<snapdata remixID="11718433"><project name="2020 - U1L3-AngleExperiments2 (starter) Dawson-Hallow William, German_Lisette" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2020 - U1L3-AngleExperiments2 (starter) Dawson-Hallow William, German_Lisette"><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><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" id="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-10.452846326765894" y="99.45218953682738" heading="354" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="27.833333333333314"><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="58.49999999999997"><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="92.49999999999997"><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="296.8333333333334"><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="331.33333333333337" y="223.16666666666669"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="74" y="112.49999999999997"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</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>5</l></block></block></script></block></script><script x="367.33333333333337" y="14.833333333333314"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="568.3333333333334" y="10"><block s="clear"></block><block s="doRepeat"><l>6</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="583.3333333333334" y="187"><block s="clear"></block><block s="doRepeat"><l>6</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="574.3333333333334" y="360"><block s="clear"></block><block s="doRepeat"><l>6</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><variables></variables></scene></scenes></project><media name="2020 - U1L3-AngleExperiments2 (starter) Dawson-Hallow William, German_Lisette" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>