<snapdata remixID="12718236"><project name="23-24 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" 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idwcZDY4Dn3OHpg2cQ4nrgD8qlovdwB6I35DrXYMvJGFl69lQuulN+KTAFB3LAx+a2IVgUiMBV3F8JWQ6thTqiP2xHTCrQDpQ1R0g+p3Z0C9frNo26UHqVH2dc8G3N1RQjMQDcCEq+0FopeuXIr9nrNux+Qi5kRe6FdhCF8g3HpjO1ZgJbDlihFVbmpR5ZYWiXeljfDrhplwoAPzUXgLwL+O2mF4TPo2K9C4AUNeNACpRDWo9xnbJLHegoBVK+CnEXp6Cxgw57uKsNUWP1/gOuMnf/fsvCmHDm8BSNgIBM6sDFWW8n1JSkUhf4F7P5+L4vz+1G3lRSY9FtWPG6GZIu3vSIvToqkkbE0obJtiwefjmfWea3IFoJ/tGKwmE0z5nMeKf2gotHrxftFab9iPGuivE/BfG19cPaUjYW0nNLzLvQP2+fkGJJa+w7TvDQBnzCLRoZPwuCxdR4023VCQ8BHI1dwWrWpIHgIKtDCYhR+oAIDesN/3B66hWp73J+jZQSsFoGFzDPS7xRfiUhNsfv4hLB0yJOefD0BVHS2ICGnxSVy4Am3XQZJ1Zd9294q5MoARgzMG6XG7QQi0j5109keYYFNxHjtJN7/BvXI1FLMfDT46tQ78FldGDYd+KwdAa+t7oPx82982BhOY85kZmWEmxQBs247CrLnS7b0470scnNSemTcrBdWr+YjIdN9lKQZg/sxYmLsoP57X8X4eZp70fHrL0xfoCYDq234InCdUKOS+Zkc5EwonSof3+PsS8MtfwKmKfWDr99iA/bhSKRbUVRA/KM/vi3EqCctQIQuwAGywMgD5Acw6KzlPjzMhvH1pJEBvW+80ONss3O/BpUrTh93c0hDzIvQ3r0Dd0r8UP8uN4EKKWJ6/LTdFHp+PXs8YvpUwoEZD4e8T8mBfrRqMD1TTQEzMB5FBeQagN+zHjuRJxLAYAC1nqkFz0bsDMkUjbsFWkxNfuaF2nKllxOUq3Frr7Q4Ump5kTBVijqeqihoQCZxo0LbrB+I65636aNsjRHaOVMyCLAAr/ygdL4UWvXTim11UGg2CIrg1Hb9Bmv344GOf0SB0RJlgbyjN+HTeIgOFK+VtuJxgw9V4O6LLhQvGc6YSYztUAkBa6VCaHhKlkTJshzO7JAMaR5WCcZT3WzC+AlBtIRFykvnqqRtRIFM9L/xdB2ttkIOiQXdxplYhJiXXQyf93/AjhMF/nGBzRGL9/W3o/Nc+/PUGs7cq5flMsyB5wQZ93/YgTBx4cxbnwNLSCv0ePcLeEJcQrmJYDoAG+yYQVBnkZaQDvCNhUoqHFPjYeRl4aACOVibwIJyjzpQ0d08jNn8Zyh+JlFDDVgpAb8DHf28VB59FSK77+t0pgn1hP7pyXwGoewj4L6gCqki5QmFVkRjgdxVpKivK9TQhfhnwl5U7vNPTwO20HHz0MS4WDCgef6C5EP4tOsPWbRjsz3t2oOWf+yiYUAjjK0ZobmgQ+YI4M9GN8AHY5ZAd8xYzH4MYA6rJ9tA5ZoC021GQxXki6AMCYAh0Z8ypheMwJkK4ZBBjnyDyJcHPngBYh4pAECXUipUAcMlyB1Ia+36Isnn/4zCahGMkYobUoOj1ny/JWwAaNsZAv887hYIMqICmKiaeCZti0iKQ5hCKRPrbz3iwQpCvcfhMfNf3a1wu0mHY5UhJ9mMLqa6cgn7eG84/i3qYkD+dEe3RNTxLh/yfHLA3Yl7Myk/NaH6WEVFiABQTvXReMfaLc1zHcX/5tRbb/2Dry/D7GDB8q0LSEfEQJ3TeFqRwIz09oggPIxiFUkoE9+5H4t333DVepbiZunA2ft/bzS07EZDWySdIB029h490OWgpdNp1a0BzMwAB85U5qhYX1gSBDKvr/LOpmYsrSP9N3a0sOWaTsS0CLEnoXqZfcR56/bcuIxBf3AuWBSDLftbaNmR/n60IfHQmRzUKeX84cLvSxzDXe8tZ7maMCh0/F5q0WPBZjEaYCzmDcUB4ODRadztdpv4oKChXDONjOXaP/TIDhlrizsSuADyXlA2SYGAgBsCoKAp/7Fb+Ibi+oB2nWmHyNMYB1TX5DEB62y2pLPCFRPyhgCUJ0FzxTqEgQ2oCOm5xnNL0d1iGJsNRPwYadR789CdlP7j2+lQEEszX3G4RheStwOQb4djT+T3YWzK+iFKJBiAVQiL9ELMjIcd8/HpO6T+A1sYoMgWNxmN+Pz2Wd+dApXGMgpYc6nzOVzzov8XYL0u/Fw5wh6jkBs4HH5u3dE0KXZYLgZNBmFCKEu44seJXCoC+rvvYfsQPPy2qgNDPfQJgwMoMBCxiNs23z2CauZ0O3P45Al2vCn3e5CYOFTKgTmGcBmy7JxZnr3mG26816C9Aq/as5fHbYdeDNPvRqdPZaKQv/ctjV9Sn9kO37AM8PM+Myxvwfa8aitqIg0YVC4IIgaXUJtTbsgrp4Zx9kWU/Y3Y27DZubGLgy9GdgY1Qvi0ZW3M0VLnCLUd6DO3nORD7eGngafCeAFgS4NObNQgsEN/e9QmAfKeDEEqDtcZKCKeU7x8TOgdUnc4C/jwR4dDDto9ZfzVItcNsYMAT5L9PFsNiGWgQsgCkTTCWtXvgV+sRHDl6mC8JTRB0eZr9WPCValgKqiLpaAHVZ9px4T1mvBOJDhj02Ptbq3YParm++594+1NOQeCzn0anQ0CYcMekQJMBk1r6ILnrWGPaToHuivh6b9ghZeYSKQD+sN6OytIrHtn3QjMfncKyDFBJLB+9BqB+Zy5C3r6LCeay6G2T1gzFejezX1P8MJ/C5Qnu54Gp/GjYjw5Cv5/sOJ8YA8oWj9CImbKDlMrQ7Mp9zJnIHK1svuxPIICz8xn/jgZIIcDymjAzHdE/HNrzng8vdU7jTD51fq2DAa/3Q+Mun+H4H9+6dWfo0nDsbsWwmZzoNaqzYdQo99guPXAuDPult0SVAPBRqBn3S3Hsya4Bn+9K4aNPfF/3DVm4GPvOMYGexOx/7ER5DcDrCd7FETmrNmKk/3VQAToUnGTWQGIAJB9WRf3Z85EdFIGg0K9h8BMegPcFiYPWReCHTgyruibj4Zjin1jwhUwOgd/vng/l1F5iQ5ke3Iv5NOETvG5dj7aq1uiraito5mqSBm03Mxq03WqFMSen+LkhKAh6f05JMavzka+Rtt259r/C29/A8ZPQydc1jxIAniyVA3UoR098JcQ/ADhwWBmL8ttee7sPJk/ngnz6F2rhZxJ30vAKgNqLJlx+Xpmzwjj/mziuFro95V95TRKA81u+ioUtRiAqxj0uni/gY8uo8z4WLW69Gwjb3SAU1G0L0nAXgSsCELhQPtI7n/3oihPKdsISah+uaDe4tRN3iVsPe2I/C2FEnu6+4mG+9+ku/LDU/dgDv4KQeKD3Wnnw7AJ3ZqRUJbuoFuzNOjAb4agznDsgJTYotZ1AcFYaVKoE75QQeu2XYg/CApPQu5ltZKM2C3MM0hPpCYDDhw3FmfryWq7it8TLKAXCjJypsIfth2GXHqFvKjN38AEYfDEc69oyuyauAGyyOxr3yjJfvbmgAJYibneFCDcjWMs4EthVVmRrpeP3uY73ldV/o9fEdRij59hUbE5afuhAxcdKmKc5UwJAuvzK1Q7UriNvsYtV3YRqqPRBKLYvUceYMMSKGZAocCCq6UVnoSMFnPEvj7DjxYCryCbkv7asU9/CYUvArY+FwcmnD4zF5qberSeVAJGwNoDK5B4Nny1LogiZmYMQ1cqzD18cQeJ1dREaE5z2OuO2H3bXMMCaDUxSD8JQ1QvFXdrc2R9j54XBRKXDSN2DNpNvTqFgivwH0ermIAkSj3Tu95dIja3jjktY9+JqJPvLi2ol4pduhwWg1kAhLM7hcS/4pZdJvPm2tDE6VnMTqsmFwAP5taPXAORrviuMidiuy8EvWpFDrS6zZ2nRFHlzhUEi+QBssEx5LDwloGPzqArGgiBLyRYhh00HUoXHT9sQNifgIgnpyW5q47RXmv16L0rH5tbuphBDTnkQDm7L0RTJKEY0ADP0yuPPJJ+9j/2tmGspSgqA6bDhLBhmjqzogEpNyTojlC1LYdM2d4B10WzCGdQC7fcnlwiyCJEnmHtWFDOg2HkPTw1lf78K9kqcS5Uu9TgCdiyFZXhtXFy5BjeiDeg3tYpcX316LiVypSoja3A7J4e0nkUbW8f79kDse7yfSgNQd17kYhuKgF8WNwcOXSGswcyBcZW/cuePUpmFuFqFOdb4ldaIJVr5IwVSDBiktqPAwZiQDqMARjAfGb3+o5MSbxhnPp5HzGLVGMxWvQ3iqA3EUvmD/8HX3oE+hzGvKQJgRMcrUKfJx4gxvvIyjKOESkTosNHQnRMyTO8fIvBzC2n3Jp9QR79Ua10QJs+7HWJ1U4fOgBrJmHy+0BSgroLlRCalQnc75/F788oct6r9HgnDj7Ds5w346Er5fn9K2K9hbxs6TbYiQCUuCtMsehQ41MXil1ABUYneAZDu14bf7LDHxqPVY0cQJexHl2PFr2IAemI/R3wcstd9C0rNraP8165H4ILFojjytJfrK/CcjFIwCgTJmVaU1kUu+BFYyTk7JBEOrNZIB3Tk18sXw492vYOCx1H76TxqSxB0BVx/rEHpcOjzvGI+V/DRf9MA1Ogo1OtiR72uVpSvLb/ecp2LIocady36YgCGxjqg85PeC/Y0l/wzvzQA6VWL3maDWS9tS/UKgKEjbkKXym2c8zuTcZR3tuJhOsL7DwbB0/ZcO/60wOetyHX2y64CWbuP6NzKieGNpB4LST/YKM4mmvXPr8gnOYVCjP28Zb4xVWpjRmaH4j6O1+eg09mSiexwpci/GICs+PVGBNN5zV1eQN7seYwoXWKC4VARiMeH00gVAavWfXdMU3geYZeGFI+JCFvTlLK2kY5H7In9il7sCyK/AH5bmKDfSlJJgpCw1YaqyD3OtFw/TOcjoF70OTSHt8kCkIAO58g6GOmQVhisX30GR+tmeOhgInTpC8pAZeFsisFRUcj0U67t0nXQ4Gtd9D3aGLlwJjT7Tfq9EBHlfHeLYgd82KTFSYpZr/kKQJb9NHvM0K10JymzTuO8TIefws/1gtrMHR8oPhNS+FYMioYI12VBH9+H3wbGLanEUrsAUF8r9/KQaldV+CoIh3f12HMMsFxitFdP121VI+xYT3zizHeeuo/+lNDPkN8nslIFWLb9IOimwM1epYa1bAEcPBOO3FzS4KMTn/2yCBKt/TLQ9lUL2o8SvwBRrl7+8x+KKOTAjsAoEv5h4jshcvXRAPQf4Hnr0FUU88UvXb/bwXRT3wgUvM+cn/BW85XrMP082o9C/G9l8Xc171y1+HX7InKNR2IE7u+eAHheNa24uRok92/2x6LePZA9fw7KxSbBdE24ZZifmQmK5F4oGWuF7bF7mJL5YcHnCsD2fhlIJ0iElaEweau8FizX1uIixqbJZz/6b6VacH6vbSD+ET96ym/brlHBztMPZAHIFrY2DoLuyJMP1HUiGkaReH2oBS+N9d7+F2vKQZpV6KAqN9GFpj9BnOLc8+n8uqWToT59SLToJmIMKhKM17Yr+MiwUKSd5W5XCs+6CyKQc5siHQ4UPOIYwVHaArve/ayKVJ9faVoD/lnMuqlDdiu04NkP+drvnFPKlCRPc+MrAB2Giiiq5Hkb0LVdlgUNjzYj6KZwa1RRkHK5lyz2XBtIIbGXHRV72hEQI76Fsy6mjuKq22T9gyhrIX72/11RGZLKR0buaARdYm4P4idX9jO+EIFHnyRg5ZAq6HeaidzpCr4HR/6Eoxy3t6sjLQiyCT9Qvui1h5ngCJI3XbH96tuzMqIuMmCOCzmNkde4I5cH1RaM5W29+QLAIocKeQ4N8u0MwOkdEEMwhWCXO+Q8MWBhlV9A6bhASIpehDMTAbNeIzC/sGWfGIChSSQq9rIjsaf8Vpxrhx/ogrE/Qt5dv/8D7gJBJQB8hNdhc5xF6eTHxl6NBpaJS0GWZwzfLAAfrqkCSzKjLAxfH4/5M5mD33XI6bA9jiyf+8k0FA4WHvih80RYhGsfa5FLclMgAAAgAElEQVQJpgKGmRzBFthDlTNfl1EVEL+PUwRTC+tgt4nbxXG1/UkB8NJBDUJS1Ciwe95azIcDqSh0E79038UAaIvoAXNZzllYKfDq7KmPO7OnIWtnF1i1akScaOhW1CcA9jsqb+1W2skDYRWQZhCPsl/Okodm2cIdBj4ASxu+RrqZcfFyvvhTx5Beh4mbIuXRXNQtDpnThVt0dS+EYv9LjO9a//i1OH/zKkytnkPWdytFh+EKPjoTy35kgA22COXz03JqOVT/iVP+zlmmY1XBAURRnDe1KwCrNLPj8l/iDsBK9oBPw4hM2BUBsKCWb25xSQuGI7Am45Cad6YhLk5e4caAezpbld0T4voWShKAdN1iorhl9jVEW9zXoLsMi5CrSkDlIIaVcm1tnCC0P9cXGfsZt30x8KV/VQnmRhJXEtTu4iw3+e2LWDzwBtRh3HVermP3txvh5xCGJDHm5sJusYA02GHjOXfKfYT1l5ZGyiKh8XyLMdlZ7EtzGBqReizXFmKZVtwOK1a/EgDS4pc2ZoeXdzdiswxojp0KW1hHySGUsxG4x8YccckV0fk3xE1grAj8dC2KM07T4KPTv86AbAf5IOSLXPZ5uioZNzSdcU/TpBh87LOcH0icfoG5GZ0PPnPTEKQv8xzio+Ax+DZ0SMMrsxl3sDDV88Xzlh8yUDCJUuxHaUlYY5QrbVV/CUfrKXGCurcW1QNFeb+UYSup3odEo/HyNkIagBEJdqhFNiuOxjaBUYGSsfoGU/i+jsKUclyfVRobkndI35Jwp5kGf1TkvIr+MwBM1wXiSmBpxOZXxDVNJ+SquCun6IHuusicKT0Vrsb2snrc50VS3VfA+CCWrl8KhJlAxsJEmFqJ+/eV39QEgXejcH7sJrDguxlbhFq/M06UaiIYwURzUQBKil6CgiVWuWYadzAYXUcIo0HkkKdwyMTtEEhSj4cHL221w6DArZEG4B0R9zelSkZtI4Hx6cIlwGl/Cgui7aDXfZ7Sl4OFCqlPAKw/yYaKvXyPMhqUDyQfJ5B8AjCYgN21muH9Fz0vclkAig0uNcCOb38Pxs7RzFliNlX6rh2qfdUFujx3L+6lfhuhtzLrrKDTW4rL+BGVYSA48LsyIK350hownRw2Gwqzs2GJk3dBYhuIuOKH/t3cT/qwotcX4LFllIjfIpA4hAIBAG0RPWEuy6ydlSSW/fh5rYQdSy/Vo6PvSiZX8NEZfQJgSCKJjmvltbxMbTncIPrjjua54k79/S7nuMn+uKptf6xo+6Jkxyuab2L5DfebNdkCDrsOezeMwr5fGJd/JWmVepMb+OgfgokWUBOckdwVgHQeFUUizJrtVDy8AZ8hV41hjdyvhD1r+Qh37MzF00+SlADwAmXC2ff0KDrA+Ch6q2S0zVNjYJZ7OLvpH9dB8MvS4l8MfD4DkC7IV0RubVXj2q9aZD3UgTrDGJjV2eJflBgAp/WbgO11OJC6voS5D3shOZtZZxTkRjrBlrpDGrBKXiINQD7zsWX46z+HOgLGwE6S1TlwWElTxXn4uxz8giXBfnR9SgDIil9XJUMbkoPSLbehdOst8I9n9q0PdueM7mx/xdjvXL2t2LvhPdG50NiBJcOkXfl9YkCxlqj91YEkP6gKu4OwSi/8xQA4dOw8XCznXsbvuh5VVl6BZvPjQIdevW7PmQ/sHYuHUe57qnwAWgx1EJofj65bz6HLtvNomspF3Q+/zWjOSpMU+LYa64LycJul0voTO1B47kPPrlkWNXDM3wKisAIM0fKHoFwB2C9LhU557jbGhTcZzd01BRUAc8d6Pkfy5AAcEw1qSjkQ9jJQ5bsbbF079fG6uYjLvI/4zPvwszJivO20H0FciEKZL8MQfKjkb2i81f0Q8rrtxfHhzFmW/guOYWtL7joEfh/5AExO/Ru/jnA33ZQU+LLJkzhsekUpxjzm6/2jHSFxAB0B95E/kOXv9Dh7ouQKwEQz8H6aUHWWAl9kBjDjHflDTL4DMEIL6hyDfHXuGIBUdlyTzh+6LxBlloUj4ELJX4zXrOs3aN1rOWrUE0ZNYjXez4Zfw8djL0u+GD4Ac8ityK4tPAEY809nWHTK36wU89Ed8FX0+idTCO9BIbwXCVXJf6/Fc8MHoK2jH2yDA1CqTjXUJ1thiGEm1m7th8xq7nNZ7g7wwQfy4Auc4KMSgn01QFU2gDA1hMokvXajRxL5W4gTbPp7JXtVqkZrQevey9CyJ3NzpmtKrMLsbNCJBd/eRo/Qbbn7HcVSDPjyqr8wbSEXxqPuwda4Faf8Q/MEvgLrYuy3Sbt5BTaiENaTQnhPErTL/L+RWAAW/cjt1NBXLThJ5DUSkdPdRX7SVeDtGfLgC54CqGK8BeCo0qA+YGIJiikZpVeHocyX4dDkl+xds8FhGWjVZxlS2q1T/B5YALLgywuyodxBJlSsVFLBDyGq1sWPr9dijqHSqdPPTZDa0D2mjFRdY6rWFrh/ueaj2S+4FcNioZ3lX5jigZdgxhuTkpFz0oxHm5nr0gJWLEfggnlQhwMJV9zNcDXOUBj3uXwHgqcDqseeXIpFMLWxCpASCFVBd6iNlVBmeQRivlT+QuS7xeQgK1+H5fVVsHXd5fx7scRxAE/1LYmMxfzIeFxt1xYxjyOzi2m8/DqGrwtC0sPKmPUWd1qNBeCwJXWxsYtyL5DBLasj8KE04882/YbWIz5AzCT5XQul8/Y08uX/SeBIg2vA47vqWPZLzHQHX/1UCiOWyvci5DOAH/hLFoA6RKEs9SpKobd87V7myG90Ffff3Iq8FhdRzcZsXPNTFf+7GLtP3unRtVy1yk3w7VsN0WUfEwnUE/gO9yqHKtcZsPT8IQFnanL+fWNr/ohVHzRC2og2ikfWu28llD4rLaYrOB7hNetfSI74ENVTvT9QpLgjJZRxh4nT/GkAioGv2X7g5a/lWTyUPtbsspwQANAPFVEWryKCKnmzR06bQqSNykZRVTPI4LWgNIwZINs8APmW1ngrMhqXi7hQwTT42FQmT4P6twyIy1a2jlx+aAimfsG4XomBb8CmIPTbmYLfO9dw/pcVzqzkg/M4R0vVzUdQ7bmBzAn9Fb/KTuMSUGGXuGcPW8kc02+YTW3Ht9QR1L7h+76v4k49YUYWgOF9uqPc+LMI6iFk7bbbgT4/KgCf+CFJbiekJrUO/niCYHC8gWb2zMOD17JhKSukakr7D8gg5ghkaIYebb57vB9a+wyoTsz6jAYhH3yu87cpdxxuWGoi0ZqBcRnfoUu++ymx0v2ZG41SNuzHxUTOQUAV/AkItbT/IR+AKepD2B74suLX12q1CtVmeY5X3Nd2EvXtd1CNnOqs938JgBVeT0TMOuEH0/U3oMtGefBNyPsGq9aIm5uKGTCcaoMkzFU84WzGh6/kIG3kIziCPHfEEc7chE6nnQ12I7CAA+fc68qZYMED6VgvkXYbzi5RIeibbhj90Vms6XYH/juzYennWfnw+30bIka/gfzzU1FXfwzx/nfxNfm24rloTmxHW9VvyEjyrGHT7Een/zUA6vfvRf0+nN8lPYbe6yi0U3AYstZP93BHEBtHOK0CEZxCcZ7HrrNPGiikvZaFByO8OyVH+u8HZTjqrG78zEvo+517JKiSAiDb5wUzauLTmxtgOMqwn6lrZ2QtXegGKFVREcpUZmyZ+jACL10wIAdRWOBgwmAoSclEKnqqvnFmNa/rjvwP3hUtxoLvfxGATUsxl0uzaeA3FJp7Dk3ozEqD75URq/DRTIbxxZIoAK2l7U6wZfZV7uXh/nZNcIQygj/xcj6+6y5+CGjit3Eo1UwkropIb//IrYsrJukY1H4H81BqjPh1XffuCn+Pfq49NDeYBXb3PXqEV1XBDi2mO5QfekogLmOIirkAh01iLFiRzMRICzP+TdRpTKY2Ov9d7aADurLyIkzy7T2DBzn+kdCquWXO8GUUGngm+mLw0f/wxH70c1EtWHX+pycaGl/J2JGyG0F50q5bJcF+pcZdg99+z3GVSX9/pF05g5CPP0XQiq+d46s+QoOUjzjFZqpjueJxR+Ehxqrdj2zCrkVGVeaAOpv47NeYnIU8MB7V0W+SiB733zDF6G7Ew39XcwTuauH8P8GL+kD39fqv4zDw5k7UPCP/wdDMR6cPPv4YI0Yxl5VLJVEAEkNfAPGW/L6ua6WU9hrIIObrfn3WZfRfzanwYh144cvGaNFW+LI8dZa//tMfL0D00CuKAcPPqAsBBl4SRqH3Bnx6woz3VO7uYWRBIB7V3S3oU3/rSdR1cJc6sus/OpMujkK1P5+yKYYiEMADFg00X1LZ+uvxfLX3ZYuy4KMzyrEfnUfSDugtC7JKRsWrBVjzgucrEdhRND1WDz3CU2UHRWfYm1cTZ4vKI2ridfhvVxZCTazibrv0iKguNEZ5Az66zo/U7n6H2d2+hf2iuxWBz35mPYE6z+0C1bIhqOb1nN2rF9NX0fjFMumulUfArhYI2NkCAXu4rUefK/RQMMD/IV7qzcT0k0p88H35zQh06iKvpXg0RCsBYZmsbbibdMHZpz8a7UZIrjJP6TqbWuOlGjsVz9XGKO8jX/Errz5Mg5TpQjvircMdcWDRLFz/QcGi5nFlruAzfdcXBdOZ25Fc06adzLx4SqIAJFVOYNHiMGBnc2hv+XaVmlzb3j5/dZAw3By/fOdlwL1w7roIJexHl/cIQOKLd0C0kvDxz83Hx+37oZXGgrVDE/Di157Fretgy/3VCeNjlB0yp8vSANzcLw9v7AjEzVzle83aIODlK4y4pSgCBxbMwe3Udm5zrwSEfPBRRn9k1pYOxp1ZpxCHZ8vf4csCsHKwtIeOt0B5WvnFAGjRAT0eGxhYAG7d3Qk1k6Wvj+D3T3YrTowFyYEfAqev4FCwb6HCaPCV0eWgb4QyUX1hehCuLgrElVFCE9D8VH8sPynt0vXCDj2MRR2coKPBJ5c8gZAPvuweq2E/7zm6qxL2o/vDArBsh58ReMTdXV+uz8/yuSsAc4OBF2dzPWABqJT9ZBnQWXWdKlCt+YhhkL3HQb3OGJRXBuSiqlqZuOVPUlopAxr+2gpjo7dBQyhbgNPs99FzRvSvJh0V6kKmGm/sDMTdfDXCnp+PgoLOPr2bW18dhyNAaBhnwWf6vjcKPpI3UJ949z7utVZ+2xHd0epflkLy58JbLH0awFMsxAfgg1LAMAYWzmSJ1yGz4AbOXK2JsDDla3RZBnSi9OBKUM2HC4b2JOxHV+St+HVlP35n9hZ0wpt3VjnteE+a9MG5SF94BFk6xgniQ/UYkKQatzvsRPAtZQ60cuw3ZHxl3KhXgAMvM/Gi6RR20Q+deng+w/ykY3vS8iwAr8cB4yYLwUf/lV30D24+9E7LVgRA145vDXqE0MfXe3ozqNTkMPRa0gjl111D9zcvKSp6dUEgLswIchO/795bit/zxCOcKqqYl6lS2w1oNFx4kv87chy6qtZif9po5KdXRMe+ygKqy4GPbnZ6U+6aCoeWwhffn0NWOQterCxz9623