<snapdata remixID="13694083"><project name="Razwan_Mahnoor-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Razwan_Mahnoor-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" id="48"><pentrails>data:image/png;base64,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s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="258" y="109.16666666666666"><block s="clear"></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="489" y="108.16666666666666"><block s="clear"></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="269" y="310.16666666666663"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="turn"><block 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