<snapdata remixID="9725855"><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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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="-41.673664307580566" y="58.35454576426025" heading="336" 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="19" 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="12" y="49.83333333333334"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="98.83333333333334"><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="23" y="172.99999999999997"><block s="down"></block><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>5</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="12" y="606.1666666666669"><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="34.33333333333334" y="370.16666666666674"><block s="down"></block><block s="clear"></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="299" y="290"><block s="clear"></block></script><script x="273" y="369"><block s="down"></block><block s="clear"></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="535" y="357.66666666666663"><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><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><block s="doWait"><l>.5</l></block></script></block></script><script x="676" y="294.33333333333314"><block s="forward"><l>-100</l></block></script><script x="705" y="517.6666666666666"><block s="down"></block><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="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="doWait"><l>.5</l></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="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>