<snapdata remixID="12730491"><project name="[Jahan_Rehmil]-2020 - U1L3-AngleExperiments2 (starter)" 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="[Jahan_Rehmil]-2020 - U1L3-AngleExperiments2 (starter)"><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="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="300" 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="30" 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="30" 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="503" y="100.66666666666666"><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="30" y="90.83333333333326"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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><script x="582.3333333333334" y="179.16666666666669"><block s="down"></block><block s="clear"></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="496.33333333333337" y="404"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="clear"><comment w="80" collapsed="true">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="255.33333333333337" y="476.16666666666674"><block s="down"></block><block s="clear"><comment w="80" collapsed="true">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="365.33333333333337" y="109"><block s="down"></block><block s="clear"><comment w="80" collapsed="true">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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="57.33333333333337" y="529"><block s="down"></block><block s="clear"><comment w="80" collapsed="true">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="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="[Jahan_Rehmil]-2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>