<snapdata remixID="11514575"><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="-9.094947017729282e-13" y="3.126388037344441e-13" heading="135" 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">To erase the last line the sprite made.</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="421" y="131"><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="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! 7, https://snap.berkeley.edu" version="2"></media></snapdata>