<snapdata remixID="12730639"><project name="Li_Rachel 2023 - U1L3-AngleExperiments2 (starter)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Li_Rachel 2023 - 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" 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="-2.2737367544323206e-13" y="2.2737367544323206e-13" heading="75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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>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="108.6666666666666"><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="253" y="113"><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="516" y="112.16666666666669"><block s="clear"></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="11.666666666666657" y="504.0000000000001"><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="15" y="292.1666666666667"><block s="clear"></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="232" y="295.8333333333335"><block s="clear"></block><block s="doRepeat"><l>3</l><script><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="461" y="302.8333333333335"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="doWait"><l>.5</l></block></script></block></script><script x="457" y="445.6666666666668"><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Li_Rachel 2023 - U1L3-AngleExperiments2 (starter)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>