<snapdata remixID="10659622"><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="-9.094947017729282e-13" y="100.0000000000006" heading="120" 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="16.666666666666657" y="10.000000000000002"><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="40.66666666666665"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" 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="108.66666666666661"><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>360</l><l>3</l></block></block></script></block></script><script x="325.8214285714286" y="105.10119047619047"><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></block></script><script x="508.71428571428567" y="155.48809523809533"><block s="forward"><l>-100</l></block></script><script x="53.27380952380948" y="296.85714285714295"><block s="clear"></block><block s="down"></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></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>