<snapdata remixID="11514526"><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="-1.3642420526593924e-12" y="7.105427357601002e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,251,249,1" 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>90</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></script><script x="16.666666666666657" y="279"><block s="clear"></block></script><script x="137.66666666666663" y="152.83333333333331"><block s="doRepeat"><l>10000</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10000</l></block></block></script></block></script><script x="54.66666666666663" y="334.8333333333333"><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>10</l></block><block s="forward"><l>100</l></block><block s="setColor"><color>255,251,249,1</color><comment w="280.83333333333337" collapsed="true">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>5</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="true">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="374.66666666666663" y="170.83333333333331"><block s="doWait"><l>.5</l></block></script><script x="370.66666666666663" y="289.8333333333333"><block s="doWait"><l>.5</l></block></script><script x="493" y="80"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="228.66666666666663" y="407.83333333333326"><block s="doWait"><l>1</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>