<snapdata remixID="11765813"><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="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="336" 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="13.333333333333334" y="13.333333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="13.333333333333334" y="99.55555555555556"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>145,26,68,1</color></block><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="13.333333333333334" y="307.6666666666667"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="down"></block><block s="setColor"><color>161,0,206,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.8</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? The white pen color is useful because it doesnt allow the sprite to draw visibly while it&apos;s turning, making it seem more like an actual clock. </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="13.333333333333334" y="557.7777777777778"><block s="clear"><comment w="68.5" 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>6</l></block></block></script></block></script><script x="13.333333333333334" y="723.888888888889"><block s="clear"><comment w="68.5" 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>6</l></block></block></script></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>