<snapdata remixID="12730425"><project name="[Jonathan Gazit] - U1L4 - Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="[Jonathan Gazit] - 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><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" id="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-8.438610635006551e-13" y="4.570914093961882e-13" heading="54" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="10"><block s="down"><comment w="234.33333333333331" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666666"><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="16.666666666666657" y="108.6666666666666"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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>3</l></block></block></script></block></script><script x="16.666666666666657" y="279.0000000000001"><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="234.75" y="108.96875"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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="458.96875" y="95.22395833333334"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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="677.125" y="104.59375"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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>0</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="577" y="281"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>0</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="[Jonathan Gazit] - U1L4 - Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>