<snapdata remixID="13791013"><project name="square program Debugging" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAFOdJREFUeF7tXV2oXcUVHhEhqFhLrEUUG1OxWAXzEDSKJV6DDYSkMYKNtVKCluRFTKtQ1Cg2aNSH6oNvCvokoghSMUiDoBHyYvAl1qCI6EUCiiC2gmko2pRvmy+su7LWrDl/98zZmQ3h5uy952ev9c36mzUzpxw9evRoalejwJQocEoD4JQo35rtKNAA2IAwVQo0AE6V/K3xBsCGgalSoAFwquRvjTcANgxMlQINgFMlf2vcBeDOnTvTQw891CjUKDBRCrgA3PfPvel3e+bST/+9LP1+w5a0dP5n6Q+/3TLRzrTKTz4KZFXwPw7+PW3bu+k4Vf73n5R+/vWKtP5XN6aVS1an66677uSjWPvisVIgtAF/8dcfpyM/+dcJjR5+L6Vtc9vTH1f9KS1btmysnWqVnTwUyALwNzvn0oFz9nbU+O+hlNYuvzH98pwVaevc9nT22WefPFRqXzoxCrgA/Mvf/pz2f703bfj1jWnNjzamFStWTKwTs1rxiy++2HX9lltumdVPmHq/QxU89R4uYgfef//9rrXLL788bBXgI/Dk/3MF33nnnXTGGWcU1R92oCcvNAAKRr755psdOADEc8891wWKBbgcCD/99NOuzuuvvz4BhPjbrh8o0AB4DAkAnwQGAPPll1+eAJYc0KxnltTDvauuuqphsAHwBwwAaPhnqV4AE2oTgClRtXxHltNIA7hR50UXXXTSg7BJwJTSa6+9ljZs2JAFw4MPPpg2b94c2m8A10svvZQefvjhbH0lbZ4M6Ow9AJ944ol00003Hbe9YNvJi/aevi/foVSDlKSq1u/DzqN9h2eRtPz2228Tymipi/sAJ+6/+uqraceOHb3GYe8BCICRyQQQ1CnuQ+pp209z2wKS9pZRh+W0RCCkLQjAQR2zT1DPuADQvqvpXgMwUnMADi4wHJJHe6cRgB544IF0+PDh9OSTT7pSynNMaHueeuqpad26dW756BtmXTz2GoCRBNHSj44DwAhp6QWYIanwDj1ZTwISHAAhQA4pqYEOKQgJTalnOSwlcclZBWKvAZiTYDnVy3L4y7ggpCNAwlihVo0ALFUq3qMdR7WK3x6gS/oyqwCL+t1bAAIQuCznIjfj4YEWAKLUg2TV6lracXjvjjvuOIH2Xt25/qAumgkRM2fxeW8BOIz08+w1yz586qmnOkDiHyTefffdt4D/tC9L7cqcrRfZorMIPPZ5ZgEIqUHJYTGAwNDPvPsHDx5Ml1122YLXcQ+pZtI+m5+f79pdv379gnffeuutTtpadZTcy0k6r8/sAMyEWbUTZxaAkVTwJIplb8m6wGxOn1HVogxCNp6jYIFc2oCwF7UUtfrv2YKRJxzRomYJ2UsAytifJH4Evpdffjl9//33xzNWjhw5ki699NKR+PfBBx+kpUuXdqCGXQoQ57JoPBDmPPoGwJFYNFzhQW08a74X02tzc3NdwFcCgz0CIG+++ebhOnislCW90HfOPUN1y2k7DB5ITC1t+2oj9lICWtkmkCxgLONumK+9/fbbj6dJeer17bffTqtXrx4KhLmyACDB9txzz3V94VQe/uq56VwGTZOAQ7FntEIlEhB2F4BHA592HMoCjJB8UTbzKACMbDdQAH2B88LAN6cLSR32rwFwNLyMvbQHQIKLKg5Ak3bV448/nq688soujvfVV1+lzz//POtBThKAMi0LfZTqmIDDIKGJ4A2YJgHHDq+4QhKd2cYy4CyTPQk+MBtM1QHiSEqNAsCorNU24osYHAiraIcE/WdIBn+ZANEAGONlbG8wXYkM0LaSZhqYgwsS8a677jL7ETkb0XOr0gjYuecAIQeUNBGsMrhH7xrAzaWVjY0JY6xoJpwQK13JG/UyXIFcwLVr13bGfs7Wg6SCxEG4xLoQShk0HBOViaQj56H37NmT7rnnnq5b+DYATDtMpIWVbjZGrEykqqoBuGvXrnTrrbeaOXEWAHkPUpA2YEl2Miibk3LDSMCcWoykIznNLGwmzULCeWEda4ChnATwRBA0YqVVA9ALKNN71ESnA8L1G3gP75TYSLmEAEgzSB5PQmoewLn55ptvzIFTuvRTZuTwOziwrO/2JHyUkjYifkYuXjUAc8DR02cMt4ARYDJ+S5uvBITjCvaOKv10eemYMGwDk4H2XimdRkbLBCqoGoC5CXqpbsEIMgN/wTDL4SgBoWebvfvuu2nlypVFLBh2TteT7Lj/7LPPdh48k2X5F2rZ+65cSlrRhyzCS1UDMGIIYnxMdyITYDflVqRFIHzllVe6RUz6isrJ9713X3/99Wz6fdQGYpj33nvvAsAB7FCzg+QfLgKuipuoHoDaDsRvEByjWxKdq9IgAaOdByJGW1IQdh3ajLxh9OOss846wV6MHI+oT+CodK5k+hXVsl4YVbv9h2+qHoBkHNOkvOArEwsi8HFo5hgOkJ933nkngKjEG7beARDQfy9nrwR87DeC0bt3714g5Vle7+YQgb5YTE3wxeoBiG+H6oIHKmc4JNMAPk7m453SpYw5xltAimJ36KvluY/LSYAUfuONNzo6IIGBpoau38vGniCOhq66agBy9RlUn57xkGEKOiCQflTR0U4HkSRE6AW5gVJqlUhALXXkfO8odiWD8egP/o9gNBMYLIAThLlNloZGzRgLVglAuZsUCG1lgoDojI/B60X4RU5DgUmwxUpSqTwJZTkkOSnoTZVZg6FU7aI9AE3mJUKdozxsYEkHiQvSTK7Wq3GarjoAlu4mJb3dKO4GlRytmfDq0KAaBICeDVYCPkhOSGFIdSsArk0Q7fnrUJC2D8coxEaqqhoARgSSBJWjvpSZkKqRWrbq0iDKqWH97iDTZpKLUt3muMu+aCmYW2ccLaIfCU1DFK4GgNEOAVQp0vaD2mWAtuTbwdhoKwwLhFIV5ySgdECs96LBgnYg7UrMBsZIMajwXXLKMZe8mtuKroSG436nGgDiw3JhAzyD7SMX9HCri0iyaaJFEkYDBcACcBkDtKSgvGeFXaKwDzzcUuDxe7QzQlDmYqE56ThucJXUVxUAc/EyMFAujcRv2Hb4N4xxzcC1F7bRgJEA27dvX7r22msX0FdO1emyHvhg4wHcnp0XMZABeZ0p7bVXmggRtTvO51UBEB/mebw6qwVOCBZ8X3HFFenjjz8O7TuPaLmwjWSkHBwWg3lPh11yHvYll1wSOkdevzEg4FgdOHAgYQG9jgl6oZnSQP04QZarqzoAahBKQtLGsqakYHMhBQpXafhFG/747cUb8Yx2nZ5uw29ckMbSjPCcGqudiOFoW15U17Dp0CbAyH0P6fHL9mtTvfyWKgFIYnmqjADER3h5cGDKxRdf3EmIQWZHwGg4Anqule3QIZF94/9lsoFlR3700UdmooMFPqpn7s7lrU+mB0y7z6NZrRujVwlAMMTKatEB2NLtMjiFxeWPN9xwQza51LIPyVhKQWkHcsBQ+mnVDfsQQMolMrCPGDQwKaI+ErRcI4MBgvYx2LRNHGUIRdJ3ks+rBCAYyIRLSUyueSjNcvYIB4ABFABELj6o7UMCC4zGth2USriPGRsMCAk+S5rKPsGO46CIAJoDgQxN6UHJsEu0LmaSIJspG9BSbfwAGT4Z56hGvbysWROoVswLE2AAC8IyvPAMF5kM4EGi6bxCTqtxUA0advEYyTxBTmFKOzZHz2mBTrZblQTU9ov0PLkwh9tWbNu2LT399NMToSEkE4AIVSjtR7k6jwBcsmRJ1wemW0mJSlV+wQUXdAvgR91nxvvY2267LT3//PNdviB34pInPkktkotHToSYQaXVANAjDO0r6cU99thjHaGjbTXGQVCZ6MqVdrgHaXbNNdd0wMJvAJVMRy7hoUOHiu24UfsJ2sl1z3Q4vEVdNYGwCgBGBLn77rsX7ESP3enB7MUAoAYHvFNIxs8++6xzZBCDO+200zp7chQ7bhQQgn4YBHKXVtDokUcecauNaD5KfwYpOxMA1MRcTAloAZCZKggkw