<snapdata remixID="9201367"><project name="U1L3-AngleExperiments2" app="Snap! 5.4, http://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" 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="5.115907697472721e-13" heading="18" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="29" 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="29" y="40.66666666666667"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="29" y="74.66666666666664"><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="29" y="108.66666666666664"><block s="clear"><comment w="68.5" 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><script x="490.33333333333337" y="117.33333333333333"><block s="clear"><comment w="68.5" 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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="280.33333333333337" y="118.33333333333333"><block s="clear"><comment w="68.5" 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="312.66666666666663"><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></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="U1L3-AngleExperiments2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>