<snapdata remixID="10663897"><project name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="58.77852522924604" y="80.90169943749481" heading="6" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="30,30,30,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.666666666666657" y="20"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="14.666666666666657" y="258.3333333333335"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>46,46,46,1</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>30,30,30,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>2</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="14.666666666666657" y="70.16666666666657"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="clear"><comment w="80" 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>120</l><l>1</l></block></block></script></block></script><script x="379" y="10"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="248" y="95"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="clear"><comment w="80" 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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>120</l><l>1</l></block></block></script></block></script><script x="465" y="189.00000000000003"><block s="forward"><l>-100</l></block></script><script x="300" y="433.16666666666686"><block s="clear"><comment w="80" collapsed="false">Script A.</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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>90</l><l>1</l></block></block></script></block></script><script x="459" y="494.00000000000034"><block s="forward"><l>-100</l></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>