5mBNL7wwgu7sE+Usj8Ic0rfBZjQJwk4PWh1XQ2AiiIeQahGZByLW1cshgRkeIR2HNUs+rNly5Zu14JNmzal888///hhM/RsB4k/loLNek9LQMtskeVqAR/6VIUEJHE0YWTmBqe4oGownUTDexTGeWXhhNCO85wQbo+B1HhIv6uvvrpTwZYTAsmI+5NyQuiQMQ5IW9XKxq4JfNUBEB2KwjBgMlQeQw/jACCnucA4SC8dHpFpUoxRol14wvfff3/Xhe3bt6cvvviis0u9tC/GFdnnQbN4vG9lSMqa125hmCEQ4gWiZdR/lJHMaS6qSk8ygaEyTUoGopkaBvWLa/ny5QmbIcl+RWlffI7+YNF76WIqz55D23qHrBaIHgKAKGIFmrm+gQHhQafiSqe5CFAJCgk+ecghAYg+wx5EmpaeiqP9mgPYoNOFJKsclEjOhQTWu2eNM2g/JDvdYlXZgOylzn7WNmJJMgLTlejElHqnULc6TUoCigkHvCcB+N1333XqV5sS+K2lacRIxh+jdDP0A1eUjNCyYSKKi+d6/Qe9XekR4/+QRIzye+lKpc0SOLl0LCYbyPQrAPDMM89M8JI//PDDtGbNmnTnnXeaIMRNr52on166GejAWSIuS7XSsVo2TEThY8+tkSon2wlGmZAKBgzrYaKslyalVSmn2+R9ABAB4E8++SStWrUqPfPMM2nr1q3dCUuWJCQZIvswIpdMNytNSK0RhFWp4FzKuHY68Jvp+MMY77C5AHZv9sJqj+CX6ffwgh999NEk07P07qiewxQtC4hACJsYdciUfGkT6vJWWCZqY9LPqwJgtJyQOwFQsgy7KClKk9KA0YyLFiVZuyrkvPbcsoAcALxFSUwNs8rmFn5NGmxW/dUAkHaMt8DIWpYplySWEM9Lk5JlLaDIJZbeBD/qkO9ZuypEoSOZ9lXyPVySqk2UnKqFhMQ3yH12Stqa1DtVARASzls04y1ML9mvpVTCWAApWWxO5ui+THphugQe+kATIdIkNe0XUw0AyURr5b5F0JKtOWjnMVMlN4o96TQIAPVidE/dRZIQ/YwGjazDivNpKYj6IP1qkXzkRXUARMf0hjrR5kRWAJbp7iVZx6XgYxjFm0KzdkMYdcdVhl9km6AP+oxtiBkH1IkZpBmPK+MU5qRU6bD1VglAfgxGLfc59k4eBwOkMxJJDk2onIeqN5UsMeC1GkZ/5K4Kkb3pMVKGbbj1Wm57NrzPM0WijZmGBc84ylUNQKmW8X8JQq2CuEFl6WoyetJeSpcFzJwDwr5aUjBnp5aoY9Ytwza5DSoh/WB+rFu3bhwYmWgd1QNQSh1pH2rGwQ5av359sY0ThUUQytDxxRKHx3onOhRxEBCCBvqMYZanxoCdh/6XSOyJoqug8uoBqDfaJpFlTJBGu5ySGsbhYBmLcbnDZ2Rb3qE20fa+JSDkHLhOdIUNDHWrV/SVSOwCjEz0leoB6DEGRLeOaYjyBCNGe0cpROVKbDvPIWHZqA16u/K9dkzDBMdH7qAVMoFqGSqHRre3Z2DE4JyXO0g2iXeoTSQFc3YpD98hTZjnlzuoJnfQzwTZNlDVVUvAHGDkMzCDqvlkOKoLgw3AY95fKZ0GQsYivVw1ALX9F6k5hmQoFfB+6TYeuUQIvRtWxJvcoTa5dqzvk3E+eLd6L8DIm6/dDqwagDzv14pj5abN5PZtpce15jzGEtWtQTmO41+t41qtvuRimS+88ELasWNHNGam9rxqAEqvFCCEBOCaB4voPMCP4ZNBDqzOzZhEh09b3MuVgYSEZMq1ie/DN+sDq63UM9KCqVh6dd7U0FXQ8EwAUH4Hd8gCseF06GkxLcmowuTWFZouUbwsem7ROYoZ5p5z3TNNCNZvOULoG76NKVh6PUgBBqb6yswBUIcs6HyA8AAl/soJdzIN7+H/+hjXCFwlnqvHwais1TY8eO4zowEHDcCLa38hEYcxEaaKOtH4zANQExLM4A5R3MRcJjPIQw1zm6JL9T/s+t0IgBgUPBQRYNu/f393HCsugo9brkHaWw5I5ITUAjSvH70DID5UAo4qGPel/cg1wdH2HpGEzDE4AiDBg4FCcNGOwzMZbsnFIZsEnMIwyxHdSt/ithVgJE+bRAIDGM/dWK3PKAHRMCpYpkkhsWDz5s3HM5W5/YisN5fl3ABYGQAtqQWGE2zsLtUx55C1NBxF+rENy9kAYNAfSD6dWOAtTWgScAogyzWZG/VeADu35JPqkN41pCTCJaUL2r2+IhyDXVSZkYzcQLm3tAa9B7RcQLlJwCmAMyK6J70iENIBgP1FiQnml24DgvK042Bzoj06RUyT8hwHD3yRJI5oMQX2FDc5s04IQMFpLetrGZLRz7wJeizuxslL8vLuIQQyNze34N3du3d3tiQXpBOI8/PzRfXyfSuO530LO4B2a856zqFxZgEYDbGcVBhksRDT3/WSAOzSSmAANDq+iHI6JulJPkpdb0XgLEu4iE+9BWAuFSmXEOAxGwFiAMqb5qKq5YHbg5ySnutPLiUtYu4sPO8tAHPSpkTicNE7t+TFb4Ca4RC9gJ4BY0gxGWIBuKKMnL56uCUDoNcAzHmO1g4BVJuQOvJsYk1ITv9RZVLqeXYY08Q4XShVbZTomktJK2Fw7e/0GoCR98itMCjN9KLtyPbCTvSnn376wMchEOg0E3JHqEbfUDvAov71GoD4eClBrHSlaMsyC4RaAno2XARgSj+ATKeboe+1J5NG4Cp53nsA7tq1K23cuLFjphXLw33E6XJpTAQSU8Gs4xf4LJevKBkiTwDQ9zldiEVM2Pa3z1fvAVjCvBI1x+zkKN4GQJdkYZe0WdL3WX+nAfCYmtbbcJCxUNF4llt9JkFAaSnLWU4M7E5vK7pZB9Ug/W8APEat0t2kBl2BJndzIGMiz3cQBs76uw2AgoO0vfA3t5vUIAuD6EzI04tyXu+sA2rQ/jcACooxY6VkDz0JwsjbZROlSzIHZeIsv98AOAL3mG0dZVWP0ETvizYA9p7FdX9gA2Dd/Ol97xoAe8/iuj+wAbBu/vS+dw2AvWdx3R/YAFg3f3rfuwbA3rO47g9sAKybP73vXQNg71lc9wc2ANbNn973rgGw9yyu+wMbAOvmT+971wDYexbX/YH/B7KQtKeTydAbAAAAAElFTkSuQmCC</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>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="Square24" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><l>8</l><script><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><block s="turn"><l>15</l></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" id="32"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="5.684341886080802e-14" heading="345" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></list></sounds><blocks></blocks><variables></variables><scripts><script x="132" y="96"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Square24"><comment w="294" collapsed="false">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-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="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></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! 10, https://snap.berkeley.edu" version="2"></media></snapdata>