<snapdata remixID="15012197"><project name="StarterCode 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AeyaXYtkRxnHq2c2EoVIJAhrosbotSbfQPFCVCJJJCZB8VOo8SLmKoYY9CN4Ib6gBi8SvFCCN36DqBAUhGjcxQWNIiuyuJtp/79/11Op09PT0zu9Y845VcOpU/W81HOq6vn1c3pm92A565+j5fLov8vyc3R9uTy6sSw/A1vtd9qYuDmO472ZQ6I/YS4e9fOQe1sepLn9LK9rR0s1rgU3tSwvLmh8pHaGa5ljMHX5ZkqLODri5fHyhvS3pdWPfFI8XxrWtQhbltW1fuWTm9ExkGRAiC0dk9kycMgBIAFDw7Q4TAmwGG9qsFSgA0YUmxyzbikwiY/ouJV/vT7sDTeyMcPtAxOVMG/NcIWMTXDYVEGROIpaH2M7Ck7JcJfFY50hIwYWAK9ja27AmAiixgcDVxqw0jfY4sTmtXVXKm0tqpvhqreITa9LqwTKOgAGVtDYXt/kW4uuZALaOvkzjzHxAjjWEGPb9NwBfHwwBCS2BpsyMdNdFxioRtojSQcGDf26dSWSYDiyj7+zAQOg0cteLskL9EWhATqOUL0kX0DpDwCSoKRzXA14PuvQ0BcyH45Yq5Vt3Ti9+e7YyQaCAETbddJTSiTdr81q+5t0xRwx1BfAstHQxS8YsqdcFYnvNcjPz816icmy1sMzkWnWMWin6QRmvlkAABC2WSebypOAUwbrqYJUOACSbuMlO1B57ga/YtNkYHJ1zWOqYICLjRh+ruxUY3Thj6qRNn8AnUj9+YUEMzaQfO+SAAABDd/bpDr9AjxAjO9yQCzZEzUmJkBZlt7xJQRcXoeO3X7SY+cDwrqAVKqWLp1EA9v1dzdt1clnv4AhgKhCUQVRGxzZQlf/7c/2DTcAMlyqoAUqxTZQ+ANlfj37+VpH8eODUNlx59n2szD7m05j9ntcbTCSngBFFdGwYeJ7GTpB4kokm6GSfiE4cNmluYLqOIHHQGqSx4qr4bHvfNioeAVUOaHzs/McqeZ+6cTmvsVqfyTboOg16rEqEN/LrKv8PNTRWK+K6N7K1Q1IqJ4AA9iA6188FNcezCG2YEbGD398iwzg2V6qHrp24OModMp0DTWDp1ektyxQqIjAY4gkGy4bVze/vlfD1V0+ABMwARbV1CArruMLPqobbQCfKioyPvgTEJln1jrrFQsb41vbRhWtPQA5fpJNcnlVUt0Mg6oXcoFLsOArtf4ZhJE6vaoNnETmqUsGV5WLeNiACT2xQges+GHj2dgZY8cvdNYHeEpNrcc2w6ZdznBXO21JWzcAeuXRlyrIZGzApnHAqWEynLJ5LLsBEaH2kdK9wEXvmPI1fFRE7HqWutX3wexHlURHJS5z5OdYNsz6phOa9f5O3hxg8HqlMuHFm9Wv0qhmKDc0++dj8zj7GzpVL/cAJx+eAVT0VLqADB8a4aMSiuOEbgCelMzHb6ZNpzTTne20LX4JUJIBBBBcBVWZYq5hkB0wQxfjYlMlpIoBCpDR8youOlUzZPT8WQfIHEvz0DFGxxoY0wAbGz02dDNtjQOorJJgwweMggLAqIxAcyQYbZPf4JLefszBAKQ6SoBhHjaqnWOrKgITYwOqZyADqHWqoA6hmOhpwG0b8GKcb9OpjX9zV69eTZcuXTq1Xbly5WybIdlJoHj2QVoCnr/vWVHdAC2LVDOAAxarBJDho5cfMYEJG2OARAZuy/no0dH8PAFX25hL2/ghwDD9lk/h/7ORsz7ljjvuSJ998MH0gfs+dGL76AP3pzvvvPOsj9C8XIkEwmLhL4TSrV+r41oCHxWMFr8NB3x+lWo+UBmmPBaT/o5nv1wFwwc/qmM8jpjYooV+hv3qRCewsd++8kr6618upbvfd/dgtQcHB+nRRz6f/vn3N9Ltt98+sN2U4EomWPz6TMmQBYjA42CrwWIRfis5GSoqn17JrlaLlAARgJJ+AMyw6pcTdExDR5PZF9XUNvlQLQESu1t8OOw5q9tkAOTUL168mC6//nr68Q9+mC4cKtlSHul1+a3nnkvPPPvN9KnPfFqaPa4FMQWPQiwW6l3pJMS1LqMHJlXNlYnXOEcqGKliwAPQgCUfV0B0wAlk6KMBsW3xGtbziT/zxmmNe4t1ZXCybqQnnngsXb92LX35i19Kh4eH6XMPP5Sefuob6eVf/LLsBd1TTz9d5J0HQFA71xwAZW1jnO0LVWJE1U51HKvIZL1UVmLSI0ejIlqfgcOumauLudVrusxZWed056TGvR+q0rFEUWGup+9/77vp2r+vpqM3j9Ibb/xNuZc+7+bnL76Unn3mGUuv/em1dPH996QXX3rJ8qk3nmcn0UVpU2dx0w07+uipeDTWbX2AJKiIGy3p6D0n7Hr1FtCkA/bwjZ54M2s6hantiCXrVZmTcuHCO9LvX3013XXXe7URARhJrPr77v1gunLpcnr4oYfkk9JPX3gh3fuRD6fLly9b3ngjPiBRqewggNyLxhgiS6QT/epCkAOVGwiJQ0+sak3+15CFQCO+faISqk/aH4Aq4twvsjnuPUbS/J1JCeO7Fcl0W1s6iV5PJjJuEUf94194JP35j39I99xzUdws01effDI9+vhjeK21AIpejaq05pEAKOUfcZdHqw4I9byU9MHgFcta6nYiaASiaR6/1JQ46Fah53IfP4CGioqQAVgoCXVSSPBpjV8ASsaIw7bVFIr/TPCd559NP/vJjwTj6jX48U9+Ij3/7edT4tmArimJH/zpD0KBUDWFTK5cDBYpBbB8aLzmVXxXv21r9odN8PnZxNFvwYCbNE7z+uGkRr4jDp3GUmkk40JKJORMTfNJZMARfXrr59e/ejl9/WtfMZCv/OZ36V3vfk82QqAaQGUNoRIxWKJMK7WEBc854zqpjJ5PDPaseKvAs7uzu4ltiiyruaLwStafPuIVta2qFBv+zFOjwtAUjq4cBED5F4SUHrj/Y+k///pHSmYAx5QS9qQffFC5t4OUVC7Fvqk1URnrdRGDwAo382v8ABZwSBKN5KoBAY1XHq/KrdVQlQi/Y8kkyQJHV6Ids9eK7IsK4PD381HQsNOvNxxVybauT794UPH8PVH+VFh/wNhv1QafkvXnTFMeP4DHEieYAM5AafkkrZy9KsfGyqPqAiyOpfnFf22wkSEBgdsy94yhNXyB0br1G2vLYPEd9NgHCbD0QSrTiE9jntbIHr1eYuTGc4v/PAba7QQ34uogqI4lVQC6kuSEOYEkU4n1nJx0krtp23I7roa0MDBe8wBsq/DJdq9Bstendbpy6ai9nmptzLMP66pbzMFh2u201etUTnN5m+0FnCpBJB2I1hOKjioxmEMy4xXIdgUJVZL/++etSXa/dovK5l4+PJPYuIktulULQT4oqMjxCrWcgQPCGjZkg5rtg71ovYM95L0Tb2aNjIx7S5uS5Ndvtez1ZAFLJJTfKAHOyRck6D1Vrz8Di7B2DDBFDEzRA1XICsNw1QaCfnNGphFT1dfPFUA48+xogzXzIcEhmhbA2sI3+jDPqOeUJrgdJTgSS698Df4sA6Doafw/v0gmVQcdMrsGTFc1vbqRPdZA4XXXRWB1vhjL4IpoxVs3qp4lVS6eQXXl75U8m7UAEHaeTcOHNaB30zz00fg7IP4NtIkASOJVRSJBgOPE5dcXCXeyBFL41JUTf/ROOlWJihNbV2zPRY6xFbqty0AoNZcrY5apjjwPcHgGPaCyRmDj2QEiulgPPbEAH300ZOaUpmptv/ndOPXR7+rG9WspkdhIEH2qfupEYaOR8NDHXBJOs12w4uMwHAMyQDG2csMNe1YDGHABCxWQVyoQOj4xclXD5ucJIq9Hz0F2k591+nDxm3IOnViX7fEBW/8gFMfJD3QC49/DhdveqUUu1KqLREfyAjCShkvoqYzWKYHoAARfj5VcJ50jyFAYKMZ6lsFRT7zSFKeMNSAec6ICBoToqII8G108Dxk9MnNq0MIPm+crflysOcYz6zn9CW1JAJAgGqsmoTSqEHJACRjogQhfkotMYvFhjB4AAkLkSDTVDUD42x8xiF03dDyDuNZT7VThHFc9cW1XZUNHXOLjbxn45WedgCdG6O2rrwi2qcc24zYdACMhdaIiMUCF3WCQXG2LZFun73zMYQxUMTYkOYB/YVC1Iw4AZHUynILL3/dCiR9NAKGyv8YR171k27QWnhtj4tUyvlER+XDgx4cJvRvPEcTWz/OmTE1kY06IElovl2TSavCwoyPZzCGhlrVV5DKWXIBUZaViea6qDn6M3VShqIQe6xbAaZjwM7SC1HFzbz0Qaq7HiskHgjHz7StdxEBPHOu1FvRuiofN43nelIUJbiySBTROUN5G0QtU67U3kkrS8WXsyqfE4osPOvcCgl5TVpUvYtZAoBNU9iFGVCdVKuu4aVxiVxDygeBZfCB4DmEtM0cNHY251uMg/cwvTnQ6W6RiOTlKMskCJq9eybJevfUoBQo6y/JnjH+ACJQkG1def37NChiqqauVALONm+a703Gxhhi7F+zE8XOYr1c+8QAOHbFiDHxehybyfNsFMfOl8oWOhi58bZjnTSc6oY0BB8kBolg2SSJZ1gsG9MgkHp1lJbmGj9+OgQFQ8MHf/2IiaG1jUjSgzgCWOYKT+HaR3XrNZX2sxzEFI/Yyxi44AQ8fbDTs9NYRC0ENPU3DOV/TAnCQCSXLSRMcdaLWdZa1TaA1NPhLRu95ijOImwVXOvlZ1Bz3cUMPUAIeeA0VwAnMcCE2z0D2GLvmAKtlPhTIcmC+dfoaEHOkPuM1qWmc5KQWvFosiVIjaSRvpUz+r+7IwIbOydQWLQOaEo7dIOKgZoAASUDYRlxAwldzqZJy2+1iTo7FBMdTXI/RB4RSsHbWwfMl+kIXVdSK+d844QnukleZEhorp1oBGwmkwqBHjteuZcCKORkUvpuFPz4eAyrHQr9e+exU3fCRLxDxbICyNeuIJ6CWR1sg5Lun1+qJugl+YmnUwqWTmvg2ST5/S6uT5oRqa6582h9y2D0WwFIngKFKucqdBhsTaPgJPMdWRXMvGRPAAfVAd5hgzM/Ch3XwXPyQ+c7JGliX5bZuytKEN0zS4IGkxjbQDSqfqo+BkAOVUl1KTFIVdJ/06qY6ZihDJ/XGy7GYq6PjX0xqJ4MkKNGxJq9FAuMCXJYHEGo9+IS/XFq5dIoT3ipJ47fX2IITqC0ZEimpjnoFJoCUmOpKCQAAY32+2T9AzLroVmVM0kLAAqCGcbEOPzsriO2hfHkm43Ufy8BaxUKHb0NN2ZrJbg2AthPwueLwajxcbdD2PLYNOGQydKHHX7pNr2T/a0jY8VEz3Os6vmdmqAC8VF38ZfM6NOYCOMOa/dE11pSxW7fjtzeStlLg00pILAnWMAUEBkYK26LSAZDmSl0u7KVqFq0G+Korl8AFYMsAHSBp7BgysIYBdMzR1wKZfNm+HteWJm5rJz/hPQ/gU4JJbNmOXnVF1rh8z6sSb0gFjudIaLigagAAA1JJREFUH7Ba5iab1Iw2Nlc7YsvK2FVWYy6/vrMtwA5AbReU9A22+QAYyaPaGICsQOY3zSy6Goad6lWDGfrwrXtDtI3A2lljAC6QqdoacOm