<snapdata remixID="8627341"><project name="U1L3 - Pg 6 Blocks" app="Snap! 5.1, http://snap.berkeley.edu" 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4KecPkED9KyszMxMIj9R5kYt2vzKNIC7pi0Cn1ciufNljp0JvjPHkrWS1JVmIPXe6GzYfkVZGc3mit//AXvzaKzzdRhzAAAAAElFTkSuQmCC</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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qL2u+PM2U3VkmDMv8zry5Vzbc1+qMoFjWvep7ANx9TXhEi8XlZpvJQYNuBUtxEKgwwJTT7/E9A5iXmaX3Vd3eMqW0jsp61YSWWF7pctUBjpm+u0q+0Bco0YDv3oyUdWLSs23EoMG3IoWYiHQQYHpHztyktbPmOnqrOeu6uC0yqkLprVEhA63K+7rlQcRkeo+ENegCSvWAfxmxq+V2m8WiwbcTAj/HgIzIOCk0peT8FHky6Q9URqsTbli7oJXJwzj59tuS0Mn/Mn93xlYRsMpLnih9Zz162m86vuvWzax5tZW1qK6D8TVV4VLvFxaqf1msWjAzYTw7yEwAwKNPnaUN62VxDSZK7sjM7CMhlPkU9YoCQ3kPHdpO+tQ3YfuuIJprfQV/FTjdK8P+epXU9xd2rkD9cagAeuSRB4ItCngzE1vIIMHheSG6V8xuSqVft6kz+MG06FZz72jzSlCDSuY1t6+0HUDhgwtKZf+0U4y1X30Upzv8zg1ObfafhH3zIqKu0s7dwANWJca8kBAo0Czjx3lk9YIMc3Pee6bNE6rnCpvWj8mobW5ijuqPKhOYG0fBtP8bJN9qO4XcQ2eHhXrBX7h/MLchamxeALWoYgcEGhToNH3PU9P55jWb8SgM3Pr3CvbnKqtYfl51pHs06dsz31VWwmmDXJM609+wv/UyINrLg3Kp7pfxNVXhMvMuIS9E2jAYQUxHgIhBJo9/U6ldkzrTSR0hl1xXxZiupaHOknrLmL6tO25P255cJ0Bjmn91SBeutQr/qRJA34TMZ1hl4P3q+qCuIYNSamu4Kej+p+ZAw24M67ICoGmAk996QbTlSRyq+2VvhjYlFLW91Ximk6sGOCY6ZOJ+dV22X2b4pDAsFbzOYr7RVyD5gq/ujC66yXM3UADDqOHsRBoU6Bgpn8rxK8g4cdpgPenqv+rgY2zhhY//POJRimdXRbutTlucmjxw2sbxrW5pKcNO2+n+XMnBwfGKWHsbz+4+u6wOc/b6XVzJwc3tJRPdb/Rx6meG+K2rqP/nFt3u4S5G2jAYfQwFgJtCkz/2FHetL5IIs/OVUofDkqpGtfmsp4alk+mv0LM/8p57slhc9XGt5tPdb+Iq39KcJkZl3bvCBpwu3IYB4E2BZy56UkyOEEGnWavc0+tpbnAPGK79fTEuE/8thGveFOj1FNxRMaRtrf65jaXEDjMMRceSORfuS3NHjrBu+rxsHOMmpmDDJLvt5NPdb+9FqdaB4h7enW2eo90+bV7R9CA25XDOAi0KdDojVdOKvNhEnqr7RUXBqVWjWtzeeSYmdXE9AO7XPxKuzme9qfGkPlU94u4+qcFl5lxaeeuoAG3o4YxEGhToNnHjhwzfROJ8RW7UvxOYBNWjGt1mU4y825i/8O2Vzqo1bH14nXl0+2CfA2akmJdwU/H7SBCA9bjiCwQUBJo9rGjvJnOMPGXbc8dDkqYNxdmmPymcUqL2irIMa0xIeMjOW91sdWxdRvwpnzykZxXCpVPdb+Iq39q6nWlWn+I03E/0IB1KCIHBBQEnGRaiJlszw28d/lU+jssPGY3/cF76yFm2p6JKgrTNw0RoucI00Su7L68abBCgGNay4VlOFcuvVshvGlI3kzfzSyX2uU1Zwb+nxNVv5jHOan0d0ihDnTHKddfzP2i2kfTQt4qAA24FS3EQqBNAcdMryPiFBFJdVKGl/2t9KdGqQq7LBiiqnH/ZJO4C8x9tntsYMcXkE9PtrmsZwx7zbq//3Vfun1j2Hwrnp9+4cAAj1HCf1H2wTXjOvIlBniMFfJN+XHVGFr60Oo/N3NWjWt2Hqrn1g1xUjXuV6lTxIWrbDTgcH4YDQElgamPHRHRaSL0glzFfW/gU5yZPo2Ed2sWpzR5BEH5pPVtYvlLzist1zF9LR8z/dn2Nr9rvNk/jmmdqtM5r3geiKt/Mv3m0qw+p/49GrCqFOIg0KbA1Buvsp67AxH9b8G0xqskH1rmldxGKYWIVeLaXFJHh60w01aC+KtZzx1iIgk7WTv5VP0QV/904BLORbXm0YBVpRAHgTYFpr