<snapdata remixID="12604948"><project name="U1L3-AngleExperiments2" 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="U1L3-AngleExperiments2"><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="3.410605131648481e-13" heading="0" 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="234.33333333333334" 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="108.66666666666666"><block s="clear"><comment w="68.5" 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="16.666666666666657" y="279"><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="556" y="81"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="699" y="360"><block s="clear"></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="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>