<snapdata remixID="10122957"><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" id="1"><pentrails>data:image/png;base64,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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="3.694822225952521e-13" heading="90" 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="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="108.66666666666666"><block s="clear"><comment w="68.5" 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="16.666666666666657" 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="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="503" y="67.66666666666666"><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="533" y="419.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></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></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>