<snapdata remixID="11571249"><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" 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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="0" y="1.9895196601282805e-13" heading="268" 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="48.42474365234378" 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="48.42474365234378" y="40.66666666666663"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="48.42474365234378" 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><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="294.42474365234375" y="112"><block s="clear"><comment w="68.5" collapsed="false">8 branches</comment></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="43.42474365234378" y="270.16666666666663"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><comment w="90" collapsed="false">3 branches.</comment></block></script><script x="30" y="482.95559692382824"><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="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block><block s="forward"><l>-100</l></block><block s="setSize"><l>3</l><comment w="90" collapsed="false">You have to change the pen color and size so you can see the lines.</comment></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><comment x="273.90325927734386" y="295.99999999999994" w="90" collapsed="false">it makes a triangle instead of a star.</comment><script x="396" y="285.1666666666667"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script><comment w="90" collapsed="false">4 branches.</comment></block></script><comment x="525.1332397460938" y="253" w="90" collapsed="false">it makes a square.</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>