<snapdata remixID="9680975"><project name="Gray Meredeth Angle Experiments 3" 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>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"><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="383" y="111.66666666666666"><block s="clear"></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="486" y="383.83333333333337"><block s="clear"><comment w="68.5" collapsed="false">Script A3.</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="Gray Meredeth Angle Experiments 3" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>