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gUbXdLHYQArV33D4jpsdkyouXD+L+Ld4y1++YlhC7PqE25Yye0pNR19+Werlkx3dVrTOhts8ZPaW/b0utd7u39h83IjYpExS/Wo/61EQgzgIEcJx3h9mcCxSSqUNMdWEmKE6Oeph5be0f9qxhiYT2+czq0j1R14+iXs5PXayin9TtGjs6n7prQxQ131qj0HrIBPPG/Om9TZVJX3l26fqo61MPgTgLEMBx3h1mcy5QSKZ/FKo+nQ26L4lymNoDMpoS4dNi9s+ZculHUdaOslaXiNfip38jIhsyQbH2daXIH2uZ99O3m9j12aB0Y5SzUwuBuAsQwHHfIeZzJrD5oRGVsmrf/lF/D7eQTP2rqXwoE5Q+52yB/Wy8+c1P65ephXd0lkvf6+dt/b4s56eO80RP6gyKR/X7Ji5EYAQIEMAjYBNZQn0ECm3pL5nZKZmgdHCUHeZNTO3uJfRBL6H7z/pbdxBl7XrVqr37uM+qj5unx8/uKd4RZZ+f7dbe/I+NDUFT1dv71DWLn4+yNrUQiLMAARzn3WE2pwL5ZPoCVd3YGXTXvhMb2b9CW8edZuHSTFD6YWRFh6BQLpn+vKr9oDc45KNd0hXpE6xqX0kys8ez5eK8IVgKLRCIhQABHIttYIg4CuT99C1mcl22XLw5qvkua01NbvB02dog2HkoHvsY1dxv1qk9wcpMr8+Wiz+Osvb81nR76Mm8TFD8SJR1qYVAnAUI4DjvDrM5Fcgl0083eDY9yq8HFdpS/xqGul22XJztdHGDbL75CVZ2l25ojPQJViai8/30c5WqHDlnTbH2+kT+ITDiBQjgEb/FLHAwAps/pVx94b5g3A6LZFF1MDXefs8bIfN/RWRGZ1B8OIqaLmrk/dQ1Ilr7VPTpUfbP+anLxDQxXP/jJEoLao0OAQJ4dOwzqxygQKEtfVBotiAblA4c4K3venm+teMI8ezSTFDcJ6qaLurMnzjtA2EiXKnrGydG+Rzn+a1Tp1fV+3a2XDzMxbroicBQCxDAQy1Ov2EhkEumv6FqB2eC0pejGrjgp84zkeZMUPpOVDVd1an9fVxFbusMij+NaoaFfvv49dLwRCYovi+qmtRBIM4CBHCcd4fZnAnkkqmrVeS5TLl0UVRD5JOpReLpoqF43V9UM79bnXxb+tjaV7SyQSkVZa+8n14dbtzwkdkv/mc5yrrUQiCOAgRwHHeFmZwL5Pz07Wp6a5Tvq837qT+HpjNml4t/inKBV7Sl3lcxOcEzmRKqJlX0aZPqQ1445sbO1Xe9EGWvN2ttfkhJX7nqhftF+bKGvJ/uVgkv7QyWLK7H3NREIE4CBHCcdoNZYiOQS6ZuErNF2dVLFkUx1Lzd2nfyNjS8cF+5pTmqD3XV5sonO2aI2g0m8h+eye9MtPbShHHm2aFicpSY/PCAcuW8w2RpJYp1vLXGpu/uij2VDYoXR1U7n0zPFbFVmXJpblQ1qYNAXAUI4LjuDHM5FYg6gOfvcrAfVsc+FuXfNwt++iNm8gdP7ZhZQemWt4PNndS+RyJs+JmIruuTvi+eFSx9MUrU+X7quKrorGxQnBJV3Xl++qsqdkg2KH0lqprUQSCuAgRwXHeGuZwKRB3Am959m9AVmXIxGdXC8n76UjPZOVsunvxuNW+SmYmy33uzirznpaB4eJdIZE+wWjChvbXS2LAiExRbo1pTrjX1v9STqzJB6WNR1aQOAnEVIIDjujPM5VRgOARwLjnt0BpStrz43i1hLZQDG9f7O91v6v0y29N9eZSwOT/1ghc2TY7qb82bX/yw7oXOoLi91uHNS1GunVoIbKsAAbytgtw/IgWiDuDL/Wm7NEi4MhMUd3ABVnuCVcJs6Uap7BHlr6Jzfqqk6l2Y6ekuRbWuvJ9+3jM9Yla5+6GoalIHgTgKEMBx3BVmci4QdQDXFpRLpv7hbWiaFOXDKwYClUt23Cka3pwNSj8ZyH1bujbflspZqM9F+RKFvJ9aYV7ilOyqxf8V1ZzUQSCOAgRwHHeFmZwL1MJK1e7KBMX5UQ2T81PLEuKdPSvo/n1UNQdSJ9ea/pKonJYtFw8ayH1burbgp88ORT6cDYonRFUzl0z/IRQ9dQ4/AUdFSp2YChDAMd0YxnIrkPNT53kmDVG+gL72cA/P00c6e4pXuVhd7dfgCan+MRuUJkTVP9+aOlk877BM0B3ZE8MI4Kh2hzpxFyCA475DzOdE4I13356cCUqfiWqAfDI1R1T/dyYoHhdVzYHWyfvpvnXrZPw5vcWXB3rvO11faE1/yTydSgBHoUmN0SZAAI+2HWe9/RLIT+rYU0K7OxMUd+/XDf24qPbEqqrpM7q+cRdXfwfO++mXo+xPAPdj47kEgXcRIIA5Ggi8g0Dt1YEFP/1qQ19l4ukvLH01KqScn77VE7k1ypcY9He2mTIzMcXv3dgrY3foCm5/vb/3bek6AjgKRWqMVgECeLTuPOveqkC+Lf2ginR29hQf2OrF/bwgn0x9U0TPyJSL+/fzlsguy/mf2kulckcmKO4RVdH5fuproXiH8CvoqESpM5oECODRtNusdUACm551bPZf2XLxxwO6cQsX1x6KscFveTRUOzvbU/r3qOr2p07BT3WK6BGdQfFT/bm+P9fkk6lzRWX3TFD6Rn+u7881fAirP0pcMxIECOCRsIusoS4Cm8NF98gExa9F2aDgp9ImerVu17hP51N3bYiy9pZq5f303SLy80xQvCGqngU//SMzeyhTLv0oqpr5ZPpx0fAbmWDJsqhqUgeBOAoQwHHcFWaKhcDc1sP2afASS14KKm1dEb9NKO+nbhfTRzLl4veHYrGF1tRk82RFr6zdqStYHsnff2tz5/30/aHanNk9pfujWkfeT78k1cqhmTVL/zuqmtRBII4CBHAcd4WZYiNQ8NPLQrULo/51cX7itH0tEf5O1L4Vde13wsu1ddypYXh3plzKR4mb99OvrN+4nf+dF297JYq6cycdPs6rVp7NlkvvjaIeNRCIswABHOfdYTbnAjk/dZonemhnUPxC1MPMS079qKfe76zqfTq7pn6PXcy3pU4W8y5qDl56/ymyvC+qdcybmNrdS2gxyq9q5VtTh4knF2SC0sFRzUkdBOIqQADHdWeYKxYCtZ/IEmH1ueZ1MumUiB5e8daF5dvSx4rJQlWZHuWnrd/sUUimDglVf53wJD1rVfGxKFHntU79sud5x2eC4uFR1a19UCw0mZwtl74VVU3qIBBXAQI4rjvDXLERyPup34h5d2bK3dfUY6icn+rwRK83sUwmKP0qqh618DXRO1XDL3YGS26Pqu6bdfJ++nox/UOm3B3Zr7Xzfqr2ifMVmaC0IOp5qYdA3AQI4LjtCPPETqCQTH/OVGZnguIh9RpuXjL9IU+lpCKPVrzKGXNWLX1qsL26pL2hpS1xrpieFoZy/OzVxaWDrfVu9y2Y0L59pbHhbwm1Pc7oKf09qvr5ZPoBk/Db2fKSLb7jOKp+1EHApQAB7FKf3sNCoEsmN7X4/svVhurH5vz1nsfrNXTtO8Lr/Z1mi+i3Re16b4P3w1kvdgf97dcl4o1rS33OTH8gIs+rJs7q7Ln7kf7eP5DrNr1ZyZMZ2aA4YyD3benaN54+9srrDet3Ofev9/VGVZc6CMRVgACO684wV6wEan+bNNEjo/x757stcN74w5PaVLlQRY8UlZVqckcY2tI+S6w8e83i195630/GH7zDP5qa9k+od0RoepInktj003pP8aZ6Ata+U6wmCzvLxd9E1WfupPY9EmHinkxQ2iWqmtRBIM4CBHCcd4fZYiNQ+7XuTn7Do56E36nH31PfaaFdk2c2tbzU+1n15AQT2U1E9hKRV9VstakmRGRXE3tdRZ400werXvXaM3vuqctPvG+db4E/bZeKhMubg962KD9VnfNTx6nolzNBcXpsNp5BEKijAAFcR1xKjyyBnD+tQyVc0Bz07hNl8PRXqfYfAePaGj4mVfuHNSY8q/b1ZYN7nujv/VFdl0+mrxK1higfP1mbLe+nrjDRV7JB8dyoZqUOAnEWIIDjvDvMFjuBgp++NVS9N9vTfXnshhuCgTZ/WMzu7ZPqh84Klr4YVctN/3HhN/SYp1Myq7r/ElVd6iAQZwECOM67w2yxE1gw6fA9KmH1AavYPtnnS2tiN2CdB6rXE7UK/rRPhxKemw2Kn6zzEiiPQGwECODYbAWDDBeBvJ8uiOhevUH39C6RcLjMva1zFtrSR4rJZS8Flf2ifzZ2+kZRvSfT0331ts7J/QgMFwECeLjsFHPGRmDupE+MTYTvuU1FHu4Mit+OzWB1HKRLZja1+L2PhWGYnb16yV1Rtrpy1yktfX3NzzY2rt/tNL5+FCUttWIuQADHfIMYL54CF7ekdxw7Vh5Q1Us6e7qvjeeU0U2V9zuuFbFJmaCYjq7q5kq5ZOoUFS+dKXfPjLo29RCIswABHOfdYbZYC7zx9+D7TOSYbFC8L9bDbsNweT89S0S+0ixjp5wS3B7ZqwzfHCnvd/zeRC7JBt23bcOY3IrAsBMggIfdljFwnAQ2vb1H5YYwlINnryk9E6fZopil9pxqFb22QbyDTg8W/y2Kmm+t8cZ/xCzrDSp+1H9XjnpW6iEQtQABHLUo9UadQC6Z/oaozK5I5dAov5rjGrLQmpocenqPqX12dk/p/nrMk092XKhqO3QGxdpP2fxDYFQJEMCjartZbL0E8smOnKl9Sj399Ej4Huslu3T4zdXw9yL6vUxQvKEebgtb0juuHyt/0TA8qnP1kgfr0YOaCMRZgACO8+4w27AS2PTi+1AvFk9PzPR0l4bV8G8ZtvaTr3la+3vsokwdn0qV8zvyataUKRdPHa5WzI3AtggQwNuix70IvE1gvt9xcCi2yMQuyAalK4cbUL614wjxrPaJ584o3038dod6PVFruHkz7+gWIIBH9/6z+joIXJac+v4G9W5RsYeag7WnuXhu9GCWlWvrOFPNZltoM7KrS38YTI3+3lN7m5KY3Zk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var="length"/></list></block></block><block s="turn"><l>10</l></block></script></block></script><script x="297.6666666666667" y="468.9999999999998"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>