A/MiP6Wzo3zp/YgtewCxZQ4gKFD8zMi5SsCkN93BR/9y4obyYExsDT4B0Ff2a0xFQ1XgQKcLGTCUUi5+G294B6/8thdv3V0Fs8tVo17McXFWXUABnnvjHcTUktZ+L+a3xqEsxhbarX11Rc1k1CvEkU85xeNBaiPoQ/IRUuEfqHXMciXuXCBGvFZVtL5Lj5488KRYxfnq63igO4g03V/I0IqPmQ2V4WmgR2sC03jX89Jit7BrO2ROFbcCsHUlqNJwIlTcscNrAPoKvh02PT42MQd8emQyYTTk0uklS3F3rzA0hlwZqedJrTai8UjeokUio53S4JtbnJt/4vpIVF+p7EoFPvsV3I1DYZq7E2ubgxQGbBTf/fAWgKTOgtwWex//tw+WGI61xCIfSM2NEvD92QCYw/NHoMFHp6x3RiG/n/tZb9e2ssPdfSrtUHt3MD1aReKXQPnLacQG2jSfCfroV9aBjqfF7/7NON0GJ+Z9B3uR79FT2bY1ehOeG/82ytYR34MW6+O6/JeRbi8L/zxuLaaU/U5Mvod7rbi9c5r9PKUXtlN4YacQiHwA6jUqBGkJWHT3sVLLXYIYd0jZ/CsFoBLwbWsOLOYdw2bBR49Pt2o/riTLRwMTA2CkepZ3APSV/VZbArDCwngJt/s7A4EVOfF7Ztki3Nn9ZDFR2Bdd8bnf0XTUB16T5DlLbewxMk64WmsIdCZGG209IhFBtz3EmuC1lDR2BOa+wG3PyQFw5VvKliD5yMDnaMq0pAHi9ssDMGdBAAp+lleYlIAvtSGBI81V2JnI9JcPvpnquxh84CKsevn9bFcA3iAi0ZC+3CYhspz87jJtjVHbsDjAO9MC+35Y9qP/br6nEo7P+w62Qu9d7V2RpdZa0eLNdxBbd7/XoKMLOCgNvr71JYwh3J6yoagc1DbGQ/qFDtWhRNea0JARtS0+Yc6xkHYt0k8wW21SyRMAG80oGcdgT+1rD8mHViHjNHDEMkGIug00u4GP/n2AyzVnUm26ApBmPzopBqCv7DfLFIRt8bNAlBHGafYJMfT1qE23ofk48TAQ3tS5Ke09ZFgY72g+AAPyhC8/8qw/mr4tfjsoXbZ8yJ/oVZmRTzQAK1lu4sE/tXDVKK246K3AknelGfBpA1AJ+BwJWpBluB2njlMYltMjEFPVnAXDFwDuRyJ6qRmzniIAdtJZ8L5BefgxFgijknbhYoBnJpADjUrlcLJcXAPPd9DK1cM+v5zfAgezBguyewIgm3HEa+nIuMEd2WR/Z9mP/ltdUw91Qz3iMzyHvRj9DYm656QFz1MDIEVBe1he0yYTNXCUFoZfowEYgmhMUnPxYpLemIP6Lyoz+PMZkGU/xQD0lf1SDi+FYbTyQz3sS41vtAPPjeeCdCsFl6d8JKXGqlvivmkCAO4wQbX3KIg/UwGjMBLqvlaZmHeUMx53SRyFyuFMlC02tdoXhXufe3awlVv/PQ0A0tffaVLlxa6jshZkpPte+6D3K2C8irlgkE0d/imN8Gz3IPBi74EF4PdEA4xX9SrOIsuAQ/VGDNPLazmujTa8ylze59dXuIMiBZJ6EwajcsOj0FDKFv3egHLzg8lINyfS3ggg9qWC2EcD7ChAkrC3qYKihdxtmcE1pE01NADpdDe/CdZf3gA++7H9aXKnCzLHSIf4pfP9GwCk21U9tEPt4fyNvZoOVJh7GAbj/dq48qXwQ6s5ZxzK9FivCIBqgkRmGOMAwmc/RQzoC/s1PzsDFgOzLSYFwIjKW9B4xkAQBAkdGYwAR8nfnnn1Rwf+muDZOm+a1RO2LpwTgCcALq6Xg+rBng9Q1Wt5CflB0jc4JdyhMGWBZ63xaTAg+4Go7tmhvu0+BkdNHchgd/AV3GiKf1avdfveafajkxIGrKO5gj3BozFT1QGfE60EdXlkwCl+Beisladtfo0dj3yI7AjunjTN1hrQfsvYxByXJ4DK4KKREhrglTtCz2RvmE0qL+kAVscKxadU3vyT7wM6RuQQDhJBydIHkvQqCtuf83w1VVJXz3GiP5nlQLS4GbS4iykfVwehVn5S0Ns5owFIA5FN9jp6UP7u3kK5Fzvgxjr3ZUvDtT0Q1oCJjagEgEMMW/C5/3w39pNlQG/Zr+fuSbgXF+E2H8T9fGjqiQcRGppWsgDcQqqRUU55VHn6KCabNNsvwP/tDR7fJyuGpTLJAVBO/NL11p1SFzp/99vXvQWap/zqG3aoHthhr68HpXcHX9bpXrj9q3igF5b9lAJwfsB8/O0XgJ8J94uJJBlwkX8u6mmUu1u9vOkNXKkqcmItzwJtZeaqebHUfIEWSX3F77zwZsKvUiocJFUg9tqBwcrYj66fD0C/t36GdicXkMi1/RdaOfBWWB6oHHcTyvYHenwQMRq5vYRXUbnWoQSAFd6uhFJh8v6L3syPWF5aMaFEpj7z6CDc3SKUBAZkwIxSaLG/HvzKcJ7PShiQFr/t9O4H0+vbr0mbYbxhv5Hfj8KphiK2MgcJbVnmPllP6UlZcNXjK+idbTQsBPFAkW3dmZ0PQE/rv3EvOdC/kx2UiYJtLSNmf73nhy/+4ZYbctpvs6MUhqyT3zWIfr0yyivbfpabWq+fPzwwBmm7mYDxgdQtVCEZj1MSBpxUzwef/e6SpZGc674+dG20+6hOOHMMaHq1FSZZfi6+U5jO53ENSO980DsgntKEL1/BwVbi3h3aaC4agqc6Ypqo0GmD99rvgO8eoe1LQidOIlb5XR1KATj3bRsa12aA8+YcLY6eFQ/YJwdAJey3FdMwYORaVIt7+gzo+k5o4D08MArVHZ/CDxzLsfkibggDqW+xNsOgQnGrQSBRiEnqz9FDtdkjfmTNMHTpDUHZiBHxXn7/8wHY2UX8wkEx8L1wg3Phf7BDj0tzA1B4nVEAvGHBGmeL8PymHJgdBGp9ILzspaQB2PmnSCyJ45YWEfPuI3iDuCJSEgCchiTMGKJCvWfsm2pcOBhBGdJHLFQRFoQd2yoA00zTUMw1MS5r9YhTmKSZh2qEd2dbFAGQbZUvlj+d3gsb+6WIoluK+fgAFCvorwmGv8bzTSuTpnO7DK0rR+NeLx5z7rODGKR8/WdvXBFFKxh3LwpGaL/8AbndImEJ8BCSlKSQ0PSsW/fptV9hU8+uY3IMWIRszEEKXmpNoMgCmJz/USiyENz/rRT83y0AGttgUzFLjbwVfshbrTxyK9v5LojH6/DuHErmiGRUmTwVRpsVuRYzCChf7oi9c68ASFdAe0J3+CQF3w8TD80rBb7wenY0+1nZWYFIg5DV6HYHrMlE3C2hTa/Se0L3byLFCKSJr7Eclf1gbR8Ka7swkBUY0NocFExmirZHe5USGp9xyy/Hfn03UWi/33NDn6ERjJD3duE3HjLC5ASg0lQZofgCXp4hpi9gnJgKsod42BOlbZcIAMm3msAx8bF7kEuNntZ8TX/KRUQDea1ao9IjVMetwKufK0KX38SBywegw+4H63ItbO1CQUYzzpKuyWwlYZbfCpWdT18AKMd+dKO0+H0aiQCBJWiGRHiOXci2TdVNh33iUZDVPNs8S6KvXjEgFRkA+3meTzavB3IKh5z4ZavqsV+Pgx0YAPLF7d7YcGxJLI0tFUshVy9vtiFJyim2bE/Bnhvz2jUYzrjb6Uw12iLnxc9BGjjNmB1XubeYWIgdMBmNIQx1Rv9+HD9iCz4siXdaXMebqIVOcJcmro04XrwE+zupgPrJxKnSzt/a2wvHvpgD06NoZd4wgooNGthu8U6l0E6cCrRdpQD87DM1PmtZHp9Vl7/Imt8vm/2xOH0Gc6i7UoSyQ+TFUX7bMcjvPAHqgkeImSq8rFmHQIzBNoSAifhQUuz3POLxhod1HeVvg2NSKhxPQZxKAfDUl9Nw7nvxm7O8YkDBC3/IVKgEfHQ+bwCY7q9DzVe4GyvFxSkFs+UZoE1iVsXEsFIGcM1XG71wGr/4WhxJCMESiM8XWScD9kmpoJ6BOKUHcJuKwyz7BBykuGXaxDbiZjo6v88A9Ga24vqaUXuWMvsczYB0KjWGO8RCUnCCzWr79wDnOt6SBKA3c8nPS4OOBh8/OQZccq7foPZSs/KxEzvItpjtmIAMijnzI5b+dQB2OPYI+gh58NS9QGDANhV2lAlH9/bJcDybOfRp6uPbnoPK+Ow7SItXWsxKJceoU7CPcr9xwKdBihRSL6oLzcpk/Bz0Pt7bJ2/VCL+nx/DBwruR+dU+EwaUE7/HjeVxqFB4QXVJTdjTqidoSzYiZ3CR/J9WO3S9nRGH8VB+aN1ylgkZ/KSJuBMMzeyGUB1konPd1tbETv+RxdXO2SMfXKDqvhB0/UT6jpV/FYAL07njhk86Wc+qfPCGLIQvvAd6I/9pJtpkQptOaBOKt8lXAKp2lYdmdgqIDM6obVSF4LfASSgi3C9tVALA576KQspP0r6eTx2AtM9f16viWzz/dQASZhIRC9IQtMk747C3gOHnp43EtLH4SZJSAKq/qAvNCvGrVncEvIY7mhoeu6EEgP3eiUP8SekbFZ86AKu9a0Tiq+Iu/d88aoZ8h/z51Sd5Gd6UNZwzInxBGvQXvT+C4E07rnnp7TB6W6ykkn3BXjhaC2MTEneDoZ3dEMQB6WCXJ/WdccKg7JCRJdCBhZuuynb59R6VYPBwd+BTB6Cn9d91SylsyVW+tpEdrZcZDNoEBBhqwjBzB3Rrmask/o0UDC02oEOJNU2VKYTj7WNQ0+I03fMeMc1yNNt5m27XKcJPc+UDcLpqwBctX+CCmXPR+1cBSA/6WYlhV3HK9wMMajkPxCPlXtTeviwl+XfCuxvYldQplYdez9HrOnp952s62jcLf46UOVsA4PlmO3HRPF+ymf+3ADScNyJ8vrQ4VeqI6usL8rbc+6iHFo93RbwtqzQ/rcHSmmxJpN+n3Mel1vJnxRPqd/LY3FMFYFBlO1r94dlWVFIMGPxrFsIX3Aeh0Fj9XwMg/ZaeBgue1HfCCcPzJYE5QR0rV99Adqy8Z8e/CsCUFXko3cbzsci/jRWQWihtqBSbOfooZ3hoNoJPZQMDlPv/sXU5kkrBuHFUcdWeXPFL/M15qLCkAHhXUx3bA7jxleQYzpvn4pJlMW4el7+CgW73XwWgnAGanRg5FmyUmYcOP93Bt7Nc1PlmRhC3vd+NMI9uCetozp/xvwLAfkjEMCiLxOoKKhMRhI3Odd2TmXBc6z1n/gyXLUvcMPw/AUC21wmDTKj6jhGaAPHtOFcAvnrlPuYdvwY9by+u8rJwUHeFcQO9db9n+0OzH82CbPqvANAXMbzL/1Xc0pacJeGceQ4uW+SvPneEhcJapSIsVZJgrUr/PxH2Mu5B1v9VBhSj/ovoh4yAAox7Zz1oYNKp0qZYjLjKxVwRK1eSAOSv/9QXHiCgn+f7zPCiVkMAAAE3SURBVEpShMnVpUQMn9J3xHFDyWjN58yzcNmi/I48uf57+/ypKiGunVmK5miJMqgG98sQh9QyY3JTcQNwtplAo7LRwEiep/NhB4h+vhmM+QDUL9gD/Upl95V4O7m+5K+DKMyG+1mbY8jE6ZAnu0SS7s9Z80xcsfx3PrhnCkCa/egkBkD+y4oOJLGofSGSSzMbri9vCsLRNCbWDFVTBWKWHzDWBNz0fv1H12Ge1AH29tVAlg5GYOcvoLrj3R3IvgDLmzIsC+bDitE4iIzHt2v2CXG/a1mu3jPmGbhqWSGX7V97/swA+C7qYBAqoRU2I/3xhP5ro/6PN9wU0TiEh269VALAM+bpuGpZ9R8fIde9ZwZAuslZSMG7UHY75v/MDD7Djtb3m4UEnTDe4hnTdFy1/u8AznW6/g/Pke7+t6dYQAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="23-24 