<snapdata remixID="12579047"><project name="2.2 Nested Loops Roman Duarte" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2.2 Nested Loops Roman Duarte"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="2" 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="5"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnV1vZEuWlldk/4TiQwiQEhCCOuKjEBQSIGQsAfMjuKgry5p/4X8xsrNuua37bhqmPQM9MNXNMIY+1UPT7RrNDI0bfFW3UztQ7Nyn5tgZe0e8e2WmI51P3Vg6uXJnnud9Y70RO9PLYfXd+G87s5/ZxL9g9uvp4Wj2G1N1tY9xvVpS+Tr4wU8hgF8UWpu18IOfQmAR7MSi/e+zXwv/pvS8UCpIj6++F38z/Tz71+G0pr5Uw/VKhKYfhx/8FAL4RaG1WQs/+CkELr8bL1L9+a+F/mfhcFsqIYDLhAjMbxOgYfkcAz/4KQTwi0Jr9xssAtinByd++EkEaIASro1i+MFPIdC6XwhgRc1MbesC8/58AsMPfgoB/KLQ2v0Js3U9CGCfXzgBw08i0HpD4P1JcnJC5zs/LsMQwC58fObtxMcGxgmQwPQBhB/8FALb9gsBrNDnFjSBiV8kAttuWFxPws8JvfETOgHs8zOBBD+JAAEi4SJAGg8Q/OzzsxTAq+/FGzO7n3zJaK/7x4O9n6qL0b7qy4J9zfW+RQB+WTvgl5FVgl/wSxp8RD/NL5DG10etbjHaMlx9N96GYB8Lmf/S0siOaB+2EaxmxvVyICuNBT9fcMEPfj0B1ttYO6c/O/pzMFt2/Xm1mKuvQjou10zsqDmUc+uihtJ4DfzgpxDALwqtzVr4wU8hsAu/EMCKAo9qdyFIeglGfs4TBT3mcfvmWfCDn0IAvyi08htAAtjBEAM64DFj3AcPfvATCdCvRGB7OHARwA5NMLQDHgHigwc/+IkE6FciMAKYv8LksQwLzkOPgSw+evCDn0bgGPsVJ2DNIw+qj9EwfEY93zD4ZT679Ez4wU8hcAh+IYAVRfdwS4KAmy/IISw49EXfWgL4uZZUvu4Q+BHADo0PQWAa/nyB0Xc+O06sPnbwOw5+4ep78a40uaqf7BH6XywuT7iKZraomJjF9TYdlgYDwG+DC/4baUb4JQsGv+CXnsATrQ8ze5GmS3adXU9tI4LZm/D2e/E2lidhrUdR2nSw9hOG1v+mJ2bZMNqS6z3WB355x+K/PBf8gl8SAdZHQ+ujHzEZ7FPX2bupAF4EO0kDJov/Vt8fvo38L8NpsbiigOtVQJoogR/8FAL4RaG1WQs/+CkELv9dvEj15/8q9D+n/hHAGTosuJJtph+HH/wUAvhFocUGoXW/EMA+P1vrAvP+fALDD34KAfyi0GKDQAD7/EIAw08iQIOWcG0Uww9+CoHW/UIAK2pyC5oNB36RCLTeAHl/kpxsiLb8HScC2Oc/Agl+EgEavoSLhr/lho//2vIfAezTgwCGn0SABijhIoAJYJdhWl9vBLBLXiOA4ScRaL0h8P4kOdkgsEFwGUYK4NX3402a2lF4xapf9I5mX6XrFCdmVf7iONcbVQU9MmjwC34ZCLA+WB9pqOCT5FHt68Zgy3D17+NtiPZxMoDDMOEqbmnCFdcbw13VOAx+8FsTwC85J7A+WB9PuD5CsGWXDqLlXH0V0nG5ZmJHzZmcW101lMZr4Ac/hQB+UWht1sIPfgqBXfiFAFYUeFS7C0HSS5wx8nOWKugxC9uXJ8EPfgoB/KLQym8ACWAHQwzogJf+wDpf9nABhJ8LH/7z4YPfFvgRwA6INEAHPALYBw9+8BMJ0K9EYHu440kAOzTB0A54BIgPHvzgJxKgX4nACGD+DKLHMiw4Dz1ukfvowQ9+GoFj7FecgDWPPKg+RsMkAHxJbJ5p8Ms8bt88C37wUwgcgl8IYEXRPdySIODmC3IICw590beWAH6uJZWvOwR+4er78S58x76e+l+N3TBRZDFdZ529TuNH7Dv2nuv9GQH4jbgBv2TB