<snapdata remixID="10659902"><project name="Project CM : 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="-2.2737367544323206e-13" y="2.8421709430404007e-13" heading="60" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="30" 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="30" 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="30" 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="30" y="108.6666666666666"><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="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="30" y="279.0000000000001"><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="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="358.33333333333337" y="114.66666666666666"><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>360</l><l>3</l></block></block></script></block></script><script x="492.33333333333337" y="393.66666666666663"><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>360</l><l>4</l></block></block></script></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="Project CM : 2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>