/xqpCy3iNCx9uee0hQStW4NpfVsWGOaf2Cmb6WLbsX6Zik3Xyqfoirf0pwCeeiUvtowCpKiIFAmwKNPnbkmJZLIpfbldJXg1KrxrW5PO3DnGT6Q8R8tO25lo7kYfOp+iGu/mnBJZxLszuABtxMCP8eAm0KOGZ6MRGvIl8m7YnS4NZp8knrYGb6XtV4bHjZulueaDSFalybS9Q6bMW8A2Yn/O3HROiYXMW9MWxyHfmm/J49a3Lo/X9Zuz6ss+p5IK6+dL+5NLsDaMDNhPDvIdCmwPTve56exklZF4jIozmv9InAp2DFuDaXqW1Y3kyfzcw72GX3BB1JdeXT7RxVvrxpfZVIHmlWL/0WF9V5qM4bdBfQgHW8UiAHBKYJOHOtf5FB/8VMd2bL7ivqAa3cJWP6VRmv+tV9l01cd08jRNW4KA9hxdxD90wYiV8bCR5a+mDRC7sWnfmm/CYnq//z0b9d97uwzqrngbj60v3mggYc9tUA4yHQokCzb7yaSlcwMx8X8fexK6Wjg6ZQjWtxmdrCnWT6cmbj9qxX/IKOpLrzFczM3T75Vzb7WJSqM+LqnzJcWqt+PAG35oVoCDQVmHrjFRHdy+R/IuutuSrwT8ymdY/OuKYL1BxQMBccIWScbXvunjpSR53P0XweyFe/KvrNpZ4CGrCOVwzkgMBWAlNPv2IYx7D4H7e90r5BQPlU5iidcTN9GI6Z/rWw8YVcuXiFjrmjzqf7PJCvflX0mwsasI5XB+SAQIDA9I8dOWbmJyRUsitFJ/gpWG/cTB2Sk8zYxJS2veIbdcwZl3xRnVvvzGtdRcJu87qPKk7vfVM9t+l3BE/AOl41kAMCRLQyZV3mCx1DQk/YFXe7GoqTXLgPsRSrhjG8bN21jzSCaiWOWYqTTfLNxIGsmLdozoDvj4lwxq6svj3snLV8Cd8foxjkq52HijPiGvx5uQN1r/seRZEPDTjsqwTGQ6CBQKOPHTmpdF7E4JxXtAOfgjXHdfqg8mbGYfbFLpdyOuaKW77aubEYnJ3hc4uqXjBvg/8z0cF7iSdgHa8cyNH3Ak7SepyYZhvMFy8tF5/283vn73rwDhsntx2vCi9cVin+uhHW+bu+foeNk0+qxo1VhRcF5evkoaxIZvZNsFw7OLDN8IkP/OzRsHNtybd6cGCbIb351g+d+MCNba1vy3k0dW4xTvV8ETetqFq8H7H123pbaMBhXzkwHgK1PzWblpCI2JWSUQ+kYKazQpyxPfeIIDDdcZ06HMe0rmKSYtYrFXTMEdd8us8D+epXS7+5TCmgAet49UCOvhZo9H3P01EKpnWbMJ1jl93Lg5uwWlzetB4ionVM3PBXlTpyMCx7EslL7HJpWEd+J2UdzUInZT13v5jmGxeW5bl1pYt1nJvuOoh7vtq72on5i83qvt/iarWEBqzjxiNHXws0e/qdwsmn0m9g4S80+7ysepz1bRLxmei+mT4AZp6VLbtn6Ji39nlQYfl4rlz6aRzz5U3rAWI5sdn61M9Ndx0gX726ift5oAHruO3I0dcCW33pxuUidEeu4p4dBOKY1vd0xnU7fj5pfYKZ9rY99xgde4k6n+7zRb76VdErLngC1nHrkaMvBVamMr/0RfZnoYdJZD4ZfPuk4Q8vW7em3AikMDe9h864boZfMW9BasA3xsiXfbITpXvD7iUO+WrnKwb/pmr4Q83qQHeczrrSXafIV7+60YDD3nqM71uB6R87ckzrLCZ6XtZzP9TkKVhrXLceQMG0vipE/7A99xQde4hLvqjqAPM2fFrWet90OqMB67j5yNF3As7c9AYyeNBP8DtGHixeWgNYvtv8bedsGBhjkWOzldIvGqHojutG/EIyfYgwX/rIrMnh0wJ+p1d1b3HKp/t8eyzfOIu8XeF+9EUcGrDqDUccBLYSaPTGq3zSOp6ZjrE91woC0x3XbYfjmJYrQt/LVdyv6Vh73PLpPl/kq18l3e6CBqzj9iNHXwk0+9iRY1o3EMuFdrn07SZ/itYa1y2H4KTS7yXh42zPfY2ONcc1X1R1EPd5C6Z1gyjcj36IQwPW8QqAHH0jsJxmz5tjHvQgCU3aFXew3sadVCZNIl97xDto+DQ6zW+EU4tjka/9QyGOxP/6I15p6DSihvm64RCWExlzzPQ4sfFBu1wshV3zclpuPM+8aUyYj9eVb4550xhpyLe5DpqfWzfEqdapapzq/ej1ODTgsK8AGN9XAo2+73k6gmNmviXk/7XZD8Drjov7YeTN9GlMxn/bXvF9OtYa93xOKnMX+/6l2Urp88F/DYmmXnTXH/LVP+VGLmjAOl4FkKMvBJyUNUZCQ0TsDxjG7ovXXTvWaOMrd174Aj8hY1XD2H3ZDMbF+SBWzFs0nPD9PxhVHl760Oo/h11r3POdN2/R8KTifqOql2jn9cerRuLFze9H78