<snapdata remixID="12731772"><project name="Mohamed Nour-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="Mohamed Nour-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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s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="346.33333333333337" y="71.33333333333334"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="352.33333333333337" y="137.33333333333334"><block s="clear"><comment w="80" collapsed="false">Script A.</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="30" y="459.3333333333335"><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="225" y="297"><block s="clear"><comment w="80" collapsed="false">Script A.</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="550.3333333333334" y="321.33333333333337"><block s="clear"><comment w="80" collapsed="false">Script A.</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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="574" y="493"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"></block><block s="doRepeat"><l>4</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>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Mohamed Nour-U1L4-Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>