<snapdata remixID="13644046"><project name="U1L3-AngleExperiments2" app="Snap! 10, 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><primitives></primitives><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="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="182.99999999999864" y="-22.99999999999943" heading="264" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="213,255,15,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10.000000000000007"><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="10" y="40.66666666666657"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="74.66666666666629"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="false">You might (or might not) need this.</comment></block></script><script x="10" y="108.66666666666612"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;&#xD;By changing the repeat value and division value to the same number you can create an asterik of varying branches.</comment></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="332.0000000000002" y="285.83333333333275"><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>213,255,15,1</color><comment w="280.8333333333319" collapsed="false">It allows you to properly see the clock - like turns the sprite makes. If you don&apos;t change it from white you can&apos;t properly see it.</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="382.33333333333337" y="87.16666666666663"><block s="setHeading"><l>90</l></block></script><script x="15.333333333333428" y="327.8333333333335"><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">By removing the &quot;-100&quot; block you create an upside down triangle if you face the 90 degree mark.</comment></block></script><script x="464.3333333333346" y="149.83333333333323"><block s="forward"><l>-100</l></block></script><script x="31.33333333333337" y="475.83333333333377"><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">By removing the &quot;-100&quot; block you and changing it to a four branch script you create a square.</comment></block></script><script x="386.3333333333335" y="30.66666666666674"><block s="setColor"><color>40,40,40,1</color></block></script><script x="377.3333333333335" y="208.00000000000028"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="495.33333333333326" y="249.83333333333383"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>