGMZh2l/5bQqNFksdISOqKkIykz9SSX1admTJaQRtNnQfeDd6zXjia+FUej2PHEkDh+0l5b7hJ91E2tzQcr4yqbyfM5gQlLyOwYwmjSKPAZTAnYaumsMF3GfytQquFOsgNie+KwQ06j91UG9dB2X+aMFw0XYue4t/DX0qbJ1VyjaOGR0Ar+8D59HfHdsN1arJ27m0pmmdFpu0lUiOSItIi/uMr5H2nwSxwcVw3Y/3ZAuhGi4dRCedLfc5xUYaUtRaEGTmaaRwiXYRe0x+83dMamdT3jc7F+f6aupH5urhzN6Z1E3FYrjCpoeg3Jf8kmCNkIuCi1iRaJdco8qwYcnl41/59Q48GpkeZSX4K+c2EkVnU/FdtGI4aa5vI3a6eoF9r3W6Zo1PXzLjE/X6++px46biHt6P0tnEZrblpxih3Jqck66OjI1XjmWOFph/p/u05MmO40b3mAotGjgf5yJZLtA3lEUkVKRcGmaebFh1+Hg3erZ/AHJZZJ9KLi4KE8/+we2x5NPlVODt2YPK97YCqGiadZQjksaN6I6VjLyO4ZgCqOS4BsvW4E/zvgYxFZQdNSQaLT432Ed8V1lkTGpfawVw1XE7dQd5V3IUX9RJhS7gGFMCde/T5fTj4N/J0jjBCK/dncyUuJDojgGRr5F/kzOYfJteqXa85tJa54/3iQeIFRscfSQWLxM3Pkg4WPlnsm0cbOxtAHKOdzJ52nKWX3dFpSkAFKn/au2n5cPf7dn605/EK7NDoS6XNpOTlz2ak5dwk6CRKZnuppK53NCd43rzPAmNFrsfWyMBKwE8YEkDWdFiY2nia/9r6G96duR0t25+YC9Fxyq+F7MBqvHZ6TLijd1jz0LA2K3BoLqWJ5Axkh+XFZUxku+Y55/hrEG9EM3l43L34QqMEwgeIym2MsM9uEw9VkRgcmnKbF9rvG8ad+R0wGqgYb1NmC+cFsD76Oz/6JPhNNfHyRq7u63LoimZNpPkk4WXnZa+lBGaSaJQrPO7M9Fj4/75sQxKGsMbIyncMe49a06KVFJd0mWebAVwKHd+dLduwGrnW4FHvy5lEZT4pOqo6Pjhs9mvzeq8OrOWoxuZZ5TfkuSQxo0nkHWU8Z5oq5y7cMw95A8A3hJxGaghIynUNQ1Ea06BWCJf/miRb8x1l3Yod+NxOGkTXPlCdSjADDz1Ierr5JTkTdlEyTK6bayQn5eV3o86jsaNs49/k3eanKdvsnzAfNR964gEyxScFpgbKCoSNMlEx0+FU35ggGZlbw5v8nH2bxRzRmZVWNNGgiV7B8Pz2ele4jHcL9bxxs28grMjpvGeVJYjkgWPYZClkiiWP6MNsCi7e9Gb7r0DoBTOHYIlQS8+Nxo+2UopVa9hG2mLbr51r3VhdKlxsGdfVxFCISMMCHv2Ieps4t/c1Ne+zTe7aa6Cn4qYYpMYjSGM6I4xkoCWCaHNq6e9ytVS7nAFhxIbHDolcjBhOw1EvU3/WhFnkW+zcNVxg3KSdYR1i2ujWas+PSBBBzj3OemD3lHXD8pbxV26WauBnLCXT5V6leCVoZTHk5SaPqAHrDjBNNef7A8AQxBVH2YowDSOPotGXVEmXeRjzmoicE5zs3MQdQp0z214WXo9pCM4C4X1DeaI3EzWY88wxUm216pIn7qZRpbCkoKOBpLplCSYW53vqfXBOdXa75cE0BWPH9YqCjjaPM5C1k8XWqZlDGbiawF1Z3XDeVN0lGovWdY+biG+BhTwaOTb3nPVmNFmygu76qt4oCWb15YnkD+PNZDfkhabZZ9fr2i/xddq7VgDZhSsHygqizI5NuBAO1AAXihji2uub7510Xard3lzsWppWTdBVyWnCgHyj+ZJ3hLWPNC3xu63T6kToPmadpc2k/ySqZCXkhqWeKByrRG/lNN86FwBGRZaIIgp+TETN7ZDolPPXHFmgGnnbONxB3ltfI533W3hV4lAUyeeC7n0M+VJ3k3ZrNLUw7O0paZDnmOZ15ZOkueLW4z2i1iRZJxtrCDCo9Zg604B6ReCJbUsVTDLOW5GxFSCXuBlwGqzcJx3rH3/f1B8Dm9GVUo/OiUWCvjy5eP83GrZ3ND+wEOyJ6TSmDGSAZGbkBOPUo2Rji2UTaBJtnTHXNmb7tEEkhekIxkqbjJTO+dHB1QUXyRoL2r7cHZ45nrOflR662qOUhI0nRygA03t1+Ou29nYVdL7xdW1LaiGnUaZAZTtj5uQOYsmjemUMaN1uYnOg96X8EAE4BgrIn4nhCv6NG5Gv1OIYqtmKmwicH93iXmheKRw2l4/S24y5hy6CDvyEucj35Hb/tFvxtq20KP5moCWl5JhkA6OV469kX2eDa1BvSPLs9ke8gcK8xaPHzAmKS3BN6JCzFB0XuVmW211dTJ2dnjCcz5t1WCRTZAzyBl0AHXvMOrq4RTce9Emxh22dqjFnqKXx5NAknCTUpDIlp+fsKgVuuTJwtwU8JID2hT5HQkkRjDHO91FH1M+XBBk9Wn6bXV1j3oLd5VtJl2uSnM2ICBUCMzvseeU5Ojb4M6kxd+3w6kSnb6ULJEBkfuMOYtEkLGak6h1uY3JvdvM71kJEBcyG28kFzUFOgBKG1UPYdhp6G+zczd6T3lxdzls/F+IToY0Kh8xBCPz7e1e4obWdc0tvLGuOZ+6lnWRRJDakW+Q+48VlYKfbawtvETJSdsk9oQGeRItGscnbjJUQe5Od1aXYi9qF24PcnV1EHWEdcVuXmWqTwgy/RiSAx/1xegi3G3RwcXMuaivjKHhmJeVgJbWk0WTI5JdlZmbvaL6rrzEMt+d920KzBdXJUIymzuFQrJI11WbYNJobmtIb6F123U3dwp0TG1ZU/Qw1BBb+4zrGuCW2QPTkcfSvcqwO6W/lwuTg5GbkJyTf5P9lQOaLKUitBnJNOj//CoLHhclIQwt9znvQFJJvlCqYGltg3Klcy11knUZdE1w6mRJTUUq2A7K+ifuceOC2HvOfcbDuu20g6WAmRmTHpFNjwWPf5Oil+ydEKiCs/jNCOgm/M4MlhUYJG0v6DloQh1KJFQBZHNsbm4Vdpd2QHZTdDRuKGNISvgrZA7E+aTtT+K82MTR48YtvNiwpKDRlX+TIo9cj+ONeY+vlBKdsKh5tAbL6+eQ/WQOTxvGJIsyYTuPRLhMu1iTZOtq6G+obo10yHcicy9tiGK4TDYqOhFy91rnk+H61uHRBcjzu+GsMKBol9mOmo1hkCuOI5LllrGa0abutx/QR+nP/gQPBxvLJS4uqDKcPmZNVluAZudsTG3Lb35xh3Brc91tAWFgSZwqFxCZ+efpr96H2UTaic6Ou9anEZprkoKOg5FOkpKU5Zbcl8qcAqgyui7Q3eeQ/eMQjxzZJekrGzBAPVNPE1xGZutq6mfdbQ1sfW7UbuxtvWGCSrUsmhCV+zXrCt2Z1LrSZsrlu0etvJ/DlbmTU5MVlcOV/ZWYmEGYa6M1tYPKuuNo+AARaB2vKDkzfTVZQqBNIVzRYqhrJm7nbJpuu2zBcJVtYmO9TREuVxTh+c/qZ+EO2BzVE8jMuU6m4puAljGSRJCDkX+Tj5n5mlCbSaUOszHL3OQE+/QIKBl+J4sy2TahP2xR7FwWaN1txW7/bldveXAcbw1sU2PeS/4vtxB4/u3t5eDs1nfTXMgit/2mLppslXmP440ekSOSjpZompWdzKVStQbLN+NV+t0PIB07KDgwTTf5QpdR9lsfZ4ZtLXWmdh1yrnK7bNhpzWQFS9UnbQo39J7pWeFN2UvQBMVJtqunopr5lzuRV46vkU+VQpsrn4egBqaWtDvNWuegAwUVGx/eJkYwHjxaRRpSMFzbZPpqV2/GcVJxE3Dia15oOl7QS7kqgAgw7QvgCt2h3sXU2cdvtRWprZ+KmMyUy46kjzuRp5h+ofKk5q0ZuOnNGOvNBjcZISPGJF0pJjUaQSxNL1l6YtdmdG++dXB0CW67bB9n412uSuQqBwpE7q/eTtzQ2QTW6coau8SsIaDmmdeWO5RYlAuWY5kcnCylF6+vuenNEuciAXYatyEOJRkqWzQ8QpdOTFmuXpRqfnGhdTFz7XCVbeVmOVv1RyMsxApE7u7fgtji12TV2sokvfWwMaMzmzuUpZJAktqRZ5S/l4yhZLCYvb/QJehYAwoW3SB1KCgq0i8MQQ9N1FoHZd1qInDpdYR1dHLZb7BkZ1BLQtIsTAwf9evnAd5E3ffbzMrpueWnxZ6il9qRm5AdjgWPkpSsmceky7bUw0vTruz8BD8VDR99JIgpmTKYQDVM51tZZMtvP3OSdUR0jXSLbttk61b9QMoiPAa/9VrnB+KM2ufV8snpuSinQpvzkyOS0ZLpkVOTSpT/m+6m+rENwTnVCeuuANAVux87KHsvKjPgQNZPZVskaBJtrm+pcfdyAHLwaxpmp1e6Qd4mdgli8dLiJ9372dTX88xPuhasaZ1YlAaV0ZIPkQuTLpdtmw+iya0SwlzZvOwaCEoagiL9LEEvfDJdPbhMDluEZHdq52xScSh3GXSabgNq4VTWPswo9Aic8evkV9vn2OLXp9HmviSsSJ9Zl46WNpMGkieQk5fZn8KjsrF9w97Z7OpN/sESch/zKtIvMDeTP5FNVlteZTRrQ255cCN2cXdRbg9hhFCbO4cm1BBe9oXkqt0J1x7NdMd6ugep2Z+impOXBpX3keSQupbdnWOqGbi8x6/ey+wiAXkVSCLpK0g2OzywQsdPqV0BZFFr8nEicxp6C3f6bQFhakvFNRwicQjg893nrttG0gLQOseDtqun1J7cmrqWLZSkj/KQnJOZm82o7rdPzl/lk/VoCb4XZSWUMaM0xTXWPuhK3lyJZc5qz20Vdqx6IH4edVhh/0YLKocS//xh7o7gkNj11Y/SRcz5v2irlaBZl0+VMI9vjSuOjJANnP2p/brr0znpgv1WDrAaHSV6LPkuxjjgQBROglsMZs9tf3eheO524HZ0b5Zfo0UeKKMMnvre6gfiCt3Q3KbO0Mguv7Gu+6DhmPKQs4/2jr2RgJY5nG2sprqi0Efp/AE+D9IbFyEeKG41iT3YRARItFH3XopofnHLci11lnORb/Jg40l3MagQPfiW7Uzn4N8N1SzKM8Csvqm1oaiKm2eU1ZCMjSKPqpPcmq+lr7lEyTLfQ/wiEikc7Sa2Mms6QkYrSkBOgFWMXWxlIW3ocgVzInMAck5fD01INlgXDv0j8HviJ92G02XESrxhteata6aHoKeYwpLpkQqQAZRWnBWpkbZqxeDfIfuLDYkbWyOSKyw8n0rlUo9VUVrRYo9pkXIscnlzkXIvahlg1UwvNGcXGP9h7j3nvuFC1LHCKrD9qZGi2Jz0mTKVGpa+lAaVtZjZnwOu1ri8x8fdGvR4Dy0alCBsLH47pEt8V/deTmIuZ3Ns+3A6crxvxnFua8JfV00cMwsZz/6p7pnljd1f1JXFgrNmpS+dmZvql9uU5JC4kDeWp5tTpBKuvrmCx/3fTPvcCY0WGx+vKEg250c4VTZgv2dkbOds43EedcFwlW2AZvtcwUjJMLMS2f0U8MTl7t9k1YzG6bmEqG6ee5gzmGiXwpIxkhqWzprLotitjruXyzzhsfhfDY0WhR0PKNMy2z8KTEhe4WiGbd5wenZsdhV2bm4BZKJWp0N1K9QQbvwd70jsLuSf2HrLUMDIpyCar5R1kSOSm5AxksOVHJwGphKxUL0p0tzk7Pt3DGET5hzpKNMyED9iT+dbmGU+bVttdHJ0cjx4/27bZFBXGj7QJkwPZPre7f7lVOAw2ZzMA79BrJqeKJPCkumRzJE7kZeSlJoxoz6xL8IT2XDxIf4XEAYY4iGhKz0xHjyaSZVZ9WkDahNwLHJ5c9BzYXGiZzxTZjzJH4YMVfcw6s7kItzQ2YDPp8DhrFWZAZQnkK+RdZTWk6yZp5vZn5Cwo8Jq2Trvlf6eDhAa8STMK+IymziCSkhe+GRkbK1srWz7cGF0FXlaasRUDzk4HFQIw/P26UXgZt4i3LXR67+7reef4JX3kTGSTpJrkkWThZcJof+vlMIi2YLsGP/qCfMZyiJmKBI0T0CHS+dbpmV7aMBq3WocbzBw3nAfZ3tURT4JJGkPE/4Y7jLiRN0r2N/LgL6PrVKhp5jWk1iUpI8GkguWaJeDosaygcHP1jDtkP05Ds0aZSKvKNMybD2ySA1Yx2ACZwhrIW06cpt0rnJKZKdUQD1DJNgLKvo670vkdd7m0hzEQLr+rLOj65qvlBWVf5MUkoSUuplWnyqtbcCf2Cbr5/3/DZcYBSZGMDo5c0fDUVtZO2GiZwNq/25cczJ243HSaNJUbzhlIuAHp/bx6ynjJ9040kzC47UHqWWfyJYolnCTQJXkkLeNtJJznFqu2cQi3F3zRggGGHIc1CGgKKg1DUdBVD5cAWR7aC9tuHFddl55jXSUavlTLzSEF8sAGvSa62rqzeGt1bfDfK/soDeWkpR1lHqS6ZHakZeSzpoFo/qxHccQ4aL1gwPjEL4XZB9YK900ZETSVCJfQWWxanhtP3D9duB5XXZVadpNczPRGAUBAO8c6RXiBNmj02HJ97ZPqW6eyJaqkzaTSZFqj0iOZ5SRosG0Yszv4mL0BwcUFeoa6CXEL9k2WkWrUjpehWchbfZvK2+Ic0B2wXA3ZidMVTCNFmYAQPPG64rlXNwN1bzH37eTqBKd5Zb8kq+ReY9vjSKPgJYnpG+1C8yA4533DAizFYAcTSNsLGo3EULoSvZb+GQvbVdyfnFrcyh3jHG9YRNLMiyDFJIDMvMY66PnN+AI1IzGGbgtqNyaq5Zcj1yPFJKlkuaZIaAop5y4NswM4/n4uAJkDkUWSx16KdA3bUOnVHtlDWz2bxhxSXIPckRxHGw/X2tO/zJ/GUUFYvRS7iHqzeF20Bu+NK9mpfmaNpN1kUWTtJILk3aXhp1dpu203sV+3Sj08wWzFdEYch+dLSM9LE0WVJtgKWaoa4NyRHTaclFu2GxwYABKSzGmG98EN/R96/rnf+Dh0Xe/h7QKpC6aXZWvkROPgo5AlauWUZ6YqWa2J8mC2OX0+QmHElQZyiIRLqs+9kqAVfdhXmjmad5wT3YZdMJzUWtlXgZODzyUHXj+NvHr50znyOD0z22957BEpAibcZbblH+Tm5ABlL6U1J4HqXW5RMkU3Nb0wgRXEWcXCB6IKRo+akvwV8dj5mniaw9yT3k8eIxxXmh4WdNGsjTzGXACjfGk6obndd5/zO663bGRoi6X5JOckyyRMI9qjweYvJ+6qtu5C8zg4j34xApZGqIdACW2MnE+E0vhV99fgGkSba5v+HXMdcty2W9TY4ZFQClcEsb/WPL656HhBdxy0tjBhrF5o5OXw5VnlMyRpI/ejzeWL52EqPO4G9J358r6mQ2zFf4edCVBLyc4t0m6VTxkCGuybX1u0HOXdq5ybm7WY5BHASubE5X+AO+x5/7l0Nx7zjK9Ja8dogibWJQxkk6Sg5F6lZOXqJ6cp2e5bM7q4XP6YBChGrEg3iaZMmI+AEpCV7BktmvtcDZ0AXUKdKRwwG2cY19GECuWEsD7J+6e6VTgwdmmzrbA4q8hoEuXjZNTk4SUnJMzmMCdmp4opxm4r82E4RP+ow/zFnIfkiiyNM0/wUslV4hixGjdavBrK2/ob2Zybm6vYU1L3C6CESb8de8v577hIdYBzRbAZLDHpDiZUJiJlUWT1ZALljiZnpwspWa2nMxa5If+yxHzGdMeMCYlMshBHlB4WcJicmkqbLxvGHFJcstvcmkxX5pJGzB/Fuz7zO/F6GTp5N0eytW15aqDooCZnZYalkaWN5Z7mPCbQ551pcG0XctU4KL1hQlOFR8akCKFMQJCBlGkXBpmomfOakxtvG8dcp9vj2khXJlG+Ct/FvcDLvW47tjmMdzayge906yynY6WGZN6lVmX6ZSFl5mbBaPmrQu4qskV3x/1TgRWDk8YUiStM+BAZk2pXdhpvG99brdu/24KcZZw62qCW1tILi6cFh8GCPma623lxtrCyze74KlCm12VNpM2k7mTZ5T5l2OZZZ92qDq2Gcwa40z7XgrLFAMd/CY0MkFATUthYDRr+m2VbZpuy2/7cHlz9Wx5X1FGiCkJECb/KPG87HLmatk2zCS9iakDmlOT5JBOkjGSjpYMmWiaHJ/WpzW14M4u5Ib7gQ73FFUcKyU9MX8+iE4xX8lpqG7tcB1yJ3Ecb+Juj2mIX4dIky4iEor56e+76SnjXNn3yim+oqshnf2VHpGSka+RzJR7mGSc4p7Xqo67qszd58sAWw8QF5QdCicSNPg/m0yPWBVlrm+Cb0NuYG5pap5sQmtMWWRECidyC1v7WPLP6jzhs9mczLC8X6/ppaebv5fMlDuRdZTrmj6dJp6wqCy2Ac3O51cAVg5AGEwg0Sm6MOk8MEsDVgBe4GXdanRvRHTjcc9taWorW5pJqy2HEqP7s+3i6Hvi1doQzTe7lK7Mpc6a1pPLjhiQXZLcl3ybE6Crqnm3r8oW5bz9dBG5GXIf6CXEL/c8C09DWmFgnWaCb+hyZnJDbitvZGwmXXNHUypbDyT2BvB46rvm5N0u0H+7S6sPoj2aXZWpkJ+OU5MgmjSeV6IzrDq2zMpx4IH6jwsKFmIZ4yQRLsg+iE63WpNkTGp4bRdurm+fb6NtdmTAWeNJ7DS0GM/+Se/A577hANtezuu/Eq5Wn7qWKJbfkpKR95FjlvqdlqNLq8u2BcgL4Br0ogmSF2McUycRMSM97k4YXf1l02t0b05zg3Kfb9hsGmYrW35MtjJ/GWYAXfCb7hblwNb8yES1/aaKmxGXFZUZk5yTMpXXlmScBqaxrom6y8dr3F72gQsPFPMZBSaoMjw/O1CIX7VlkGxIb+1zjHEicPBrXWLTV/tLUTUtGlcAvvLs6jfgbte9yvO7T6mynXaXLZTHkJeScZbvmG6ekaK6qqm1ysRh3Rv33QxsG7chMSkpML08GU9SXRtpF2tRblJxV28FcCxynWlzW65KvzF5FZD9SOzY5jzhkNgGy1m8N6pznOaZ15Yfl/2VgJaElBGXo53vqcK3LMrI4Ob38RDEHjolfidtL0Q4UUYpVdFi6medaYdwa3OXdlR3aWpbWYdImC8VGK39Iu0C5Orh/NzS0TXGXLRhpHOcRpb8kuSQZpG5k7+XCZ79qfy3jcnV3U/z3Qx3HRchhybvLHQ5z0j5U6BeN2Z8azBwRHTkdAF1+m2RXmpL7DTDG2r+AOxL5JffBdyAz1DA47KIpkif/5vXlpeSUpCvkbSVsp1sqaW3xsYL4OX0hQloHUgiZyvEL4M5PUWiU1xfnGMSahduBXNqcLNwVmzaYe5RmziBH7QERO7044zaldYkzmXEqbVrpmmdaJd1lFiRoZRGlmOZR5wGpl+vPb+b3f72YBD5HWUl+Cv5MSw5EkUMVS1kkGx+cQVzCnEOb91tnmzkY51VszdZGkkAYe5k6ZPhSNjuy6K/KrBgocmZqpN6kkCS6ZTmmV+bK5/MpQSx4sNJ25j2zQlrFcQeUyrwMjE9Ekj0VZdij2nobx1ylnDsbZRqaGdYYY1P5za/HSMEsfi47hrgo9bkzFHDRLWgpQyZnJMLln+T6ZT5mp6c8qHNqCK0c8QJ1xjuUwWkEl8hYipLMQY99USiU6VinmyQbG5ueXDQcAlugGlNXAVL4zhfIZ0IzviV6mzi+9mSzWrFHbMFo1mX6ZSwl2KT2pHblCCab6EzrF26msYc2G/umwKWEo8fHijmMFM7UkmYVL5kNG7nbNBw/27Abd1tsGRVWLdJ2jnrIIkHovU56aLkV9sg00fBXLQxptKYqpN+kE6Sr5TSmKOdm6SEqMe4msaa12LxBwd5FfEhfyrSLNA3ckSYVJdiymwJbgRtaW3daiBqNGvVYDZPBj3wHoQGf/SZ6JjiHt7F1+zC1bUfqNyaFZVdko2TC5a6mTmcc58QqN60jMYP2+X09AgZFuYfqSTfKQQ0yEEfUx5hL2qWcPFurm/ob6hubWgAXpFNoDlGHAEDjvRW6VXmbN/n1fzIbb17rLyfiZXojiyRbJUMmYGch6Bip/GyOcQJ15zxYgVEE1UfQySOLX44H0JdUX1ddmfZbyJwlnDia+9o6mRmYUpTcT68IrAJ+fjU6+bmoNu6zx3HwrdGqmScBpLkkK+RhJTwm2CelqO5p6S0F8NM1hXz1QJXFD0dOiWeMxQ6IEXuTitbe2Woa4xxXHC8b85qJWvkYyZaQD1LHXEIEPJf6IPefNTv0RPI+Ly7sK6iCJuhlJKRGJDukmOWCZ54oHarLr8O2OX0HwnqGq0ikijnM344pkB/T/ZbaGcrbyJzWHXycVFrU2MwXBBQbziaIfMFzO9f6KPnCtpo0DXGIrSlpgSgw5WpkAWP6ZFYlA2cI6bNqwq14sM52JLvWQZAGIoeZSUgMR054kYgVpZfiWVgbqVzJ3F+ceZphGTUXfxOeTrEHgcH9PSo6FTg4tfIz4vDXLR+pPWc3JdOknWRCpDXlkOh7qZyrWq0CcNN2UDzAgYnFrYe9iX9LMU1FkOiU5Fe3GeobpZw3nBubq1sx2OLWqBNNTjhG1MF0fM95xndpNmn0QXIpbfIqrKd4JXHk9+S/JJLmuec46EkqQmyK8Q/3BnxQQfXHMslSSguLqgyokJAUZVcjmYMaUxtV285b89tmGVDXd9O7TfvG98BTe174u7fuN2C2OTJYrterIaddpc7lFKQ6ZT+mOecjaQRq8K3Q8Z+2nrwyAWvF8kcoh1qJncxhD/pUNRdEWcpactvfnHxbotuzWcrXptMBTqCIlAKN/Qf5A/ec9jc0CHF7rozrOydOJk3ltqRGJCIkmOWkJ++qMG07MIN1bTwMgeSFxgkIykRLusxED9ISlFaDGY9ajRuXHPacpZwL2pOYlJM1TglHogEWfX+5TfgedkW0TrHAryUriae6ZQxktCPkpHfkhuZAKILpwSxVcEX1BTw6gZxGaQjcCqTLlY2GkGlTiZdSmTia7tsi26LboJvKWlFY0FUIz2xIE8HAO8R5DbdxdQ3z1LGx7iOqqSg0ZV5j02Pa5Jwk2iXkJ9Ophutzr/L2+DzPQwlHrwiLCiPMLc1mUNdUS9Zv2dccNBz4m7iaxdr/WUQZNZSnjMgHbgC/PCG53ncqNfE0a7H47UtqNKYwY8Tjx2OXZV3mnmj/aZBqeyxG8Gt2Hrz+Qm1G6MgdStMNGA1gEF6ThJZAmcqbJBsd2r+aDhpPWrvaI9Y1TslHmEC7Oqr4z/c9NJFzEnKsb+asrOjIJqMkLOPKJMGlbGaz53VoQOuUMDZ2GLxpgfzGdkiJyd4NFY2cT4eUNNXwmI+bbNw3nAhbW1oH2csYe9URDsTIwIJbPOd4/zcxdeJzp/ETbSOqsGgKZkok8GPO5HIlm6eJ6RLq0203cKG1onzNwgGGKghdCUMLUg2gUSmUeFXXmVpbSJzD3JzbIpoiWWRXuRPQD1MIMcCYvFt5ardZtvX0gnGHbasreOhG5lFkz+P1ZB6lXeaAKKdqnm02MH60yfu/ATpFxch/CYQK8E3gUfRUd5czWSZa9BwFHOxatxnjWCVWfhQbEAeKLoI/PCP5vjh/d+6zyXAPrGIo8WeUJgok66OQJKdlgSgQKaEqLKxOL660pbthgzrHVIkGSrlLWE43UV7VOhesGcSbTBw43FzbAhrqmMmWmdQHz9bIwsF6fKe5mbeT98c1ezFdLPZn3WULJEBkTuRHpSsmRyfYqccsPi5tsCd0pLvZAsCGlEhYCRhJ4EzKkRKU9phPWpCa6huuHEJbqxpe2VgWvtL2jwDIAwIAfIu5OTdItyL10nKKLuJqTmcQJXkkH6QO5QCl/+bBaO2rNG3Q8M90zDt7wpUGe0mLSuiLj43q0EQU4xde2VRa65vOW80bo9pJ2D5VgZOQUDeIxUHOu+F5BXfXNwq1a/K+LlnqGScoZQ7kfaObJVommChyKoKtZi9SMdH1c/qEAbkFuYf9iW+KxI04EA2TyZdmGiCb6ByiHNkbNxnJ2D0VbtHpTowJs0JJPai5EnbF9cg09bMG775qyufRpYalhiQXZILlkuapaOjsXa8gsT+0efpMQQfGj8mCyrMK1YzAj+bTMdg2GnQcOV3WHU1cS9qP1+OUm9JNjviIYoKFvZ86KHhkdt918zK2rZ2qG6e6ZSpjcqLAI4QlLab0aaRswK8E8XT1Jvu4AfRGDollylyMMozQUAtUzFiomeCb8x1WHWDchJtwmK6VQ5KBj0XIaYHAvUu5L7eYNcX1L3Kl7o8qCaeT5Vvjc+MZY5dlXOc5acntSXAt8N81ADs6QPhG4cj8idwKiozw0BjVTJlqGtOc393CnTFbkZpoF7gURxHQD1wJ+sMv/Uv59rbL9bm0pbIuLXaomOZvpS9kQaSGZPhmLyfk6uQsO667MLA0yvsoAMzHtEpETFDNUk570CcUg9h4GWjbZpuInC3blFr1mMcW1hQYTsOIl4KCu484SbX4dFB0XDMQsBartqitZjpkUSQf5M3lj6dcKStsOG9iMj22J/sEAarGTAjHigCLoY0Zz/lUm9d0mgrb2d1vG85bO9oxl2GWVdNsD8yLC8MmPbi6G/aWtOYzqnGHbYtqM+dKJY2kwGRXZVUluKeiKbwryi7IcX11bLqkwZdGCYkPC4IMk03dj9TT25aOWztc/h193LKbBZopWKjWa5N6TyCIgIJAvWx58zerdhG0pvJ/LeTqFCbg5F4jPGNHpEzm62fwqY6s6+5wMKy1h3vMgerGZUj+CsvNG4ybEAdStlb2GnBcAp0eXBoZ+ZpEGQYXZ1Vw0BlJUEKiPAH4j/ZH9AC0FjKlL9Crz6gdpeck1yP3o9PlQeYlaBVreizX8Co18LwHwY9HXkmCyrELz40RT4nTJpdBG06cs14pnbxbopo2l5LVptMgzxgJIYMA/hf5STizN6e1YjIw7pEpLSVvI5NjEON8pApmT+jB6w+saG5+b9o0OLo2f0UFVsjRi2LMpY6nUGvUDthA2qVbWlty28Iawdo8mAmWpdRqEaYL/oPj/fN4Z/Yi9Q7zQrJubuhqBeegJZik1iR1pMCl62ciKZMrhS3sLxsznzo2gDuGEkomC8cNug5UEOEUAFh5mnKbERxXHPia9dmQGKVXP5UkEeIKTQNGvTX4wTZVdLE0SbGYrhGqqOd+ZcoltuUx5N2l1+bV6KEqIKzrL4yzvbpZwbvGzYq/i85M0Q4/kOUVhlgqGv2b0lyeXD6bQJnzGHJWJFNYj5NJgwIjfFt5RXfANtz2ETJC7hip+qXD5GGifaOtJKFl3Sivqipsh+89sQf0P/oav7xEPog/CYRMRg4sELcVmBdaW06coJvrm+jakVjU2C8W+5RbUMyLH0QL/sg573b5tJAy3jF7bRxqoCZqpPzk+qXKZlMnYegGqcWrGu3acLIz1HokP1lEVEhXSkXMrg4WT/8Tite4Wj7cK1ssm21aDZjqmCsWJFK0DoxKWAQbfnZ6XncldZt0dHLzbyUriufBpW0lWKTFJIelOaZ2qKnrHm3rMFe0fDlOgDfFX0kCyrcMQ0zNz50TQBeOGk0blFuCnFpbQJn412KVx5QS0IWL7MSVfeL6DfgRNrA0z/IELk2pJiY95EUkhSST5XJmTmfC6c9rly3ycFTzLXivP16GC8gWCiTLrszdkJsUcdjNG7GcdVxlnDYbGlqtGKQW3pRfEPRKT4PYvSG56naA9Nj0ibGm7X8ozKVg5GlkiOVApedmd2dJ6SLr5a0bb1Gzx/h/ARsGE0jbS8aLXMz70AVUa5eCGt0b1JxUnEvbaJnCmAOWyRUzkWcKkcLT/Pq4Z/Yytin0drKq7uPrYad4JXkk3CTY5YHmGmdwaD5q32yxL07zT3n2gNUGVMn4CwIMiE3N0ExTuZYPGTFa2pwP3BRbnFmdWHxWiRUTEXyJ5kNRvda5PzcNNdPzifJXr1yrf+euZNrkiyR6ZSAmSGd7qY+sZy7YMMBzavji/wYE7Ij5CpLMak4q0E1SVZbyGaVbStvo21GaUFleV8hWVlTlUgRLp8REvs95+PantU3zx3HQsBRr+efKJb8kiiTqpPllq2cCqRBrD+35r4BzRblxwLGEwQjGSfNLmE4XT0YTMpbumkdcq910HDdagtj6WHUWt9O+kUkL0cOmfne6n/g4tfq0IzGNbXbqKebr5RmkfaONpM8l6SgjqdHreizf7tBzqflb/8TEnMiYip2LiE3jj4tUDZj4WjVcQ9yOW/ia9ZjeFznW25aL0gVLEwPhfiU57jd+ta+zQrJZ7wHqdObepXQj2yVjpZGmVKhGqeAqoyyB71Z0C/nJv9rFVclmCx3Mc0ufjtSTMlYcWb1bDlvnmz1aWtiCV2KV/RVVkcRMXQUQvl85R3b19Ln1RnMsLzTrOOh5pnplOmUcZY4mQSg86dBrC+xw7q0yzLiF/wnE84gUC8XNc4xYTsOSpRWJGXmaaNqi27wa75kQ10mWv5XZUpMNNYW9v1z6WHaF9TF1OrQisBCrwmhVZmFly2UnJMClwSdTqNZq1Kyubifx4jcIPiaEF8hWS4IMqgyjTvVTMpbhGSrZi9qsm3AbS9qa2ImWplXelHfOn8Zaftf5efYPNAVztHLSrxZq32eopr0li2UKJYylaeYgp+1qZSua7dgxlPdVfpOFbQpRzNCMjkzOzy8ShdaFGI4aextRHEwcPpqhGSIXydgKE+GNOMTuvd74irVCNRH1cfM2MFyrYegEZe+lBSS8Y0YkMiWYJ6AqkOyC7uqyf3f2f1yHAonCyo3LXIwLT8ZT8BZWWeVbQByJ3QJbvlnHV4gVhBTZk3kOzsXOPe54HjWbdHi1FTPbcDssQmhtZi+lNuUdZEelJSaYKF7qbeySrlgxpvdBPsGGHUrWjFoMTkzwjpkRzhVHmHvaAByw3ZEcRtpOl54WVRSu0dEOGwYQvmA48rYu9W317rS2cegtsKm3JfRksKS0ZKvlKOd36MzrNa4aL8Uy/jeEfUAEZUjHiudMNcwRzPcQnFSwl9Ca71yLXUicDRr5GCeWHpRVkeeM2McoAAl6PbY09Q01BzY7ssxtwGl+ZeMkOiO6ZEekeWWz6B7rPGy/r39znHjCfwqDo8f/SxoLlAveDTIQSRU5GMUc2x2jndTdNhp/GKLWtFO6j8pLUUWDwPy7qrdwdno27bU38ifs/KhnJOzj96MeY9tmFudcKTIqoe0qMM40hXiofLWBRscwyxBL8kwmTJsQLFW0mgNbNBw2nJlb3xrPGRqXL5QcUH+L08bNgIw7YvX+dDr02nWEM3zuPugdZQ/j96MkpE3luKb36PErAW3OMFL0O7fI/CdCP4b5S2sMAwwizLNP9JURmnGcYR15HSkcIpovWEgVsJOzT+7M30kvgby7n7dEdNxzwzPNsmHtAmhT5VmkQaSUpDXlkOepaM8q3ixo8LXz8vbofLSB7ocii9lNqg1azqnQzJR0WKiZ+hvD3Koa0Zp0WLYWJJQ3EJRNfUfqwVA8FLaLtO/0E/OPsXuuhqnipigkQqQHpFxlv6Yn58fq3Szv7/XzyfaWO/ECrYe9C1BL84xcDuySBtVsly6abh0I3a8b3xrjWMhWeVSTEXxNV8hgwMK7qXc+taw0J/HzbzirwGlsZq0kp+O0I+5kyGdHqXwrMa1GrvHzFPdBvO7DnIfvSgSNPY26j9qS3JVs18NbNV0a3NWbNJl2l6PWIVTLkIvNPAeOgCf7GzfadZo0KXIu8GCszGmRpmMjdCPGJC6mUyd96LYrUS1H7xmynTb6e9pD5keMSkuMfE1hULsSLlSHV7/ax1yRHGYaJxj6F59WoVWDkpSOD0gcAKM7vLdTNZZ0N7FhsKlt6WmS5rfkmqPdZF2l3OfMaOXpsqwFLeyxXnZzPKjDIYgpSltL2s6PEJbSHZTWGHdaixyFHNMau5ib12VXMlYrk1wO1AePwFS7jzhkNjJ0hTL9cFXs+WnlJqSkd6PkpFol1KhnKdoq3yvMbeyxdDZQPDfBH8ZYCSYLCs2XkAvSGJSZmFQaFtthm35Z6BhDl6QW7JZFVEfQkQntQqm823l3tnIzyfJv7+psoim55walk+VtJUbmVGeIqNxpzOsn7Plu57VYe48BoQa1Sd7L241+D89RatSkmFRa89t/27+aJxjwmJEYHhZKVVLQrwlqwiN8abiRNqG1hDNgsQxt06m+p1ymVSWVJbNl6ebPqCWo3arNbWdvmjTpO08Bm0eaymEK/AyyznTQ+lQuGBMajls6G/FbhZooGEOW7pVqk+mQIcmpwp681TjrttW1S3NlMKWtOSk/phslQGUjpaYmFudiKZVrWmxvrmow1HX6e/qBh8akSWTLu8vhzerQR5QcGC2axNw3nBMbRJqFWWCXtJUDkoKOxMjGwup7gfiftqk2YrRxsaWtEmlp5udloSUdpcgmrucHaLNqMuzFb0TyP/XvOyEBvQczCgyLCUyKzYMQa5N1FoWaEdsEm3Oal5ocWaCXoVTbUOQNncgFASv783hy9tz2GTV4M6KwFquypxdlViR95HplICWaZ0UpluxmL0nyefY6fJyC7EdoCgRLtcw9TOEP/ZKi1opZkNuK2+ybT1qKWavYYZZqUlqN18emwIY7p3j2tut2MXXT87mvvqu/55PlYORwpK5k4qbpKCJqeOyd78ozFbY4+4pCBAXHCJFKkYwmjWXPQ5KblpeaLJtvG+kcFpq32KCW9xWdEoBPJ8icAVc7UHi2dho02jQ8sl8wFy08qQWm7CX35L8kqaVb6FnqPCvjrvLx5DYx/G1B4AcjSc3LT40yzlxQW9MOVskZYtrrm8ObxJqO2HFWgZRBEjVOHgjaQz59evnod5306bOmsYQvIGt4p6PmeWWx5PblNya46Hvqbi1bb0TyAHer+8fBlQZtyRLLhc1T0BaRfdNjF02Y15ofW7ibm1oEGRRWttQHU2uOSEjSwng87vmD9452KXLZcRAujyr8qENnFmXwpJKlOGYfZ7Dqam1H7xgxpvaWO9TBYMUJSE7KNwu8jgCQshSMWJPZeFoa3MiczlvB2g1XQJT60XLOT4jogk9+P7lceAF3F7R48aHtFSnUZ7mmZiY/ZW0lVWZCaECq/GyjbilyFLaOuzpA8cWziCvKFUwVjbSQLRRcGAuZ8VrpHDecDlszWRXXo9VvEr2NjUk8A3b8tPl0d9q2WTVGcwCvDKpYJ79lU+VoJGlkjOYUZ5dpruw/LciyLjaNeuDAxAaPiN1K7YyVjb5QnBPCV3WY4ZqUnFbbTxnXmWuXgRc8kwKO+MkyQsf9WPjItmA0hrPPsUVuketxqFCm6eYbJW6lmScrqKIptOsBrpIx1bYIu1dBAoWnyVyMBExjDhCQ2tOE1yiZ6hrhm3UbvptXmWCXgNWeEjHO34n7wq/9UvkK9hH1XfTDsfEvZCwDp/Ilr+XcpltmFqaGKGAqn2yLbwYxuLUHOmp/xMSOiWSK1UwrjlPQBVR4lozaOJuPm0NbNxneFzdWW1U2UpAPTsrShe3/z7qet9b1qrMqsl1ueqrfZ5/kyiT0ZVBmJ6cm6Tcq5qyyLtWxMTR6uFa+BMSTSM2Kksx3zq2Q5FN6F6iZwRtdG+abuZps1/iWrBTdE30QdcwsBr//Kjo5N0O2GzOqMNUu9Kp65qmldGSGpYHmHOf36brrn610bpfwHHPVOOe+ncMzh3ZJSktfjgaQR1NkV4kaEhvXHAicO9oWGHYWKZRdE2hP78u8xZOAfvtVOCa13vO1MadvhywCaH0lpKR/JLllkua46H9qcqwTre/v6vP5eMm/H0Q+iDuKZQxfjiwP+hKfFevYQluK2+ubzNo2mEOW51VFVFGQSMsBRV0AKTqqt141tzQvcpjvsmt8qG+lAaSSpSOlg2cy6K1qcqwIrdkwRXOe+Lm98oOCCHkKtwuTTfNP9lKLVNhYMlpPm1mci9qU2OHXD1WPFOySJAz7RU++/XmVthb1nfTl8uPwYy1dqiKm8iWXZIok0uaxZ7vqaivHbMgv5rGCt2P98sRcCdnK3svnzaSPGlFyFJiY+ZpOWxbbd1qdWEzV3JVC09NSw85EiAY/23lJ91W1UvTBsuewVy3cKQ4mcyUf5MVlTyXDp+SpSqtkbMGupXFDdUB8iISgiXcLusxDzk8P/FJyFLBXF5oKmzPbdhp92H/WlVYfFd5S3Q5iyFOAVbpc9jE0f3OK8dZvFux5afim0qUQJUul16YeKDlqoGwqbUyulLGCtrf8FULqCG5KlAvLzQQPytKOFWpXYpo+mrJafpqwmKkXFVYEFBISr05xSHkAkLortsl1BvSiMv4vNiwVKeKm2iXLpfRlbGasqDfo2OqErF/uNTGi9eI8F4KLh3CKY4tSzEFOoFHJFQnYBpmQWhyafRmMWLGXYpUqk+kSAo4yyX4Bpvu99sq1RfU4dHGxqS0U6T/m7qWMpW/lz6dSaIUplWt1LIVujXG9NI+6hkF6x2SKBot3C5VMJc92k0/X9JosWrTa8Bq12YiX0JXUFTZSh48YSc9DKDv49rd07/QEdMpz4C+XqmFmuqXQJWil1qaxZ42pOqrhrEZuPrCsNBp52sBlxhAKXYuui1CMps4dEoUX9hp1G5Ib3htaGfLXvBXKFK8SjY7IyklDWL0Fd/B2bfXztMozJS/xKxWnMKSuJB6khqWZJzfo7qqdLNZvNTG9NJ85Q792hROKTsrFSyBM3E+jEmlXwxpJm72b0hvWWfCX+FUAE3ZShZDDC2cGef6WuRO3OzW09RYylC9C6czmKWSg5GXkhqWIJonpBywKLjEwEzCe86E4bH4lQ+HI0kocS2yNDE6FE6aXY9p93JEcQ5vY2kZYEdY40ziRl5AsTGqFiv9fOVI2NPU5c9ry+q81qczm06SjJAGlV6Yu5zypGStGbgbwR3HH9DR35j2IQ8EI6EraC6dMFg8QE7BXD1qPm1Rbltt4GWaXZxSakhxQbk+5zZ3IAYEYOs/3BzYOdWhzfS+oqsEnQuWl5KXkoCWz53MpVqutLeBwYjIcMx+2izvPAm8IiQvWS61L0k5u0eeWGxlo2rZb4FsEmqqY+9U+0glRs5CxjhJKHIL1Osw2SDTtdEHznLBbq/FnkaZl5V1lF6YaZ2Rog2t97YCvMXDYsxL01/odgnAIL8xfTWQM4c3+kUWVH5gRmk+bdhsi2u5Yy5WZUq7Rw1EXT1AKdIHNe7n2GPPv9Be0WXHRbv4qLabH5emldeZfJsAoo6njLL9ugPCiMty0rHniQdMIBswnjN1K8A0UEMBULxbN2aGbdlv62p2ZGlZ+FDLShJFIz1oLv8NyPTp3jPRydKAzyvH/LdnqN2dl5X4lCOVFpgToEGpXLRYuXe/iMgp0lXm0AHwHlQtsjSGNJs4q0EjTn1d5ml+cVttJWtUZqldGlIFS4FEWT/NLj8SFvaz3ITNAcr8y73Kjrv1reyg4JXkk+qXM5srn6+lqK9FuIHBSMcpz6bieP7JHKIuSTlJOeM4okLxSY9YS2f/bkNulGoQZLJcQVQKTKRIUUYkL3QUtvnD37/QZsrHyX3GZMF9svKh/pjWkyOVcpnsoI2kUa9KuZ2+4sO/0D3n8fwKFqYsHDM+N708mzuQRy9ZB2UKcQVwF2vkY/9aUFTBS5VIu0QDMV4bn/0k4l7RC8zCy07LtsASsY2krJlik2yVKZk0nnWlc7ABudK9p8AVznHgzvivF+UteDTKNjU4jTtISpVZa2L/aypsFmiJZRhdnVXPSEhKK0qDPCofc/oz5VXS88wozLnMrMGGsdGmTJ2wlySY5pnxno6n9a1Ot4S8o8KDyvLa9PTCFcgtmjWVN5A2jDhCRhtYZ2TcZ0Jr4mtKZE5fB1R6Tl1OL0gjPaghiAHT5ULUC8weytLO0MjHuC2o8Z5omoCWJZvYnOiiLqs+sTu59L5cyOjbv/VSE3AqnzaROWQz1ThfQ/1RZmGAafVsBG0DaohiylsGUZpJEkW4OBchMQQw6pnURcxG0r/QlcUdttGmX5tZlyiWsJdtmx2i4KmztGi/wcUjy67b9PRXEU4pTTeaNSkwwTczQx5QUl35Z61s2W+tbI5mSF43UvtLQkagOTgc+/7T6NjVnc8M0uXP7cgau4qsi54GlViRcJMzmyahEKhJtoq9+8XDzjveUPaLENkl+TEMMJMubjVKP/xO2mHFa89tP3B7aKFkh1zHT3lLWkWHN7EdYP8z5QTWzdAg03zUk9CFv1GvsqB2l7mTTpIRl5SaBaPdrvi5L8IZzPfbVfcVGLotqDXiMnsvyjPQOgRI3lxBaGlt9m+La1lkslyAVTVMmUP2NmgdNf/Y5kPXtdGF0D3TWdBtwOqraZ1jljuUAZTql4yhPKgds2297MWOz8ze4PPnDqghJC+eMwwwFi+kN8FImlqTZ9hshm3+aHZkQ10uVjFODUepOLEg7QHZ6cbar82hzRfUDNL/w9mz7aOAmR+X/ZVol4adBaN7rMu2gcFEye3Z6fL+CkwgzS7iMusxGzDVOyZJslmOZrdumm4cbEVjW1mJUU1LsUVmPNAmBwq08yjgIdZBzgfRT857vc6ufqHhmISURpaPma2f/alur361UL0+xcXUwe0LBVAeXi+4ODo5pDdiPmpL7FnzY9xnPGeAZihji1ogVtFOJUamQEAsURBo+P3f786NzKHNiMhZvEGsmp4gmnKZp5j+mE2gH6s1taG8ysRXxzPRIeow/icTNiqGNFE1KjPCOitKJ2CrZkJrwGopaatmK1tjVcZMG0RUPjwuDxTU/JnlA9Ogyq/KgsRiu++pQ56Tl52WS5demOydGqdksOC63cJwyT3Ti+jn+pEU7ikIMrw22jlZQmtOIVxeZY9pnmxCax5kpFx7VNlK8EOpOD8m3hL1+kznwdktzZzM8cYHveKv+6D/m6eYApenmBKda6YHrFi5QsCqyezWE+q8/U0SgyjKMy802DM2O+xIxVqhZJhlimgvatdmvWFlW6VOJUbfOnAnow+B+qvgR9UW0WzOScoqwUKvBKD0mSmZiZWFlxGafqG/q/e23L/Ry7fXqe46ABkWLSv5Lo8wczP/NZ5HnlgxYoVnymzAbUxqI2LPXEVSKkSVNPEhkA6c9KHeytUW0bDQ4dHxw9SyYaT1nCWbY5YjlY+ZjKFtrJa0ZMF/zBPZwer7/pEUPyaYLM4xpy8+N1tIfFcFX15oBXCLblRmpV/wV0pQhkXVONAmSBEW+WTmxtrJ0jjS4dGaxlezXaYzm0aWBpLplMSYTaCOqtC0DL5hySLZhue7+sAPKyWwLuEv9DAhN5lG6lPVYP5oOnLdbXJpGWPwV3RNmUMnOMcqwxtrAZXqZt6C2PXVus/YwQmyh6BamqWSb5AtlEGYm6TFryi4gcEsysDTHt6c8UYIbBsUKZMurDBJOR1KQlddYs9t/27ia+9oBV9pWQZRmUZAPbYynyJoCQ/v+N6t1RfUw870vmmx2qK1mLmTLZSqkwyZYaQaqhKx5bviw5LNSdtS7nAFRhwFJhUsbjJdPTVM11W5Y3htW20XbrFq32LeXBVREkU3PmA1eSbADH/xGuNr3MXU38vSvW+yNaH0lviUC5N/k9eZPqDqqNSybb2CxyTOKtVk6cwDBxtEJ/0sqDWJPeNJ4VQ2YAJni2vdaoBpC2MmXWJSOUf4P1w6eimGD9z1gONz2LDQqsk9v4axg6WenHqVZ5SElOGY/57fpmWznb5qxQHK3dPZ6U4E5RlTJ18yCjiYQJVINk/FWhpmtWjhaEtn1mN4XMlVYUyBR3Y/Biw+D7TzceDlz7PIMMW/v+S4FqzVoQSdlZ0Wm/Wc8qHMpc6uzLnOvxnJY9Ja540CXRiqJ900MTqmPbZDIks0WqFkaGcbaSlmr2EFX8xQ50c3Qfs3visTEv72u+Zl2HHP0csmxsm+d66gor+ahZe1mCWbn5/ppZqyvryUwknKctLg4hz9/BUEI9IslTTBN1BDIktCV+5iDGnhaOpkm2DTVw9NgUTlQa88qDKwGuf9Ierf3FDR6c3xxna8NK+zoyae9JmtnN2d6KLqqyuzbLppwqnGZ83y2lD2IQ/KIp0t8TXQN986CUmiU0NdHmQMZtdm0WLwVwZO60WsRDNDgzy2HtoAQ+s/2Z3Sa8v8yOa+vLPXqmqgXpiAmSGd1aEaqvqxhLn+vUjEfcZM1sbucw4TI44tlDFbNAE8KkewU65ePGeAaadoLWSaWv1RAEoXRnxD3zplIl0EdOxr3PrTctLzzF/AyrBip+uayJYRly6aeKDCpruwSrl7vV/Ag8qW3LTzFw2CImMtvzHdNGY8L0h2U1de/WUla1pqvmS9XqJT8kx9SSVDwTfUIUUFSOyo1xrPuMmCxy6/o7FJpSGd3Jc3lp2Zt548qLKxerpav6TFps642g/vDAsAJSozSDakN04600PRUdpe7mIaZhtp12Z/Y7tYCkzARSRAQzU1JLAGgemV1mvLpciNzAXIlrdeqcGgEp3YnASdwJ29ouGs/Ld3vx3HsNAn3QDsHgPEHi4xMDcnOA42nD5KUNVgjmYuZ5Nne2VOYo9YTUu+P6k45jBJKKkTEfWq3QzSjcwu06rMprqwqASdaJrhmHeaJZsUo5msZrZawqXLONLF1/nklfudHPQtBTphOM4xJzsnTD5cdWEHZUVjHmTyYNxW+0sIRu9AajeFLvwVuvcM47DQNsz50K/N+b+srQWjTJ2Km2mdOZw6ogesNrhQvanGps4m10Xg4fZEE/MqxTKUMXIwdDkwS+db