<snapdata remixID="11577371"><project name="Motion in Snaps" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAFEtJREFUeF7tXQmUVNWZ/qq7uqt631cUUJawiCziiKBsARUFFRSEjGMyMxnHjeTEuI0rLsm4JGaiRjMmJ9GYBAK4AaICAUFBIqggIEQEQaXpfV+qeqma893Hrbr9urq64XWsqVf3P6dP13v17n2v/vu9f7v//a/D7/f7oUlzIEIccGgARojz+raCAxqAGggR5YAGYETZr2+uAagxEFEOaABGlP365hqAGgMR5YAGYETZr2+uAagxEFEOaABGlP365hqAGgMR5YAGYETZr2+uAagxEFEOaABGlP365hqAGgMR5YAGYETZr2+uAagxEFEOaABGlP365hqAGgMR5YAGYETZr2+uAagxEFEOaABGlP365hqAGgMR5YAGYETZr2+uAagxEFEOaABGlP365hqAJ4mBpY5jWOTvJ1od/FWj+D/k5lTxX/3uJLuN2cs1AHsY+rJ3vPjbv9Xg8sOFXUC2Z0m9ODdqSXqX71adWYrzfpeFgqmumAVXb364BmAILpklmXqsfg4HwHB99GZgYuUaDcATI60CpuajNnz4w1rMeDevi2Q7FQBuuLAC5/wyE1njErSqNr1ZGoAnGLIs/hgmLs1G/wVJYUG3enAZLng5G1mjE6BKwJrdbXjvqmrM+bwgbPsvl7dg26JqLOww7MhYp5gGYG9V7ZbLq5B3oQvDb0/FrtvrkJARh5H3pnUC4L5HGtBW58OYJzKw/4lGVLzrxeRVOWHBqB2XGKyORaklnYbPn28CgXPFl0EH4+q6IiSkx6HkTQ8+e6oJU9/MQWuNDy9nHxfeb+W2Vnz0ozpc9Le8TgBcd14Fxv0iA7kTE4U3fFV1ERKz4vDOrCoM/UEKime50Vbvw8oMox/S6/1LBZAHX58ijtVnixXJGHMSUICjqgiJ2XEh7bHuHI5Q51UVfDLtJLjUNq3VPrycEwSnBqCNOaAOfEeLH8uTSwJS6WSAZAWAvM+C5mLEJzli2jGJCQnIwS6c6ca0dYZN9uWyFmxdVN0JdNPW56Jwhgul67zYeXMtZh8swBcvNuPYGg8uWJEt1OqClmLEux2BgHMoAHZ4/FieZAD6vfnV6DfbjTO+m4w1Q8ow/leZKLzIhdINXmyaWdnp/pPoAC00HKBNF1WhdL0n8L2NZUHsVEglgGhvnf2wETRekVaCoovduGBldlhHQUrEvUsa0HikHRNeyAoLwO3fq0HqQCfOWpLWaWakO8n63tXVOP62B/MbisVzfHJfvbBLpZ1oZ/Dxt9laAobycqesyUHxZe4uoNu2qAZxLgiA7bypFo54B855OiMkiGS/oSRgKKB9uLgO/g4/xj+bCQLU5wUmLs3q8gwlb3iweXZVJ/DZfXrP1gAMpco4oHPLC+HOi++V5GNIpe7TNkz4fVDy9QaA2/+1BhkjEkTopjd2paeiA6/ml3YBX8EMF6avz7WtILQ1ALtTaSogPvxBLT57ukkMPCUQY34MEr9WXIp/+k2mkJbyevU/HYhPH2sQwBhxZ1rAkTFfyz4/+I9aXFlSCAa7GRuUfQ5dnIJznsrs1hs/6950jHo4zbbgs6UKplrc+2BnG6on1UbQXPhKDk6ba4BtYXuxUMFmMK1MP45vv5OLPQ/VY8CCJNR/1i7AkT7UiaPLWzDq/nT8dWolrq4v6tKWKniZ03BOvn7Vg3fnBVVtSFNhdQ6KZxumAonXnPVAWiCGaRdU2lICypia6lmaVVzDwXasGVoWNvxigLEfdt9Vh3aPH4XT3Pj00QYMvikZx9/yIn2YU+Cg/kA7ii5x4fNnmzHirjSUbvLA6XZg9KMZWOY00rfCqeHZnxUgbYjRF6+bV14EV54Rp+TU3dZrqjG3tBDuAsNssBPZEoCq1HCmOgIephxgOeBHl7Zg23eMcEzd3jasHVUuPr9aWIoxj6WL