<snapdata remixID="14652696"><project name="U1L3-AngleExperiments2" app="Snap! 11.0.4, 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="-9.094947017729282e-13" y="4.547473508864641e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="16.666666666666657" 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="16.666666666666657" y="40.66666666666666"><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="74.66666666666666"><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="122.16666666666666"><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="19.666666666666657" y="310"><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? For delate the other lines to create whe the sprite move.</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="231" y="122.16666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A. Triangule </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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="489" y="112.16666666666666"><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="68.5" collapsed="false">Script A. square</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>