<snapdata remixID="12208071"><project name="Snap Angle Practice" 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="Snap Angle Practice"><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><block-definition s="makeOctogon" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></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="48"><pentrails>data:image/png;base64,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struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-4.547473508864641e-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="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="126.33333333333337" y="227.16666666666669"><block s="forward"><l>-100</l></block></script><script x="44.99999999999997" y="97.99999999999994"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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>6</l></block></block></script></block></script><script x="29.99999999999997" y="263"><block s="doRepeat"><l>6</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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>6</l></block></block></script></block></script><script x="31.99999999999997" y="426.8333333333333"><block s="doRepeat"><l>3</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="171" y="323.6666666666665"><block s="forward"><l>-100</l></block></script><script x="34" y="604.3333333333333"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></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><variables></variables></scene></scenes></project><media name="Snap Angle Practice" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>