4Bf80hNgfRzk+rDOXtjC7rs/teupHAwLexPe/od4G0NhElYcJu6E6WC1aC/7AF4UJmZxvbwu8Bvjsp74hP8e8sEv+CURoJ821U+j2TJ09qnr7N1UAC++Yyeh5pC/+sHwZah/EU5r6ks1XK9EaPpx+MFPIYBfFFqbtfCDn0Lg8jfjRao/Pw39z8lTcKkgPY4BayiN18APfgoB/KLQIjDxS1t+IYB9erDhgJ9EgAYo4doohh/8FAKt+4UAVtTM1LYuMO/PJzD84KcQwC8KLe5IEMA+v3AChp9EgAYt4eIEzHdqXIZpfb0RwC55+czbiY8NjBNg6w2G9+cTGH7Pmx8B7NOXAIGfRICGKuHiBMwJ2GWY1tcbAeySlxOwEx8bGCfA1hsM788nMPyeNz8pgFc/iDdmdj+JpPIXvaMNE7OsMDGL62Vxw2/EhfgFv/TzJugvI0aoGlQDv/30l1rO/cCOqx/E22CFSVhmL4e3/mEbQW1cL4+xMmjg51tI8INfT4D1NtbO6fc5MpV+CWbLrh/cV8zVVyEdl2smdtTcNODWSg2l8Rr4wU8hgF8UWpu18IOfQmAXfiGAFQUe1e5CkPQSZ4z8nKUKeszC9uVJ8IOfQgC/KLTyG0AC2MEQAzrgMeLUBw9+8BMJ0K9EYHs4cBHADk0wtAMeAeKDBz/4iQToVyIwApi/wuSxDAvOQ49fR/PRgx/8NALH2K84AWseeVB9jIbhM+r5hsEv89mlZ8IPfgqBQ/ALAawouodbEgTcfEEOYcGhL/rWEsDPtaTydYfAjwB2aHwIAtPw5wuMvvPZcWL1sYPfcfBLgzjuQmFyVQzDBJq4pQlXXC/vrspf9EaPkcUJvywY/IJfegKsj72sDwv2wqLdd9Gup7YRIdib8PY63sZYnNixHnVm9r6wL6mboGLG9fIg4Zfngl/wSyLA+mB9JAJN94MYbBnMPnWdvZvKy0Wwk1Bz0F/99vBt5H8eTmvqSzVcr0Ro+nH4wU8hgF8UWpu18IOfQuDyOl6k+vOT0P+cPAWXCtLjGLCG0ngN/OCnEMAvCi0CE7+05RcC2KcHGw74SQRogBKujWL4wU8h0LpfCGBFzUxt6wLz/nwCww9+CgH8otDijgQB7PMLJ2D4SQRo0BIuTsB8p8ZlmNbXGwHskpfPvJ342MA4AbbeYHh/PoHh97z5EcA+fQkQ+EkEaKgSLk7AnIBdhml9vRHALnk5ATvxsYFxAmy9wfD+fALD73nzkwJ49VvxxoLdTyKpnaASh4lZYUsTs7heXhb0yHKJ+AW/JAKsD9ZHssET9YPa143RluHqt+JtCMVJWHUTaCqNXz3RhuuN7YvQI0cGv+CXNQHWB+ujeiO2bb+EaMvOzIq5Gu1VSMflmokdNTcNuLVSQ2m8Bn7wUwjgF4XWZi384KcQ2IVfCGBFgUe1uxAkvcQZIz9nqYIes7B9eRL84KcQwC8KrfwGkAB2MMSADniMOPXBgx/8RAL0KxHYHg5cBLBDEwztgEeA+ODBD34iAfqVCIwA5q8weSzDgvPQ49fRfPTgBz+NwDH2K07AmkceVB+jYfiMer5h8Mt8dumZ8IOfQuAQ/EIAK4ru4ZYEATdfkENYcOiLvrUE8HMtqXzdIfAjgB0aH4LANPz5AqPvfHacWH3s4Hcc/MLVb8e7UJhcFW2YcGWFCVedve6xLez9FD6uN0IHflkw+AW/9ARYH6yPftBZ23lkZi/M7L77bNdTORiCvQlv/2O8jVaYhMWEoTGOTNzJkcEv+GVNgPXB+niyiVRP5b9otgxmn7rP9m4qgBcLOwk1B/3VD4dvI//TcFpTX6rheiVC04/DD34KAfyi0NqshR/8FAKX/ylepPrzfxb6n5On4FJBehwD1lAar4Ef/BQC+EWhRWDil7b8QgD79GDDAT+JAA1QwrVRDD/4KQRa9wsBrKiZqW1dYN6fT2D4wU8hgF8UWtyRIIB9fuEEDD+JAA1awsUJmO/UuAzT+nojgF3y8pm3Ex8bGCfA1hsM788nMPyeNz8C2KcvAQI/iQANVcLFCZgTsMswra83AtglLydgJz42ME6ArTcY3p9PYPg9b35SAK9+GG/S1I4CkvWEKytMuIrDhJLCZC2zYWIW13uAPcJvzIb4L0MGv4x2LfyCX+yp1kft6/YDO65+GG9DaRJW7USbymCtnlDC9cY6TN2EIfjBb00Av+SdUBXU8PNtdI6NXzBbdmZWzNVor0I6LtdM7Ki5acCtlRpK4zXwg59CAL8otDZr4Qc/hcAu/EIAKwo8qt2FIOklzhj5OUsV9JiF7cuT4Ac/hQB+UWjlN4AEsIMhBnTAY8SpDx784CcSoF+JwPZw4CKAHZpgaAc8AsQHD37wEwnQr0RgBDB/hcljGRachx6/juajBz/4aQSOsV9xAtY88qD6GA3DZ9TzDYNf5rNLz4Qf/BQCh+AXAlhRdA+3JAi4+YIcwoJDX/StJYCfa0nl6w6BHwHs0PgQBKbhzxcYfeez48TqYwe/4+CXBnHchcLkqmjDhCuzryexxGHCVShMzOJ6eYzwy3LBfyOrDr/gFzNjfbS1PszsRZou2XV2PZWXIdib8PZ34m0sT8KqmxgTh4k7wT4U9i9cLwcIfmO2wS/4JSXNeqIX/eWxG1gfDa2PfsSk2aeus3dTObhY2EmoOeivfnf4NvI/Dqc19aUarlciNP04/OCnEMAvCq3NWvjBTyFw+TvxItWf/5PQ/5w8BZcK0uMYsIbSeA384KcQwC8KLQITv7TlFwLYpwcbDvhJBGiAEq6NYvjBTyHQul8IYEXNTG3rAvP+fALDD34KAfyi0OKOBAHs8wsnYPhJBGjQEi5OwHynxmWY1tcbAeySl8+8nfjYwDgBtt5geH8+geH3vPkRwD59CRD4SQRoqBIuTsCcgF2GaX29EcAueTkBO/GxgXECbL3B8P58AsPvefOTAnj1n+ONLex+EkntxJ1umJi12NLELK6XlwU9slwifsEviQDrg/WRbPBE/aD2dWO0Zbj6L/E2BPtYCOC6CTSVxq+eaMP1xhoqeuTI4Bf8sg5g1gfro3ojtm2/hGjLLg1sK+fqq5COyzUTO2puGnBrpYbSeA384KcQwC8Krc1a+MFPIbALvxDAigKPanchSHqJM0Z+zlIFPWZh+/Ik+MFPIYBfFFr5DSAB7GCIAR3wGHHqgwc/+IkE6FcisD0cuAhghyYY2gGPAPHBgx/8RAL0KxEYAcxfYfJYhgXnocevo/nowQ9+GoFj7FecgDWPPKg+RsPwGfV8w+CX+ezSM+EHP4XAIfiFAFYU3cMtCQJuviCHsODQF31rCeDnWlL5ukPgRwA7ND4EgWn48wVG3/nsOLH62MHvOPilQRx3IUxPropxmHBVqKueQMP18u6qHCSBHiOLE35ZMPgFv/QEWB97WR8W7IVFu+8+2/XUNiIs7E14+7vxNlphEpbZ6+FC7yf3JbUTaLjeWADXTfCBH/zWDRW/5J1Av8pxwS9j8bVVv0SzZQj2qftTezeVl4vv2EmoOeivfjR8G/kfhdOa+lIN1ysRmn4cfvBTCOAXhdZmLfzgpxC4fB8vUv3569D/nDwFlwrS4xiwhtJ4DfzgpxDALwotAhO/tOUXAtinBxsO+EkEaIASro1i+MFPIdC6XwhgRc1MbesC8/58AsMPfgoB/KLQ4o4EAezzCydg+EkEaNASLk7AfKfGZZjW1xsB7JKXz7yd+NjAOAG23mB4fz6B4fe8+RHAPn0JEPhJBGioEi5OwJyAXYZpfb0RwC55OQE78bGBcQJsvcHw/nwCw+9585MCePWjeGNm9wUkVb+oHG2YmGXTk7WscpAE1xtVBT0yaPALfhkIsD5YH/ZU/aD2dWOwZbj6cbwNsTgJaz1xx+zDNoLabJjgw/Ue46xqHPDzBQ384KcENX7BL4pfQrBlZ2YVufoqpONyzcSOmpsG3FqpoTReAz/4KQTwi0JrsxZ+8FMI7MIvBLCiwKPaXQiSXuKMkZ+zVEGPWdi+PAl+8FMI4BeFVn4DSAA7GGJABzxGnPrgwQ9+IgH6lQhsDwcuAtihCYZ2wCNAfPDgBz+RAP1KBEYA81eYPJZhwXno8etoPnrwg59G4Bj7FSdgzSMPqo/RMHxGPd8w+GU+u/RM+MFPIXAIfiGAFUX3cEuCgJsvyCEsOPRF31oC+LmWVL7uEPgRwA6ND0FgGv58gdF3PjtOrD528DsOfuHqR/EuFCZXxTBMuIpbmnDF9cbcVTWIAz1GFyf8MmjwC34ZCLA+9rA+zOyFLey++2zXU9uIsLA34e2P420sTcIKthYu2vvCvqRuYhbXG8MIvxwZ/IJf1gRYH6wPs8b7QT9i0