<snapdata remixID="11178321"><project name="Angle Experiments 2" 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="Angle Experiments 2"><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="-99.45218953682775" y="-10.452846326765012" heading="264" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="30" 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="30" y="40.666666666666686"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="30" y="74.66666666666663"><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="29" y="318.00000000000006"><block s="clear"></block><block s="down"></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="37" y="120.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></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="487" y="119"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</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><variables></variables></scene></scenes></project><media name="Angle Experiments 2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>