<snapdata remixID="12207196"><project name="asterik project" 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="asterik project"><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="-4.547473508864641e-13" y="3.410605131648481e-13" heading="0" 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="16.666666666666657" 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="16.666666666666657" y="40.66666666666666"><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="108.66666666666666"><block s="clear"><comment w="68.5" 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="16.666666666666657" y="279"><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?&#xD;so you dont see it move</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="356" y="109"><block s="clear"><comment w="68.5" 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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="550" y="339"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="asterik project" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>