<snapdata remixID="9726162"><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" 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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="-54.39904997395479" y="-13.100652418835807" heading="27" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,161,120,1" 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="16.666666666666647" 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="16.666666666666647" y="40.66666666666665"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666647" 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="16.666666666666647" y="279.00000000000006"><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>3</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>46,46,46,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>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="30.303030303030283" y="120.48484848484843"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block></script><script x="176.66666666666663" y="121.39393939393933"><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="387.3636363636364" y="119.7878787878788"><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="500.72727272727275" y="177.33333333333346"><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>