<snapdata remixID="12532836"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" 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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="8.711545349401604" y="-60.2887146206416" heading="306" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,24,245,1" 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="16.833333333333314"><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="47.49999999999997"><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="81.49999999999997"><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="115.49999999999997"><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="211" y="182.16666666666669"><block s="clear"></block></script><script x="303" y="109"><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="495" y="10"><block s="down"></block><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="618" y="191"><block s="down"></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="154" y="587.8333333333333"><block s="clear"></block></script><script x="16.666666666666657" y="285.83333333333337"><block s="down"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,24,245,1</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>18,0,36,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here? The color makes the other lines show up and the size changes the size of the line.</comment></block><block s="setSize"><l>1</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><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>