<snapdata remixID="11193957"><project name="U1L3-AngleExperiments2" app="Snap! 7, 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="99.37122098932332" y="11.196447610330836" heading="143.57142857142867" 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>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="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="411" y="90"><block s="clear"><comment w="68.5" 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="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="doWait"><l>.5</l></block></script></block></script><script x="574" y="217.83333333333337"><block s="forward"><l>-100</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>