<snapdata remixID="14563230"><project name="[Perlman_Jacob]-U1L4-Polygons2" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="[Perlman_Jacob]-U1L4-Polygons2"><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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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,253,242,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="109.66666666666666" y="15.666666666666714"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="109.66666666666666" y="46.33333333333337"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="109.66666666666666" y="114.33333333333331"><block s="clear"><comment w="80" collapsed="false">Script A.</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><comment x="277.70768229166663" y="134.16666666666666" w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment><script x="111.66666666666666" y="314.16666666666663"><block s="clear"></block><block s="down"></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>255,253,242,1</color><comment w="280.83333333333337" collapsed="true">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="true">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="10" y="578.3333333333333"><block s="forward"><l>-100</l></block></script><script x="205.66666666666663" y="79.33333333333337"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="671" y="294.83333333333337"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>5,45,255,1</color></block><block s="doRepeat"><l>5</l><script><block s="setSize"><l>10</l></block><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="650" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>0,189,36,1</color></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>5</l></block><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="434" y="32.666666666666714"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>255,51,0,1</color></block><block s="doRepeat"><l>8</l><script><block s="setSize"><l>25</l></block><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="471" y="288.66666666666674"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>172,107,255,1</color></block><block s="doRepeat"><l>10</l><script><block s="setSize"><l>25</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block></script></block></script><script x="400" y="494.66666666666674"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>31,10,0,1</color></block><block s="doRepeat"><l>4</l><script><block s="setSize"><l>25</l></block><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>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Perlman_Jacob]-U1L4-Polygons2" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>