8Eko9TuvskjMYtC+I9FO5GzKK7lGINnchuGcXXfWCxDxu0v35CPjrATxeeKfszFgURIaPm8XoRrV+12RXoL2Br+tPWJbAZADeu7/ZgamtggOhjm+ermli3EvB/7jH9fhwJON4vu3z61A05F2zKvoqkJDAZEqkSRVfqhrVEC+knccKQOduHhHngDfsFtTMfbnGfjyLy3YujAYl5QvSv4Ul1D5kjh1uOM/a20FSFsBkANFydT8VUenWQY5oGajXwJgw5QKNOzvEN4xgcGMloPPNaFmVxtGPZCOnbfUImtMApL7xWPffxv2pbTJzAAc+V9paD7WIdqOfyYTex6sF22H3JgCZtIICZtfirTh8ZixOQ+77qjH/ieCNuvHt9XhwM+NF0KSnK1JPj0+MG9tFzVsOwCq6pef1YEkaNRzPM6bnCiAsCK1BPnTXJiyOiek2pWgy5/swqDvJ+P962qEUyABeP4fsnDot80o3+INqYaldNw8pwrlm7yY31iMjdMrUbbJuF6+JD09s12AJ3+HLQDIwXXEoUuOnZzyGrAwORD4lR6otMMojdqbfQIQ7OfsR9KRmBOHnTfWYtaufLw5phxn3Z+ODo8P+x9vxKX78oWq7mj2dwJgfLJDqNa1I8sx/I5UxLvjsPeh+kAf45/LRGuVD5/cWy8AR8BzHpjqnk7MG8PLxCwNZ2tIDIwfXdYMOUWoAm9ZfAn8PnvYhrYAIAdHeotmCcJjzj7QETDPgmSPTxSgoVQqWWPMvRKE097OxaaLK/GtH6bi779sxBVHC/H6gFIUXeJGwfREoTZJqgTk8ZjH01G2sRXH3/IE2sg+ZJ/yHkWzXJi6NhfrJ1WIFC8pBWXIiA4QZ2VUkhJ80l+CibPRLhFtA0A5EDLnjsccdE7+S2Ig2O8LqmU6Bd5Knxj8fT9pCEgnDjTz+WQOII9px419MkOoTUlmAPL89I25+PjWOmEDSrCZ+5LxPPabkBYn4oZSBZsl+devtuDdedXie5mrGO2gU58/6gHIQbzkw/zAegv1xzGswfAGHQDOw5JkQJgxNYZFGg+1C+eAKjLtTKeQfOZQCtdynD4vSQBUUsbIBORNSgT3+67c1oa6fW2B76jGv3qlBVxbYu5rytoctFb6hA150fZ85JyXIMI+nrKOQABcqOB/rsbRP7cgbbBTZOaYqXpnqzAFoj1pIeoByIHhop+K91rFGHGAmX2sEpMBPnumEUlF8WJKjESVTNU87MepGPszI+mAZJZWA69NxpE/Nge6yxqbIDKdO1oAh9PYbN7XBjiTHSJzuubjIBBl24AkrCoSSacknpMeL1UtVS5JSuWht6SKZAiVjq3yYMsVVeJU3oWJmLHFWDQVzWQLAKoDwBR42mAkdWB5LO0rCQD+3zijEmV/9Qpn4fDvm4XNJwFz6b4CrB1ZJvrqf00Sane3CYdBkiuPyaQOeCt8gXOcHckcnSBieyTZh+yTJsHYxzOEc1PwbRembzDifPIFUO1Unv/8103YcWOtuKbfHHdgnUk0g0599qgGIBeNh1v4zYTQr1YaQBjzeEZg5sLfATFFRqIUoTRRQzT8LKUX44CM5Z0KjXowHXseqMeg61Nw6Hkj4UG9j/pCcMrPcWKmbc/99dj7sJHoMPDaJJz/kpGzGIp64sGpPPc32SaqAcjqA01fdAT4RQkx4cUsoSLNxPSoL14wVOnw21LF6jXSm6PLUftJmwi1DPr3ZOHt0uaj/SaJMxLlm72B47hEB3ythvqVZD7HF4PgkCT7pEfN+WQGujPPTsCs3fniEmbMHPptk/g89JYUnPO0YbOq5K3yYft1NShZa0h4UsoZ8YGqDV0aRMGJqAagmb+ck911R12n05RgzE5WaefiWhx8xhjsM65LFqDddWediPPR2z39asPhoNqVqpTJAW01fvjaOwPP/AxxTgcSsx3wlBtquehiF46/7RXxxS9eakbD39tFnHDMYxnCu6WXSxp5T5q4RqXdd9UHUr7keU7dcQbHLmQrAJoHheszdtxQKxwOSQx70DY8bZ7hqHxyd72YXhNgucQtwCFDLbTnpM1HYDH4yzBOOGIYBXGA/4SpqPbBEA1T+zlbQhr7RAaG3WaA6cifmrHjhjq0NwZvwOWa457KQLzLWLhkR4paAEpbSg5K6iAnTp/rxmlzk8Ta3O6IqpWgrNpheM0kTq+Nfy5DOCkyyExvV/VorQw+QzYyTHPu85nIPS9RJBVUbg8+A5/53OcyhVrujujpU2J+/ZoHjYeDzhCvj9ZwTNQC0DxILI1RstqDY6s9qPogOLDm6/pd4cZpV7rRb04SXDmGrXjkpWZ8cEOtmF6TVDDdhbKNhqQKZfP1BMi4BCM8Q1L74rEzxSGkMFU9icFwAazXPeIl6I5yJiQKT/i0OUnIGGXkD0Y72QaAvRkIZpWIgV5lAFUFnNqeEsuZ5kCVIqF6039311C60X6s2x90bNRrCUhK7n5zXOLFkGuFrdwzWtpGLQBZHNKjxN/6kuEtJR3C9uOfGuMz34NqjzMnXEvcHbnyHcgckYi0bznhLuzqnffFc7vz4gJFMvuiv2+yDw3AENz2HPcJaVV/oA3eivBe78t4ElMy56Jy8Qbces09eGtcRacQDaf80ofxL0EDMASvoxaAp/KWnowKZoGiyve7l2zq/QnCq3Br4NR21+uYubI/RlRMF9VVtQrufrRsA8BIOyFmEKosfzHpHny35SeBU9oJCXInagH4/zEMYwbhm7OX4P7Z/yPWHeswTGgpGLUA7I0KjkQgWoKw1dWMRG+yWLopg9k6EN111GwFwH/kVJw7Pw7eal9ghqO7F8DhBFa2B21CPRUXXlRENQC/sWSEqS6UK4kFapBZstd8jpLwvjsfCMzl6mQEG6rgnlKR+iIdi4kMnL89FZLpVzodKwa8YPkT+zYhNV+sciNRlTYdNQLUkhjj8/t98JYHY4W0+VIGxIsMGBJX0bEPnZBqQwkof9I/MiVfSi95L07TuQviQAeHatfhcKCj1S8qp3rKfJ3WhpglH2tT65T8zkCMahuQPyVii5KGJ4hF7aSKLa2d5nn1oqTeGyxRD0DzT+2zZZknpJVUnZzLZbpUb5Zlcg0HE0/Ni5HUkh7cKkIvy7RRid6+XJjOlXWbL60yCoqv8wYWmTNvcMC1SdhxvbFIyLwumLl+R//YIhJO5WJ22YfsUy9Mt5kKlmq4r0pzEFRpg5xi3a4szcF1xUzPYso+13Csn1iB9qbOpTk4vTZzW55YY8KsapZV47oP2QdrxzQcag9U0tKlOQwg2k4Fy/fLXIhIApX/1WJAanEifma5jHBl1nInJIq1xAzxqBKQWzmwqhWznM2L0dXjdy6tFDajLk5kUwCeSnk22nW1e9oCdQFZseDLFc2ivMawH6Vi9931YMp/3sREfHx7XdjybFznUbGtVVRcGP3TdBz4hbHQqf/8ZKybYIRjuPg8c1SCKOOhy7OxtoRN6FQKVKoAYKGguj3tIWs890WBStaYZir9zK1Ggcrht6eJgka6QKVNAGj+GRzkcCV61YGXJdJEAcmeSvRWFGHVwNLAirYDP2vE5UcKhWQLpX7NJXov218gkhT4fJOWZYvln7pEr41A2Ksi5aaazFLCSVtRAokVC7iKjsHn9OFOHHy2CWd+LxnlW1qROsgoZdB4qAP5kxNx+IVmDLkpBfX720VQ+txfZ/auSPnBAlGESN5bFymPYjCe6jYNsjgkgdjdNg0r0o5j5tZcYROecV0S6j41puUyRjjxxR9ahM23flIl5jeE36aBW3FxSy7VGVKXVfIZWKlVb9MQxUCUjx5q7zVV2qk1mdWNaqhOuXSyLzaqYRUuVkI1b1QjK3OpUlf14vVGNVEOwO626lJVXCjVqwKChYJYdo21WsyOSLi94j5cXCtq1Ix6yJjxCCXt1PNcffdKfuf9gvm93qorikGoDrAElara1O/VzQpZHNKVHd+nmxV6qzsw8U/Z4TcrXOMR5YLN6jhaqx70Bjq2DUSH8ohVlcZNYLLHJQb24ehJSrFQECUh9yGR14aSgCy5Qck3