U1L3.1 Student"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon [sides] %&apos;sides&apos; [size] %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="forward"><block var="size"/></block></script></block><block s="up"></block></script></block-definition><block-definition s="background procedure" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>999999</l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>1000</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>25</l><l>50</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>70</l></block></block><block s="down"></block><block s="gotoXY"><l>-200</l><l>200</l></block><block s="gotoXY"><l>0</l><l>-200</l></block><block s="gotoXY"><l>200</l><l>-200</l></block><block s="gotoXY"><l>200</l><l>200</l></block><block s="up"></block><block s="setPenColorDimension"><l><option>saturation</option></l><l>255</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>90</l></block></script></block-definition><block-definition s="foreground procedure" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setPenColorDimension"><l><option>saturation</option></l><l>255</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>90</l></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="true" volume="100" pan="0" lines="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="72"></list></costumes><sounds><list struct="atomic" id="73"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="4"><sprite name="1: Experiments" idx="1" x="-150" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="24.499999999999996,32.5,127.5,1" pen="tip" id="78"><costumes><list struct="atomic" id="79"></list></costumes><sounds><list struct="atomic" id="80"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="clear"></block><block s="show"></block></script><script x="10" y="160.39999999999998"><block s="down"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>9</l></block></block></script></block><block s="up"></block></script><comment x="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="383" y="14.666666666666629" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><script x="377" y="168.66666666666669"><block s="setColor"><color>49,65,255,1</color></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>50</l></block></script><script x="92.3555679321289" y="321.5159810384115"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="2: Angles and Turning" idx="2" x="-50" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,211,0,1" pen="tip" id="118"><costumes><list struct="atomic" id="119"></list></costumes><sounds><list struct="atomic" id="120"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="clear"></block><block s="show"></block></script><script x="18" y="147.99999999999997"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="22" y="301.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script><script x="314" y="305.