<snapdata remixID="11726150"><project name="2020 - U1L3-AngleExperiments2 (starter)" 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="2020 - U1L3-AngleExperiments2 (starter)"><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" 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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="-99.39369570142746" y="77.95227105344135" heading="42" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,252,237,1" 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="31" 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="31" 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="31" 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="31" y="108.6666666666666"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</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>6</l></block></block></script></block></script><script x="261.33333333333337" y="122"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="493.33333333333337" y="27"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="562.3333333333334" y="210"><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="561.3333333333334" y="404.8333333333333"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="331.33333333333337" y="458"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"></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><script x="30" y="291.16666666666686"><block s="down"></block></script><script x="30" y="340.0000000000001"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>22,17,0,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,252,237,1</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>