<snapdata remixID="9607406"><project name="U1L3-AngleExperiments_NateHuff" 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="246" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="178,255,179,1" 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="40.66666666666667"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666667"><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="108.66666666666661"><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="16.666666666666657" y="279.0000000000001"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>166,255,101,1</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>178,255,179,1</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="344" y="121.16666666666661"><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></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="451" y="408"><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="forward"><l></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-AngleExperiments_NateHuff" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>