<snapdata remixID="12701699"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAF9lJREFUeF7tXXVcFssafrBAxW6xxW4xEbu7u+OYIDbGsbu7O7CPnWCAImJgdytioahHroqg3N87OnvmW5bQe677xexf++3M7Oy87/PNzJtjFREREQF5SQroRAErCUCdKC+7ZRSQAJRA0JUCEoC6kl92LgEoMaArBSQAdSW/7FwCUGJAVwpIAOpKftm5BKDEgK4UkADUlfyycwlAiQFdKSABqCv5ZecSgBIDulJAAlBX8svOJQAlBnSlgASgruSXnUsASgzoSgEJQF3JLzuXAJQY0JUCFg/ALCkS48nb/2gyoX3Thlj/125WFvLhA2yTJNGVWebYuUUA8M9B/TFhxmxN/qVPFA8vPoZrlvl4H4dTxcqszCF3dvjfeajUu3zRH0WKOZgjJn7rmCwCgGqK1ipfBodO+rHHlUoWhde5SzESPU+G1Lj9/HWM9WSFn6OA2QKwZD57nLt5T6HGnr+2oUHT5ux3pqQ2ePr3Z3a/eO4s9HIdECPVxBkvulkzxhfJCgYUMCsAdmzeGGu37YxxqXVfswptO3X5ZSjs37UDdRs1Ye1rOpXGYZ8zyrvSJYyLl5++/vK7La2hWQEwMCAAdpkzKzxMaxMHrz5/+yWeivu/zevXolX7jprvWbloAbr2dv6lPmQjMwjLzJA4Pp7/J0zhpV0SawR+CNXk7UX/cyjmUJKVXb9yGQUKF4kSA+2aNMCGHXtYuV1SGwT+WLIzJUuIp+8/sedq8DWoVhF7jngr76xftQL2Hj0hcRYNBcxiBoxuSc2eOikevv6bkSCNtRWCQr8ngsiTMQ1uPwti958/f4aNjY0BmXKkSYYHQe/ZsxrlSsHj1Fl2v2z+XHR3cWX34vLbp0sHLFy1TnmHCFSJwKgpYJIAVO/1Pn78iESJEimjzJk2Oe6/esd+h4eHI168eOz+XXAwkqdMye6L2WfFxXuP2f1ot0EYO3WGAZV+di935dIFFC5anL3D48A+1KhTT+IuFhQwSQCqZzP6XSibHa4+ClSG7HXUE5WqVme/W9Srha37DrH7t2/eIEWqVPj73TskTZ6cPXPIkwP+tx8YkKtsobw4ffWWwTP7dClw7+Vb9kyUpLOmtMXj4BCl7oN795DD3l753bllU6ze8lcs2GF5VUwWgMQqNePFWW2oqzOmzF3AODpx1AiMGDeR3YvLMGe3lrAyddxouI0aC+euHbFg5VpWdexwN4yeNDValORKlxJ3XwYrdcRvsjx4xTxikwJgnYqOOODtazCqyqWK4fjZi5ojre5YEp6+51jZgT27UKdBI4j6vNlTJqL/0BGITsmsBdiMtgnwLOQLe69oyitXJD9OXb6hfItaQKKCkJAQ2NraxswZC6lhUgAknkwa/SeGj51gwJ7hA1wxadZc9mz5gnn4w7lvJPZpLal8n/dHu1ZYvmGzJssHO/fC9AWLIy3xVPnq5YsoVKSYZjv1HnLHlk1o0rK1hcAq9sM0OQDS0O7euoVcefMajPKsny9KlXFkz0Tmay2v3JLB94bRAYl3wpfiKqWL49iZC+yxKPlOHjMSw8aMZ8/V+1EtgD8PDEQGO7vYc8pMa5oMAOdOmwzXIcMM2OB70huO5StqsqZr6+ZYuWmbQRkH5t4d21G/SbNfYumGVSvQrks3NKxeCbs9vdg7xGW6TaN62Lhrn/LuEnlz4vyt+wZ9iSqgX/oIM2pkMgAkmmvNZm59+2DqvIWMJTeuXkH+QoUjsUftyRIT/2ZMHIdBI0ahUoki8Dp/GXz5XjRnJnr3G2jQfECv7pi1eBl7tnrJInTu2VspF/eK/GHpArlx5vqdmD7BYsqNGoB3bt5A7nz5DZjRu3N7LFq93uAZBwo9HDdiKEZNnMLKm9etiW37D7P7JfNmo2ff/orkzBXFrRrUweY9Bwzex4UJLmDwOnUqlcMBr1MGSzxv+OXLFyRIkEB5j3oPOGvyBAwY9mckYLVuWBebdu+3GMCpB2rUAKSPjcqiIC6BVE+URkULBZ+F1MLJ0vlz0MOlnwKmg3t3o3b9how+HDyi04EWQmpXKIuDJ05HKsqfOT1uBLxQnmvN3GS3HtbfBeu277JY8NHAjR6AnDvZUiXBozcfDJglKoOpQNyLidaQ7Zvc0ax1W8X60aRmVew4fJS9a+ak8Rg4fCSa16mBbQc82DPRfMd9B/kfoUCWDLj+5LkB4Ldt3IDmbdqxti3q1sTWH7Mu/Rb1iPzjo7NXWxoajRKA3dq2xAr3LZF4QZLuxtUrMWfpSqWMZq78BQsja/bs7JkIPA5Ibv3gjfgezz5tCtx79d2yISq1SZDo3X8g84YWnVe5V4z3sSOoWKUaa9e1TQus3LiV3fNlnu61HBHEb7M0oEU1XqMEIH0sqSnIW5k7DIgD4Hsx8ZmoTBZBw4HFl0W+HO7cuhmXL/hjzJTpLN6DzGzcNZ8A1qVVM8WezBXKHLhc2BGFG9G0p942kFWmVv0GqFStRiQ+aCm6LQmcRgtAkQlRMUm9t3IsnA++V26ypuP/HIaREyaz+4olisD7/GWIKpHyxQri5MVrrLx4rmxImiwZk3j5VaZgHmTLkVMRULgkzGcxvrcUPa3JBnz39k3UrFtfeY9ojeEPL104j47NGuPygwBLwprmWE0CgPzLScG7cfe+SNaHwtkz4crDp8oAp40fgyEjx+DW9WvIW6Agey7ahkUhhdqGfv4Ml8FucB4w2IBIBDpra2sFmFza5kJKz45tsWStO2uTO30q3HnxRmmvJXj06NAGiRPbKmobi0efsQohNPvksM9loNAVmdW/Zzfmw7d4zQbl8drlS/Hu3Vu4Dh7Knomzpp+vD8o4OuG0zwmcP+MHl4FDQCa29auWo2mrNujRt5/iSqUGxVb39cziwf0IC2bNiGuPn0GMORFtwFo6x3yZ0jEbdvacOTUxR4JNtVq1MXfZKovDpNHPgOQMGjduXE11x4O7d1GvSnkDlYcIDALq7CUrGFOH9e+LybPnsXuanUgK5iGXItfP+Prg0L69CHr5Ava586Cf23BWPHbYENy8fo0tyVyKFc1vpOYJ/xpuEOAU3f6OlvLOPXrjz/GTLA504oCNHoDix5LtNjDgiYHHCS+PxGyr8kDESVbMhRYSapat28iU27R8kuNoWFgYMmfJCpdBbmjdoRPI2ZUk63TpMyBHrlzMf5CAN3nWPHTr46JYY8T+RJcrWvab1q7OVDXqi1z7x0+diS69+lg06IwWgORade/ObSxcuVYJoYyKU2QR8fE6brD3o7ok7e7yOI7c+fKxpvcSl4P9f04hc/JECHj3kalbuju7Kv6BVKdl/dqgICRyKs2TMTUqVK7KHEjJqvIxJAQjJ01F4sSJQUvpzacvwc1v4j7PpVsn0LmP3HeQfzftFylSr1a9BtGCbsTAfli2YC4at2iFZes3WQxAjXoG9Dt1EhQclDJVapy9cTdKpowZOhjuq1caOILSvo1c8Wlf5evQFDb1nPB3+QLIaJcJ5YoWQInSZWBjkxCkWyxeshQTRMpVrIyFs6ajz4DBWLl4AfsjcKeFprWq4dOnj2wvJwoxtCfcfsBDEXZePHuGQtntmNStZZemQRw9fJDpDzNlzgKfS9ctBmxaAzVqAGp9MKlX5s+YysxmWjHAFGhOPoM029FFOjua4chd/30cRyT75gtSQH+L+IY4ceLg86dP+MPZFX4+J/A6KIg9e/M6CHHjxkOWbNnYnu75s0BMGTuK2Wx3bd2CGQuXRBJyGlSpgAev/9Z0NnUqWgBPA54w5Xq1WnUsGnDqwRsVANUG/dhyqlH1yiDhYfTkaczhgF+ko+vevrWiYOb7tjArJ1Qt9h42CRPi4vlzbDYMevUKTx49ZHHFpASnsuq166Jz914ICw8DxXUc9bsAsv/eCnyFvzZvZGY2MSSU+qX+SMlNy/zEmXNiOwSlnqg6+unGJtjAqACoph+5P23ZsA63b1yHtY0NSpYuyzbw5Fof3UWGfrKGfPv2DfuO+zD1B8UE13AshbvP36BMobzYsW47vrQdA7dcH1mMcPz48REaGoqv4eFsFkyRMhVCQz8zdU/Lth0QEvIBhYoWA+kY+exKqp/hA/qicHEHHFSFCmh939J5c7DFfR1uXruKePHjo0SpMujSs/cv+yaaIN4ifbJRAzA2BL52+RLmzZgK7yOeCA5+gyxZs7G0GUPHjDcI1VyxcD5GuQ2EQ+kyWLtlB/LYpUHl6jXQxzsYrl+u4EXcr/j69SusrKxYt0mSJGWzYLmKleDl6cEsLFXLOIBm6d2eJOT84yZGAJ47fQq8jnji7Y9vqNOwMYaNnWDwDbEZj6XVMXkAxpZh5H5FzgS0xPHZ5/PnT/A/+z2vy/Mes9Ep8Dh8vI4x27C1tQ3Cw8NQpWYtPHv6lLVLYG3NZmFKxRHTLBzb77L0ekYDQAraoSDy33UFPHkEj/37GbA+fvyeoLKbsyuyLzmKAhNdcSVOCI57fI8lphk1YcKEv+vT0KJt+9/Wl94dGQ0A/01CzJ85Ddvc1+POrZts71i6bDk2a5GTgP+5M2hdvw6SJEuGZMmT49XLFwh+/QZhYd/DLPsMHIKek72QHgnwNY4V3O0iUGTGEJx4egsuP2zFtJxvWr+GSdg0m5Iah4SVRs1b/pvDsIh3mRQACTwLZ07HyePH8P79O2TNnoMprCnonAQHrata2RK4deM6Zi9ezpxGyVSXN38BJniUKF0Wl/zP4eXLF0zYiGNlxfaAPfr2R48fIBTf+XfcCOypkg0lRznDqWpZNlOJ+WDEuhS5N2faJBzzOIzXQa9glykzUx1RsDtPD2IRCIthkEYFQHKRolkrYaJEKO3ohB4urqhSo1as+TSwdw+sW7kMbTp2NjDsk3WEZr/ZS5YrprSKDoXx6OED5oRACm/qk5TRNKOlSJkSPV0HotmArWwmpOubFeCfOwWCJnXBgf07mc5QjCUh5TSBetr8xaz/2F6rlizCpnWrWds4ceOiWImSFpVRy6gAGFumUT3S8fXp2hE5c+XWTLFLbvWki6NYXXIWLZ47O/N+Jl2gh+9ZfAkNhd8pH7wJCmJeMSR4JLa1ZV44KVKkZMro1p26oqGLOwPh+QZFkPHgBWT84msQnUfqHrp4yl8+Boo1blqrOlNMn/C/AtukSX9meBZT12QAWCp/LgS/ec2y1pd1qqDJIPJSmThzLjp178nKRw0ZiIf377E2PBySx3u8fP6cKa/TpEsHUmQPGTUW5077stmQvG9GTpiC7Zvd4VSxCjqNOYSA5Amwp1tJ1LrzCVbW8eG4dR7zor5074mSPZ8i3B49uB8pqRH/WIo/IT0ieUZv2XvQYkAW3UCNEoDcI4U8VLhXc1SDIGO/+869BiYu2udNn7+IMZpyB754FsgCjyirAe3BaDkmbxjaGzqULM0SDpFekN5DINp+0BPjhrvhkv95JsR069MX7aZ7wz7MTzHBPY9fFhnCvkfEtW1cH7ny5GXu/fwiK4n30SMGGbu0xkBmQq8jHuy7tMI2zR2lRgnA6IhOVo6i9llw6tL1SDHDai9k7jzKj2no+0dnzFu+mgkitMTmyZcfb4ODcf/uHZZhYfcRL9A+9FngUwwdNU7JMeN5cD+OenpggNswpE2XHuKxDxFW5WH1w+3rmMchuLk6GyRHp7FQVq11K5YqMSbRjU+MLTF38NH4TAKAlIKDlsmA95+Yi7x4kWUir10aJZsplYlB4dz+y2M6aJk+ePK04gF9eP9epE6bls2EdM2ZNhmb161hzgMR374hU5ascN+xF/Z58mD8iKEYOXGKkmFLzBNzP4kTcn7wUT4tqvzU5Lg6doSbkubXEkBmckswfTC5wvfr0VVJg6YexISRw0FmOFESVYdCjhw8AOOnz1JyPHNQcEA7DxyiZFGIjkiU1WDxnFnM3Ysk7ZmLlipZVcUY4tMFGsC2eyMUcv0nAz+V330RrGRpFfvZt2sHurVpEeVBOZYATqObAdVJJ9VMoHgRSqcrRp6RowElDOfOoGLOQA467kwqvp9SbtD+i5xFnQcNYc4B4rV/9050b9eKqVboWAdyqyL/PZ59lUe8Uf/kyEBxJ3SFxCkH22+nDN5F3txFHUpESi3HK5HU3LhGFSUDqyWAz2SWYPWyKjJHDVgxuTiPFSZn0r8OHVEcSYvmzAK/63dYYnJS51AgfN2GjQ3S6FIMCHnj8DM/+H5SDQxxBlR/S6hVOVhHGAKREmXSUq5O/2spgFOP0+hmQPUHaqXkoDrqQwYp4i1R4sTK+W08d8yCWdMNwi1XLV7IXLpEoJLr/foVyww8qsU9nBjbyxNkPn74UMnGIMaHqOOAA4754lXH0XAI8IyEsZ9NhG6OIDVKAJKu7MwpHzZrqa9endqhT/9BKFikqFKknnl46l1SMqdKk4bV45lOxRRrPE6EykXA0f7ywd07WLV5O8uC6n/mDNMtcsBwwPFMCdRe/UcR45Cp/FKairC/uAW2mdJHGlNM2w5zBB4fk1ECMCqCkyS8y/O4QbH6qCz1aUlUmQOGZ8PnYBPBKIZzktKbx6DwtuRMSvHD/BrUpydzzRcFH1EqFvsVPzjcygnxIv6Rls0ZXLEZm0kAUGupGuLSG9PmL1LGSIE+VWvWVn6ThFmvURODFB1aBOEWEjGVhzgbvn71iqlpeCo2raRDYlYEim4TXfGjyqz/Lq4jkn81TLgeG4aZWx2jBqA6zx4nvjoGWAxApzrqU4vE2Yjnh+HHKWhlrOJZs/jRWx/ev2fuW/ziKdfEJEgiaM+dOc0cV8WLnB+8/a8YPPN3m4pQ7wtw9IucCczcgBbVeIwagFofLc5UVK4+GkFMgSsmIOLv4qnV+OlIp054oVyFSgZddWrRBGu27gDPisUBz8+ME8+cE4UhdVYs0lOKe1WZni0yR00GgFpgUjNcTFgp5v6jWI6jfv4GJrToZhiecZ9nVT1/1i+SjlAUHMSTNdV/CPUSTB7Y5H/I8wtaykxn0jOgCKaolmFxCbx76yZy5f2eGUHMCdOhWSOWEpdn0/qVbPlah8+oZzqy4IhJNNWCEn2XKIFbMghNZgYUmaROhaY+9oCcArgjK78XDyrkic758klRdX0HuWnigOv7tE5JF5df9fJ65NABAw8dUe9oyYBTj93kAKiWQsl8tdPjmDIucWYRZ071GW7UgJIVeZ27hArFC+HEhauauOA5oXdt26LEfPB21EA8GoInwowKYJaeDVWLLiYFQFHxS4OhWFyeD5B+163shP3Ho9exqfdo1E