<snapdata remixID="8604297"><project name="U1L3-Pinwheel(Riddhi Sahni)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu19B3gc13ntQe+F6L33ygb2IhaxkyLVKYmyncR2EstJnmLHyYvznNiJ48RJ3nOLnUSJbFHFqiwAwd4biEL0trvowAK76GWxi214339ndspiASwpSpZE3u/TJ+5gdnbmzj937j3n/Od3sViss2eP1mPHi3lwc3cFtbOX25GZGoqkhCD2ual/CENT09iUnsA+G8wmfNBShpfyNrLP1EqUpVgduwrhvmHsc4emFmarCenRK9nnGcMEupSXkZH/hPAdxfmTSFyzGV4B3O8M3G2Gq5sbIgoz2OfpoWn0lfUgfV+m8J3zbzdi06FMePm4s2037vQgOMgbeVnh7HP3yDia1MPYlZfCPlusVhxtuIYj+Zvg5sJd3+m2s8gNz0FCYLxwXNs/1JP9uNFzE/sz9sLH3Ue43hJVFdbEpCMuMFQ8l6Z2hAX4YVl8pLCtrlGL7r5x7NuRLmwbG5pG2ek2dt6+/p5su9VsRVupEqHZYQhJF4/Zc/0u3Lw9EVOUJ3xf21qP8d5OpG/bL2wzTI9C0XgSGXlPwNsnmG2fxSzKlSWIDEpCUkS+sG+5ugImqwnr49aJfT+sRutIP/akLoObK9cvkwYjjlW3Yk9+KsL8fYV9S84pkRAbhILcCPH7dwcwMaLHyu3JwraJ7nH0V/YhbW8m3Lzc2HbTtAHKk1eQsHkl/KO52KDWdvUM/COi4XLjpGK2YEM8ApZ4sz/UNmgwC2BpHtepozoDbqh6sL9Q7NAPmsuwO3Up/Dy579zpK4ePhy8KIrhOG5nqh2qgCqvS9gk/WF/xBnKWH4abmwfb1nHjAoLjk7EkMZX7jqILk31aJG4pYp8tRguafluP/JeXCse4WaJEdlEMQiL92La6Ji1mDGYULY9hn6dmjDjX2IEnl4sBW6yswsb4LAR7c9+p0dTCBS4ojCxgnyf1I6hqP4v1WU/Cw82LbZs2TeOEohhbEjcjyj9K+P3TbdWI8Q9BYWSisK22RwP12BR253PXQa1fM4Wrt7pwYFcGfH246zXNWHDrlAqZK6MQxT/YtL3zYju8l/gganm08H1tnQLj3f1I37dZ2KYfHYbq8ilk7DgEL/8Att1qtaCtuRQh4RkIjRCvuannJtzc3JEZs1r4fv1gIzrHurAvbTdcXFzY9jGDDicUlTiQsRJL+P6h7cW1SiSFBiE/Tgy4imo1DDMWbFwjPrS9qlF0Ng1i7Z40YfAyThnReqwZqbvS4BvO9Tk1Zck1BMVHCYMLbdM01cClo3FwNimHi8zOnnG0Koexcys3epitVrxV1oAja/Phyp803YT8iATEBXBPbb22AZPGSayLW8s+z5imcUd5Eptynhd/vLEYcUnr4OPHfUfTXItZqxVRucvYZ8PYJOjJT98vdnjrR81IfjwFngFcUDRXqOHh5Y60Aq5TtIM6lFerZSPN0dv1eLYoB17u3NN3pasRUf5LkBXKBWj7aAdUo23YkbKdfbZYTbjS+A7WZhxEmeI4VqbuQSA/grMboSxFYlA8CiSjSfVAJ4b0k3g8WRxhekYmUN6pxr78NHh5cCOzXm/GybMKbFyTgJgof6Ev7pxpR0i0H9ILxVFTWzuAib4JpO3hRn5qOs0wOi7cQebBLfDw40Zii8nIgjAyeyl7eG2tS3UFnt4BiI5bIWzr0NZBO96N1eniIDCiH0GJqhQHMw4g0CuQ7WudteKUqhppS6KQHRYrfP92Wy/g4oK1KeK2ptYhtHWOYu/jaXB15YJ4anwGN060Yt2+dASGcOdJTVnSiqDEYETki9fZX9kEo06PxM3iebrMzs7SgIfJKSMuXO3AhlUh0Ol0CA4ORtvgKEL9fBDsy410BrMRHWODshOlAMyPyIPRaGTf69Hfwer0A/Dy4Ibw3o6b8PQOREQ0d8MmBnox2FKP1Md2s88UiPVHTyHvxT1w5QOn/awKoZlhCEriXi2dTUMYH55G4UZ+CjBjxgfFLXjpafE1VVKnxOrkWIQHcL9bq+mC2WrBimjuYZqYmcDlrit4IuOA0EllypPIT9gMPy9uCnBHWYzIoEQkRXCjI7XK/ipMm/TYlLBB2NY2OoCGwR7sSVsOD1