<snapdata remixID="14980727"><project name="U1L3-AngleExperiments2" app="Snap! 11.0.8, 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><primitives></primitives><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="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="84.79294648623386" y="73.14578898721788" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,46,46,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></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>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</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="415" y="100.66666666666669"><block s="setColor"><color>46,46,46,1</color></block></script><script x="563" y="86.33333333333334"><block s="clear"></block></script><script x="934" y="179"><block s="forward"><l>-100</l></block></script><script x="830" y="243"><block s="forward"><l>-2</l></block></script><script x="719.7744140625" y="401"><block s="reportQuotient"><l>360</l><l>400</l></block></script><script x="813.5859375" y="116"><block s="reportVariadicMin"><list><l>100</l><l>2</l></list></block></script><script x="669" y="58.99999999999997"><block s="receiveGo"></block></script><script x="627" y="204"><block s="doRepeat"><l>20</l><script><block s="forward"><l>10</l></block><block s="doWait"><l>0</l></block><block s="doWait"><l>0</l></block><block s="turn"><l>15</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>