<snapdata remixID="13614533"><project name="Draw the Internet" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Draw the Internet"><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><primitives></primitives><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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</pentrails><costumes><list 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="-75" y="135" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="16.666666666666657" y="10.000000000000014"><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="40.666666666666686"><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="74.66666666666669"><block s="gotoXY"><l>-75</l><l>135</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="373.66666666666663" y="20.000000000000114"><block s="clear"></block></script><script x="41.66666666666663" y="191.5"><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="49" y="141.66666666666663"><block s="setSize"><l>5</l></block></script><script x="275.66666666666663" y="135.66666666666669"><block s="changeSize"><l>15</l></block></script><script x="419" y="45"><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Draw the Internet" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>