<snapdata remixID="14535151"><project name="square program Debugging" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="square program Debugging"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>24</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="Square (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="down"></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"><comment w="292" collapsed="false">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></block></script></block-definition></blocks><primitives></primitives><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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dzbJvB5NkHYynVx9msL6wPsnaSRkIBoE0BTgYUNRKEXBKgNHrx5kqXoJwPoKQDiEdhYCOb21tfSFmo6am5ggE15Z5fJnU7uP+kGNnEa9hVHYi+W1aeZ+WlhabVn6c/emE9ZRvKOYI03qAlMHq1WzbiZ2fEr+YrZ145bFrFwskCiLgjIAE2Bkn5RKBAQQYydpnAv+JMExEfM9fvnz5gYiovYM7AmG293GXI7jh8vJyWzv5YvKsIe90Tt724NQ2pA2MdF3/AtAAR7PcQTv35CLCq1FjSu+MKZlWwO860qwCNn6HgcFVVVU7kSqIQF4JSIDTwK+sImAEEKRvIKxvcH/2ck7otyCkgxBfe8LWDls8l/2NxG5+NLS3t+9MnsEIyRkI7lXss/0khRFo5+NcRPyZNm9mtH8NFxfn58Hz46lzC6b6s1ohi35aZf1SUVFxFPYURCCvBCTAecWvyguJAAK0N/FeBGk1J/HnmBrdhxP6aXHa8AfbR75zEN55q1atetF+F2JE8HbA7zLaaxcYdq/alrK8Gg7diPE/SOsR5G+Sx9MAyQ0pJAAAEABJREFUR3uwbU44HJ7JaPzLWVa2gr7ZO0sbKi4CWROQAGeNMCgGgt1OxMbuHdr05S6cvEchvIczoo17vxaxWIpgdSMWxxU6NWuDtYX2nk+7GkltKctS2nU20+m3cWw68ZcIcReMHkSM5zBDsCfHXQ/UP586/8No/OpsjGPD+lHrQmcDUWVdISABdgWjjBQrAUZb5yIubZy0bQp0JiKwfVNTky2VmLTJ5L8PofZEiJJW7PJBa4O1pb9ZOFxPnIEgD0eAP8dx+5ThG2zbq1NPwqyT+AtE+WIEeXuOuxLwZTKGqhD6g0gzCvho71aX4deBGRlQIRFwiYAE2CWQMlNcBBCOgxGQPzHaupYTdktlZeVgBOcKp61EKB6i3CSn+f2az9pgbUnmHyL8OmwWEr9JrES096bMXMp+jnQ+v/8Oz/cRTVtCc1pJFv9xD309Ntdi+8ZMzeDv85TtII4lKohA3ghIgPOGXhX7kcCECRN2RShWc5K3Ue7riMf+nLCnLFmyJJyOvx0dHcvJX46IF+y9xqjv5dG20BxngRmCJxHKuXA7CEEGYdlx8LySe+YnYeE67Nr941dJbYnNEPvSDbMosCvl7VUuNtMPCPgdXFxNSb+kSoiAewQkwO6xlKUCJ8Ao7ZqKiopnODnvR/wm4jEWMXm0JIP/VqxY8TTF7CPwE0gLMiCa5nt4xYpIWzJuAwx/AUu7f7wdaSlCfAHGmmE8k3RZKBTqIt5NnE0f7Ma+pAFxt3eub8O/K5NmTHKQul8g7pIkiw6JgOcEJMCeI1YFfifAfd5TOfl/wAn9HOIsRGJrRm+LXfD7l5zka12wkxcTUd9/6XblLS0t18D3HOJQpva/CHNb5eoD6rElOJ9BhDvoj9tIZ9A327B/QKDsifg3iNmKmwccdLBj48aNN1k27gN/21JFEcgHAQlwPqirTl8Q4ORrnwl8mKnImziZ39fe3m4rJC100bnnsVXIH4E3360NNMObwNT+XxjRLuCiZzKxnPnqfYm2hOeuCPNC+uZfiPE7xAbEts8rX/TZDOIp9GPaD7vdd99971B2A3V9OlXLdFwEvCIgAfaKrOz6lgAn8q9wQm/hBP8QTm7mRHwgI6qJq1atsnWC2eVOCIfDP8ZSKfWdQFpQIepzabQNnvrOKHfU5MmTI9PBTFf/DkGeixjvRbTzk903vgYHptFPN9Jv3cSXiPapQvtk4bOI6OUcTzvQ/9+n0DlEBRHICwH7A89LxapUBPJFgBP50dRdwwn4FE72hyK+D/Pb9dDa2vo2Rt+nvrwt40j9GYWoz+9H25CRDaeFENAfIPTPmqj2L4MILyI2Ej9OtPWgbfnP+8h3MeXsYTm7Z3w4ZRuYsh7JfseB/v87mUdMnTp1CKlCXALa6SUBCbCXdGXblwSY1vw5jnUhMhWkXoerqSfjp3W9di6R/ajPWS14kch27/0I54UI4a7sa7DI7/YJEyaczna80M0F05VcMJ2OGA/mlsHOZJpDtK8l1WPnOcq3IcS3Mi194RFHHPE/HEsYsGUzFCUbNmw4O2EmHRABDwlIgD2EK9P+JLB06dKXurq65nHCtqlNT51EyN6iHnuQqNTTitw1jsul25jv7podaI2KFtIXVyKoNso1RndXVlb+MBQKrbWp6YElPtrDLYMXKTeP8rFpZFtg41JGxnYf+fLBgwe/gxj/B1sNCHKih63+SHl9mOEjrNrqRcDrTQmw14Rl35cEWlpabMTVyQna7gN65iOjNfv0YAkikI8PGGTUrpivMd8zMuKgEOxtKctu+uLCWHYEtZbp6NH2m5mKdXV1dXdXV1fbSlu2K26k/DMcaOCCYWJbW9u1jGx3xQ7aXnoq/9gXlM5FlG+mXbZc5vOIcT2j7DGUKUF8F1NPwd2jN98VC5+ABLjw+1AtyJzAWZygp3EytinQzK2kLvkK4vCl1Nn8kSPq6yteegPzA2B/PHUNuDDhvvN6BHRMRUXFeMR4FOmriLVNNSd0ifyN2OsaMmTITbFMCPGP2W/fSh6BnS2o6yLyPIwYz2KU/QCCHGb7VPZXYn+/WDmlIpArAv4W4FxRUD2BJMDJ+XYavpYTfMYLOlDeSbB67GleJ3n9kMd8NZ898wXm8xG+dYyybYQat5677rprDceHMkq194MbEcn3GQ3XxM384c4zsPlN8g0QU0R9I7Yup89PIQ4in31Uw2ZBnrCiCPOjlNuMKN9EvGDatGmDbb+iCHhJQALsJV3Z9j0BTryXEL/ByfdgD519jDoGV1VV+f5eo/lovsLiMaInYdKkSaOoYwyjTxPAlHUwxdxI3s+S8RGEuwWBXBuvvxDWn5BnHbYXkCYNiPHzTU1N8yhjC6U0k/ltyi0k2tT0Va+//rqJ8b+oq55p8KkcVxAB1wlIgF1H6ppBGcoBAaYpH6GaJuKtRE8CJ/nVjLi6Bw8e7Pu1h81H89V89gQGRpkOtoel7oX9en46Cojl3xDNwxHIyP1h0gcRRuu3PuUR6np2HIbIp8P6Cdpsrzk14tNOtL2U32di5wbiBV1dXT9F8LsQ499jdw71fp39CiKQNQEJcNYIZaDQCXAyP534BU6w53rYlhWc1Pfx0L4rpqM+rnDFWBwjML4Ekfx4eXm5CVycHMl3IZDrEcgx+HkmwjgRe12Io32cIVIQobaPaKzi+I8iOxz8g50l9L8tmHJ4LDti/0PqsfvH/9PR0bE1x+1zi7ZO+BzyP4IQ2+cW7yKdhSB/MVZOqQikQ0ACnA4t5c0dgRzWxEn9LU6qF1Olrahkr8Kw6W7gBP47LCa7f8lhXwRboMR89cKZcozaZwrr7VUwtjMOUYEsp9/mw3Y+QvxG7LUlRtgnYnhrxHEmacrQ0tLyJzK1IdoHkA4IK1eu/C9ivJC/kxNJK6hzDzLNJQ6ljL0G9Qp1bWT7SPbZ8p0kCiKQmoAEODUj5QgAAU7C9q3f/3IiXeRFczk527RrWXV19UFe2HfDZtS3sqivbpjsYyMUCi1DLNsQTxOvPscy/UG/zaHs1/D5BUbV6+i/B/htT5zPZt8C2pT0FSbyRgJ5b2PjOGLKQJ3PIMa2XOYEBLkMQZ5I+ctp25YUrqGdtlzmm6T1xG+xT0EE4hKQAMfFop1BJMAJ9BROpMdPnjz5a263H9F5HpsdFRUVh5GmCnk5HvWtI+qrqz4wTXsIBmsYndoT1my6FxDBJ/D5UPpvNGL4aYT4EVJ7aOudysrKhE9Z9/aAafEX+b0jMe2AILfgQyMF7SEwS8/m7+gmfk8n3o4I2zS5PWU9hwsCjZCBovAhAQnwhxz0rwiUMKqx+7T3d3Z2uvlFpB6ynJTvQCTSeTiop2wuNsw389GLuhDeRmyvQ6zu9MK+2aT/1iPEO1PPRbTl2+zbim1uEU+MO7XM8Z6w5ZZb/sB+IJaJlsG0w44iYnw9ftSTDm9vb/8UPlxC/DM+zeEi5wnqsPvHi3HsYgTZ0QjdUcXKVHAEJMAF12Vy2EsCnCjt5D2WEdsEt+vhBPwC9tP6YIDbPiSzZ76Zj8nyZHIMwTkKu6Oxb08opzaRZQ7E7zKifbjhV2aKuq+L3R+23/HiokWLNrPfPp7xSVLXwqpVq97El0u58DgWQba1x/eEg03Bb4Nf8xFkW2TkAxhdXVtbG1tS07X6ZcjfBMr87Z68E4HcEuBE+Tg13s6IzaYT2XQvtLW12ZO5pZxobXTmnmEXLEV9Ko366ILFj0wgOHZffQVs7Qnljw54vMWI+Gj60V5b2ptp6XWI3H20c/ck1dooeMDKXEnyp32oubn5KQR5bnNz82FEu0iwixN7/uCbTIN/Dx+7GRn/jbSe0fHRaVegAgVFQAJcUN0lZ3NBgPuGJzE62ZqTYM8axW7Uu3r16ncRow2caD/thj03bZhP5pv56KbdSZMmzYHlkD322GOym3ZT2WIG4wzEdvvW1tb1tMu+fmVF9qGdT9OvcUfi5HuNTB/j+AjSnAQuEpYgxI3ETxPtCfzz4GX+zmB0fCdi3EU71uFTXJ9z4qQq8YyABNgztDJcqASWLFkS5mQ8A/8vHTdu3LakrgVOrt/HmB+nGs+J+oZ77oTx48d/CY6NXV1dcxobG9vdsZraCtPN86nzBsR21YQJE7ZixGlPItvnJ+3BKHtqugFBa+fioM9MBPl+ivVuYtb3gbGRUWhubv5ec3PzDOIw2Nn94dn0SxfGHK0aRj6FAiIgAS6gzpKruSPAyfhaavvrsGHDfkjqWkAY/o6xEYjEMFJfhKgvI6K+uebT0KFDjd2/mXqe75rRFIZoy3ymm23RjHoEbCtmM9aaCNO2mRT9LvuW2oNRiNr9bNsXktYywrQntDkcCbbYxpcjW3n+h7/B14kL8NVG8R/k2Z3cVB+wWiTAAetwNdc5AU7Q9srMZEZK+zsvlTwnYvRjy8HobJqlfogxX2K+ueETzEZhx5aOzNnUc0x8ac9pTO3O7ezstBWzIiLMveBb2P8CYnaVPRjF8SPYtvvDJexfj7+rqqqqtqPPm9h/LL77KZyBT1f5ySH54g4BCbA7HGWlCAksX77815yQ7yG6PYL7IyfUHf2CLOrLH930B2b2fd61CJ3j9Z6zqb+3+DY1NdlUc8nKlSv/3FuE8clWOzuC+6qRD2+Yb0z1mkifxrGxgwYN+gdivDd+VJBnN1I/BLsvbLdB7AltP/gjH1wk0E+AXbQsUyJQHARsMYUxoVDoeLeaw3ToYkTvBLfsZWvHfDGfsrUTKw8rG93b6PKS2D4v03jiG6uvtwizz+6jPkl7IwLN70jgQusmhHgQP+yiwb6OZKNiXzyBzMj8PPwqwT97Qts2FYuIgAS4iDpTTXGfACfnP2D1B4yQXDsBMh36IPYqGWXl/Z1g88F8MZ9opysBe9ci6HfA7mFXDCYxkkx8Y8V6izC+2Schv0K7z44dj6WIXCMjZhsBryPfLC4k1lbneelQONpMyZ9jPiotLgIS4F79qU0RiEeAE/PZjJoq6+rqZsc7nu4+BGEtZbqwOZk0ryHqQ1fUp6x9gdECpnFLuZ/s2oxBIqcQ0UZ74Ir6TotNOyfKS/si09Ec/w/iWkK77d1bfvYNK1assBHyfdE821RUVPyaNt3VN1fuftG2qdRm61STKBQbAQlwsfWo2uMJAUYi5xMbamtrbaF/N+powYgfPk9oPpgvuJNdYMS4N4wuRrwuys5S6tJMzdr7xXMQqJTiG7PWS4Ttfd/BCOstsWO9U/y/E4G2aWhry0xmB+oQe1vP2e4h987q6Taj7x3xZQiVPEZUKEICEuAi7NTMmqRSyQgwovsRJ+UniN9Lli+NY0+Qt5qY72A+mC9u+GGjyueZMbDUDXtxbZj4IkyN6YhvzFBMhCn/GhcLJ3PRsG/sWCzF/1fY3oTw7sU0+uVEqir7BX2/gPyvMe1tT3iTxdtQWVl5FDV0489qUoUiJCABLsJOVZO8IcAJ2FYpmoAAZP1Jwc2bNy/By1JO6ONI8xKidawKiosAABAASURBVJdGfcnKB5iYKNkXic7IylCKwtQzB/HMSHxjpnuJ8Ovsu9neEybtE6jjVnbYa2gkJfahjm+hwgex/xWmvSOfPWRUvF/koEf/UJd9lWulR+Zl1gcEJMA+6AS5kH8CTjzgPuNvyGdfTMp6FHz33Xf/iRNsG/Zce8cYW+mG/c0H8yXdgv3zM5q0da4fsFd7+h9z67cb4hvzxUQYn+1J9D0YaUYW64gdsxQu9uDTDrYdi9b/jIbHcCE2muN7sv9RprGvJ/Uq2BPZmn72iq4P7EqAfdAJcqFwCDAKsmUk92T0eHq2XnMi/xnxuGztZFre6ib+LNPysXII4wzsfBk29spWbLerKXVkPfLt75CtE80+m94dIMLccrCV0EroZ3ulimwfBbvIYFp4K9o8h2nqs8gTxj9XP+LA/V+bZSnDftNHNWur2AhIgIutR9UeTwkwCvozox8Tg6uzrYgT+EvYstdMsjWVUXmr23woKcmoeE8hRpILOzs758HmyZ6dLm4gbsY7q2nnRO60t7efbMdg0V+EbU3of3Ls48S4ARGex/S9HbfFWuzvwbUPJnAxcxiVdnCR8BypQpESkAAXaceqWd4RYBrS1udtZ+ST1fTjZz7zmUh57iV6et80HolYnTEf4uVxsg9xvAMRD69YsWKOk/zp5sG+Z+JrvtiylKT2RLV9rOFT/aajb0SYv8vxhOGee+75D0JchWDaPfB1ZKzn7+LempqaXdjOOMB0CoVvJyoUMQEJcBF3rprmHQFGfWdycj6ztrY22fdlkzpw/fXX2z3gtznZ2lKDSfO6fTBa59tRHzIyT9sPhMFxxHMzMpCikNfiG6seAZ3H9nsweY22RNaOjj6Y9Qr7tsCPlP3D6P9BbKwnmgiPQpCfpVw2FyUj8eVF7CkUMQEJcBF3rprmHQHuEf6ck/NaTrRXZlmLrbDl6v1Dh/5YnVa3w+wDs9F2WyN7HTMCNww8mt0eEy8EyJNp53ieUdeR7P8aF1Yz2Y6IcEdHhz2B3M2+UzjmNKxH0Adhw5a1bGQ03EZbep6mdmKE/N/mb6uU6fEbneRXnsIlIAEu3L6T53kmgADNwoVxRx55ZGRxf7bTDth4lUIfi4642PQ+ROv6WLTujCpEJGzKdTRCYesrZ2QjUSFsezrtHK9eLiLuY/+68vLy/+N+tn2gISLC7PsjYroraVqBC7TGwYMHf5Wy9kGPW0OhUP/PHia0R5ntiRtWr179bsJMrh2QoXwSkADnk77qLmgCTDs+yonyLk7YizJtCDasbHdFRcV3MrWRbrloXd3RutMtHslPu5uIa+yJ4MgOl/7Jh/jGXGekax+POIwLk/3o04gI08aR/LYFMWLZHKeLFy9+GmEfGw6H7UJlBHbWI8Qrx48fv3UyI1zUnEv8frI8OlYcBCTAxdGPakWeCHBSPY2qd0A4Il+tYTuT8DR2vpJJwUzKROt6OpOyVgYRMaHaetCgQdZ22+VKhGHOR769HWfU+hsE905GwTfYe8Imwhy3ZSvLud9ti2LwM/3Q2tq6ngsVe294BqW/MWTIkH/DMO664jU1NcPwYQQXA38nr4LHBPJtXgKc7x5Q/QVNgBPrvzlZXsRJ8/KRI0faJ+3Sbg+jnWWUPzbtghkWsLqszkyKjxs3bgvKzyXWL1my5C+Z2IhXJt/iG/OJEesxbI9AIC+KiTBt7eai5Zbo1D2HMwvcG76CWE5pe7p5LnVsQHBtKp9dHwbE/yzb4mLgx5YqFjcBCXBx969alwMCnCztQay3d9ppp59kUh1iuIZyFYyyMn6imvKOQrSOimidjsr0zrTFFlvYhwo2I1Rze+/PZtsv4turDfb08vyqqqodTIRhZcuG9n9PuFf29DZhdwKifiB2n0Rw1yHEdn/4wKiVnTn2fHRbSZETyK8AFzlcNS84BBgF24IO32JEY18XSqvh3It9lAJhTsYhUk9DtI5wtM606kK8D0Ecqomurd7lN/GljfZQWSNtfBxWnzJAbNt0fTeCuU2/94TtcEYREX6Y2ZND7f4wBnZnhP0QQnwn28dT369IFQJAQAIcgE5WE70nwCj4bmq5j5P2paSZhGZOvJ4u7m9ORetotu10IyLRSBl77WgZadbBT+KL+B1PfIc2TofRGQjkfty7tQujko6Ojp/TWPS39Ab+cU2EsVlCHfbakq2mZfeE7WGvSnz4qh1TLH4CEuD89bFqLj4CM2nSYXV1dbaIPpvOAyf235P7CKLX4YhoXWnVg1jaqNc+QmDTs2mVjZcZe3l94CrmE37sHwqF7uf3zxDeRc3NzVsgvjfxuyesWrXqVY5tZJZjUEVFhT3R7KoIW0XUa+9U11OPLYGJS6FXmE3pc3/Y8ikWFwEJcHH1p1qTRwKcRJ/gBPozTtRpP0CDKP4S10uZAk1bvCnnKERtU1Wp1eWoTCwTbbqF2II4/Tq2L9MU0cu7+OLDtqjcUvrrYWI7o9zdaZt9aCNRs24i36lLlix52SsRpmL7NvFyOJvwvsZsyjp8vB8hTvu2BrYUCoCABLgAOqkoXSzSRnESt1WPRkycONFeOXHcSu7J/hll3MT0o72u4rhcOhnNttVhdaVTDrGytZIHM80+MZ1y8fKaLYQsZytcxfOBC5EL8eEN4u7EQ+izI1auXPlsvLyxfeR7FXbb22+vRJg6JlDHE3B+sLm52T57eDL7DkKIH5s8ebJ97MGqVywiAhLgIupMNcUfBBjBXMiJdEFVVdV26XhEuVvJbwJO4kk4KVqHY+OMvr5MGXsoye5ROi4XL2O+xZf6qxlRvsmFiK39/F2Ed0eioxE9ohhZGIPykXWv3RZh7I7jb8aWn+x5AGvZsmU/xb/B8G8Ih8Pnc1HXSb5I/fH4al/hEZAAF16fyWOfE4ierF8ZNGhQojWS47YAYXiFAzsQvQo7ROtwbJ/81yMMbyEECxwXipMR8cvbtDMj3q8hXvcymmyhLfcwuhxC/F4cN1PteoPyPRdV/UWYwh8jZhr2p2Ab95sHfICBvye7ANqduu1DD9ciwmu5MLJpaoooFDIBCXAh95589y0BTvan4FwdwmMnVjZTB0Y811ouTrDTLHUzxmzG6nBi207ynPTHEu3pXCdF4uaBQUR8OXgG0999HnBin2dhypQp5bT7Ni4ifmeVMJW7L+0/kW170IkkvcBI9Gb69ezepXqLMPvtAxckGYVvYduWJY1bmAugP3DREFnWEj+2oC3r7KKCPvpy3ALaWRAEJMAF0U1ystAIcML8NcJ1NydVe7o1Hff/SZlt0ingJG/U5j+d5I3l4STfQBvWIlr2mb3Y7rTSXuI7DQH58Os+aVnILDPidF5HR8cm2j0OAa6mPw5funTp45lZ+7AULF5ga+i4ceM+S9oTeomwLR9Zw4g77ZEwfn4Jgy8TkwZ7bYkR8b7kn067DqWP/miMkxbSQd8SkAD7tmvkWKET4AT5XU6UYzhB2qjLaXNu5ER/gdPMTvNFbToWQEaOdq9xNPbti08k6QfaHRv5mvhm9elDp7UjvAfj+8u090rKXILwbseoeyXbWQdsLaY/u4cOHXpCf2Mmwhy7hf170e/r0hFhfD4Df0uee+656ynvKODLVVwYlVPnImIjNjbD214Vc1RemfxBQALsj36QF0VIgBHXczTre0wZXkfqNNh94C3SfYArmfGorS3IY7ZJUgdO6lcRF3GSfyR17oE5EIOcii8CtBvxboTMPoz/1MaNG7dnxH3FQM+y28OI80HqSLhkKMfsO9GfTCLCAxyA87bEt19++eW2AQdT7ECIT6LOA6jPXqe6g4sPW9bykBTFdNgnBCTAPukIuVGcBDhBns8JsoITo6O1kxGNOzgZd1dWVtrSlq5AMVtm02w7MWivvOBzKb5n9ER2rsUXttfh79PESuIBtPPINWvWvOWkrenm4WLKFu04MlE5OMfeE3YswojnBfid1gN7veu3iyTiodiwhVJ2w956LkZWMFVuF129s2rbZwQkwD7rELlTfATC4fB5nBxnMRLdyWHrHiP/rg7zpswWtfVYyoxkqKmp2Qd/z0doZvIz7ZBL8WWa97RQKLQR0bMp/hMR3sMQooxG7Gk0tJW8ZdS7N2ncYNPR0cU6Uopw9AtLwzH0V2JWgbav56JpG/puNn1eNWzYsPfwsz4ro24Xlr0+BCTAfXDohwi4T6C1tfVmrP528ODB15A6CavIlNWTx5TvHcyW2ey9L+42wnEZJ++nWlpa7B5q3DyJdiK+sxBDWy/a03u+dXV1B1LXY4z0biAuRHS2RHztE3+JXHNtP/U8hbFORK6aNGFwKsLMTpyGkW7sJnwCmuNpBfpuPnZt9GsPzzXASq8spUUwd5klwLljrZoCTIBR5XTEaQInw4NSYSDvCvKUM3rJelH+qI3yqE3MJg6Mfkfh46GdnZ32AFbijHGO0K6ZlLUnvj0TX4T3i7SnFfF7iPgWceempiZbVCOOR57uWsK94MNT1eBQhL+CHfvaEol7gbo3mTX6ZJ2NjG1bMe8EBjggAR6ARDtEwH0CjEp+g9VWTogpnwZesWLFk+QNkzfrdaGjNsJRm5hNHBCVWxn93s+I3UZOiTP2OxIV34Xs9kx8uac5C8F9iTo+hY8HM+qthmnK13bI70X4A1wPcGIYIUx1T/gYbLnydane/sDrPH6PZoYg6xXMsKPgEQEJsEdgZVYE4hCwRRx2Q7DOjHOs/66lCE3WU4dRG0v7G+//m5HlRez7ImLwXVLHgbbYyNcz8eU+73H4tgGH7HWos5iq/Rojuof4nbfAhcDPqNw+nOHotZ9EIkzb7GnqCmzdQ3Q10O9X05dL8s3K1UYVobFACXAR9p+aVEAEEA970OYSTuBXpXKbk6dNS45Jlc/B8TFRW0mzkseWmmzAR7vHmTRv7KCX4st089cR3vsREru3ezsj3mH45vg95piPXqSMvG1JyvcZXe7o1H48EaZtIcqHadtvSV0LcIs8eIVdu/fvml0Zcp+ABNh9prIoAgkJICILOfFuQmB+mDATB7hnewdJKSI3hTSjEC1bGrWV0AYn7DvxqRPf7AGqhPl6H8C2JyNf7H6c6dMlXKTY08ydXBh8Fb9cX5qzd1sy3LbXhk5Lp2x/EUbAbZnS5nRspMoLu/3I00C0GQMSBT8TkAD7uXdc9U3G/EIAUTkdgTmturp6j0Q+cc/2NfLZKzYjE+VJtZ/yI4kbzVaivEyDHsixo8nnWOQQSU/EF1/sQbV/cjGwV0VFxSEI73hGm8/gn+8CvP6GU58kphV6izA2vkFhxzMO5E0ZYGdPsb8KO7stkDK/MuSXgAQ4v/xVewAJLF++fDHNfgCRSbpSEyfTH5HvVGKm4dSojYTlGYXZk8vr8MnRRxK8EF+E9xuMwt/AlwX4Ox3x+N+77rrL0WcCEzbM4wP4GHmYDr8vSLcqE2HaGXt6exLtT3vt6Hh14sto9lu096LZVPA7AQmw33tI/rlCwG9GGP3YFOG0N2BYAAAQAElEQVQ4Tr4Jlw1klPwafm9PzDRsH7URt7y9dsSB0UxR25Qlm8mD2+KLYOxNvBfhXU3N97/44ovDly1bFvkiFL99H+hD65/PZOIo/bIdIryJmHKxjjTs34BPa2GY1lPsadhXVpcJSIBdBipzIuCEACPO33Ly/RXic1ui/Ey/ft+OIVJpv5cbKxOzYXb6x/Ly8uXUf4+T147cFl/uVf4UfyKfCeQCYF9GlMc///zz7ewrmED/3YqzpxMzCScjlj9hFmQ0drIWYXjaBd1IbM3MxBmVyQ8BCXB+uKtWESjhBPwdMHw6FAolnMYkj33i7lPkSzd8Klq2pKRkYFHqtPdDt+TIKcSkwU3xZcR/DnW3IRRViH8I4T2cC4CIECd1wp8HR+DWYGYSvkCabvgcDP5s09FuiDC25tPf18HzsXQdUf78EZAA54+9ag44AU6WGzhxXgyGhZzEh5EOCBz/MTsdPyBF3liYFi0b+92Tjh8/fmtO1nOJ9U1NTfYwUc+x/htuiS8jNPtM4J8QXXs/dQ5t/yR1t/Svz8+/uXD4Ku2YQ7yX7S58tZmJLjibEPPTWaD82ZaTqeLIdHu2Iowvv8Cevc50DqlCARGQABdQZ8nV4iPASfhKhPAtpoNNaAc0sLOz8wV2DuWk3ecj8OxLGKJ5h0bLDsg3dOhQe7f2A6bBk36hyQ3xnTx58i7YWY1I2WcCn21vb/8M9V4+wCkPd2RqGr+3heXFjNp/gch1Yuf3tGMO8T/02SW05fNcSJQzzf97jqUTPk7mfxJ7QqYijH8HY8RW05pOqlBgBCTABdZhcrcoCUylVcdWV1fvS9onrFixYjEn+252nkB0Gk6wMla2fwHExB76qmJ/0kUaEJ+sXzVCHK7hIsCWbRyEaNlnAievWrXqTer2bQiFQtOIDfj+Pgz/id/zif/L9lzasndzc3MF8ejly5dfSltezaQh2LPVxgYsKpKJCGPLLqLsKfbIaDoTf1QmfwQkwPljr5pFIEKAk/l9bNzLvcBLSQcETv4PcqK1ZQsHHIu3w/JamXjHmAK2xTbshJ3w60jZii/T6aciYh9Q//9R30kIVi4+E0h16QdG6DX4Wk/8K9EudK7DymkwtK9BHY/vZfTPfsS5XNDYGt0czjxUVVVtR+lh2I+7jnU6Ioy/9sqRPcSV5Cl2alPwLQEJsG+7Ro4FiQCjq5m091DEr460T0DEbEnGI/vsTPKDk/uRVqZ/FmyfxL7RiPMc0riBPBmPfBld22cCH+ZCwkZ3VyNaWzLFbusmx60rHzsZ2e5GtPu4K0i7wuFwC37MgMmKrq6uC0xwidsRG4l3cMzVUFlZeTIGu+Hyc9K4ISbC+LQ9/bgOroneE24mz33Y0mtHcUn6f6cE2P99JA8