<snapdata remixID="12730498"><project name="[Gotfryd_Hope]-U1L4-Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="[Gotfryd_Hope]-U1L4-Polygons2"><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="189.9506252786266" y="9.954890444278362" heading="69" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="31" 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="31" 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="31" 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="31" y="108.6666666666666"><block s="clear"><comment w="80" collapsed="false">Script A.</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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="256.33333333333337" y="111.33333333333334"><block s="clear"></block><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="482.33333333333337" y="112"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="558.3333333333334" y="282"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="30" y="339.0000000000001"><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="563.3333333333334" y="441.83333333333326"><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="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="[Gotfryd_Hope]-U1L4-Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>