6mTqZ1Vp5WZrYsBZhFCHSKA8YDW6MIkb7P625SbXo9P+0RbRn8QNsFyjsZrEmFWZKZkXngunnq10tsTARcwI1GzfhfUSDFMnNDLTMlox0DfPSP9a3GcMadxnRmZnZCJfVFJqSDs8RzN1K9MetQpT8e3c2NXXz9/Lor89roadEJRYlMiWHJxmopOrlrTSvWXHttR+2sjg0fAHB7Edayn5Lpo1Nz5HRI5SXF/qZzlsDGn8YjVdj1V0TSVDZjmEKxYe0QRh7oza/c69yjvKMMWlt8ek55wRmoCZipveoCin068eubG/6coc2HHjp/YNDhscMiw5NrszTTdZP71N7FmiZ8psyWnNZGtf3FYYTGNBqDUxKcMbE/4d7HDdPdN20NLOnMwfvFCs46GilyiW/ZW/mmumR63otpnAoMoA24XkN/T1Dhwipy8SNCAx9TPtOspHhVZEYL5kgWwzaPJgyViuTVVEFDqOLTgcrgB961La4dHgzpjOe9FawsCx6KKGnYWa7pWKm36kCK/zu33GNsyy1pzghfUfCdEYCieOLeou+jTQOvVEelFcX3ZnqGuAZidgFldOTs5C5DuYLwwcqwUO7HTbdtD4zbjJ5Mlgw4m6UKzto3id6pcWmzqiAqtls2e8YMaG05zgXvaBDg4isC6tMzU4dDk3PqhGl1FNXPdhPGfDZSdgPll6UfpFjTsuLi4dxwIs737dKdJ70a/NNswSwj+376mpoZmbA5pznGqgjqeGsSO6qcad0kHiivZpDHIfzS5fMsA0wjqhPzpKv1NyWN9fLWSEZFhhvFtdUQlJNz5WM/UfRgj48qrdWtMC0OnKW8WKvQ2wQamzozSe+Zr/m2qghavttOG9qcZZ0Ljdf/R2Ca8XOygfLmQz4D20PfVHB1RIXoVn0mgVZYhiPlz0VTBLcDs9MTgfDAg78sPf9dUazxDNYcn+vaS0w6mMocCdrZz/ng+iN6rTr3S2OMFYzU3Zf/FxCAYYNiohNCc4ZjxUPi9I1lKkXGtinGNnZAtj8V1yWMJOM0P/NQMg0geS8oThc9WYzgfO6co5xAW376l0orucj5mnmASdvaKdqryzY76Iy2vcTvApCDcZayk0MkczBDcePExImFRgXfNjumZQaAJnHmG2VwBNgUQxOqAoEgyx+NPlxdfr05LNrsfEvVuxq6e8nwibA5qKm02gvaWLr4m6TMI/yHPV4+vLAFwV3iPILeczXDpPQEhK5lWIXwxp0mjEaEpkslxQVIdL00PLObQpyg5f+TPlL9Yz0YDPIsi1vfGybKnnn1+b9JlGmTCgcapHsDa4FsA/yOvTYOt5AR4X7SZLMco2vDaJPdRJKVX3XiRlPGdBaAdlpV+PWCNOyUTHO04pRBP1+gjlltyx07rPcMk8vPWwD6UqnEaZUJj5mkOhSaXTrwu7wMJYyjXaNOh4/lgX3iaSK+8vizKWOhNLIVlEYPRmgGn1aflnQ11BVCxN5kTjOMMsvRRf+T3npdz/1/rT0ctjvqOukqUqnOaZ4ZhznAWjdqs6s9u8Q8ONyYrRnOBQ+XQRKh+XKZMuhjQUPctKPVa3WuRjyGbvZU5irVtBVMJOZUq6QTgw1hn3AAvxMt8R0xXONsxpwie1/anKn9eZLppomm6eN6eGrga6Fb3nxLDQ1d0b9y8MHCJQL7c1TTfMPCBFBlGLWnZkimiGahpmpV80WmdQ0EsCQj40cBYJ/KPnkNjh0YDP88yCxJK5667oojmcaJrvmPmaa6MVqfGycbscxCnPWeF4+2ET9iWsMD405zN1PExISlBIW4RkbmuebClm/F/TV7ROaUUoPkYwnBmgACzvr9451RbRLMpHwQu4/akXnh+XvpQfl4qbqqRargW3v78KyV/Uw+Ip91ULnh+mLMUyOTZsPfpFYk+CXhJqqGvTaylmMV9QVFdN9UcPPAwwdx0PA4Ls6d5u15jRpcvYwZa0SqgqnLCX6pc4mWCeKKdvsga64cDCy8DTD95t9vkJ4R4oKlQtkDOgOTlHRVL3YY5mIW0la+pkAF5xUj9LyEE7PHYunBnuBCfuDOOD3sXXS9Ahxfe2dqgToFWZ7pURmoadcKRarpG2IL8ZyXbQCt3M7y4JZB/tJiMsLjEEN1BDilSaXUFlOGlGaXZnO2FkWDFOxEOqO2k0CSRBBy3yVOPH3Q/bVtUwyPu0iKPnnFCYJJhjlnKZYKHcq6W3/sCqydLOatlS7noE0RjUIfIn4CyCNv5DH1MKYNJl8W54bUJr12bPXNFOOUehPw0zaiOZDYX1S+RN2ajU5Mxbxb22caeVnWyVhJQaluaZHaJZqwq1cr6HxZfLMNnP6nACnBknJygqDTO4O4VCsFMZYEFomm40bqxpf2OaWtZPUUbvQPY2ACU5Dh/1JOIA2+LUB87Lx+66q6fTm0uXdZSOlkaZYJ6YqaS0/brFw13LqNd57Sb/tBj4K5gvLzSbOGxAXU4/X/1lp2j5ZzNo/GL/Wn9SakjOQgE87il/Fj77Z+Hx10vTH9Djxse4zaienD2aRpmOlv6YCZ6EqCuzdblRw+nKhtZu6CH+pRXpKxcyzjGtNhQ9a06CXtZjhWflZthpEGR9WkFUt0mFQog6ji3tFQn8neM019zQ4M65zG29XqxbnVCYVZm6mRycjKGEqGmx+LluwwbL/tEu5BH4YROvKBcy1zAvNB8/LE3ZW4hipmVoZxZowmI5W4pUh0tkR9E9Gi12Gov8geaj07rP4M4Oxxu+KrDaoqOdUJuYmP6YUJtTpFquZrZovx3HRtJ74qL4qBBTJ1s0DjY+NyM9DkqBWHpivmSrZgJnGmZXXiBWqUleQJs7AzH/IcIEaefT1InO+M33yrG/X68moXOc/5vEm22bIaDHpFqu2rb0vivHVM9q2dXumAqfJZA2mjUhNNU4OUcfU4hfk2RiYwJne2gdXp1VjEwlQ1g8xTLKImMITeqZ1AHNa8s2zG/G87h2qOKbsZrTm56cFpsFo++pfrWPvmrFGs+M2qnuhQkDIBEuOTYONuM4Y0ExTiteY2n+aLpmBmKRXvpZKE8DRb086i7GJIoKD++H2X/MqsxdywXIN7vgqeefUJt8mw2cmp6zo16pjLLuui/C88zG2oHp2gBCHogpozRpNOcztUCMTFdeHmQMZhFniWVdYrJcwk6ZQwY9ADmqJ7sOS/U95GnWFtGIy2rFELkQqCmZ85MBlAKXEZqRokaq3rQNwXTHoc0l1I/mBQFrFV0pJTLPNHA7/kMdTTRa12a7bFFuxGjoXm5a4FGySOU+TDTtJqgNgPec4JjRr8qbyWXHlL8hsa2f5ZZYlHqVbZv7oBCob7XqvBPFps4T2VLr+/7LFNAmnTDQN5E5STkvReFUN2aHcOJr12YsYSFcl1FCRuQ7+TGMJBMShfhC5VbY4M5dy8LIJcDUspGi3Jd1lBCUJZukoAepfbJKvDXGks322I/mn/07FzYnmC/6NBg4xzsESFlTP1/1aWltWmo2Y1Jdq1LYR/1AqThwJ7wRKffS4uLXgNIUy33GZMHjspukJZu0lSiW0pjBoNeqD7anwJXFl8sr2CXoc/0sFHkmXSxULUM1RDsIQy1ToF48ZCFttWgLY5VcelGCSutFmzuvKG4QevO039fS/c5o0AzPrsf8t26vkqXXmdeWtZgNnPelUKyWtCC/z8Wn0evkpP7gGE4p7y8cM3wyQzVGQYRQrVsuZy9tp2g8Z2VezlZ0Sm1DMT1QL5YVJvx35+fYINNjz7nMlcV/uMinVpwyleCV/phboFSnNK/qvPbELMqY0bDhfPkUFZYmyC2UMYsyfjtCQ3VQblrWYx9nQWhxZqBeRlV5S61HSTw0MvMZVfoD56TZe9Gdz5zMJsOcuOatqqQNnFCYC5asmVKhp6yRtlC9RMkR0/3f5/rQEqkkKTARMSozeTrOQr5QTVzzY/lnzmrXZt9fIFZ9SVBDBj2eM2McYP+H6t/ci9Rjz8zKHMT4ubasJqGdmciWDJmLnvel06x+tfm/a8gpz6rdUPYJEPYlvy44MCAxvDY3PptML1koY2Npe2g3ZmFg3VkjUZ9KED+tNtgfrwNv64PeW9bP1onOQ8bQtIOl4pvzk6uWApcvndWkrK1FuEfBvMevzdbgr/IcDpQd8STuKS4uZTYqROBRdWEvartsEmpPZaBeulVwT2RHG0RfMnIfegQA7DfgTNaP0rrPn8Rxu+GsdKIzmMOVq5YDmt+j16rGshC5Lr/gzu3cC/QSD+sgETE0NcU19znXQUBO51uYZVpqDGmJZVJd11VmTStKdkIhN4wk0geh8uTdUdST0EXMLMoVvbqqxZ6dmYCZFpsOnw+lVa2huW3ACcNFzGTVDuz8BLEdji1HM6g1mzjDPa5NQ12+ZLBnhGTqZFhhIVlwT9NGKUEjPXYuTRJ29Y3dS9CczK/N7suhvPCsb6FLmnidLpr1nKqkaa4ouD2/asUGy0LUsefaAB4XzjFvOEM1VjYaPrhM7V+naGhnyGaOZhRi6lOuSs0/eTqvPBsw9xQS+8jgOdXIz+/OtMsNwW6vm6GxmjObnpyVnd+jM6yutsm+CcYZzObSe+Im/JIX4S/dND0xizUQP+hK3lxrX+Bl0mX5Z/Njt1pYUGRHfEO9PBwzdho++7DhsdMC0EbPjMYDvzSvUqFLmlqalJobmcui5q1FuLG/8cPyyZTTB+Lh+ccWkiv0MEYwITQxOj9LOVvvZV9r+moNbH9j2VuXTrFFpkB5Os0ucBZu/LDh4tT0zwvMhM0OxIy1AqjEm3uY3JfJmTWhH6sKtaa6tsAnybrPKOAh+2IWHy5WM3wyWzRmOZ5HM1TfXzNoWmpfawdlo1ldUTVJ8EOEP3cxwxjU/9LiTNbN0J3PzdBwyau7B6nPnfmXKJO0lQSd96VqtIS5OL5lxCnPw+Ln+nQRCyrPNCs2EzcEN5hApU6oWhtpz20+bfhk411BVGFMlUggRdk2xSF7B93nR9XHzLjJqsy8xBm4hKiimqeY/JLEmJ+fdqiesKq4/r2QxF7Rs9y+8rYN8id4NOM4gzkePG5G+FDQX51mymzEaEZmHFuYVMZM+kWOQWU2EyY2BZDpJtf9zl3L2ceMxkW7LaiCnwyZmJiAliWbGaRQrAC2H7znxGfN49pi9A4RyiKeM602UjgoPthEw1EPYadogWzTa9JlHV62V9VMR0QVQJs46CUxBKnuQ9fgzjvNDseZwDqznKccn5iYyJaTl0ydWKUcsNG6UcPHyeDOxto67zwG3SARLl8yEjQENwNF6lNOYsBqBG2TZ6ZlGWByVQ1HpkCNOwk1ASgXDQ/vltye1RbR0tHsxQC2LKVymcyUcZbwm/Kh96XrroS5acKuxxnM59WQ6ZsCuhw7K8kwODDGOKdDKFK8W3xrfGvIZgtjGF2FVodLqEZPQGE4siPsD/n18+A40nbQjs9FzJ2+HLBzn4WX4ZiPmUydK5+Xps+x/Lf5v6DKNdpS7kAEKRz5LnMzKzZ9NeQ7eEjdWRFnZGydZtFivmTYWAJT60VZP1w6TinYDuTx6d4E1v/Uv9BKzQnDbq/nny6X4JVGmdOb3qDgqZqyQb0Xw+TJEtY06J/9/BVnK+sxUTL2NvI7jEkNWEBiA2qnaOVmemKGWXVQGEm7R9JAQCwOES/7uuOd0pjOe86EzRfDkLC4oeGY15bhmMmZ4p5rpsayRr6PwSzKwNP94kz7NRMAJQ0zVjazN3U8rEReVJJhhmpHbPhkMmWpXc1TvEoJSXZC+TGEF4v89eY51WLMwssTyMDCMLTIpw6fVZlGmfSZrZzoouKvpbdiuxPFN88t4f757RJ1KG4ySDZ4N3U8TEVUUmVeomcvaqhrmGgmXR5QAEo1TDdBbjKwGpEAmeh52VDRnc9JyirBjLUtqOecRpZAlUaWX5vupoGwBbfIu2rFp9G54Or1yg5HH4AtlDEhNNk2i0acUo1g2GkDamNpbGU7YdxWO1DnR+o/8DKKHqEGCu5E2l7RWM3HzGXEJ7Vip+KbQpszm52ZkJwZpAesYbWEvOPGXtHf3Br0kwloHYUuTDQNM5s49EFAThhdT2XvaKxpgGkeYYVW3076RZw+ZTZaIO8HBvAs20bS6tDIzyHFU7hUqq2cApf0mf6YDZyuop2qSLNKvJbIMs6R2+3tuQWiHbUvDjbsNIs1vTy9TQldC2NGZgxmomfRYtlbulXQS4lA8DLeIwwLvvIn3XHPB87m0gHNLbzErPyjz50hnTmc/5tDnsekaa6vuZrDS9AT2bvpMQHIGRotoDkvNLszTjoKTG9dSmRoZxpmzWRwYwBeCFfHTw1E7TeWJm4Q7vMe3lTPhM2SzRDNsb9prqWjkJxemEuaTJ0sojenPa4xty/Cks0w2Ufp+vsiFXosOTOLNfY2FDp0SopX1mNBaFVpx2MAXlxfildmTaJCdDneJq4RDfoR5NjVHs0syhnJisDttC2oh6B8m/makJ/Zn2Gkp6zytcDC38uG1orlnvoZFg8oxTLFNYEzgzwmSaxVt12wZ0dsY2b8YnNbolN5S3ZCyzlALNYW+vuj5wDbaNBBzkDLPb+3snGngp8pmYqYgZzPoPOnfK9htdy/qsme1WPjVfeBDjkibS/ANAk1OzzYRLBT+1wRZ1FrhWfCYmVb+VOkS5lDfjuPMHsbkgOf7F3fINP8ywTFyb7ssbSmlZ0Cl2OWv5rZnxWpGLK5uz7Fks271ZffRfQkCnwebCwlMoI2XT1fRrRO01ecYxJttmtKZGBaSlM2T6JC2jy7MzIbAQMA777eDdUk0RTLFsAAtuGsJqHmmZeVEJTJmfelF6+5uCbDJ8mrzxXirPdCDeYf4CzmMOw01TsRQg5KclVsZVpqgWwSarhgp1QdSuBAcDvmMO8bLAO47pzgX9QI1LrP8cOvuaytuKGimu6SLJGFl9+jBLFUu9nENsmP0uDf3/AVB2caBikDMTQyeDemPe1LSFtGZghrTG3Oaulh0lTeS7ZD4D3/NSUhPAkQ8gLhRtL00gfOJ8lVvj2ujKGnmGKTSpQpmb2ie6ybtULATciqzLja9uwxBJIXaibcLhc14zh/PmpIEVbkYxxsgWz0ZklhR1gjURxH4ED/MrIjJQ2x+IrlCdfDznXNO8pQwACzFKbcmnCTtJLIllafhKhbsXq6hsLbzVfb6Oy9AEAYWCjsNMs5lTfyO5VI61ZnZKNqwG0WaAFhgVgQU6lJ9EGLNYshYBBG9zPlGNqqzKrM7sv+vc+x8qRGmWuSnJNLmleitalpsV26rMHzzMHZc+ntAQIaliYONmY5hzdZPxhJulW4YL9numlrYuxcK1vhVEBOykeWOnAnghFo+LHkVtXaypHHSMenwFKyEKhungaVbJXim/eiiqyjsWa2SryCxznYUuvaAL0UDyijNPc5PjdrOo9ET1GIXxJq4mteZQpgHFvhV49V2UrQOqQmURBk+nviwNONzLjJYszKxAa6666VoDOYupn1nNqicaqKrK2wtLeGwsDTOemj+3QUvCXTMpU0HDbLOTRG7k7xWi1kv2fDZVhhylsQU4NNDkoyQGgu8xbi/Hzowtyt1UbS6co9wja4A65hpFqaQZh3mjCgYqfwr2G1I7pyvsjPGuOA9/oP+yMyLGMwNDKWOthEIkt8VyteRmZjZkBiOl6UVkVS7k77SC80exs2ApDpoNu71QzSMcunwLm4XqwPpVGe5pmimsWejaSKrO20D7Zxu6rJbOKU+NgOcyIxKSMs0zJwO3xDMlErW39j72XlZkpkeFyKVIlRek7TQ0YwkhfP+57pbN8K2srV+dBcyIm65q2poRKdmJjEmPWccKS2rBiyD7bWuwrJs9zI9OcO/h5cJhQpBy/ZNjlHKE+yWapgjmawZ1NjvFvhVGtOLE0qR2E43SDMA07wQuXz4G/aus9Rw66zzahunteWVJZLl9SeoKXPsWy6hLmPvpbIrtsB8mMIXRhVH94m1y2pOCVGLVC3XXBjyWnSaPxig2FyWKVOvErKR/I43iOnCujsvt7L28rVp9FlxwG5hKjKn5WdFpsEnf+e2qKAqp+zFLf4vOPGHNUA7FkJ5h/kJ10p7yz6NBVA80+LWixh72UVZbVlnGMhWcJOSErARQA5eSZMDDXuSuFN2X7astb8y3K+qK9XokKb+ZfcmhycK5/lp0yx97aKwLPIX9SC7B8JCCHHJ+Qn8yogMZ1BOkqxVnlfGmarZlBowmJIW+BRJ0yGRYM8IykIDTrvet+z3K/e+9lKzeq8G60PpdmfipsgmueccKSGrtW1vrnOvw7HEdCs5ssAYhbxIdki9iUjLMI6OkrOVlNg1mM8Z41jAF4IV41Pt0mAQVg8visAFFb9F+j44Qvg0Nxf1M/CdLNOo6OdnZkvnZqedKIRq8ayWbxgw7zH3NDv4tL2Xw2ZHjUkACVnKxg4i0Z8V8dgT2WwZB5kdF6VWXtUdE1QQyg+LjHgGNoD1e524RXfCt090/HD9bA/o7uckJwEnZqeD6XlqoaxcLi/v7zH18/N4ZT4kwnqGg4lJycVLIs1X0OiUw9hRmZQaDJlP18+WY9YilTARTE91zBZGo0F3/CE4VPd2tvP1vHGs7Rro7Kd9JnvmA2cvaIuq3euV7MHvaXIaNDV3Zzx2wamG40nzCjHKhI0JUOFVpxjw2XWY39juWMeYYxd1lLnR6ZA1DVCIWcG/fOd48baBNn/103Is7QepWia6pcumiGdfqHupnGq2bOiv8bGtc6N3a/yyAWwGpYmQCnMK8ozEUKhUFJd4GUHaHZk5GObYEhbUFSpSRJF4jVlIikILfIV4prXL9ZW1dnHw7rwr2GkNJ76ncWez6A7pXar2LBwuCrBpctc2YPv4AfbGh4orDDrMZA2Y0GRSlVVTl+SYXBg7mIFX31a4FEKTIdIuDuHI+AHdfL55LPcqNSP0rTLM8AYtWypaqDnnOKbF56yoFSnu7BTuNjBdc1S2jrvdgbIGWEnPC6wLvE1JEAdTW1Uy16cY8djzWTPXJRWdVCkS1FGiT33KFULv/We5uTdNNc80GvLyLsEse6mi57joeefm6FKqB+rwbQyuorAuMni11zt9wP7EpAicCq1L8ozpTp4SMlV916EZMJiRGA6Xm5a81KlTlVEeTpwKp8R0/nB6szewdmQ1cTRlMJStbWpxqGQn1Ge7KBTpGirbq/ttNa7wcU+1l/lTPujDMAgLCiqKgcvmziQR7VUa19ZZF5l1mOIYq5e5lUGTrxKZz8NM/Qc/AFh7h7eOtvG2rXRGMYKteCpaqDcmhKdwJ2fn12mL66Rs6+53sV20NvhGvSGDMAgrysMLfgrLzS2Q21UiF+hZAdoRmZwY2FglVm0UZ9KoT/wMssleweH7Wbe3dZv2kfVqcbBtKun9p8lm9yaF56uoquqlK46s5G2/sAHztrb2u/9B0Ie+S4MMDMvPjSTQr5Q+1zWY69hw2X3YVJdmlqiVk9RyURuNUgiewdr8L3bQ9d81HPVGczcv4auE6AqnCqcc5xXok6myKfhrACzOMG+zaXcSe/lBSUenS3+L/4v8DKEPzFOHV5PZUFlT2WgYc9cUVpHWAZO+D/QN/wmzgzb8u7fvNh301/UKc/SvSmq55zXmUuap5vaotGmZK3wr126d8IozETalu39B4QaGSoGLB8uODD8OqlJ1FoHZVBoT2WDYeNdi1pQVwZOtkZuNQkkOQ5Z9Y7gn9iQ1YvUk9Dxw62wxqHhmFmX15mtn9+mM6wvscy5+b/3yqnaVukw/kUZriU3LQMxKjM+NxtE/lRiY1pq72jqZPFd+VaOUlJMCUmcPswoiw1i9EvkGNqG1vjN0s7VyS25N6punsSYCJtln/elzavwrwG5fMDjxrbUnunCAZsTUiRrKYAtbjLFNchBf08nYEFok2ehZDFfildxUoJKu0SJQIoviBVC+W3l+N6u26PWY8/excy5q6qkoIGcCJsNnKqkG62btbS31740wxbR0+UE+7cQNCGqJy0rujBpNOA9Zk2sWJxjnGPSZfxiJloWVElNNUlZP7owFRsE/vbpQN+t1d3TM9EQzbC8ga06ot2d05tHnPeiH6jOrtC0w7p9w4DPjd3l9BcNpx4eK8gtcjCoNas+BUvmWGFgw2XNZJdiVlvcVrRRxkwMQbszAyD8AWrt6d7F10jYS9OXy+a+i6/apQ2cDZyFmnidjaQMqpSu/LdywXXN8t0j87AGGxz8JnopPC5HM2E7Ukx9WsxhKGPzY2FgBV89VgFQc0caPj43nyX+CqbzQeL32yfaZNVhyXm3JKneoEuaQZixmpqe8qS2r/K1sLzexQfOV9sP7+kDJxbBJjsrNioHLwo7h0t3VrBkFWVZZGtixl1oVq9QJ0zTQ582HSXYC5j2mOLU1xzY8NRszsS9Pa4hoMmZv5ovnRSjvqj6rpu1XbrYwTHLd9Nb6goCThU/JqErpSleL6Q3PkgOW9tkFmhFY7hglVwzVC1QJ0yjRZI8GSoJEMn3LuQP29nY69NZ0FbEjLKuoiSYbJVVmcWedaXIqg2woLbEvTrHZNX/6NT/IhWWJigqNy2FLhI0hUJtVyhjFmiFZ2dkD2EDVldN+0hCQ4k9yC3WFp/9aecy32/awNP50MrE1LIdorSVoZTqlz6g5afdsfO4JL1fwBnJ4dE347/4Vg4DIA4lcS3cLkw0dkKEUA5eoWT0ZgFkjF0gVgZOR0fnR8w8Hy4iFZr8TOdJ3rbUXtFL02bKWr+sramhc5x3msCdoKJKqK6zjbiXuprDN88o4Ov4vBGUINsrky7vL6M0Cz5ISmRYwmIHZXpifV1CVwtPHUo5R/RBTDSiHef9Puql3KnabtfF1JfLmL2esA+ixJi/lziZJqFFp7avuLXzu7G/f8wZ3dz40BLYH28k7imqKoUx6j99SVVVZmFUZsNlLGETXKJTb0y3SXdF3TTrIPwBqetx4Czbgthb1pfLY767rSyicpn9layZjKFLqxywELnNvPXBXctI2D/tPAm5GW4hpCYxKYUx1j6WSzNXRWMzaDhpEGS3Wu5R3kvUSXxG0DfLJasIh+084ZbZ4tdW2DjSNMPxsvKk2JxjmfmaTJ2XphutW7FXttu5asWZ1Fvq2wYbHGAkFSyrLeczjTvKRyFZvWGOZpNkD2HrVolRDkqCShJIfz6SK3QR3PiA40needlR1PjNzr9aroOixJtomjObXKMCqzWyiLfRuim++8UM0sPibvy5Fhgk7SY7K+YwADnUSXdWeV+TZFNjK154WUBRFE4PTXRK6j+UMWcXafvO59XdOdiC2J3SJcB9sr2lQ54qnM+dRKTXqn2ykbbCt9a7bsMHzrDhYvQzCtgfYCQPKOkrXzKLRrtYTmLvZeVmiGLZW/5U1Ux9SUNJUEPXMMkcfwWV6k/f8