ahAYd9FcD4vhGYeuMVs3GqML3InvajC9MhCmbms1HExfVAnFTmOyx0f9Yrnq5jjb2WL6p6wbz1q3EmXNCAdbwSIEfPCzhJayMxDdieu+nOFEzrfhJenK0UVwdtPqq4uB1IIZlZSCznZT33RTrW1qv5oqqX6ObN3E9CCveoN+PQgHW8GiBHzwtM/9hRPpl+F7PxEdsrHhS0efW4zLuYSSFf5l2bvpfYcw/sJvS8ad1MwufnKsXAHzRQ3ZNjZm4SoS/rzed/OVcJ/sGF1tbXer58Uu18eylOte57MQ4NWPVGIa5vBRp97MgxrWuJ+Yd2ufiV4DfYRBMXlwNzUpkPk8hbbM9dpGNNvZ4v7nWF9dWv4nZc0IB1vCIgR88KjO5q5YxJGiWhJ+yKu93WG3XMBQcSGT/YUDWGTnpo9WONEKKKi8OhnLPzwu1nJfxxIv+ttrfm5rBr6od8UdVLlPMyGVc+WTWGm92jXotDAw77ioDxPS3Q7GNHTtL6MjP9X9ZzTw58Co4oLurDKZjWF0Xov+yK+xEda+mXfHGvK6yvwVNwi/ccDVjHqwJy9KSAY1p/I6KdSOgau+IeXm+TX9xp/txtBgfGDIMOWLrOvasRRIfi/iTkn2yw8euYHsCLa/+d9smNk0MnP7x2IuwaV86zXub7dMuTGyeHez3flnoZZ6KDs557xwzXVVT13HfzogGHfVXA+J4VaPR9z9M3nDetk4jpf3Jl98ggjFocM+1vl923NYtTyeeY1h+JaHsieiCmh7ANET1ke/X/z0ura86nrCtJ6Jc5zz2n1bH14p2U9X0R+pWufLrXVzAzdwv7P7DLpc/qqJdW6lSl/jqRT/V+9EycjkJGDgj0moCTtCaJKSFCdzHTZ2zP/XHgi2DSujOKuF5zb7Qfx7TeJEKfy1Xcl+vYc6/ly0dUf7rnLSStO0XhvvVKHJ6Addxm5Og5gc1Pv+QL0dHE9Omc5+7dpAEfqRrHTJ+2FfKpxPUcfIMNOaZ1hwidkau4V+rYs+58edO6gzSur9V8+aR1pEq9dEncp2zPfVWz+8ZMWuNU76/OODRgHbcZOXpKYPrHjhzT+pHBdP3SsjsatNFanDBdn5vhuJ7Cr7OZfMoaYaHX2p77Zh17jXu+lSlrxG9jv1HVH+atX5UqLmjAOm40cvSMQO1L04nkvUT0D9tzd6xtrGBaewvR2m1pcugEb+3fG2221biNNDn0MYV8zeJ6Br/ORr5kzt9xkAZqb0aaH/RmJFUD3fkuMOfvuF7j+sLkm6q/ZvWCuPrVEoULGrDqzUVcXwg0+tiRk7RWEMss2ystCXwKbiGOmQaznrtUR75ePRzHTK8i4Q12xV2mY48F01opQht15dO9vrD5OlGnuuteNZ/q/ejmODRgHbcaOXpCoJC0/ilMzxFfTs9NlJZvvanCnMOfLdtuHGfDf3123ZpbGz4FRxTXEwcwbROFeQteLb7xM14/OJR95Op/hd1jP+Q7ewfrObNn01hc6zTu92im14cGHPZWY3zPCDT72FHetJYQy+ty5VgfnjQAACAASURBVNLrgjYdVVzPHMSWjeRT6Z+T8M9znrtKx976JV9U9Yd561dpkAsasI6bjRxdL9Do+56nb8xJZn5FzKO2t/qy4D8dRxPX9QexZQOOufDtJDJiV4r769hT/+WzxoQTp+fK114UxzpVvkepzK9IFO5bl8ahAeu43cjR9QLNnn6nNujMzbyODFlhe+5LAl/YVOPmZV5HvkI+xbiuP4inGrD1ezJ4mb2u+HMde3LMDuTzeZk9oXF9WvOlHyTfOKHZ+hzFuoo2zl9he6Xg+7ZpH7rj9N3LRn5owDpuN3J0tcDU0y+RXEbCd9sV98zA5mqmL41zXFcfBhE5SetTxLKX7ZWO1bEX5AtWdGJez46ZuZSF7spWip8PvpfqcSSicM8zl3Y6Dg1Yxw1Hjq4VyJvpEhMvIKL7hKpvYUrcNUDG0GJv9YONNpU3D9udaTK2cV17GER0nrlwl0nyx4UGXpbzrvlD2L30b77qy3LedUp+ca/nXl4fGnDYG47xXS0w/WNH+VT6TBaea3vucUEbi3tctx6KY1oXCstErlz6lI49IJ+aYtzruZBKnyk9cC+nO6MBq9UnonpQwEmm/03M22/zz3/t9+HHb930i0IX7LPP4BOVHcbFp/eMTLhrG227FvdkZYfxqmIc+fzu7ETx+qB8tXkNTXHdeFyFuZnX+oZ8Z3by0aETbr99Y9g9dCIfGfKdbTStb3SuNT9h0EU687FBF7XjN1X3uuqvE/lq903lHnVTHBpw2FuO8V0r0OiNV3kzfZwh/K5sxT008CnYTB9Hwu/KaYxTnVclrtsOppC0rvNZLs55pQt1rF13vnzSuo40rk93vrD7baXuVeqvE/l037eo86EB67jpyNF1As0+duSkrLUsdFHWc78R+MaPFuJ8oYtGFPLpjOuWgxk1rQ8YTO+xy+58HWuOe76CaX1ANO5XV75a3eusP+SrX81TLmjAOm47cnSVwKk0f68dzIG7mOjxrOfWfk/3Gf+snGfN93369su9yaFDae1kow22GveINzl0mkI+XXHdcDDLaf7AHHNg3DDovUvXNf6zv+pe4p7vOpo/cKfG/erMN1XPuuoP+epX7ZQLGrDqrUZczwg0+r7n6Rt0TOsbJOTZFffTgU/B0cVNENFziOiRLj+c7YTogZznvkLHPpykdQYxmbbnfgD5WhdwUtZdRHKJXS6dFdO6j/u9VF4fGnDr9YkRXSxQMNO3C3Htt0Ynhap7BX1UI5+0dmWmcd1xCZY9l5RLf2zEODVvs7ja+JW7ZMwuPo6nlr7zg8996Gi6ohp2L6tS6RdXhe8RoaFcxX0gbvny5qG7MyXu1rW+KPOp1ini6lfhJpewBYrxEOgmgak3XpHBnxGhPXOe+46g9edT1qdJaI+4xnWT/UysNW9alxDTvbmye4aO+foxHzPdY5eDv4xmyjbu9yPu60MD1nFLkaMrBBzTepyIZtueu6nuHdP6g+/7uZGJNVc3+VNbrOO6An8GFjk6d8HhhmHkbc/dXcd0yKem2Cv3KIp9oAGr1RiiekBg89MvVe2KO1DbTsHMHCsitl1x/ydoe3GP64Gj0bIFJ2n9kpmdrFe8VEdC5FNTjPv9iPP60IDVagxRXS7Q6GNHjmldTSQ/tb3SeU2egmMd1+XHE3r5jpleTMRvsD338NDJNv11BPlaceyVezTT+0ADbqXKENuVAufNTZ84afB5QvS3nOfuvPUm8vMW7s++fxWvHxwO+tH3qOOetWG7oeP+/pP/68oD6PCiL9zxjf/171mPj4thHJFbt/pXYafb8qPsY8inLjl1P5rVabfEzdTrARqweo0hsksFmn3syDEzq0joSbtS/GjQFvOmdR4Lr5/pONX1denxhF62k8ycS0zb2F5xSehkm36NKXOusGyb89zF/ZJPh59qneqPs84jhXvpmPGLQwPWccOQI7YCjpn+MxHvJj6dn5uo/4JamHv4Tr6xYVzYeM1IufjbRpupxYmxYdxXits47jMr5FOLU1lfbA+hgwsbTWVeyeLfYPizhrITVz8cdqpaPkPkBvYHY5zPv4E17leX35b78aeqGIcuqxQ3fbd6vX9auW8qdb95XrV7FLc4NOCwNxbjYy3Q6Puepy/aSaWXsfAhWc99S9CGanEifEiuaVxmmYhojFNbX6wPowOLK5jWD4XlF3a5tEJH+rxp/ZCZf2GXizHOp2+/uv0c07qHRK60K6XPNrtHqvdNLU73fZuZfGjAOm4tcsRSwDGtJ4hoWyL5HQufnq24Pwh8UTDTv9Ud5wufPqIwr864WB5GBxY1mrTearB81vZKr9SRPu75CknrraJxv1Hnc8z0b3XWfTfmQwPWcXORI5YCW/7b73qD5Fif+DS7yVcdrjTTb+6FuFgeRgcW5ZjW7wyS5Uu90o90pEe+cIqt+vXKfQuzDzTgcDWH0TEVmP6xo0LKulKEbrE990tBS1aNc8z0D4j45mb5dMepri+mx6JtWY5pfYyZDsiW3SN1JK3lI5IDba/01n7Jp9uvnXyq9awap/u+dTofGrCO24YcsRJw5i4okGEsZeJ7sl5xr9ri8vPSL2efb5JJGc79rfRQowX3SlysDkTzYvLPT+/MAzwmhhyUW1e6M2x65AsnGMavV+5bu/tAAw5XexgdQ4FGHztyTOscEtrerrgnBv+34N6Ii+HRaFmSk7TOJ6bHbM89SUdC5AunGNZP973MJ9NfYuLtuuGeowGHqz2MjpmAk7LKJGQy+e/Iemue9pWE5+00/1kbBwfGheXNI+XSLY2W3itxMTsaLcsZTaUPYOEfDW6cHFr88Np/h02KfOEEdfjV7tvk4MCYz/KWfriXW7++oAGHqz+MjpnAlu979u2Km6i3tELK+ggJvSnruYcFLb1X4mJ2PKGXUzCta4jpx9my++XQyTZ9HzjyhXHU5dcr963VfaABh6k+jI2VgGNaG4hocOrXjhotrmBaN5PIedlK6buBTVgxzjGtW1hkVbN8HYibYJG/E/N1sTqIDi1GiF5KRLvanvtiHVMUkul3CvMS23MP6Jd8xLw467kH6tqvznyOadV+I/ss23O/2eX3Uv31QMdBIAcE4iDQ7Ol3ao35pLWImVY2eyGPe5xjplcxsfhEf4iD/4ysQWgwV3FHdcxVe8EXoaW5inst8rUu0AG/dSJ0XLPziPu9bGl9rbNjBATiJ+AkrSoxGUT0XWL5g10ufS5olY5pXRzzuNo+ft9sH/E7ie5YkZNKf4aEX2J77jt1rHhLvt1tz30X8rUu0KpfC/dX6R45pqU1rmBaF4vC6xD+BN16rWBEzAScuelLyeC3i