<snapdata remixID="14513743"><project name="U1L3-AngleExperiments2" app="Snap! 11.0.0, 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" 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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="-4.547473508864641e-13" y="3.410605131648481e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="30" y="30"><block s="receiveGo"></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>60</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>60</l></block></block></script></block></script><script x="34" y="328.6666666666667"><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></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="942.9999999999999" y="249.66666666666669"><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"></media></snapdata>