5rdjvueRiVq9eElglu49rVits9KcbFPIUikbV0kpasdDZ5AIoDII/mdBkyRLmaiZnoxZlHPLqVN9YCBT+/I+DxY2TOmpVVFWdXiryjRJd0iQpySpQkOqbOmTpJyTEol14TloJjYp648acMVekzZoy2CbdkUCX10Qr0THQy4C8SLSdaCmleT73UNqxWiTm7ystMAahmePumDVkcCF1i8kjxuFexjdYJ56L1hR9qEx2A1Naa4f37YtKPjKwSeFFTwKT2gFrD4AnJeRnFZ1BsB794fmj6Tel+PU6dZUWUUHL+ijVRUkbcK4qqF1GYkaqU//2vZfIAVJOA227puXiQ4c+SSjzbTVxCKdJu3LSZmq+LynT4s31bUn2zAqD6dErxFCP1zPhvMVktQVMogSXldvlf6WhWABSJoT4Qmlz5/a7dZlVEp1HRrhtbYhbJkVkeMhNbYsVQz2wBmDtDatx5/lpz+KINWZwlo6MVd1CgOmrdn5ad+l/ij9m/xmwBKHLOtXsXg1wxlHW1ZbsOrIrarBcVx6MKszR7hPyfB2gRAIyOhtEBSzyIRjwI+//ME4t6vcUDkBJjNmnZWpPpF86fRfESpSwKEL97sBYPwN9NcNmfIQUkACUidKWABKCu5JedSwBKDOhKAQlAXckvO5cAlBjQlQISgLqSX3YuASgxoCsFJAB1Jb/sXAJQYkBXCkgA6kp+2bkEoMSArhSQANSV/LJzCUCJAV0pIAGoK/ll5xKAEgO6UkACUFfyy84lACUGdKWABKCu5JedSwBKDOhKAQlAXckvO5cAlBjQlQISgLqSX3YuASgxoCsFJAB1Jb/sXAJQYkBXCkgA6kp+2bkEoMSArhSQANSV/LJzCUCJAV0pIAGoK/ll5xKAEgO6UkACUFfyy84lACUGdKXAfwHf7pBN+7g5hQAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><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="-36.376030633291066" y="23.29656099018746" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,0,60,1" 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="104.33333333333329"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></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><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="643" y="317.1666666666667"><block s="clear"></block><block s="setColor"><color>20,6,0,1</color></block><block s="doRepeat"><l>60</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>60</l></block></block></script></block><block s="doRepeat"><l>2</l><script><block s="setColor"><color>255,0,60,1</color></block><block s="forward"><l>50</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>2</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>