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><script x="310" y="144.6666666666666"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script><comment x="396" y="21.66666666666663" w="189" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!</comment><comment x="228" y="21.66666666666663" w="119" collapsed="false">Slides 7 - 16&#xD;Part 2: Angles &amp; Turning</comment><script x="157" y="407.66666666666663"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="4: Epic Challenge" idx="4" x="-7.588190930066958" y="-119.5068523918589" heading="77" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,219.29999999999998,74.56199999999997,1" pen="tip" id="180"><costumes><list struct="atomic" id="181"></list></costumes><sounds><list struct="atomic" id="182"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22" y="13.186014811198561"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="clear"></block><block s="show"></block></script><script x="24" y="137.51934814453193"><block s="receiveMessage"><l>reset</l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="clear"></block><block s="show"></block></script><script x="208.16467285156244" y="10"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="doBroadcast"><l>reset</l><list></list></block><block s="doBroadcast"><l>hide</l><list></list></block><block s="doWait"><l>0.2</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><custom-block s="background procedure"></custom-block><custom-block s="foreground procedure"></custom-block><block s="doRepeat"><block s="reportRandom"><l>50</l><l>120</l></block><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>100</l><l>250</l></block></block><block s="setSize"><block s="reportRandom"><l>5</l><l>40</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>85</l><l>100</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>85</l><l>100</l></block></block><block s="setHeading"><block s="reportRandom"><l>0</l><l>90</l></block></block><block s="down"></block><block s="forward"><block s="reportRandom"><l>15</l><l>200</l></block></block><block s="up"></block></script></block><block s="hide"></block></script></scripts></sprite><sprite name="3: Polygon" idx="3" x="50" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="59.10899999999998,0,155.54999999999998,1" pen="tip" id="272"><costumes><list struct="atomic" id="273"></list></costumes><sounds><list struct="atomic" id="274"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="226" y="141" w="174" collapsed="false">Custom Polygon Procedure (Block)&#xD;Slides 17 - 18</comment><script x="17" y="140"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="clear"></block><block s="show"></block></script><script x="16" y="300"><custom-block s="polygon [sides] %s [size] %s"><l>300</l><l>1</l></custom-block></script><script x="20" y="10"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="23-24 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>