8jVnDBs9uW+qj8wPDJxzV8aLdWZl3kR+XKfrxw3OTwysVYh38zGxewoumI5o3Pn72YYA2Nk8EvtdcX7wy66//IdtpthTGr0O2y3hDE5Ji2cx5b7+3vfnxyK4738z+tL8OsBGnDY24fxkQtM/9iRk8yczuzvkvVK7w98Cu5AnLC/S05hXp1xkR9Aly0gb6a/yWI8aFeKgd9XrLqtuOcrmOlvisb9xiVfK/dc532rzasrHxqw6i1DXCwFHNOaIKKdn/R2SJ5MV9T+N11ORyUq5j/HDObjlpZXr2m08NbiHh032PhA83zqcT4bHxhpur5Ha7++FBgXy4OJ6aJGUwsXGOJ/I+ntMHQ0XVENu0zd+VamFi7wNa6vM/nkwqT33GEdfpvX116+qfvrMx+n4x5tztf8vumMQwMOewMxPlKB2tOvEG/IecVttl5IIZV5nwi93/aKrw1aYHfE+e+3vVLgPiI9hC6a3DHT1zMb38yWi9/SsWzHzFzPTMjXJmZYv9bub/N7tDnfzMWhAbdZOBgWvUDBtDZIwMeOCma6JGJcaleKXw9swtrjMiURUphXLc5JWmuI+JJm+4j+ROK9AieZ+SCRvMOuuAt0rLSWj5mOzXrFdHzz+cdmvZLG9cUvn+o9V71HMxmHBqzj5iDHjAuMDr/hVcbj628nkrLtlebVW0A+ueA1zInv8nYDw9mxq59stMh8cuFrmKXr42b8ELpowsLw4dvI45NjIvzOXGX1DWGXjnzhBP/jV31nrrIm1HnU7i+xf4mx3eBQt91zNOBwdYTREQk0+r7n6ctxzPTXiI2H7XLxk0FL7ZW4iI4j9tM6qcznSfydbK90vI7FIl84Rd1++ZR1Z8KnS5ZW3LO76Z6jAYerI4yOQGClaV3lE73BF5kk4pePVNz7Gi2jkJo/T2RgzBfau1mcLwPjIvTKbo6L4DhiP+Vo0nopM/3W4MmhbHnturALRr5wgjU/g+kO5slhXeehmq/2ehCne44GHK6WMDoCgS3feFUlks8w8yuynvv2wP/Xm0yf0k9xERxJrKcsmNZlIvI7u1I6S8dCkS+cYtR+ToxeD9CAw9USRs+wwNTHjqa+79kxrXuZ6aRs2f1Z8J+eeibuPmb6WLP9zvCxxHa6Qsp6vQh9yfbc2vdIh/5nS75zbM/dI3Sy2o9BbF4f8rWJ2a6fY1pK96jTcWjAbR48hkUjsOW//f7L9tzn1FaQN9PHMPNH7bL76qAV9VtcNKcTv1mdlHWriJyb80rf07E65AunGBe/lWb6GD8GrxtowOHqCaNnUKDRrx05pvVTIrrW9tyVTZ6CI4krmNZPRWF9uuNm8GhiOZVjWkuZaFHWc9+gY4HdkI+IFtka99vL+XTft3byoQHruJnI0XEB5/mZd9OAXCREv8l57j5bT5ifm96PDb7GnzU5NPKXtf9stJhW4sjga0Qt39X+rMlhhXlnPK7jhxLjCUZ3m/9cY8PAmPhyeG6idFvYpfZjPt4wME6+HKbRb1xilG/L68GM38ut50UDDnszMX5GBAqm5dcmynpu7RePnvGPY1oFZqpmy+5Ik6fgyOKEqZpTWJ/OuBk5nBhOkk9ZoyyUsD03q2N5cc9XSFmjonG//ZKv9rqh8761mg8NWMftRI6OCjjJzC+JZX/xZXFuonR+vclWpdLPqwqPJcRPL6ms+U2jBXVD3KTP40L+gpHm+/iLz3Q2kXFLRw+gy5JztfoSYjp7wKAXLCmX/hF2+aPJBa9iMtYMGDKkI9+q5IJXVdkoJViGka/109HpV3s9mPTpz76ItWxiza1Brxuq97KVODTg1s8fI2ZYYPPHjkTsSqnu0+/UcgpJK0dMh2Y9901BS+yVuLxp3WsIbUssf57hI4n1dEI8i4kfzXrFN+pYaMG0fkxC12Urbh75WhfoAr97iPh7Wa94+ky/bqABt15PGDGDAlMfO2Ki3xDLWdly6fuBl8S0bu+nuBk8ir6cqpBKv42ET8lOe99BuxjI167c5nFR+xU0v76gAYerB4zusMDmXzuSdUTGYiL/8zmvtFfQlHkz88ao4pjlTLvsvqzZ+nTGdZi/79M7KesuEf5Uziv+RAdG3PPlzfTdRMYnde231/LVXl903l80YB23Cjk6IuCYVu0HFGY99aUbycwVxHSb7RW/GDSh02dxHcFHUnLMzMkktJ9dKR6lgwP5winGxU/n6wsacLiawOgOCThm+mQi/gIz/SBbdo+sTePsvHAvSvi3+oOJoZG/XltpNHVn4qq3+oMDCvPqjeOE/6vqYGI4aL8dOoK+Tjv634uSiY3VMaka+9sPrb47LEYtn7FxcpyqiVf3T77qOFUNjfuNR77a64vKvVSJQwMOe7MwviMCjmn5TOxnveLA1hM4ZqbWlJ+TLRc/HPgUrByX/gIxP9cuuyfoyad7fWr5OnIIfZy0kMp8RYT+1/aKH9fB0G/5nJR1AYn80/ZKPemn63UIDVjH7UIOrQIF07pNiPatJib3W/bg2l9vnfwC84jt1tMTYwbxUUu94k2NJl4x76jZCf/R8W6PO9U8YrsdFPar9QD6PNlKM3OQT3LFozR7+FTvqsfDckzlqxo7DC1bd8UTyNeaQKf8tqXZwye0eb6q97JZHBpwa7WA6BkQ2PzGK3os57nPqjddIZU+QYTfZntuJmg5+WT6BOa4xxlH2l5xYfN9NI+bgaPpiykcM7NaxL8yVyldoGPD+vNZRRH5vr719V8+Zvl+thzufAvJ9AnCze9lUBwasI4bhhzaBPKm9SgTPXfqjVeNEhdM60YRvsCuFL8T2LxM60ZmvsAuz2zcpvUpzKs7TttB9GkiJ5V5N4uckPXcg3UQdEM+ETkhp3G/sc6XzLybWeP5mtYfxTC+kFu3+sKgeml0z9GAddwy5NAmsOXXjjbanjsruLGmM8T8lVzZHWoaJ/yVXEUhTnc+1XkV45j4y7bnDmvDRqJnCDimNSYkH8l5paIOnnzSGieWD/dNvpQ1ThLj/Wpen2NaZSF5X7PzzZvpTL37iwas45YhhxYBx0w/QcTbENPFJDRue+5pQYmdlHVRB+L+ZHvuqQrzqsbN+D60HEYfJnFMazkxDdll9z06tt8F+U4lphdq3K/ufD11HvVer9CAddw05AgtUEhanxOmTxtMZ4rhf1Oqxlh1UoaW/a30p4Z/ht5lwZBK3Pm7pl+4cZLHm+WbihsckKETH2g871NxkzJ0YsD6Wo1rtr6C4n5DH0YfJljx/PQLEwM8zgl/OPvgmvGwBFP5mtWS6jznPz/9wo0DPB7bfFvumK716fbr1Pm2Ui/17i8asOoNQFxHBWofOyKiDbbnblubyDGtU1noBdmK+97Ap9EW4kjohXYl+OmmNm/c41RcOnpYPZi8kLS+LUx/bvbXD9WtO0nrImJq+lcS5KsvoNtP9/m2m2/66xoasOoNQFzHBPKp9K0svN+0N16xk7LGNr8hpuQGTK4aR07KGlfI1zNxHTuwHktcMNPW5jfMBb9PQHXbyKcqVT+ug361909IuNURbbW+tvJt/TqEBhz2NDA+tMCWN155tuemtk6WT1nvIaEPNXuHJuJCH0FfJ8ib1o3E9NVc2b1IBwTyhVPsdb/a6xULHW977iFowOFqBaNDCjim9TAR7djoY0eOaRVJ5Aq7Uvpqkz9Fa49T+axlbX2643TuN+Tx9PxwJ5n+EDEf1ewz5aoQuvOpfpZddX1xz6fbL675pl7X0IBVKxdx2gVW7XrQntXJ2bXv2S3ZnmvVmyCftA5mpsurxmNDy9bd0vBbhHTHqX77zn/igtenO051v9oPrYcSrph3wOyEv/24CB2dq7g3ht3aVL5m376mOk/886l921yr+9V9HnHMN3V/0YBVqwNx2gWclPUkCQ3anmsEPt2mrAtY5NGsV/qErjiV76lV/T7byOJMa4KI5hDRY9oPpz8SzhKiP+Y8d28d23VMte8VV50L+VSl6scVzPTZwrxDs+95V51Fd758yroTDVhVH3FaBZxU5vMkcoqQbBzw/b2XTFx3T6MJVu6SMf2qjCX86n464jb/Mk11POEn9lsycW3DeeMeV/Ma3W3+c7UeTJ8lG/nL2n/q2PKquYv2rBrV25r9UpfqXMinKlU/btXcQ/esGonbjAQPL32w6IXLRtSpfGjAYU8G49sScExrkogfYaJzRWjfZr+5WjAzH9cZlzczH2eFeaON8/e1KyUtv0Xb1iFhkLKAk0xfIWz8OucVv6A8KCCw9puzwoR8bWLW/Jjp11mN59GJfGjAbR4whrUv4JjWL4jo4Kk3XuXNzN0G8SlZb/VVQVlV4wpm5m5SyKcaV5uXiD6Z84o/CVpfLZ8fQVz7J4GROgTyZuaNBtHns15xr37JR0Sfz2nab8FceASRnKXLrxP5fJKzdO53Kh8asI4bgxwtCWz+2BHfbnvFfWsD86nMUSTyiZzn7hPYgCOKK6QWvs0X/5Rm69Mdp+rSEj6CtQvkTet2Yj47Vy5eoSN5LZ/BxlnZ8urv90s+3X7dkg8NWEeFI4eyQN60PCba2fbcxNaDHDP9ExKjZFeKTlCyTsT5wmtGKm6+2bwsvCarMU51XpU45QNAoFaB0aSVM1gW2F7pjToS685XSFo50bg+3fl079dJZmxiP63rPDqdDw1Yx61BDiWB0dTCBYb4JSI63/bcxU9rwMlD9yFOuFUjMbRs3bWPNEroJBfuQ+xri1uVXPCqKhulZvNOxSVYhpeUS/9otL6puO2NxNAHA/bRalyz9SkdAIK0CqyYt2hOwq+OJ8RPL6ms+U3Y5F+ft2jOYzHOtyqVfl5VeEzXfnX7TeUjMSy7svr2sOfRuXxVy65ct2l9aMBhTwnjlQUc03q89k1wtlfart4gJ5XOk7Bhe2428GkUccrmCOycgGNaBWLx7XIpp2MW5Aun2I1+aMDhzhyjFQUKSeurwnT8ABkHLfZW31xv2Fm7HrzDdpPbjhnCi5ZWir9ulFp3XO2jPMaGgfFm807FiS+H5SZKtzVaX1RxikeBMA0C+bnp/djga/xZk0M6PsrUb/lWJjP7+izX6vKbyvf4wPrhUx648dGwRzxT+dCAw54UxisJOKa1kYiqU7921GhQ3kxnmXih7blvCEocVZxjWkuJaFGz9emOU92v0mEgKLSAY1o/FZLVOa9UCJ1s869//ZSIrrU9d2W/5NPt14350IB1VDtyBArkU+mfs/AiIfoNM51jl93Lg5urdVtUcUTypZxX+l6z9cU5DuXYWYG8mT6GiD+W89z9dMyEfOEUnZR1tAidpOs8ZjIfGnC4s8doBYHab/0K0WXEcgkLf9H23D0CG1wq/YYo4gop6/UidE6z9cU9TuFIEBJCwDGte5nppGzZ/VmINE8NRb5wijU/YTk5Vy7V/ooQ+p+ZzIcGHPq4kCBIwDGtPxJRyvbc7Wtxjml9j0R+a1dKZzUZh7g6QKp+qMrOCDjJ9CnE/Erbc4/RMQPyhVPsdj804HDnj9EBAqNzrdcbBv3UZzpxpOx+uRZ6XtJ66STTHbMMf+gj69aUGw1vNa5q+EPLAvIV5qb3EIN/0yxuNGm91GC6g3lyOFteu67R+uIeh8LUL1BIzZ8nMjDmC+09UnHvCzsD8oUTXDFvQSrhG+Psy6uyE6V7w2Ujmso3ILT3Yg3n++V5C1IbfGM8KB8acNhTw/iGAvmk9U9m+rftufO2DnJM6ywi2dH2Ssc3eQqOd9ymH5Twd2q6D8W4vGmdxRpdUJp6BRwz/TUi/rvtuafoyFzLJ8R/z2nMR2w8bJeLn9S1Pu35NPvpPo+ZzocGrKNSkeMZAls+02vzdoPPz45d/fDWAYXhw7fxH984bogcm62Uat8LXfefTsTJ4xvHWWHeWpyI/45cZc0NQeuLcxzKUp9APrngNczGJbzd4FB27Oonw2ZGvnCChWT6EGG+VNd51PL5zJcams5XNR8acLg6wOgGAvmktdFgui3ruQfWC8knreOJ5e05r5QOQowqzklmPijsH9tsfXGPQ4HqEcib6RKLcaldKX5dR0bkC6dY8yPhy3IV92vhMm0eHVU+NGAdp4ccTxPIm5nredOvHRWf9n3P05kc07rBZ/7GSLn4rSDCzXH+N0bKayKIU1sfM38jq7AP1ThFlwkh/j8mafiUjtIMLyDEuzPJTrbn7h4+G9FoKvM+Q+QDtue+Rke+QirzPolxPt37HU0teJ8hhja/KPOhAeu4AcjxlMBRdNSsg81HH2fix/7hHbjDaXSa34hnZWrhAl/kwke8A4dmPq564SPewQrzVi+80ZszfAVdUQ3eR/XCpDdn+OgZjCskM2cKi8FE96MEOysgBhv2uvBPv5fTUYmK+ciYwYnjlpZXrwm76rjnO4qOShyscb/Labkxx7xxXJff5nw3jxvMWs6j1XxowGFvAMY/TaD2tMrESSG6iYQesCvFzwY/3Wa+1QtxBTPzTRF6sNl+VeMcU80F5dddAk4yczox7Wp7xffpWHktHzPtkvWK749rPt377aV8aMA6qhY5NgkUzLQlxEUROkRkYJ1hTI4PGIndF6+7dqwR0ejcw3brhjgy+CX2umLDJ82pfcx0HEqvewSceZkXkS+/9/2BoZGJa/4SduX9lu+8eYuGJ/3qH3T5xSEfGnDYW4DxTwnkzfSfiehPU29cclLpz5Dw7rbnvivwKRhxdXlU/VCC3SHgmNbFxPIHu1z6nI4VI184xTj4oQGHO0OM3iKQT2Y+ySyn2p47a2uUvGndT0JLchX32iAsxNXXUXVBIcZbIJ+0FhHTqpznvkjHSpEvnGJc/NCAw50jRm8RcEzrXyR0sV1xT9wapZBMv5OYFzf6ONJULOLql5KqCwox3gIF07qZRM7LVkrf1bFS5AunGBc/NOBw54jRm77fOX0pEWdsz92xHkjBtK4hph9nt3wdZSM03XGOaV3LTD9qNq/uONV96J4XxRhPgULK+ogIvdn23EU6VtiJfCT0pqznHhbX9fWqHxqwjorr4xz556d35gH2ROjDjT4UvyqVPqAq/MMNVWPopIdWP9aIq1viBjZODi9+eO2/G+1jNJU+wBD+4UzH9XEZxnbr5+00/1mTgwNjPstbRsqlW8IutFvyJVjeskTDfs/ZeeH2sxL+eK/mQwMOeyP6fHztY0dEtKftuc8LoigkrfOF6THbc0/qhzgnaZ1PCvtVjVP16/NyjN32HdM6h4W2z077TzPtLrSWj4S2n/6feuKUT/d+ezkfGnC7lYtxlJ+Xfjn7XPt/9SKGHJhbV7qzEUvtSZkGeJwiiOMBHldZXy/EoSzjI7DlftwskzKU+1vpobArQ75wgp3wI59vphDniwYc7kz7enQ+ZV3JQpv+rCZMB+TK7pFBII5pfQxxzxTS7dLXRRmjzU/dD9tzv6RjWcgXTjGOfmjA4c60b0ePmuk3s/DpuYr78hqCY1q/80mWj3ilHzVpwrGOyyetO4Xls832oRpXczFIli9t4qKaTzWubwszJhuffj/CLkt3vpVm+s0+8Wm2574i7Npq43WvrxP5DM371ZEPDVhH9fVhDse07mChz2Ur7g9q2y8krbcK02dsz907iANx9XV0u/RhScZqy9PvR9jFIV84wbj6oQGHO9e+HO2k0stY+JCs575la4CCAPawfQAAA1FJREFUaf1QWH5hl0srApsw4ury6Pbry+KMwaYb3Y92l4Z87cptHhdnPzTgcGfbd6MLcw/fSYyNYz7za0fKxd9uDTCayrySxb/B8DcMZSd+8XAjnFqcIXI9+08O90bc4HB24mqF/c5sXN8VZww2HHQ/2lle/+U7ZCcxtqn7+tKeX7zzoQG3c6p9PMYx06tIjCftSvGj9RicZOZcYtrG9opLgphai/O3sb2SQr64x828Sx+XaiRbb3Y/Wl2UY2ZWkVDD+xZ9vuDXg9bX11/50IBbrZA+js/PW7g/+/7VvH5wt+wjV/+rHkVhzuHPlm03jolhHJFbt/pXjbhai5scE4MV8kUT52+7cZwM4w3N9qs7jrbZ+IAwX+Cz1D6LjX8iFjCEXkrEn+T1Aw3vRytLrN038v2fGusHhxrdt17Lx75cxesHhnXtN/b5WjlAxPa3wMrUwhFf5HjbK+4R+HRrZhYz0+uz5eLrEPcfAUe7i/U7IprFROP9XZnx2L1PNGAwP5YtFwM/jqe62kIq83MR+pntFc9THRMUh3zhFDvhhyfgcGfSd6OdpPVLZnayXvHS4D8xI66ej26/vivAPtlwwcwcKyK2XXH/R8eWkS+cYqf80IDDnUvfjV45d8HhvmHkbc/dPWjzW+JGbc99SXfHLTzcN3xt+xidu+BwwzCa5lON67sC7JMNO6b1e9/3R0Ym1lytY8udyGf4/shSjeszfGNk6cRqbfvVvz7d+/VH0IB1VHef5cib1iXMdI9dds8M/JOXaV0iiHsGkW6/Piu/nt+uk7I+xUJ7Zj33HTo2W8snQnvmNObTvb5+zYcGrKPC+yxH3jx0d6bE3SI0lKu4DzTafpRxRIm7SWF9uuOYE3eJT8NNXTTG9Vn59fR280lrVzZoTKT6spx33R/CbrYb8hHX3sNQ3UvXfuOej5nGZct+0YDDVnifjneS1hnElLQ997gm/y0YcXWAdPv1aRn23LYd07qQhCp2xf20js0hXzjFTvuhAYc7n74dfQHtM7je3GHMN+i9I+vctY0gLthnn8H1lT6KU3XZEmcY9N6lQX6K+fq2EHto46PzrPmGT9/e1nt0+AS6fWPYra2cZ833NebTvb6n8iUfHT7h9vD77cZ8/w/5gyEUrf0qSwAAAABJRU5ErkJggg==</pentrails><costumes><list 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s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block></script></block-definition><block-definition s="draw nest squares, qty: %&apos;qty&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="qty"/><script><custom-block s="draw polygon, sides: %s sides lengths: %s"><l>4</l><block s="reportProduct"><block var="i"/><l>10</l></block></custom-block></script></block></script></block-definition><block-definition s="draw nest polygons, qty: %&apos;qty&apos; # of sides: %&apos;number of sides&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="qty"/><script><custom-block s="draw polygon, sides: %s sides lengths: %s"><block var="number of sides"/><block s="reportProduct"><block var="i"/><l>10</l></block></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3 - Pg 6 Blocks" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>