5/MyolijabfMD0MlVtSKn8VsqMCD7F4Jss3wzN+YFgFSsDBCxAzQANvDErXwQWVexSYGsrvVrfgAOMsqfV/TFP3RUISCxDEBn3L6gWx7FK7UGDUgdPN8kU2WztOoC4pXU+v2MGZjIsQ2qDMAIiFg6Vat8b1yHsfIL/7Xeb+Q13Vtihsyw5zFGr+f02Li20uYNYJ3FQfWrDRrXMDIuv6TIttNVOQHZoOq1c8TVKew8bOd0ACOOhe9irk6hqHtVw1IZVb22l7o8Ua9hg5vFuiuxamUfxwm0A2DsmN4w7vgq9B+gmbSl6TthGvzZpfreuWVaN6X4o1TjR2EgN52BKuAmtXV8div7iTHs3G8nnACneIKpUfUAJB1P/QqtbdYvGj2kW7dtnfCtC9Yj9RO42RPoAN7siXX/wQnsK3QA9z3BPn+vE+gA7nV8ffK+J9AB3PcE+/y9TqADuNfx9cn7nkAHcN8T7PP3OoEO4F7H1yfvewLTBXDfnff5oziBDuAo0tDuIjqA7eZ+FDvvAI4iDe0uogPYbu5HsfMO4CjS0O4iOoDTy/2sVtwBnFU6p7eZDuD0cjarFXcAZ5XO6W2mAzi9nM1qxR3AWaVzepvpAE4vZ7Na8U0BOKud982M4gQ6gKNIQ7uL6AC2m/tR7LwDOIo0tLuIDmC7uR/FzjuAo0hDu4voAO6U++50XifQATyvk+1xdzqBDuBOx9SdzusEOoDndbI97k4n0AHc6Zi603mdQAfwvE62x93pBDqAOx1Tu07nvfMO4HmfcI+/9QQ6gFuPpxvP+wQ6gOd9wj3+1hPoAG49nm487xPoAJ73Cff4W0+gA7j1eLrxvE9gvACe9857/FGcQAdwFGlodxEdwHZzP4qddwBHkYZ2F9EBbDf3o9h5B3AUaWh3ER3A8eW+qRV1AJtK9/g22wEcX06aWlEHsKl0j2+zHcDx5aSpFXUAm0r3+DbbARxfTppa0QDApnbeNzuKE+gAjiIN7S6iA9hu7kex8w7gKNLQ7iI6gO3mfhQ7/x8AAAD//3d+nVQAAAAGSURBVAMAG/Zl+CvfUV4AAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="StarterCode 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="16.666666666666657" y="268"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="384" y="10"><block s="clear"><comment w="68.5" collapsed="false">I.</comment></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="429" y="174.16666666666663"><block s="clear"><comment w="68.5" collapsed="false">ii</comment></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="470" y="356"><block s="clear"><comment w="68.5" collapsed="false">iii</comment></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="263" y="447.16666666666674"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="19" y="516"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block 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