<snapdata remixID="9709546"><project name="2020 - U1L3-AngleExperiments2 (starter) LW" 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="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="300" 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="108.6666666666666"><block s="clear"><comment w="80" 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>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="466" y="85.83333333333331"><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="725" y="80.83333333333331"><block s="clear"></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="2020 - U1L3-AngleExperiments2 (starter) LW" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>