<snapdata remixID="11193674"><project name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><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><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" id="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="40.23071476607356" y="31.739761582209525" heading="204" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></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></script><script x="518.6666666666666" y="124.5"><block s="doRepeat"><l>6</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>6</l></block></block></script></block></script><script x="16.666666666666657" y="244"><block s="receiveGo"></block><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>50</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>-50</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><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>