uxT19m7qbxcBDsJNQf91e8N30b+B+G0pr5Uw/VKhKYfhx/8FAL4RaG1WQs/+CkELn8cL1L9+T8M/c/JU3CpID2OAWsojdfAD34KAfyi0CIw8UtbfiGAfXqw4YCfRIAGKOHaKIYf/BQCrfuFAFbUzNS2LjDvzycw/OCnEMAvCi3uSBDAPr9wAoafRIAGLeHiBMx3alyGaX29EcAuefnM24mPDYwTYOsNhvfnExh+z5sfAezTlwCBn0SAhirh4gTMCdhlmNbXGwHskpcTsBMfGxgnwNYbDO/PJzD8njc/KYBX/zXeWLD7SSTRXtv6N4YnB3HEOEzMCoWJWVwvixt+Iy7EL/glzQGiv+QXCOujqfVR69NotgxXvxdvg9nHyQAOwwSaaB+KQZ0KQmFiFtcbX0jw22SDX/BLIpCChvXB+mi8HwSzZdfHYCFXzV6FdFyumdhRc9OAWys1lMZr4Ac/hQB+UWht1sIPfgqBXfiFAFYUeFS7C0HSS5wx8nOWKugxC9uXJ8EPfgoB/KLQym8ACWAHQwzogMeIUx88+MFPJEC/EoHt4cBFADs0wdAOeASIDx784CcSoF+JwAhg/gqTxzIsOA89fh3NRw9+8NMIHGO/4gSseeRB9TEahs+o5xsGv8xnl54JP/gpBA7BLwSwougebkkQcPMFOYQFh77oW0sAP9eSytcdAj8C2KHxIQhMw58vMPrOZ8eJ1ccOfsfBLw3iuAuFyVXRhglXVjHhKnErDOLgeiPmqhw0AD/49QTwS9YIrA/Wx1OuDzN7YWb33We7ntpGhIW9CW//W7yN5Ykd6wk0hVGUZsPELCtMzLJhog3Xe6zPy+E/TE8cg9+Yr+GXJ8P6zXPBL/glEdjq+uhHTJp96j7bu6kAXizsZD3hufBvdTN8G/nvhdNSbc3jXK+G0ngN/OCnEMAvCq3NWvjBTyFw+fvxItWf//3Q/5z6RwBn6LDgSraZfhx+8FMI4BeFFhuE1v1CAPv8bK0LzPvzCQw/+CkE8ItCiw0CAezzCwEMP4kADVrCtVEMP/gpBFr3CwGsqMktaDYc+EUi0HoD5P1JcrIh2vJ3nAhgn/8IJPhJBGj4Ei4a/pYbPv5ry38EsE8PAhh+EgEaoISLACaAXYZpfb0RwC55jQCGn0Sg9YbA+5PkZIPABsFlGCmAVzfxJk3tmHzF2ok7cZiYVZisVT3Bh+vlZUGPLJeIX/BLIsD6YH0kGzxRP6h93X5gx9Xvx9sQ7ONkAIdhwlUsTLiqNL5xPVejhN+IW/FfHgzrjfUmbEzoL77+EsyWXT+RuZCr0V6FdFyumdhRcybnVlcNpfEa+MFPIYBfFFqbtfCDn0JgF34hgBUFHtXuQpD0EmeM/JylCnrMwvblSfCDn0IAvyi08htAAtjBEAM64KU/sM6XPVwA4efCh/98+OC3BX4EsAMiDdABjwD2wYMf/EQC9CsR2B7ueBLADk0wtAMeAeKDBz/4iQToVyIwApg/g+ixDAvOQ49b5D568IOfRuAY+xUnYM0jD6qP0TAJAF8Sm2ca/DKP2zfPgh/8FAKH4BcCWFF0D7ckCLj5ghzCgkNf9K0lgJ9rSeXrDoFfGsRxFxb29dT/au1kj34CTTSzhb3nen9GAH4jbsAvWTD4Bb/0BFgfB7k+LNoLC3bfdXY9lYPB7E14exNvY2kSltnr4UKTwWo2TMyywsQsrjemy8vhgQ+FvR965AHBL88Fv+CXRID1sYf1EaMtg9mnLtq7qT6+WNhJqDnkr/7H8GWovxNOa+pLNVyvRGj6cfjBTyGAXxRam7Xwg59C4PK/x4tUf/53Q/+zcAoulZhhwDKjqQr4wU8hgF8UWgQmfmnLLwSwTw82HPCTCNAAJVwbxfCDn0Kgdb8QwIqamdrWBeb9+QSGH/wUAvhFocUdCQLY5xdOwPCTCNCgJVycgPlOjcswra83AtglL595O/GxgXECbL3B8P58AsPvefMjgH36EiDwkwjQUCVcnIA5AbsM0/p6I4Bd8nICduJjA+ME2HqD4f35BIbf8+YnBfDqJ/HGot0XkFT9In80+ypdJ9j0ZC2rHMTB9UZVQY8MGvyCXwYCrA/WRxrK+CR5VPu6MdgyXP0k3oZoHycDOAwTVOKWJlxxvTHcVY3D4Ae/NQH8knMC64P18YTrIwRbdukgWspVs