<snapdata remixID="12720834"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, 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="-2.2737367544323206e-12" y="1.1368683772161603e-12" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,8,0,1" 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="20" 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="20" y="45.83333333333334"><block s="setHeading"><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block></script><script x="20" y="84.83333333333334"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block></script><script x="20" y="123.83333333333334"><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="20" y="298.6666666666667"><block s="clear"><comment w="194.900390625" collapsed="false">Script A dupe.&#xD;&#xD;this duplicated script creates a triangle</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="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="20" y="431.5"><block s="clear"><comment w="194.900390625" collapsed="false">Script A dupe2.&#xD;&#xD;this duplicated script creates a square</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="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="20" y="564.3333333333334"><block s="clear"><comment w="194.900390625" collapsed="false">Script A dupe2 dupe with debug.&#xD;&#xD;this duplicated script creates a square but debugging with say blocks</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doSayFor"><l>Side drawn!</l><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="20" y="718.1666666666669"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>31,10,0,1</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;To erase the previous second hand</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><block s="setColor"><color>31,8,0,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>