<snapdata remixID="10663791"><project name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="x" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Color" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><sprite name="Sprite" idx="1" x="-127.42186031854908" y="85.83503490247625" heading="70.38518340845735" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="8,0,3,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" 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="10" 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="10" 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="10" y="108.6666666666666"><block s="clear"><comment w="80" 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="10" y="279.0000000000001"><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="434.33333333333337" y="140.6666666666666"><block s="doForever"><script></script></block></script><script x="351.33333333333337" y="187.33333333333337"><block s="forward"><l>-25</l></block></script><script x="365.33333333333337" y="231.33333333333337"><block s="setColor"><color>30,30,30,1</color></block></script><script x="553.3333333333334" y="51.8333333333334"><block s="clear"></block><block s="setColor"><color>8,0,3,1</color></block><block s="doSetVar"><l>x</l><l>3</l></block><block s="doForever"><script><block s="doRepeat"><block var="x"/><script><block s="forward"><l>25</l></block><block s="doWait"><l>0</l></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="x"/></block></block></script></block><block s="doChangeVar"><l>x</l><l>1</l></block><block s="doChangeVar"><l>Color</l><l>1</l></block><block s="setPenHSVA"><l><option>saturation</option></l><block var="Color"/></block></script></block></script></scripts></sprite></sprites></stage><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><block-definition s="Odd number" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Odd Number" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="x"><l>36</l></variable><variable name="Color"><l>244</l></variable></variables></project><media name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>