1chHZdrJnbU3DTg1koNpfEa+MFPIYBfFFqbtfCDn0JgF34hgBUFHtXuQpD0EmeM/JylCnrMwvblSfCDn0IAvyi08htAAtjBEAM64BlfdvPRgx/8NAL0K43X4+pd8COAHZrsQhBOwPMFQY/57NIz4Qc/hQB+UWhxAqbB+PwCP/hJBGjQEq6NYvg9f36cgB0as0Ac8Dhx+eDBD34iAfqVCOxR+S74EcAOTXYhCLeg5wuCHvPZcQvaxw5+8FMJpH5FAKvUvlVPw3fA4wTngwc/+IkE6FcisH2cgK9+Eu9CmJ5cFeMwUaRQZ3EYDBDs/dT/KtcboQO/LBj8gl96AqwP1keyQeN5ZGYvzOy++2zXUzkYFvYmvP063kYrTMKqnbhjw8Qs29LELK43pl/dBCT4wW9NAL/knfBy+M8fCmcj+MEvEajySzRbBrNP3Wd7N+WrRbCTUHMoX/00/maqO/vb4bSmvlTD9UqEph+HH/wUAvhFobVZCz/4KQQuP8SLVH/+MvQ/J0/BpYL0OAasoTReAz/4KQTwi0KLwMQvbfmFAPbpwYYDfhIBGqCEa6MYfvBTCLTuFwJYUTNT27rAvD+fwPCDn0IAvyi0uCNBAPv8wgkYfhIBGrSEixMw36lxGab19UYAu+TlM28nPjYwToCtNxjen09g+D1vfgSwT18CBH4SARqqhIsTMCdgl2FaX28EsEteTsBOfGxgnABbbzC8P5/A8Hve/KQAXv003qSpHQUkVb+IHm2YmGXTk7VqBwNwvVFV0CODBr/gl4EA64P1YU/VD2pftx/YcfXTeBtKk7DCMAEkbmnCFdcb65RVjcPgB781AfyScwLrg/XxhOsjmC07M6vI1VchHZdrJnbU3DTg1koNpfEa+MFPIYBfFFqbtfCDn0JgF34hgBUFHtXuQpD0Eoz8nCcKeszj9s2z4Ac/hQB+UWjlN4AEsIMhBnTAY8SpDx784CcSoF+JwPZw4CKAHZpgaAc8AsQHD37wEwnQr0RgBDB/hcljGRachx6/juajBz/4aQSOsV9xAtY88qD6GA3DZ9TzDYNf5rNLz4Qf/BQCh+AXAlhRdA+3JAi4+YIcwoJDX/StJYCfa0nl6w6BHwHs0PgQBKbhzxcYfeez48TqYwe/4+CXBnHchcX05KoYhwlXoTDhqhsGAyzs/RQ+rjdCB35ZMPgFv/QEWB+sDzNrvR9YtBcW7L77bNdTORiCvQlv/yDexmAfJ/cblcY3s5dp/peFwsQsrjeGG345MvgFv6wJsD5YH9UbsafyS4y2DGafus7eTeXqIthJqDnor342fBv5b4bTmvpSDdcrEZp+HH7wUwjgF4XWZi384KcQuPyDeJHqz/9W6H9OnoJLBelxDFhDabwGfvBTCOAXhRaBiV/a8gsB7NODDQf8JAI0QAnXRjH84KcQaN0vBLCiZqa2dYF5fz6B4Qc/hQB+UWhxR4IA9vmFEzD8JAI0aAkXJ2C+U+MyTOvrjQB2yctn3k58bGCcAFtvMLw/n8Dwe978CGCfvgQI/CQCNFQJFydgTsAuw7S+3ghgl7ycgJ342MA4AbbeYHh/PoHh97z5SQG8+lm8MbP7SSRxmHAVtjThiutlcVdPeIEf/JSJQPgFv+CX8Yjb8vqo7eP9wI6r/xlvQ2kSVppAs/73YRtB3U8o4XqbKCuNAL8RF8JvbHmy3nJk8At+WRPY6voI0ZZdGghZztVXIR2XayZ21Nw04NZKDaXxGvjBTyGAXxRam7Xwg59CYBd+IYAVBR7V7kKQ9BJnjPycpQp6zML25Unwg59CAL8otPIbQALYwRADOuAx4tQHD37wEwnQr0RgezhwEcAOTTC0Ax4B4oMHP/iJBOhXIjACmL/C5LEMC85Dj19H89GDH/w0AsfYrzgBax55UH2MhuEz6vmGwS/z2aVnwg9+CoFD8AsBrCi6h1sSBNx8QQ5hwaEv+tYSwM+1pPJ1h8CPAHZofAgC0/DnC4y+89lxYvWxg99x8AtXP4t3IdjXU/+7tZM9rPIX27neCG34ZcHgF/zSE2B9sD4OYKKXmb1I0yW7z3Y9lash2Jvw9n/F22j2cXK/EYZRlHF6FGX1RBGuN4a7biIL/OC3JoBfck5gfbA+nnB9RLNlMPvUfbZ3U7m6WNhJqDnor34xfBv5r4fTmvpSDdcrEZp+HH