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fzB+8b6+flc+eb4pfio+On4Zvkd+gX7Jfxj/bz+NwCrAQEDRgRkBUMG3QYyBzsH8AZXBnEFVQQcA8oBaAAM/8H9hvxY+z76OPlb+LD3Mffp9uz2Pffg99H4//lo+wj9xf6RAFYC+gOBBeIG/QfXCH0J3wkGCu0JgwnNCN0HuAZmBf8DkgIlAbr/Vf4B/c77yfr9+WD5+vjU+O/4Q/nQ+Yn6bft0/JX9zf7+/yMBRgJTAysE0QRGBYkFkgVoBQAFVQR7A20CMgHn/5P+Pv37+8/6uvnP+Bj4jvdA9z33ifcl+BD5RPqq+zn93v6MADsC1wNWBbUG5AfUCIQJ9AklChUKvwklCVEISwcMBqIEJwOjASAArP5L/f/72Prq+TL5uviN+Kz4Cvmh+WT6RvtE/FL9b/6V/7gAzwHWAsgDiQQPBW0FnwWmBXwFGQWBBKwDoAJ0ATMA3/6G/TT87frP+er4Nvix92T3VveM9wf4vfiv+dr6OfzD/Wn/CAGPAvsDOAVDBh4HxQcwCGQIZgg5CNYHSAeLBp4FfwQ6A+UBhwAu//r94/zu+zv7xPqG+o76yPon+7f7dPxR/UP+RP9TAGABXAJGAxcEwQQtBV4FZAU+BewEbAS/A+kC8gHfAML/q/6b/Yj8hPuM+q/5CPmL+Cr4/vcL+Ev40/iZ+ZL6r/vw/FL+x/86AaIC8QMWBQIGsAYmB14HWgciB7QGFQZTBWYEYQNNAjYBIQAT/xH+Iv1O/Jr7Dvuu+ob6lvrY+k779PvH/Mz95/4QAEgBeQKZA6kEmQVSBssG+wbuBqsGMQZ8BZoElQNwAjEB9v/G/qT9j/yK+5/62/k7+cD4bPhD+E74lPgQ+b35nfqm+9P8Iv6L//oAXAKfA7YEkAUjBnIGfwZSBvYFbgXHBBAEPwNqApgByAD4/y7/a/60/RH9g/wM/Lz7mvun++j7Ufze/JD9Zf5O/0sAVAFcAlQDNgTpBF4FngWqBYIFLAWqBAMEPwNqAoQBlwCk/6b+qf2u/L375/ov+pr5K/nx+O/4KPma+T/6C/v5+wH9Dv4v/1gAegGUApsDeQQpBakF8wUCBtwFgwX8BFUEkQO6AtoBBAE7AHb/t/4K/nL9//y0/IT8dvyN/MX8Jf2u/Un+9f6k/1QADAHNAYACJwO8AzYEgQSlBKsEiwQ/BMUDJgNtApMBowCx/73+yf3Z/PL7Gvto+uL5e/kw+RP5Kvl1+fT5mfpj+1H8Vf1x/pb/rgC5AcACrwN4BCQFsQUQBkUGVAYvBt0FXwWyBOcDCQMfAjwBZQCR/83+KP6b/S/94vy7/L385vwr/ZP9HP65/lH/3/9rAO4AXwHBARgCXAKGAp8CqAKPAlQC8wF3AeUAOwCE/8/+If56/eH8VPzY+3T7I/vu+tj67Pov+577Lvzb/Jn9af5H/y0AEgHsAbQCbQMHBIkE7gQwBVUFVwUxBd8EcATgAzQDfQK/AfoAKwBX/4/+3/1U/eb8kvxo/Gf8mPzy/Gj99f2R/jL/1v98AB0BrwE0AqMC8wIkAzoDNAMUA9gCggINAn0B2gAmAF//kf7N/RH9Y/zP+1v7APvL+rX6yfoF+2L73/t5/Cv98/3N/qz/lwCEAWoCPwP4A5EEAgVFBV4FUAUdBcUETgTJAzMDiQLTASEBdADG/yP/iv7+/Y79Nv3w/MH8sPzA/PH8Rf2x/TP+yP5m/xEAuwBTAd4BTwKfAtAC5gLeAroCgAIrAsABRAGsAAMAYP++/iH+kf0M/Zn8O/zv+7r7lfuM+6f74/tE/ML8YP0X/t3+s/+KAFUBHQLdAn8DAwRmBKAEtASjBGsEDASRAwYDbALTAT0BsAAoAKX/Jv+8/mP+HP7j/cD9uv3Q/fz9P/6W/vr+bv/m/18A3ABYAcgBLwKGAr8C2gLUAq4CawIMApYBFgGNAPr/Zf/a/lj+2P1f/ev8hfwt/OT7qvuC+3H7g/u1+wD8avzw/Iz9Ov74/rr/fQA4AeQBdwLvAk0DkQOzA7QDlANbAxADuAJPAuMBdgEJAaAAOwDj/5r/Yf83/xn/DP8V/zT/av+2/xMAewDkAEwBsQEEAkUCdAKOAo8CeAJOAhACwQFhAfcAfwD7/2//2v5A/qz9Jv2p/D787Pu1+5z7l/uk+8f7AfxV/Lr8Lv20/Uv+7/6S/zwA3QBwAfoBdALaAiUDWQN2A4EDdQNOAxEDxAJjAvABcgHuAGYA4P9j//j+o/5i/jX+Hv4h/jv+av6n/vT+VP/C/zAApwAaAX8B0wEUAkACVgJQAjgCEwLcAZwBVwEGAaoAQgDP/1r/5/51/gf+pP1P/RL97PzV/NT87fwk/XX92f1L/sX+RP+//zkApgADAVMBlwHPAfsBGQIsAi4CIgIGAtQBmgFPAfQAkwAxANH/bv8M/7v+ef5G/iz+K/45/mL+of7w/kj/p/8KAGkAwwAYAWUBpQHeAQsCKQI7AjwCLQITAukBqAFaAQEBmgArAL7/UP/l/oP+Kv7b/aH9eP1i/Vj9Xv16/aP92/0g/nT+1f4+/7P/KgCZAAEBVwGZAccB3QHdAcwBrgGCAU0BDwHNAIUAOwDw/6P/YP8f/+H+r/6R/oP+f/6L/q3+4P4k/3f/0/84AJ8A/gBZAawB9wE3AmcCigKVAogCagI+AgQCvgFoAQwBqwBGAOH/gP8p/9P+gf41/vT9wv2f/Yj9ff2B/ZP9tP3i/RL+T/6W/uX+QP+d//j/TQCbAN0ADwEsATYBMAEiAQYB4QC0AH8ARAAOAOD/uf+W/3f/Xf9K/0X/S/9c/3n/o//b/xwAZQC5AA8BYgG1Af4BOwJrAoYCjAJ6AlgCIwLgAZABNQHPAGEA8v+D/xj/tf5X/gf+yv2Z/Xb9Yf1Y/WP9ev2f/c79Cf5P/pz+8f5M/63/DQBqAMQAEQFVAYcBqAG2AbUBpQGJAWIBLQHuAKsAZQAhAOL/pf9q/zL//P7U/rP+of6Z/p/+sP7W/g3/U/+i//b/TAChAPQARgGPAc4BAgIjAjUCNAIlAgMC0wGVAUkB9ACbAD0A4/+S/0r/DP/T/p/+dv5Y/kf+P/5E/lT+ef6q/uT+I/9j/6P/4f8YAE4AeQCWAK4AvgDCALoApgCKAGYAQQAZAPD/xf+W/2j/Q/8h/wX/7/7f/tr+2/7n/v7+IP9V/5n/5v87AJEA5gA0AXcBrwHXAfEB/QH8Ae8B0wGyAYcBVwEiAeYAowBdABAAvf9r/xv/0f6R/l7+Nv4f/hj+Iv49/mb+nP7c/iD/Zv+v//T/OAB7ALcA6gAXAToBUAFYAVUBRgEpAQAB0ACZAFkAGADW/5b/Wv8j//X+yv6l/pH+jP6P/pz+tf7Y/gv/SP+M/9X/IQByAL4ABwFFAXMBkwGjAaUBlgF7AVcBLAH/ANEAogBxAD4ABgDO/5z/av84/w3/6P7P/sX+xf7N/t7+/f4k/1H/hP/B//z/NABnAI8AqQC4AL8AuwCxAKMAkwCBAGwAUwA1AA8A4v+w/33/Tf8g//r+4P7O/sn+0v7l/gT/Kf9W/4z/yv8MAFIAmwDiACgBagGnAdUB8wEEAgQC7wHNAZwBXgEUAcQAdAAjAND/gP81//H+tf6I/mT+TP4//kD+Tv5k/oT+rf7c/hT/T/+R/9T/GQBcAJwA1wAEAScBPgFJAUQBMwEVAe0AwACNAFUAHADl/63/ev9M/yT/Av/m/tT+zv7Q/tr+7/4L/zT/Y/+X/9H/CgBCAIAAvAD3ADIBYwGJAaMBrgGsAZgBdQFFAQoBwwB8ADIA6P+i/2T/LP8A/97+xv65/rf+wf7U/uz+DP8x/2D/lf/O/woARAB4AK4A3QAFAR8BLQEsAR8BBAHgAK4AdgA2APX/sv91/z3/Cf/c/rb+nP6K/oL+h/6Z/rX+3f4M/0D/fP+3//b/MQBtAKgA4QAaAU0BegGcAbQBvgG3AZ8BdgFCAQIBuwB1ACwA5f+k/2z/Pv8V//X+2/7M/sj+z/7c/vX+Fv8+/2//pf/g/x0AWwCbANUACAEyAU8BYAFkAVgBPwEaAesAsABtACoA5P+d/1X/Ef/V/qL+dv5S/jX+I/4g/ir+Q/5n/p3+3/4w/4f/3/83AIYA0QARAUQBawGIAZoBpAGoAaIBlAF4AU8BGwHcAJYATgAEAMH/hv9V/y3/D//7/vD+7v73/gf/H/9F/3H/p//i/xwAUgCGALQA2gD6ABABIgEoASYBGAH+ANoAqwBzADQA9f+2/3X/O/8G/9j+sf6O/nL+Yf5Y/lv+aP5+/qL+1/4W/2D/s/8HAFgAowDlABoBRQFmAXoBhgGDAXgBYwFIASEB8gC9AIIARAADAMT/i/9X/y3/B//t/uD+4P7t/gb/Kf9X/4z/yP8IAEYAhAC9AO8AGgE8AVMBXQFcAVMBQgEmAf8AzQCTAFEACQDC/3f/L//t/rL+gv5d/kD+Lv4o/i7+P/5X/nr+pf7c/hv/Yv+u/wAAUACfAOUAIwFVAXoBkwGZAZUBhgFvAVABKAH2AMMAiABKAA8A1f+d/2n/Ov8W//3+8P7x/v7+Fv83/1//j//E//7/OgB2ALIA6gAaAT8BWgFkAWQBWgFFASUB/QDLAJEAUAAGAL3/b/8l/+H+qf54/lP+Of4s/iz+Of5Q/nL+nP7O/gX/Q/+F/8n/DgBSAJcA1wATAUQBbwGKAZcBlgGGAWgBPwEOAdYAnQBhACcA8//B/5f/bv9K/y7/F/8M/wn/Df8c/zf/Wv+F/7j/6/8dAFEAhgC3AOMACQEiATABNgEuARoB/ADXAKkAcwA2APj/t/95/z//DP/e/rf+mf6C/n3+gf6P/qj+yP7w/h//U/+P/83/DwBQAI0AxwD4ACUBQwFZAV8BWwFLATABCwHdAKkAcwA2APz/xP+T/2n/Rv8r/xf/D/8N/xP/Iv83/1T/fP+o/9n/EQBHAIAAtwDnABABLwFBAUwBSQE7ASQBBQHdAK4AdwA8APz/uf94/zr/Af/K/pv+c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CDbHwsfFB7tHJ8bJBqIGL8WwxSpEnMQIQ7FC1EJ0wZVBNcBX//7/Lf6m/ia9rf0EvO28YDwae+N7svtKO2m7DPs2+uV61DrJOsO6/Lqzuq36qPqo+q76sHqzerq6hnrYeuv6yDssuxJ7e/toe6B74HwkvG08vjzafX39qH4V/oa/P/9BQAhAkgEeAamCMUK1gzZDtUQsBJhFPgVchfBGPUZDBvwG6AcLR2cHfsdKh4PHtUddh33HEQcWBs+GvIYcBe6FdoTwRF/DyENqAoQCGIFtwIUAGf9vfon+Kf1PPPj8Jnucuxq6obo0+ZC5e7jvOK74fTgYeAT4Ovf4t8a4KPgWuFB4mDjl+QI5rPneul164Dtnu/b8SX0cvbH+Bj7Xv2a/8EB3QPqBeMHtgl3Cy4Nvw4sEIARrRK2E6kUchUaFqIWDRdZF30XmRePF1kXHRfbFoYWDxZ+FeoUThSgE+8SHxI2EUgQTg82DvgMrQtRCvMIhwcHBooEBANzAeT/XP7Z/Fb7xvk3+Kv2DfVx8+rxavDz7oLtGuzN6orpTegy5zbmVOWY5BLkvuOe467j/uOO5FLlVOaT5wLpq