<snapdata remixID="10586153"><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="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="0" 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="371" y="19"><block s="clear"></block></script><script x="284" y="113.66666666666666"><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="506" y="115.66666666666666"><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><script x="553" y="302.66666666666663"><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?&#xD;&#xD;It covers the black line already drawn so it appears as if the l</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></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>