DQCA6uroVERiwIAbi3MKJtiwUCu2dCoXlsbxWpn9e9v+IuAxhjLvIRabiS52fJ7YgFvaRhP+0tbV9BfFKKPL9/fLyN36NIF6E2P6MtIOLk2eI9cQ2/LUnwb+Er8Ngchb3cq/BFxsFk3gTqHdXLD9KTBpMhPlbsHW844owfWV8txwyZEjkga6kxgJ80O9NlwD7vYfkX2AIIASncIL+GCfXmb0bjTg/jXDaQ0DVvfcn2K62vFam93Fs2gm7EqEZMMK2fBzPaOQbCoXsK0qvYMNeqzmY0Vg190Zf5HfeAj6dTmwgvosT/yXaClt7wHYeors/nMuJk/F1AekrHM9lOIr+udtJha2trS/EE+FjjjlmG2w0EusXL178Rye2lMefBCTA/uwXeRVQApxULyTOr66u/nRvBOxbwu/xxFRhfDRvTz7uye7CPjth24ivZ39sIxPxZUR5NAJnTwPbU8FnI2RfRdBsBBwzm7MU/w/HF7uP+yKpjWDtQxdn4oC98nQyvpURzb+5TU1NKUeflPMkMJW8J4bL+W8FqaMQT4Q3bdpki7e0cTFlD2A5sqNM/iTgrQD7s83ySgR8S4CTqj0E9CL3USNrDcccZfRmHyX4eux3kvTr0bw9WTjhf48f/8C2fXKQzY8C4pXWyBfh3Q+Ru486fslo8k5sDkV47ctAHxn1eAsfRuLDbGIL211cXKyhyotI1+HX9BEjRgxFcD9BbMQ/W3GLw/kP9EMNXoS5CEjrYa7+IoyNI4jfJioUOIGyAvdf7otA0RFASGyFrBDickCsceyzUY99nvC42L7+KWJqx0qjeSOHGf2OYmNsOBw+hrRPIL9j8UXsRpB/MQJnI8gw95j3REjO6GPQox9Tp04dAosZjCBvwY92fHiOquzJ3zAXAbOZpv0yYjsEsT2Vi4GrFi1atJnjvgv0i/XF0kwci4kwZffCTgltdvUzhthVyAMBCbB30GVZBDIigJDYQ1K2eEXsizklLS0tb2DM3k3dkTRu4MRsx96P5o3kYdTVgGCt5QTe50lZxNSx+JLXFnn4F/b348Q/CrEb3/8ec6QyF/9BbL+N2Np93P9u2LBhE21YiNgeQP0LBg0adCg+lBMnIbgLaO+fXKzaM1Pws4eqns60AmZFbNENK/4mLB6YMmXKcPuhWLgEJMCF23fyvIgJcLL+LnEM4ndSrJmIkE1Lnx77HSc9PZoncoiy57MxmtGqLXfJ5oeB/RHxJa+9dmM2PzzQ719GnWOJf8MPm7qeieB9HrGzFa365cz+J4J7IIJbj2/PknYjMDdTry2t+H38PJW67T7uSOpv/NWvfrU2+xpza4F2TaEdpdRqq5CRpB/gYV87WsVFiAn5Zzo6OtZKhNPn6KcSEmA/9UYx+aK2ZEWAUfDzGLiKk67dE2azxD7eYB9m2DbyI/4/25Lf8kSOsn0lJ+ubGf3atHFkH0LQI76MHu21m8j+3v9UV1fvhQiuQTDuJa5n+noEAnh17zzZbldVVe1EHXYfdxki34Xg2gNcF+PvY8QZ77///ggYbEW9DfgZd5nObH3IZXkYjqS+jbTpddK0A6zqKVS58847f5P+jD0dLREGSiEHCXAh9558L2oCnKztiejSurq6yApZiFFktMrJeMDXk2L7Ynkoc73BYcT4HUstOhFf7NzCVOfj5C9j5Lwf9o7jhL+R31kHRrnTsf9DYhvTyDZt3MBFQjkiX0+6C3UNps0n4/MV99133ztZV+gjA1xgWD/8KBOX4PVVytk979lXXHHFe2yX0CcSYQNR4FECXOAdKPd9ScBNp85l9DSzpqbmy2YUsXoVsfqcbfeOts+O2T5GlHav9ix+z7DfFlOJL2XO5kS/GTsTKXckYjiW+7xZfdoOe1OJdh/3bVKbVr4CXw4nXoq4T6COcgS3lnQeqY34OVS04VNwzWjtaIhcRdwAp/mkPUEi3IOiYDckwAXbdXI8CAQQpls4cT9UXl4emQJGjH/KbxtN9Wm+7bNjtpPR1kLS3zJ1ayfukmTii/DaZwKfp/w1xAbq+wTlmiifduAiYR9GuXYf9wkE1z7XZ68AnYeo22tKZyAgpcQdiY2Ie8K1qNOu2OcFYHyeuQjXntsJ9ttJpO/syenD6JtQvPwS4XhUCmefBLhw+kqeBpQAAjaTpldxMj4IIX6K7cFTpkzp+Qh8dHuwHUMER5F/DGIcGf1SJu49X0RhZCgUWsWJ3R6q+hMj0h0QiMuw7ThQ1xewMws7dxHD1P8Y4j+ru7v7OXy4CB8+gdhuiajXk97o2HCRZYTxdvD4eybN4n64ifY6+qbPU+y9bUmEe9MorO2ywnJX3opA8AggYA9zEl/OSfxGTsSWdnd0dBwXI2HbHLMF/pcjgvaU7f2clNcjvuezfyFlL6BczwNXiKZNBT9L+cEcPxBxnMSI1JFAmE3E9lriZur6MzbsVanhCG8DYrEHtgYRT1i+fPnl+PA2xwMfYHw2fZD2g2QwvpByu8P2klQQYa17wqkg+fC4BNiHnSKXRKA/AUTWFt0fyUnZ7u3ayk+2rGEs256cqNcgrPa60WcRwvNNKDnxX83+HvHl+CnE99l3Oif1/0MoD0MoH44ZiZeS/1jqtGUe3yTFZLct72jrSds09yTK2+tB32hqaprX0tJiq3XFMxOkfX3aCr/PwnsIfZL2PW7KLaTcnbD9TR+jCX5IhBOA8fHuMh/7JtdEQASiBBihvsYJeRbxSsTzN6Q99wRt2/aRdT6xgZHpWJSyR3wRgQMQT5tqvplj1yG8H2NEbPdnyd43TJgwYW/yz0HAHyLtwrZ9Nm866SJyTqNsKaK7A2kjUasxASVFOIG+6ObixNbyTpH1o8PcS7+dcqWUO+ajvam3JMKpGfkphwTYT70hX0QgCQFE8zJOyhuJVUT7f3cfsu9j28RvIZKdxPfYjogvo+a7ENJm9tkI6j1GUyMZTdkomWIfhnHjxn0Wob0YgV5M7KysrHyc/HOwERF8ynwaoR1O3bYQR+Q1qA9L6l+HBOwrTAnv38azgfgeyAXVt+iDPn0VL2+8fXkV4XgOaV9CAvY/ccKDOiACIuAvAojjaZyY98Mrku4j+MciSfdOnLSfZCMivhwfVFFR8Rd+/y9lDkZEJ9iJmf32VPTZCPNlCO4Hw4YNM6GdTx57UMi+rrMneSuIxxIXMgKzJTCtmGIGBOA6mWIPEB0HZinsvvrLzDSk9VBc7wqsr7l40opZvaH4cLvMhz7JJREQgQQEGInaVKad0Dm3fxQsOyfc/dizFtGdxW9bOekcRHQ3hPmTjKrsPu7riC6Hu7/PPyeQ5wryH0OeMuyO4oQ/l217yppDCtkSgPXe2LAFTVpIHQUujCJPsdMvpzgqkCSTRDgJHG8OpW1VApw2MhUQgfwSQDxNYAc4wUnbPs03mgMvkcdWz6pherkrHA7fxajKXkdawv7zEdlS4vbERoT3TvIreECAC6JqzHZy/97xBxjon2WUeYB+SWvamjJxg0Q4Lhbf7JQA+6Yr5IgIOCPASPW3iO0A4eTkHfv/eT8s2TKPdj94DiPgz3NCH0q584nXckwhBwTgPh4RthkLR7UxYrbXjbbiYmmGowIOM0mEHYLKQ7bY/7B5qNr9KmVRBIJCYPPmzbYaVne89iLEK9k/D5F+FhGoQARO4uTeoBjylAHMbdUqkg8D/bA/Yuro1aypU6eOoNQ8+urKpUuX2lrc/HQvxEQYi5/t6OgouK9J4XdRBglwUXarGlXsBFavXv0uAnt0sbezwNpn08brzOdQKGRPpZe0tbUtst+p4oYNG+x1r3BLS8uFqfJmeryysrKdi4J2yoeJCj4gIAH2QSe444KsBI0A08pLGOGe2bvdnGBLEOYJ7JvN9q6MqDrJ81Pu9zYoNueCQUSA4f8l4vurVq16kzRpqK2tPYQM9mrZ+aSehLq6ui/yt7COv403EOIxnlQio2kTkACnjUwFRMA/BJqamn6IwPaIMCdYCy/hYQMbHyPO5cT710mTJm2aOHHiNcTIhwE4ruAtgTO4AHL03jT910jeddyft3WfXfcqJr4YjojvkiVLNrGt4AMCEmAfdIJcyJ5AkC30FmEEXU6X/QAAEABJREFU99eczD9PtJP6ek7qZdyHPDIcDl/GsSnEa5ge7Sa+QaxHmL8ZZHYetv0T9EHK9bXhfzI+jEaEG0hdDxJf15G6alAC7CpOGROB/BCIiTAn/YM5mZ+L0DYSFyCyr7W3t7/NvUVbOvKzzc22MFbpORy7DU8vJP8vydOFEKxndDyH7a+yXyELAjC8wIrDPOUIGP72lah7uZ1g94+tmGtR4usaSs8MSYA9QyvDIpArAh/WExNhppxvQIT/RboHR15kBLwOgX0AgbXXk0o42V9HtKUlt9i4cePnEIFLiG8iynPI/3sEpJP4C+JF3J/cnn0KaRCA5efI/ldi0gBfWyxlEP3TcwshaYE0Dkp804CVx6wS4DzCV9Ui4DaB3iJcUVFxECPesUw/j0YUhiGwj3Jivr53nWvWrHmdaepLyXc0saKjo+Nr5J1LXhPmBQj53xGK9xHwy0jP6l1W2/EJwM5eEVsU/+iHe7mw2Z0te1e7funSpXbPnp/uBPo48sAV1nTPFwh+DhJgP/eOfBOBDAiYCFNsGiPgGzgZn9Ha2roecf06wjCdfWcgpGEENe4TtytXrnwCQZ7LCPkg0jLE2L47fCXpVGxeT9luRtKvktYTQ+zLe/CTA/D+Iv4MhnXSJT25sLmGPJthbOtvU8SdYPXTx/YktsTXHaSeWpEAe4pXxkUgPwQQXLv/eC4n44gImxeI6lXsL2ffLQjq1Qjo2pqamj6LR1i+3hGB+AVl7P7xdqRoRukF/NNEnouIyxDjLuzczYl/dnRUx+7gBtgeC9tuWC9PRIGLH2N+GDMTJyXKk8l++kAj30zA5bGMBDiP8FW1CHhJAMH8Pvb7iDC/S1paWr7DyX9/hLSb+4/rENB7EeJd7FiqiLBc09zcfB5xCDZstDebMu8jPA2M6p7GVjvxNoR5Bja34VigAuK7F1zvTtZojl9NvnX0w53J8jk79mEuie+HHArtXwlwofWY/BWBNAgglHFFmGnpRxHTQxHR0ZjbBSF+lpGZPYTFT2cBG39hhLyAOo4klmNrX4R4AQKzC3EhNv+FGL+DGDeSnu7MamHn4iJkIi14hBg3MEtgtwH2RoDtAay4edLdKfFNl5h/8kuA/dMX8kQEPCGAOMYVYasMEbX7w9sjCPYkdANC2YYQZzQ1iq3fMaprRNj3pk47t5idaxHjM6nrh9i2949fIq2vrq6uYl9RBYRwHziW0V77olHctiHQl3GRsgJOD8bNkOZO6gz0tHOauHyX3f4n8Z1TckgERMBdAghiQhG2mqIjWXvoaiUicisiuZbRmi2RaIczitS5iGjLP25DWorw2DrH92Ls4oqKipXUEWZ03EI6m3Qk+ws6dHZ2ViG+HVyAPBuvIVzY2JPRpXvuuefkeMfT3SfxTZeY//JLgP3XJ/JIBDwhgAgmFWGrFCGuQ4AjwstobT3iuHL8+PFb27FsI6O+K/HhDOLg9vb2nbFny2WGqc8WDXmOutoQ4lsR/gvHjh27JccLKsBrIm25M57TEyZMOIBjJ3IRMqexsdE+iBAvm+N9El/HqHydMTsB9nXT5JwIiEB/AohfjwgzIvt2/+P2GxH+NfnGIBgTiKOGDBnyb8TRHrayw67EVatWvUgd84iTqK8MYToIw5ciYvsSLx8+fPgGxPi/1NuQyE/y+y3sCa/n4jnFiH8++//NRYilbGYeYuLLaPtN+7CC1nbOnGW+S0qA890Dql8EckwA0YuIMGJxczJxQxhXEYfjnj0wNBcx3FCT4rUl8mYUEKbf4JfdP96V1KarT0VgzM9zzE/q7iI+z+i4/qijjvLd13zgaPe7S7h4uKU/AI6Noi1jiFlPPfcWXy5Sxkh8+9MurN8S4Mz7SyVFoGAJIHImbueauCEQcUfCscYhwnMRls8SHy0vL1+HENr94QNjx71IEeQfNzc32/3jrUaMGDEUPy9ilPwwPsxi+voBfAgTl+H7LETZprO9cMOxTfzbAYF9h/u//+5fiGNLiWs5ltV6z/3F9/bbb/+gf136XVgEJMCF1V/yVgRcI9Dc3OxYhJuamv5G/EY4HLbXlmyk9xACGPd+p2sORg0tWrTIVoy6HFE+BZ8HIWa7cMi+HmSLisxDlF/Al81MWduI/rtTp04dwvFch2n49b3+leLXJez7ONFSksyCxDczbn4vJQH2ew/51T/5VRQEEDTHImwNbv1wWUu7P3wav+sQPZsatlWx+JmbwIj8efy2+8e1bNtrP+OoeSEjUFvz+soNGzZsQvj+RazHv8jUMMe9DKUY35r63yTtCePGjdsCUZ7LyP0O/Hy450CaGxLfNIEVUHYJcAF1llwVAS8INKcxEo7Vj6DcRLlBiE4j+y5F7F7x6v4w9pMGpnbvxRdbLnMnUhPDMyhwA9GWzbRXquwi4Smmq+cgZl9nv6uBtk83g/jxI0tjcejQoYsZnXczcj8+ti/dFH8j7/nC+U2756tp53QJ+ju/BNjf/SPv/Emg6LxCuNIaCccAUM4EeE8E4i92fxiRux8h3id2PB8pPt1ItPvH/0P9WxFnMRJ9mjib0egjCKbdP16Kr7PY/l+OZxWw+wXa/1JvIwjnIeyzp8gznh3Axg74ez92JL694RbRtgS4iDpTTRGBbAggWpmK8FOM/iKfPaT+rRHixyZPnnw123kPtGkDcSEj9hNJKxHL3YmNxMGI2zwcfBkR3