<snapdata remixID="12720882"><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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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="-3.828257668896329e-13" y="3.828257668896329e-13" heading="90" 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="20" y="20"><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="55.83333333333334"><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="94.83333333333334"><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="133.83333333333334"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><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="20" y="308.6666666666667"><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="20" y="546.5"><block s="clear"><comment w="68.5" collapsed="false">Script A copy1.</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><block s="clear"><comment w="68.5" collapsed="false">Script A copy2.</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="794.1666666666667"><block s="doRepeat"><l>2</l><script><block s="forward"><l>150</l></block><block s="doSayFor"><l>drawing length</l><l>2</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="doSayFor"><l>drawing height</l><l>2</l></block><block s="turnLeft"><l>90</l></block></script><comment w="90" collapsed="false">makes rectangle</comment></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>