<snapdata remixID="10659704"><project name="2020 - U1L3-AngleExperiments2 " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="92,255,120,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" 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="30" 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="30" 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="30" y="108.6666666666666"><block s="clear"><comment w="80" collapsed="false">Script A with 3 branches</comment></block><block s="down"></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="30" y="279.0000000000001"><block s="clear"></block><block s="down"></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>92,255,120,1</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="302.33333333333337" y="117.66666666666666"><block s="clear"><comment w="80" collapsed="false">Script A with 4 branches</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="538.3333333333334" y="106.66666666666666"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"></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></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></blocks><variables></variables></project><media name="2020 - U1L3-AngleExperiments2 " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>