shU9Q9qa2vtC1E2gma384BAnoy9n/cuwb1yuzCxqfIreu93uh0V33XY/pdGvk6pFV4+CXDh9Zk8FgHPCCBSqUU4Qe12fxgh3hNhuxABOhdR60Tczk2QPS+7EeI/EOcSq4llXCzU4sjlCF0108VX469NV79JWk/8FseSBkTbnsC2B8MejWVk34nYG020qfDYbsepxNcxqoLPKAEu+C5UA0TAXQLZiLB5wj1PW/GqnO3bidciZCk/e0i+vISlS5e20l67f/x5Uhv9no0jP2JEa/d1bw+FQl1cSPyWOKe6unovjvUJiPZRCG0XYn5P7AD7bmb7AS5G1pOmFSS+aeEq+MwS4ILvQjVABNwngBhlPBKOeYMonYQ4HUCMfPYQEbPPHn45dtyPKe2+ntiA78Px+5MIsX2k4hW251RUVDwRCoVsVL944sSJF1dVVe1AG/YmriBGAveV57AxCBE2AWfTeZD4OmdVLDklwMXSk2qHCLhMACHKWoQZBT5CPBQBsynZ3RGmP0ZFymVv3TeH328hxJcyoj8WFhXUYEtNzkWU7ZWj+YMGDfor++zzg0+QlkyYMGFXjjUyBT+vqanpSdvnNEp8nZIqrnxlxdUctUYERMBNAghP1iJs/iBm9tnDT7JtI8oGRpCbEOLj+F0wARZPIch2//hwtrmWKJuC843t7e3Xk5YwQraFODoRbBsF2y5HsaDE11GLlMkpAQmwU1LKJwIBJYDYuCLChg8BW4A9++zhGkaLd3CP1Za1jHx9yY4XUmSUexdtaVi5cuV/uZiw9Z4Po01pPXQm8S2kHnffVwmw+0xlUQSKjgBC45oIGxxGifbpvojwMpRcj4C12spRdqwQI8J7OX6vW758uS0AwmbqIPFNzchnOVx3RwLsOlIZFIHiJOC2CCNWsc8e1iFghw0dOvQ9RsRZrZmcD/JcPHyXevcLh8O2PjWbqYPENzWjIOSQAAehl9VGEXCJgNsibG4hxMuwO4xtE7B5iPC/EbVR/C6IwMXD5cQ19h60E4clvk4oBSNPQQlwMLpErRQBfxNALF2djo61FiGeW1lZ+UXE7HHiOoTY7g97+tnDWN2Zpvj4E8qWDRo0yD5OwWbyIPFNzidoRyXAQetxtVcEXCDQnMEHHJxUu2TJkr8gxOPttSXLz/3hhxgN32Hbfov4tT8+2TKU9eY320mDxDcpnkAelAAXTLfLURHwFwGvRNhaGX1tyT57eBaj4aMnTpzYheDNsGN+iV1dXQvwZRMXDHNJkwaJb1I8gT0oAQ5s16vhIpA9AS9F2LxD3G6gjspwODwfIb4MIbaFPPJ+f5iLAfPBLhBSvsss8bWeVIxHQAIcj4r2+Y6AHPIvAQTy+0wZT0cgb0aYvu2FpytWrJjDdPTe1PMG9azj3uv9RFsG0ovqUtrEhyX4Yq8dLUuWWeKbjI6OSYD1NyACIpA1AaaMr0KQPBXhpqamJ5ubmw+jntE4vB3xcQTOpoHZzF1A+O1VqU8gwklXvMI3+56vPimYu64puJokwAXXZXI4eAQKo8W9RRjxmeqV19Rjy1rugv0ZiOBMpqXtAwnT+J2LYF95msv93xamx3+dqELaL/FNBEf7ewhIgHtQaEMERCBbAohjZCSMQP0UEfJMhM1PRsNXUF85IvxLfl/HyHQtU+B2b5af3oTa2tpms2wreVkaL9JuiW88MNo3gIAEeAAS7RABEciGAKLoqgin8gUxPB4RPpBoYR1CvGb8+PFfSlUu3eOI7yHch66mktmJykp8E5HR/ngEJMDxqGifCIhAVgRyLcJMBz9MjHz2EMf3Gjp06EuMhpPeoyVfWgHxbaTAW9QT976zxBc6CmkRkACnhUuZRUAEnBLItQibX9Rp94e3YQp8NiNV++zhRkbER9mxbCLieizl7ZvGcW1xPDLtTJ5/DR8+fMztt9/+AdsuBJkoZgIS4GLuXbVNBPJMAEHM6XR0rLlMS8/fY489hpSWlt7PvsUTJ05ci0hGvr7E77RDOBy+FVtrac/6/oWxGxPf/7S1tY2V+PYnpN+JCEiAE5HRfhEQAVcIIFp5EeHGxsb25ubmGkbDkQezSNczGm6hUfYkM4mzgHjPQXwHk3sWsU/oJ75jVq9e/W6fDPqRFYFiLywBLvYeVvtEwAcE8iXC1nRGww9y33YMAnwMQno4ItxBtHd57XDSePTRR3+FMo1MZy+iDY/0zizx7U1D25kQkABnQk1lREAE0iaAgOVlJBxzFCG+Ex+GIqaRzx7W1ta+PWnSpMjoOJanf7p58+br2NeFgJ9E2hMkvj0otJEFgeQCnIVhFRUBERCB/gQQwLyKsPmDmM4tLy/fqays7EnEeB1TzA9MmDDhADvWO9bU1Ixi9DuWkfNFvfdLfHvT0HY2BCTA2dBTWREQgbQJ+EGEly5d+hL3h8chsLasZWllZeVvEOLbejcGkW7g+FOMnK+I7Zf4xkgodYOABDgxRR0RARHwiIAfRNiahh/rGRHbV43OQWyPZUo6zP3hC0nP5/jozs7Oc0kjAYH+bDgctqeq7WlnPXAVoaJ/siEgAc6GnsqKgAhkTADxy/t0dMx5RPg6RsQVCOzV7LucaeerEeT7W1tbI68dmfiyfy373mlra5P4AkMhewIS4OwZFqcFtUoEckDATyJszWW6+UKmnvdBaBsZ/UaelJb4GhlFLwhIgL2gKpsiIAKOCfhNhLk//Dij4QZGv49KfB13ozJmQEACnAE0FSl6Ampgjgn4TYSt+RJfo6DoJQEJsJd0ZVsERMAxAT+JsMTXcTqSOUEAAAiiSURBVLcpYxYEJMBZwFNREShKAnlslB9EWOKbxz+AgFUtAQ5Yh6u5IuB3AvkUYYmv3/86iss/CXBx9adaIwJFQSAfIhwVX71qVBR/QYXRCAlwYfSTvBSBwBHIpQhLfAP35+WLBkuAfdENckIERCAegVyIsMS3F3lt5pSABDinuFWZCIhAugS8FGGJb7q9ofxuEpAAu0lTtkRABDwh0FuEJ02adIIblUh83aBYVDZy3hgJcM6Rq0IREIFMCMREuLu7+2eI8HGZ2IiVkfjGSCjNJwEJcD7pq24REIG0CMREuKur645MRVjimxZyZfaQgK8E2MN2yrQIiECREDARRoBnEdMWYYlvkfwRFEkzJMBF0pFqhggEiUBra+ulCHBaIizxDdJfSGG0VQLsm36SIyIgAukQSEeEJb7pkFXeXBGQAOeKtOoRARFwnYATEZb4uo5dBl0iIAF2CaTMZEdApUUgUwLJRFjimylVlcsFAQlwLiirDhEQAU8JxBNhia+nyGXcBQISYBcgyoQIZEdApd0g0E+Ez8emPqwABAX/EpAA+7dv5JkIiECaBEyEKXJJd3f31aWlpe+xfdjq1avfJVUQAd8RkAD