<snapdata remixID="10141423"><project name="U1L3-AngleExperiments2" 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><sprite name="Sprite" idx="1" x="1.8189894035458565e-12" y="6.536993168992922e-13" heading="297" 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="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="108.66666666666666"><block s="clear"><comment w="68.5" 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="30" y="279"><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="true">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="true">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="391.33333333333337" y="12.666666666666657"><block s="up"></block></script><script x="755.3333333333334" y="126.66666666666666"><block s="clear"><comment w="68.5" 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="776.3333333333334" y="350.66666666666663"><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></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! 6, https://snap.berkeley.edu" version="1"></media></snapdata>