+pv7EvuSfBu8qn05fYq+W/7pv3b/xACQQRvBp4IsQqjDJQOehBLEvMTehXwFkUYbBlhGh8btRspHGcccxxcHAwciRvhGg8aHBkLGNUWgRUDFFwSmRDODvIM+gr6CPEG1AS1Ap0Ag/55/Ib6nPi99vz0YfPa8XHwKu8E7gXtKexk67fqKurD6XjpT+lO6W/pqun66XvqFuus61bsJO0C7tnutO+Y8IHxYvI98yj0EfXz9ev2+vcD+Qn6K/td/Jz97f5EALUBOAPPBHkGJwjSCYYLMg3gDogQDBJtE7kU2xXSFqUXWBjtGF8ZphnIGbwZixlNGeoYUxidF9UW4hXNFI8TJxKkEPQOLw1XC18JTgcxBQ8D4gCr/mz8OPoZ+Pj15fPs8fzvLe517NnqX+kL6NPmueXX5Bnki+Mu4/Ti6eIO42nj8+Ok5JLlxOYQ6IXpIevl7M/u1fDl8gL1PPeI+c77Bv48AGkCggSHBngISAoHDLsNSg+5EAQSLBM5FCYV6RV5FuEWMBdnF3MXUBcgF8cWSxa5FRsVYhSPE7QSyRHWENwP3A7cDdIMuAuVCnQJPggBB9AFhwQ0A/IBoABP//v9pfxN+/P5mPhF9/f1svRx80HyHvEH8P3uD+437Xbszes167fqU+oR6uHpyOnO6fbpQuqq6ijrxet77FntW+5v76Dw7/FR88b0V/b/97b5fftR/UL/NAEzA0UFSgc/CTULLg0ID8EQVRLCEx4VUBZCFwAYnhgQGVMZYhlFGQcZtBhFGKQX3xYMFiIVERTdEo0RKRC0DiMNcgutCdMH5wXuA+oB5P/a/dT73/n29xn2XfTJ8kvx++/Z7t3tDu1h7N3rgOtA6yjrIus163bruesN7H7sAu2N7Sju3O6g72zwRvE38jPzOvRh9ZP2w/cI+Un6hvvD/AD+Pv9vAKEByQLmAwEFGQYrBywIIwkSCvUK0gulDF0NDg7CDmEP+Q+jEDgRtREmEocS8BI+E2YTfhN0E0sT/xKLEukRLBFGEC4PBQ67DFALygkpCHQGwAQQA1gBlv/Y/Sf8fPrj+Fn33fVv9Azzs/Fr8DTvDe7+7PzrFOtL6pzpGOmw6GToQOhY6KPoIenM6afqwOsH7XDu+O+i8WvzSvUy9x/5C/vx/NT+swCGAkME+AWZBx8Jkwr3C0ANdA6TD5kQhBFKEvoShxPvEzkUWBRLFBMUvxNAE5MS1BHtEOkP0A6vDYgMVQsgCugItweSBncFZgRkA3sCmQHBAPP/Mf97/sn9GP1e/KT78/o2+nb5sfjq9yX3Xvaq9fb0Q/Sj8xTzmfIl8sHxfPFI8Rbx/PD98A7xMvFd8Zjx3vE18p7yEfOD8wj0pfRX9RL20Pak9434lvm0+uL7Jf12/t3/WQHqAn4EFQasB0QJ1gpVDL4NFg9QEGYRXhI8E/cTihTqFDEVVxVQFSsV6BR0FOITPhN0EogRgRBdDyEOywxJC68JDwhTBoAEmwKyAND+7fwQ+0b5gffQ9UD00fKF8WXwY++D7tHtPu3O7IrsaOxl7Hrsouzt7Ertwe1U7vnur++C8HDxYPJg83D0kPXD9vr3M/ls+qb76vwh/kX/YgB4AYQCeANfBDsFDQbOBoQHNQjZCHkJGQqnCiMLowsmDJkM/AxjDdQNMA54DrYO6Q4bDzoPNw8nDwgPyg5xDggOjQ30DE8MngvYCv0JFgkoCCYHFAb4BNUDqQJyASwA3P6G/TP82Pp2+Q/4qfZA9evzpvJo8TnwI+8n7kXtfuzc62nrFuvx6vjqN+uh6y7s3ey07bHuze/+8D/yifPu9Gj23Pdb+eT6fvwh/rX/UQHyAosEIAa2BzYJoQoFDFYNiQ6ZD4kQWREIEoUS2hIcEzMTHBPeEnkS+xFkEawQ4w8CDwgOBw0ADO0K4gndCM8HwwbABb0EuwPCAtIB5AD4/w3/K/5E/VX8cfub+sL56fgk+Gf3tPYT9nr18PSD9Cb03/Om83LzUPNE8zXzLfMo8ynzPfNT813zafN085HztfPj8xn0ZvTH9Dz1xvVg9hj38/fk+Of59/oi/Gv9vP4RAG4BywInBIMF1wYjCGEJlAq+C9UM1A3CDqUPchAmEcQRYRLaEjUTeBOXE5oTfRM9E9USQxKUEcsQ2w/FDoQNIQypCh8JeQfFBQ0ETgKNAMT+BP1U+7P5F/iM9iL11POe8oPxi/Cz7/HuUu7Q7WTtHe3s7Nfs6ewO7VPtu+1C7uPumO9o8FDxTfJl85f00PUS9174sfkE+078lv3V/gcALAFBAkoDPAQWBecFqwZkBxQItQhLCdIJTgrMCksLuwsfDIUM5ww/DYgNyA37DR4ONg49DjgOHA7bDY4NPA3WDFQMxgsoC3gKwAn8CCYISAdqBn0FhgSNA5ACjQGFAG//Uf42/Rn87vq/+ZD4Xfc19hz1BPTu8uvx+PAY8FfvsO4c7qvtX+047TftVu2U7e7tZu4C77rvivB28YDynvPV9CX2f/fq+GT66Pt8/RH/rgBKAuIDewUJB34I6AlCC4MMpw2lDosPVRD4EH0R4REpEk8STBIvEvERnBEqEZsQ+Q9ED3cOmA2rDKsLowqXCX4IXgc9Bh4F/wPeAskBwAC2/6/+tf3B/NP76/oI+jv5dPiy9/v2T/at9SD1n/Qt9MrzdPMr8/XyzPKx8qXyo/Ku8sby7PId81fzofP081b0xPQ59b31S/bn9pT3RvgL+dz5uPqe+4r8gP1+/oP/iQCVAZ8CrwPFBNgF5QbuB/MI8wnmCtYLxAyhDXAOMQ/iD34Q/xBbEZsRvhHDEaIRUhHiEFgQqA/RDuIN3Qy5C4IKMgnXB3YGBAWOAxMClAAX/6D9Lfy9+lb5/fex9nL1Q/Qp8yTyL/Fb8KnvGe+j7k3uF+4D7hnuUO6d7gjvmu9S8Bzx+vHy8vzzFPU69mv3ovja+RH7TPyJ/bv+5f8IASkCTANfBF0FTgYzBwcIyQh7CR4KrgotC50L9QsyDGUMjAycDJcMgwxhDDUM+wu0C2QLCguoCjoKxQlPCdcIWAjWB0cHsAYhBo8F8gRUBKwD+gJFAokBxgAAADf/ZP6M/bb84fsI+y36WfmP+Mj3Cfdd9rv1H/WR9Bb0svNg8xrz5fLF8rnyv/LU8vvyNfN989fzQfS19Dz13fWF9j33CPjp+Nz51/rt+xD9QP56/7cA+gFEA5EEzQX+Bi4ISAlPCkULIQziDIcNEg6CDtgOFA81Dz0PJA/0Dq4OTw7XDUsNrwz4Cy4LVQpqCXIIbgdkBk8FMgQVA/sB5ADK/7n+tv2w/Lr71vr9+TX5ePjN9zj3sfY79tb1fvU19fT0yvSz9KH0nfSp9Lz04vQX9U/1mfXy9U/2ufYw97H3OPjF+Fv5+Pmk+lX7B/y8/HP9Mf7y/rD/agAhAdYBigI4A9oDcgQEBZIFGgadBhcHjAf3B1cIvAgbCXIJyAkcCmQKnwrWCggLIwsxCzYLKQsIC88KfgobCpwJBAljCLQH9AYiBkIFWARiA2YCZQFcAEz/Qf4y/SH8G/sU+hL5Ifg392P2nfXf9DP0oPMk87vyavIx8hXyFPIp8lbyofIC83fzA/Sm9F31KPb99tv3yPjE+cr62Pvn/Pn9Cf8WACsBQAJHA0gEPwUwBhQH5wemCFgJ9wmACvsKWwufC9AL6gvvC9sLtAuBCzwL5gqACgcKhgn6CGMIxAcgB3oGzwUfBW0EvgMXA3ACyQEmAYUA7/9a/83+SP7E/UX9z/xm/Pn7jfss+876dvoh+tP5jflF+QD5wviK+FT4LPgF+Nv3vPek9473g/eA94f3lPem98P38/co+GL4sfgI+W/54vlh+vL6ifss/N/8m/1h/iv/+f/PAKYBgQJfAzMECQXdBaYGYgcUCL0IWgnrCW4K2go1C4ULvQvjC/YL9AvdC60LbgsUC6IKHwqFCdcIEghAB2AGcwV9BIADdgJpAWIAW/9c/mX9d/yT+7b68fk2+Yn46/di9+z2gvYn9uT1sfWQ9YH1h/Wi9cj1//VE9pL28fZk9+H3Zvj5+Jb5PPri+o37Ovzj/I39Mv7R/mb/9/+BAAYBfQH0AWcCzgIsA4QD1wMqBHkEvgT+BDoFcgWlBdIF+gUkBkwGZgZ9BpUGqQa1BrsGwAbABrYGpQaRBngGVgYwBgYG0AWWBVUFEAXBBGkECwSnAzoDwwJDArcBIAF9ANL/Jf9v/q796vwi/Fb7kfrS+Rf5Yfi29xj3jPYS9qr1UvUX9e702/Ts9BD1SvWW9ff1cPYD96T3TfgC+cf5mfpr+0b8K/0P/vL+2v/EAK4BlQJ2A1IEJwXxBa8GYQcBCI0IBglwCcgJBwo0ClEKVgpLCi8K+wmzCVsJ+giJCAkIfwfsBk4GpwUFBWIEtAMAA1ECpwEEAWIAw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"};
}
loadSoundbankFile(src) {
return this.fetch('soundbank/' + src).then(function(e) { return e.arrayBuffer(); });
}
loadFont(src) {
return this.fetch(src).then(function(e) { return e.blob(); });
}
fetch(u) {
return fetch(this.data[u]);
}
});
// Project type...
var type = 'sb3';
// Project data...
var project = 'project.zip';
// Player options...
var playerOptions = {"fullscreenPadding":0,"fullscreenMode":"window","turbo":false,"autoplayPolicy":"always","username":"uusername","fps":30,"spriteFencing":false,"cloudVariables":"off"};
// Controls options...
var controlsOptions = null;
player.setOptions(playerOptions);
if (controlsOptions) {
player.addControls(controlsOptions);
}
fetch(project)
.then(function(request) { return request.arrayBuffer(); })
.then(function(buffer) { return player.loadProjectFromBuffer(buffer, type); })
.then(function() {
player.enterFullscreen();
splash.style.display = 'none';
})
.catch(function(e) {
if (location.protocol === 'file:' && project.endsWith('.zip')) {
alert('This project was created with the Zip environment which cannot be used from a file: URL, only from a website. It should use the Plain HTML environment instead.');
}
player.handleError(e);
});
}());
</script>
</body>
</html>