7rkvkkAgEi4DbrV2+fPmCrq6u09vb249obm7e4LZ92RMBtwhIgN0iKTsiIAK+IdDS0vKjVatWvekbh+SICMQhIAGOA0W7REAERCA3BFRLkAlIgIPc+2q7CIiACIhA3ghIgPOGXhWLgAiIQLAJBL31EuCg/wWo/SIgAiIgAnkhIAHOC3ZVKgIiIAIiEGwCJSUS4KD/Baj9IiACIiACeSEgAc4LdlUqAiIgAiIQdAJBFuCg973aLwIiIAIikEcCEuA8wlfVIiACIiACwSUgAQ5q36vdIiACIiACeSUgAc4rflUuAiIgAiIQVAIS4KD2fLDbrdaLgAiIQN4JSIDz3gVyQAREQAREIIgEJMBB7HW1OdgE1HoREAFfEJAA+6Ib5IQIiIAIiEDQCEiAg9bjaq8IBJuAWi8CviEgAfZNV8gRERABERCBIBGQAAept9VWERCBYBNQ631FQALsq+6QMyIgAiIgAkEhIAEOSk+rnSIgAiIQbAK+a70E2HddIodEQAREQASCQEACHIReVhtFQAREQAR8RyCnAuy71sshERABERABEcgTAQlwnsCrWhEQAREQgWATkADnrP9VkQiIgAiIgAh8REAC/BELbYmACIiACIhAzghIgHOGOtgVqfUiIAIiIAJ9CUiA+/LQLxEQAREQARHICQEJcE4wq5JgE1DrRUAERGAgAQnwQCbaIwIiIAIiIAKeE5AAe45YFYhAsAmo9SIgAvEJSIDjc9FeERABERABEfCUgATYU7wyLgIiEGwCar0IJCYgAU7MRkdEQAREQAREwDMCEmDP0MqwCIiACASbgFqfnIAEODkfHRUBERABERABTwhIgD3BKqMiIAIiIALBJpC69RLg1IyUQwREQAREQARcJyABdh2pDIqACIiACIhAagLFLMCpW68cIiACIiACIpAnAhLgPIFXtSIgAiIgAsEmIAEu1v5Xu0RABERABHxNQALs6+6RcyIgAiIgAsVKQAJcrD0b7Hap9SIgAiLgewISYN93kRwUAREQAREoRgIS4GLsVbUp2ATUehEQgYIgIAEuiG6SkyIgAiIgAsVGQAJcbD2q9ohAsAmo9SJQMAQkwAXTVXJUBERABESgmAhIgIupN9UWERCBYBNQ6wuKgAS4oLpLzoqACIiACBQLAQlwsfSk2iECIiACwSZQcK2XABdcl8lhERABERCBYiAgAS6GXlQbREAEREAECo6AqwJccK2XwyIgAiIgAiKQJwIS4DyBV7UiIAIiIALBJiABdq3/ZUgEREAEREAEnBOQADtnpZwiIAIiIAIi4BoBCbBrKINtSK0XAREQARFIj4AEOD1eyi0CIiACIiACrhCQALuCUUaCTUCtFwEREIH0CUiA02emEiIgAiIgAiKQNQEJcNYIZUAEgk1ArRcBEciMgAQ4M24qJQIiIAIiIAJZEZAAZ4VPhUVABIJNQK0XgcwJSIAzZ6eSIiACIiACIpAxAQlwxuhUUAREQASCTUCtz46ABDg7fiotAiIgAiIgAhkRkABnhE2FREAEREAEgk0g+9ZLgLNnKAsiIAIiIAIikDYBCXDayFRABERABERABLInUMgCnH3rZUEEREAEREAE8kRAApwn8KpWBERABEQg2AQkwIXa//JbBERABESgoAlIgAu6++S8CIiACIhAoRKQABdqzwXbb7VeBERABAqegAS44LtQDRABERABEShEAhLgQuw1+RxsAmq9CIhAURCQABdFN6oRIiACIiAChUZAAlxoPSZ/RSDYBNR6ESgaAhLgoulKNUQEREAERKCQCEiAC6m35KsIiECwCaj1RUVAAlxU3anGiIAIiIAIFAoBCXCh9JT8FAEREIFgEyi61kuAi65L1SAREAEREIFCICABLoReko8iIAIiIAJFRyAtAS661qtBIiACIiACIpAnAhLgPIFXtSIgAiIgAsEmIAF23P/KKAIiIAIiIALuEZAAu8dSlkRABERABETAMQEJsGNUwc6o1ouACIiACLhLQALsLk9ZEwEREAEREAFHBCTAjjApU7AJqPUiIAIi4D4BCbD7TGVRBERABERABFISkACnRKQMIhBsAmq9CIiANwQkwN5wlVUREAEREAERSEpAApwUjw6KgAgEm4BaLwLeEZAAe8dWlkVABERABEQgIQEJcEI0OiACIiACwSag1ntLQALsLV9ZFwEREAEREIG4BCTAcbFopwiIgAiIQLAJeN96CbD3jFWDCIiACIiACAwgIAEegEQ7REAEREAERMB7An4WYO9brxpEQAREQAREIE8EJMB5Aq9qRUAEREAEgk1AAuzX/pdfIiACIiACRU1AAlzU3avGiYAIiIAI+JXA/wMAAP//KzCa1AAAAAZJREFUAwAcRmIpzcPjcgAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="141.42135623730928" y="-5.684341886080802e-14" heading="225" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><blocks></blocks><variables></variables><scripts><script x="132" y="96"><block s="receiveGo"></block><block s="doRepeat"><l>24</l><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Square (2)"><comment w="294" collapsed="false">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></block><block s="down"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-192" y="146" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.580000000000023,147.89999999999998,0,1" 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="34" y="33"><block s="receiveGo"></block><block s="doSayFor"><l>This program should draw a geometric pattern of 24 squares arranged around a center point. </l><l>15</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="square program Debugging" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"></media></snapdata>