+tHeST5u7VX9USvm1xvbte65rwF7Hwnah70ZxGi+JiYAaFZlct5YVYuyGj0rJzA2yLK4LA5ZsdUr6vOxjwWeYlEoKBwAO7x+LHcbe8K9/y/VyJvkwuAbUsQuSIz5sQJCyA2rlcLjG2dWomxDcPuGaAZYT88eEwAMJQ0l+OQmMD3ZaKEkZCgJaHYowklW7rgpy3CYzYWeBs4u38ccADnQ6sZ/oezE3oLRCgDNQGWRcgbA7WzvhXppYg6ABA1z8Ujce40xOW40KAEht0JgQXBWLOX+vqxMKjciZIk0zgdf9H4eVACuO79C1PvLu8Ao98sNDVl9i/sPD/p+Cvpd7obMVZQg47w1N6ZhHUBh/ynPZhcJ19PviDkAqgzprfTbfFmVKCjOyqTc3JA7KY28O60TAPf9tEHshMQKptz8kIXPp7yREwB2uKBzrEk9dQxiGoAqI7j91cSlWei/wKjZ153ttnpQGSa/liOSClQJyCSGLVdWYc4hY0+P7trTAWLIZ2GH4fXGOmkAnkCAChhuAvPRrXWBfTi6A5MKwHCg2zC5AuOezAC3BjNfpwFoo3SsvhrM3qrm3gJQg677kdESsAfUcvE7S6xdfjjoqEibLRwAWbXhvN9lhd3HpK9emGjuRwPwJEdPlY6s0koacrNR6T5WY3knycJOl2sAWuGebmuZAxqAllmoO7DCAQ1AK9zTbS1zQAPQMgt1B1Y4oAFohXu6rWUOaABaZqHuwAoHNACtcE+3tcwBDUDLLNQdWOGABqAV7um2ljmgAWiZhboDKxzQALTCPd3WMgc0AC2zUHdghQMagFa4p9ta5oAGoGUW6g6scEAD0Ar3dFvLHNAAtMxC3YEVDmgAWuGebmuZAxqAllmoO7DCAQ1AK9zTbS1zQAPQMgt1B1Y4oAFohXu6rWUOaABaZqHuwAoHNACtcE+3tcwBDUDLLNQdWOGABqAV7um2ljmgAWiZhboDKxz4P2Ff03qu6rbrAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Motion in Snaps"><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" 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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="2.2737367544323206e-13" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="166,0,228,1" 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>90</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="104.33333333333331"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>12</l><script><block s="down"></block><block s="forward"><l>50</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>12</l></block></block></script></block></script><script x="15.666666666666657" y="323"><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>166,0,228,1</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="233.66666666666663" y="158.99999999999994"><block s="forward"><l>-100</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Motion in Snaps" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>