<snapdata remixID="9161521"><project name="U1L3-AngleExperiments2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAZAElEQVR4Xu1dB3SUxRb+0jshJCQktIQWQgKIBQsgWEEFRBFEEVRAQRAQlaYiIiLtCQKC8ij2LipFBAtSBJ8FEKkhtFASIAkkpPd3vllm8++fTbIbVpbdzJyTk92d2Zn573x779wyd1xKS0tLoYqigJ0o4KIAaCfKq2EFBRQAFRDsSgEFQLuSXw2uAKgwYFcKKADalfxqcAVAhQG7UkAB0K7kV4MrACoM2JUCCoB2Jb8aXAFQYcCuFFAAtCv51eAKgAoDdqWAAqBdya8GVwBUGLArBRQA7Up+NbgCoMKAXSmgAGhX8qvBFQAVBuxKAQVAu5JfDa4AqDBgVwooANqV/GpwBUCFAbtSQAHQruRXgzsdAFevXoMePbqrlXUQCjgdAEn3xi574eldiNBWS/HrXwvg4uJik+U4/B2w90OgZV+gxf3Aqn6Gbnt+Bhz8GjjwBRA3EGhyt02GqxGdOCUA16xZgxE9okwW0Lf2SXQfvA2zZr9iMSDz04H1wwzdtBsO7FwE7F7ugtaDSuHqAaR0Wijq6m4ZgZLCsjrZlnVd3wG8atcILFXrIZ0SgKREy6C1yE1vbJYoRQFv4tSFJWbrJFdjZUgrILF4I04OGoTo8UdEewlAvj577xTxWejKyeXq4mc2QYPly9HYrQtS95UNRW6pShkFnBKAYb5Pwjt3tPEpXfx/xKxlEejbt2+VoNOCrOHNwInNpqCzFICyXaMuwPGNpn3ISSgwOmFqjuHDXsSmFR1x24P/w/y3DBzKXGFKpt3vAm0GGfZyWmDlNt6B5IdHo8n0LeU4m7UAZAdHJnZC+Cfz4JN4tUl/BOA/y4HWjwM22qY6HHN1Sg5oySoQdAUhx+CZGmkAxTI3NHrnUwT+aeCSWqBpX8fPaIbGC1fA+0RbExGc13AXEkf0RvSEQ5V+PytmA44+fztaDy4R7eQcaio3rFEAzEoC/lkK3PSyKdcLbgWk7asYdImjesI3oRPqfj8WyX3Hwi03EKGrXzIB4Nker6HYJwPhX8xGyl2zkdN8CxrPX1UhGENigdS9ZWMSgNteBdoMAfwjLPkJOUebGgVAcr2Uu2eg7toJYvXOd1qOk48PFlqt5HqxwzPgmlcLma2/R9rt8xE593sU+53HvgV1RLucZtuQ3G8Mmr72uwkAD790PcI/mwvfQzcJ7tlq5Dm4ZQfh2Ji7EPzTKATsvsssGBu8uwxBWwaJOio1VGhqEjesEQA8sxMIa1fG9ZpP2g3vU3EmgHDzAIo1ppTKxLAUyVotuCKRrf+81ahUeOYHlxur2O8c9i0IFiAnAOWcnYPPVfwUTg9ArVmlYWfgxKYysefuAxTlVix6qwJVdQCo5bZ8rZ+D1Lzlkjk7N6wRACSQ/OI7o8nMjWJdL1y1GtzXacHQaOFXCNzeG1lxP+DUIyMQPSEB5zu8j8y2a9Bo0ZdCrMYNzYVLobdRQTEHwFKPPOxZ7CP6Pj68DwJ2dUfQ1kdxYHZjhH07BUFbH0PGNStwfMQDJuM3XPwpav9ucK0cGd8F2dGbjNzQmbmg0wJQcj66zegiI4C496v31XSxnnsX+6L2b/1R/z2DQboqbnem1ysoDD6GBsveqxSAJwc/Bo+0SIR9+0qVfXJcAjEzbj1in8oU8zj9wESxTyWAm/UADq02wM9ZOaFTApD7p99nloGqTgxwbr/hfeMFK1FrZ89yoKMJpcQ7C1FvrEfSgOFAiRsiPl5gFkSV7QHNATnpkadRFJiMRgtX4OhzXeGa5y9MOXrgX2i3Cokj7xXgC2oOnE8oe4Zb5zinduyUAOTCkgNqRZmnP1CQZVjQmNFn4J4ZahHnS+k2G/kR+9Bg+btGMGoB6JEaKUSs/Ez+PznocXgltULddWMt4oRFAWexf16YAJ92rnLroDigA2xEaOfb8KxhonIzrxVp9DYID8jFgAK9yOP+7+izXQUI9s+JQOSClfA5el05cGkB6L+nG7xPtMH++cGIHZZTrm1m3DokjroXcU/mi7qoOevhv+dO8Tr4p5GI+GR+uR+C5Ixyy9CgE3DS4JRB5xlAoMF27hTFqTggDbn7I2eIfZRUMLhKWtEmV00vKhk4EPTr4wYADSkEStzLgWnvolqIHX4BiSN7ofGCb4XdLvjH0chssxYe5xrCNd8PZ+5/CZFz15b7rlY5uXD1N0h8+n4TJUQ7X/1WQQIybOUraJUwWRjSnaU4FQCl6M2rvwcJU1sLT0Stv3uItdKKOL4vDE7EgdmRZkGgF6f0ftRbMR0XrloF36PtkRXzk9BmpeH4+LB+aPTOZzg0qT2aTf0DSf1HImT9s/BMjSoHRP2+j2O1HHsMHmmGyB39FiHjui9w/KkHEfPMabhfCHM6ZcQpAEixuvqh8jyBi+la6IPYoTnGSu2CZ7T/HAQPuU9R4GnsnxsuXu/5rzdajj0K94xwnBj6MBou/gTHhz0kfMWp3f4jOKVbVrARgHvf8UPssOwKRTU9Kqm3LUT0xHgDwC6Cia8J3MA/Hiz3g+CEyXFLvDNNuLl8kLuWAR5+js8HnQKAjCg5uOMo4mc1gXRtSQPvqceewLmbl5osonbhkx96Bql3zBP1RyZ0FvbCsG9erRBMhyd2RNPpv4qVlxxQcsyEqXFoPmkPztz/IsK+niaiYBhRI+v3z6+LWtvvR/33F4vPQn4cjfBP34T2h6DdIkgFxCsQyM8ocx1GjzuCuM5RaNlHAfCKoYC0+3FhWbR7KinatHZALQDox2UIVtwThUawJD08GhGfzEN2iy3wO9gJJ4c8igZL3y8XkErf7ZHxt6DJzF/EuKd7v4B6K14XSkzMs0k4+FosWry0FwWhh3FwWivEPZGPPUs84JfQEVGzfoH2B8DvJz/4PFK7vmF2/trnchat2OE5oEkE88UIEwk4PRD14OR7/wNdBBD4utmUHfBJbFeO+50aMBz1P1wkAEYu2WTGJhMOSHAxSKH2tgE4NPkaNJuyHek3foTavz2ClHumo+53E419HplwM29IE30Q+DlN/jDZh1Y159B2wNmdZb97RweiUwBQAKvUFa0HF4uVkYEF0uVFsScNv+c7vitC7KnNuuYFGLjRgVsQ9cYPRpBkXPM1Arffj7z6e+F9KhZnek0WbrScpv+DW24tYd/TimC+jp8VhehxR8Xnpx4dahSz5MRSBJ/uMx6l7vlC7PIzl2J3wXXzww/g4LQYhH0zVYR5sdAwfuGaryFdhHJLIX5cy9wAlxKncNU5BQC5KFJbNCd+6X3Iiv3BaIOTHDL455GI+Hg+yJUIQoJMgmXPUg/EDSnEoZevQ7NX/xSgSBowAhEfGg4isVAhCVn3vPE9jdY0PLOQK3qebSpELAFH0wtNO9TKhZll/krU+rsnDr/QQXBPuWWQtkj/vXcKr4y2SA7e6O3PjYGzigOakOjyvtGKXzlyifcF7F0UKN5Ko6+s04vghClXIT9iv9iXkTsRhAG7u+HYmLuFLS/j2i8R+Jdhp592+wJhONYWBiow2EBbLrRdjVq7eqDYP01oyizUsN0z6onXevsjYwGpOMk6/jexYV60GfJzGauop7Ijg9ChOaA8y8E9lzxvoV2c+BnNURB6CMG/PIWIi3s4aRD2PNNCmEXy68Xj4OstxaKTSxGEbjm1Addi4Q9mYYQzo6H1hX0zOsbjfAOTqvQbP0Tt3waUa58wpS2aT96F9Js+xIkhA41Ao9mHolkawPnFE0/2R/oNn8DzbDMRmaMvuZF/Ce4s4wcv70/fdqM5PABJCpo7spsbTCPkXDL6WJKJhuG0296Ce3q40EwNHG0+qOnq4/O03IrtznVZjDobh1ZKcYJnlk8QxmeW2RuLAlLgnlnX+L1StyKx5yMHlGFdHJ/ziBmTJGyOLPvn1UVRQCqCf35aBENoCw3hdOuxUDNvMmOzeK04oO1+EBb3xEPj2+cDvqGGY4+yMAQ+s/U68ZahUwwUkCWz7Xc4NtogMiXwaCYJ+u0RoakyCkZySrYprHMSHucM3E17gMncJAmsoUdKse01elmOwyOtkWim7YP2yDqbhwjlhjZDvfuN7fXc/FyXd3Bq4FOiL+4f5TkTvm/UGchJAa4dA3gGWEy6K6qhw3JAit/s6I3wi+9SIUEZEJpx7Veivt4Xs4wKQqlrMfYsdRe2OHNHL7UdSmWislXj0c6PO7rgwIRu6HP2e9E0+gHDH+epVVa0Sk1mm+9w7JnuqLNxGOp/8LZxiDP3vYyzPaaK9zTlNFzyYYXDSxo4Khd0aAAy+0BBXYPpQ3KIBsveF4eB9IXhUec7vmcAx7gjwk/Lwn0ZNVcuNMHG/R+VB70IhUspUGo+x4zrI2uw61aDz7k42wtufvnYMA0Yfdhw2IlFu4+kXdEtJwj1Vkwz1kuPDT8wJ35F3/5pYu/I4AdZPFOiRNYGBcDKWMS/UMeMBczVoi1c5NN9xpl8FrqKNrxXTD6Te8LQNS8IlxkLteB6X84Ur6USURh0spyCYe5RPujgg3aD84xVBN+oxHy4FHmaiG79fpIRMVR86FtmZLbLRaVHdnT6gQlIudswJ1nCP39DBDpoC3PRMPzMEYtDcsAja4E9H1RNbmq8pwYOE2c7ZKGCQkXFuMi9X0BW3Hqx92LJbvmL0IQtLa5uwK4lZZxRz/n0/dBIXWfTk/A5do1JVfoNH+PUo8NQ4pVl/JztaKd0KfKqcjqxA4Cm91TZ7Ipr4JAAlOYXLTVp9K214z4E7rhPnM2tqNDnS1DmRv0pvBwMHpBFa0i2dKUYIPpWqAGAVYFP9pnX8B+cGjhUeFZ8EzogcGcvBP7er0puS02fHPPC1d+ioK4hWZIsjmqOcUgAxq8A4r80hQhTY/C0W2bb1cK/aq64Fvggcs56YcLQFtrlzvR62ehKY52l4nd7y5fhOW6qxeAzN68i/1QD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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" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="3.979039320256561e-13" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="132,245,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" 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="10" y="74.66666666666663"><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="10" y="344.00000000000006"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>177,87,255,1</color></block><block s="setSize"><l>10</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>132,245,0,1</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="33" y="144.66666666666663"><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>16</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><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-54" y="97.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.630999999999933,0,211.64999999999998,1" pen="tip" id="62"><costumes><list struct="atomic" id="63"></list></costumes><sounds><list struct="atomic" id="64"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="16"><block s="doRepeat"><l>4</l><script><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="doWait"><l>.5</l></block></script></block><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>