<snapdata remixID="11775767"><project name="U1L3-AngleExperiments2" 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="U1L3-AngleExperiments2"><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" 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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="67.34420815936821" y="-60.11182955242824" heading="127" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="93,147,255,1" 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="12" y="10"><block s="setHeading"><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block></script><script x="12" y="49"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block></script><script x="12" y="88"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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>6</l></block></block></script></block></script><script x="12" y="262.8333333333334"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;5 branchs </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="15" y="847.6666666666667"><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="10" y="462.5000000000001"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;3 branchs </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="13" y="654.3333333333335"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;8 branchs </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="249" y="136.5"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;3 branchs without &quot;move-100 block&quot;,makes a triangle. </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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="274" y="321.5"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;4 branchs, without move -100 block. makes a sqaure. </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><script x="271" y="512.8333333333334"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>178,139,255,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>0</l></block><block s="setColor"><color>93,147,255,1</color></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></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>