7wUwjgF4XWZi384KcQuPx5vEj1538j9D8nT8GlgvQ4BqyhNF4DP/gpBPCLQovAxC9t+YUA9unBhgN+EgEaoIRroxh+8FMItO4XAlhRM1PbusC8P5/A8IOfQgC/KLS4I0EA+/zCCRh+EgEatISLEzDfqXEZpvX1RgC75OUzbyc+NjBOgK03GN6fT2D4PW9+BLBPXwIEfhIBGqqEixMwJ2CXYVpfbwSwS15OwE58bGCcAFtvMLw/n8Dwe978pABe/TzeWLD7ApLXw+Pvp+qqJxbZMNjDpgd7cL1R2uiRQYNf8MtAgPXB+rCn6ge1r9sP7Lj6RbwNpUlYtRN3KoO1eoIP1xvrqHUTkOAHvzUB/JJ3QlVQw8+3sTs2fsFs2ZmGf6slAAANxElEQVRZRa6+Cum4XDOxo+amAbdWaiiN18APfgoB/KLQ2qyFH/wUArvwCwGsKPCodheCpJc4Y+TnLFXQYxa2L0+CH/wUAvhFoZXfABLADoYY0AGPEac+ePCDn0iAfiUC28OBiwB2aIKhHfAIEB88+MFPJEC/EoERwPwVJo9lWHAeevw6mo8e/OCnETjGfsUJWPPIg+pjNAyfUc83DH6Zzy49E37wUwgcgl8IYEXRPdySIODmC3IICw590beWAH6uJZWvOwR+BLBD40MQmIY/X2D0nc+OE6uPHfyOg1+4+nm8Cwv7eup/t3ayh8VhwlXY0oQrrpeVBT1G3Ipf8ItZ/QQk/IJfduAXi/YiTZfsOrueytUQ7E14+4t4G4N9nNxvhCFY43SwWhwm7gT7wPW+RQB+eTvglzwX/IJfEgHWx0Guj37EZLRPXbR3Uzm4CHYSag76q4/Dt5GX4bSmvlTD9UqEph+HH/wUAvhFobVZCz/4KQQub+NFqj//a6H/OXkKLhWkxzFgDaXxGvjBTyGAXxRaBCZ+acsvBLBPDzYc8JMI0AAlXBvF8IOfQqB1vxDAipqZ2tYF5v35BIYf/BQC+EWhxR0JAtjnF07A8JMI0KAlXJyA+U6NyzCtrzcC2CUvn3k78bGBcQJsvcHw/nwCw+958yOAffoSIPCTCNBQJVycgDkBuwzT+nojgF3ycgJ24mMD4wTYeoPh/fkEht/z5icF8OoP441Fu59EUjkYIJp9la4TbHqylnG9LG74jbgQv+CXfi4F/SVrBNZHU+uj1qf9wI6rj/E2WGESltnLlKoWtzThiuvlk6ZyIRn84Lfe6b7uQZQm1OEX/IJfps6YW823EGzZpeUZixMmX4V0XK6Z2FFz04BbKzWUxmvgBz+FAH5RaG3Wwg9+CoFd+IUAVhR4VLsLQdJLnDHyc5Yq6DEL25cnwQ9+CgH8otDKbwAJYAdDDOiAx4hTHzz4wU8kQL8Sge3hwEUAOzTB0A54BIgPHvzgJxKgX4nACGD+CpPHMiw4Dz1+Hc1HD37w0wgcY7/iBKx55EH1MRqGz6jnGwa/zGeXngk/+CkEDsEvBLCi6B5uSRBw8wU5hAWHvuhbSwA/15LK1x0CPwLYofEhCEzDny8w+s5nx4nVxw5+x8EvDeK4C4vpyVUxDBNoYmHCVRwGAwR7P4WP643QgV8WDH7BLz0B1gfrI9mg8Twysxdmdt99tuupHAzB3oS3fxhvYyhOwno9TMKaDFaL9rJ/wVCYmGXG9XLKwG/Mr/gFv6QApr/kVwjro6H10Y+YNPvUfbZ3UwG8CHaSBkwW/63+ePg28l8Jp8XiigKuVwFpogR+8FMI4BeF1mYt/OCnELj8o3iR6s//auh/Tp6CSwXpcQxYQ2m8Bn7wUwjgF4UWgYlf2vILAezTgw0H/CQCNEAJ10Yx/OCnEGjdLwSwomamtnWBeX8+geEHP4UAflFocUeCAPb5hRMw/CQCNGgJFydgvlPjMkzr640AdsnLZ95OfGxgnABbbzC8P5/A8Hve/Ahgn74ECPwkAjRUCRcnYE7ALsO0vt4IYJe8nICd+NjAOAG23mB4fz6B4fe8+UkBvPqjeGPB7ieR1E6gsWFilm1pYhbXy8uCHlkuEb/gl0SA9cH66G3wNHkUo32VBleFQg72Azuu/jjeBitOwno5TML6UNi7vE7/11YYRWlmXC8PEn55LvgFvyQCrA/WRyLQdD8IZssuBXAs5Gq0VyEdl2smdtTcNODWSg2l8Rr4wU8hgF8UWpu18IOfQmAXfiGAFQUe1e5CkPQSZ4z8nKUKeszC9uVJ8IOfQgC/KLTyG0AC2MEQAzrgMeLUBw9+8BMJ0K9EYHs4cBHADk0wtAMeAeKDBz/4iQToVyIwApi/wuSxDAvOQ49fR/PRgx/8NALH2K84AWseeVB9jIbhM+r5hsEv89mlZ8IPfgqBQ/ALAawouodbEgTcfEEOYcGhL/rWEsDPtaTydYfAjwB2aHwIAtPw5wuMvvPZcWL1sYPfcfBLgzjuihM7wjBRJFZMuAo9uPdT+CLXy+NJE3zgt8EGv4ysJvySBYNf8EtP4InWh5m9sIXdd5/teioHQ7A34e2fxNtYmtgR7PXwPzQZrBbsZT8Jy2x6YhbXy+sCvzEu+C9HBr/gl0SAftpUP43BliHapy7au6kAXgQ7WZ+3Cv9Wvxy+jfyXwmmptuZxrldDabwGfvBTCOAXhdZmLfzgpxC4/JN4kerP/3Lof06egksF6XEMWEOJwPyGAH7BLwoB/KLQYoPQul8IYJ+f2XDATyLQekPg/UlybhTDD34KAQJYoZWpZcH5AMIPfgoB/KLQ4gTcul8IYJ+fOQHDTyLQekPg/UlycgLmOz8uwxDALnx85u3ExwbGCZDA9AGEH/wUAtv2CwGs0OcWNIGJXyQC225YXE/Czwm98RM6AezzM4EEP4kAASLhIkAaDxD87POzFMCrX8YbM7uffMk0UST9C4UJV3GYmBUqJmZxvQ3kEX55G+K/LBf8MtK18At+SYOwnqif1r5uNFuGq1/G22D2sZD5L4fHpydcVRrfzLheDjj8xmyIX/DLerRgxcad/uLbmMDPxy+YLbv+vFrI1WivQjou10zsqDmUc+uihtJ4DfzgpxDALwqtzVr4wU8hsAu/EMCKAo9qdyFIeokzRn7OUgU9ZmH78iT4wU8hgF8UWvkNIAHsYIgBHfAYceqDBz/4iQToVyKwPRy4CGCHJhjaAY8A8cGDH/xEAvQrERgBzF9h8liGBeehx0AWHz34wU8jcIz9ihOw5pEH1cdoGD6jnm8Y/DKfXXom/OCnEDgEvxDAiqJ7uCVBwM0X5BAWHPqiby0B/FxLKl93CPwIYIfGhyAwDX++wOg7nx0nVh87+B0HvzSI4y4UJlfVTvawbvhF+cWWJmZxvawL0WNkceIX/KJMQMIv+GUHfjGzF2m6ZPfZrqe2EWFhb8Lb/xNvY2lihw3BatPB2k9Qif0IkOmJWVxvTBf45cmsJyDhv8d08At+SQRYH3kfPMn66EdMmn3qPtu7qQBeLOwk1Bz0V78avo38F8JpTX2phuuVCE0/Dj/4KQTwi0JrsxZ+8FMIXN7Fi1R//hdD/3PyFFwqSI9jwBpK4zXwg59CAL8otAhM/NKWXwhgnx5sOOAnEaABSrg2iuEHP4VA634hgBU1M7WtC8z78wkMP/gpBPCLQos7EgSwzy+cgOEnEaBBS7g4AfOdGpdhWl9vBLBLXj7zduJjA+ME2HqD4f35BIbf8+ZHAPv0JUDgJxGgoUq4OAFzAnYZpvX1RgC75OUE7MTHBsYJsPUGw/vzCQy/581PCuDVXbyxYPeTSOLwi95hSxOuuF4Wd/WEK/jBT5ngg1/wC34Zj7gtr4/aPh6jLcPVXbwNwT4W9iQvh8enJ1xV/o/0E7PW/7jet8HDb8yG+CVHBr/glzUB1kdD6yNEW3ZpIGQ5V1+FdFyumdhRc9OAWys1lMZr4Ac/hQB+UWht1sIPfgqBXfiFAFYUeFS7C0HSS5wx8nOWKugxC9uXJ8EPfgoB/KLQym8ACWAHQwzogMeIUx88+MFPJEC/EoHt4cBFADs0wdAOeASIDx784CcSoF+JwAhg/gqTxzIsOA89fh3NRw9+8NMIHGO/4gSseeRB9TEahs+o5xsGv8xnl54JP/gpBA7BLwSwougebkkQcPMFOYQFh77oW0sAP9eSytcdAj8C2KHxIQhMw58vMPrOZ8eJ1ccOfsfBL1z9Kt6FYF9P/e9Gs6/S48Gm66yz16nIShOzuF4eN/yyXPDfyOrEL/glTbiinzbVTy3aizRdsuvseipXg9mb8PZX8TaWJ3a8Hi70fnJfEoeJLKEw4cqG0ZY2PdrSuN4YbvTIkcEv+GVNgPXB+kg7k/WEsD3nUT9i0uxTF+3dVF4ugp2k82rx3+r/Dd9G/nPhtFhcUcD1KiBNlMAPfgoB/KLQ2qyFH/wUApf/N16k+vM/H/qfhVNwqcQMA5YZTVXAD34KAfyi0CIw8UtbfiGAfXqw4YCfRIAGKOHaKIYf/BQCrfuFAFbUzNS2LjDvzycw/OCnEMAvCi3uSBDAPr9wAoafRIAGLeHiBMx3alyGaX29EcAuefnM24mPDYwTYOsNhvfnExh+z5sfAezTlwCBn0SAhirh4gTMCdhlmNbXGwHskpcTsBMfGxgnwNYbDO/PJzD8njc/KYBX9/HGot1PIgnDL7bH6cEZ1RNZuF4WN/xGXIhf8Isy8Qm/4Jcn9EttH4/BluHqPt6GaB8LAbyeKBILE64qjW9hmFDC9R5ih1/ehvhljMt64lNhY8x6823s4Ae/nkBlfw7Bll0qL+fqq5COyzUTO2puGnBrpYbSeA384KcQwC8Krc1a+MFPIbALvxDAigKPanchSHqJM0Z+zlIFPWZh+/Ik+MFPIYBfFFr5DSAB7GCIAR3w0h9Y59ugLoDwc+HDfz588NsCPwLYAZEG6IBHAPvgwQ9+IgH6lQhsD3c8CWCHJhjaAY8A8cGDH/xEAvQrERgBzJ9B9FiGBeehxy1yHz34wU8jcIz9ihOw5pEH1cdomASAL4nNMw1+mcftm2fBD34KgUPwCwGsKLqHWxIE3HxBDmHBoS/61hLAz7Wk8nWHwC+kN9lFu/b9r66fHYL9evoZo/0G19MJwE9n9u1nwA9+CgH8otDarIWfk9/C3vx/jMLmP/N+6DAAAAAASUVORK5CYII=</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item><item><ref mediaID="Stage_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-240" y="180" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="155,182.9999999999993,255,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="338" y="30"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="up"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="down"></block><block s="doWarp"><script><block s="doRepeat"><l>18</l><script><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>20</l></block><block s="down"></block></script></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>20</l></block><block s="down"></block></script></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>.5</l></block></script></block></script></block></script><script x="15" y="126.33333333333337"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="612" y="153.5"><block s="setColor"><color>255,155,155,1</color></block></script><script x="20" y="290.1666666666667"><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block></script><script x="40" y="231.5"><block s="doRepeat"><l>25</l><script></script></block></script><script x="646" y="705.1666666666665"><block s="forward"><l>10</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.2 Nested Loops Roman Duarte" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled(2)"/></media></snapdata>