cu2Gn0PXa3FbvyUoVzoO0l51SIjw1AYa54I5Q1GoxqdFi1kzs3apN9E+i91YP0/Zlw9+aC2GyYgbL4KuLWLUVArDgatV87C7+wSETmiG8HjboWk2M9SMsRA258WouqtrNYl3kI3p7cQ0Cv4tOqM8gNz0XqEvH3r3c3w8fDEyujxZG8rleLruFx2dtvZEyP4jNKHNyTiaBAbnCgELpVokJMcjCS87ipELW+sl7MWmcRt04cNYdbOjCi7Ebano1wcXOFEIBH36vHlnVh6O7uQHi4eBBD/Vn0Hv8xTGazcGD7f+Tsfhmza34PJpMJs65m5GZxN1CrroPJpEdsIvcqME3r0HblNLL2PC0cgjo4fsMyeC/hnkhNzQD7f+RS7tU3OWpA3Y0erN8vmQKcbMHubSnw8+PmU3fa++Dj6YEC/pXRPzWKqv4O7EtfznUQZnG07i0czn0OHvwUoLrjAqKCkxG9ROxw2relr4x1aDY/otO25qEWNnLuTdsNV34eOTEzjeOKSuxLW44QH3GEowchISRIOBf6flVtP3vAH1svvrr7O8agrNVg3Z40uHvy8yWdEYrjLUjangK/SPGYqtLrCIyNlL++mmswpR1A6uZdQl9OTajR3X4D6bn74eHBjUYm8wzKVcXIiFmNcMmc93zHRYT5hmJZpBjEddoudE8Ms2uyNZr7l9a34dCyTAR4c/1tNltRerEN2emhSE8JEfal++Th6YbsVdwbh8VAvQbjXWOyebxhdBKKk5eR8cQWLgCLzyqxtigWo8N9MBgM7Ivd3d1ISEiA5j9/D+tzk+ASFAV4BwBmE1xD4mDprsbshBZWdQNcYwvQtuUf2fc6Ojpw4MABTE8Noq/rDtJzxSey4fibyNr9NNy9uBG1+9pd+IYFIyyHexLHO8cw3DqElJ1p7LPFbMW5txqw80i+MOSXXlChICcCcTFcwNb3aTGpN2JdWhz7PG2aAc37nssRJ9zFylNsihDqw3UWLZDo1ZMaxU0B7Funtg6a8S6sThcn/aOGUZxUlLARNNibGzEpUEtUd5EcHIG8cPEpv9OhhtlixXr+nGjfVtUwFG0j2LM9FW5u3KR/enIG144psHZvGoJCJa+vYv71VSCOmrRAM4xOIGmbOK8b7+vGQH0l0rbuhZsnNxqZjNNQNJxAYtoW+AeK89fKttMI8Y9BSmShcLm1mjqop/qxO3WnsG1gagyXuxrxRMZK+Hpwx5wxW3CqTonlidFsbmhrl653sgXg8gLxd9rqtBjoHsf6feKAoR+ehuqUAhkHs+HFj5pWiwVtpTfgcquid9bf1wP5ORHo6+tDf38/O/6ZM2ewa9cuDL72B9gYNAKPrd9kY4nHimdgrivG7PgAXEKTYDz19ywAm9b9Lftee3s7nnryCTTVvIf8lUeEk1VeLEHM0lXwC+XncHUKmGdMiCnKZfsYJ2fQcb4dmU9mC9+5WaxE4cZ4+AdzAVtdP8AC0fY6G57S41Z7L/YXiBf726ZbOJBOncc9rTd7byPQM4BNE6gNTfSiY7AORal7+CCyoq7iN/D1C5c9LBP6IVSoSrE28xB8PblJv8VqQWnbGWSGpCMjVJyv3exphYebG1bFcA8OtXp6fY2MY29BOrjZEjA2bsCJ0woc2J2BJUHcNbFzLFYiKjEIqfz8lrapK/pgNpiRsFEcNUeV3RhsbmevL9t0xaibROu5Y0jdvAe+IeIqU9lUgqDgBETEiNOJNk01JqaHsCz5ceG3eyd6UaYux760vfB25wJObzayh3hDXBZiApYI+55paEdUkB+WSlb9tY0a9Kon2bzQ1ka1OlSc78DGg5nw8eMWYbSopFV/RGEkgpPFY7IAXLuSm2jeKS+H2WRi/6ZASklJwcTRb7AAdEteBRf/MFgHWuGetxuW7rs0gYOlvQyucQWoXv5XXCePjSE13oCUzJ3w9OJeI+racjbqRfCvZt3AMNSVjUjft0k46fo3apDzfD7c+NdR1aVORMQHIj6dG7VUHaPo7B7D9s3c5NtkseCd8ia8vFZcDJQo72JFdDKi/bkLrNPWQ2/SM3iImsE4hcr2M9iQJZkCNBYjPnkDLBYjOhQXkJl/EB6e3OrNbDGiQnUKKZHLEBmcJJzr5a6rbBK/QjKCstfX+LDw2qedh3V6nKpT4eDSDAT6cDfXYp1F6XkV0pKXIDtDDJj6W71wc3VBzhpx0j/YpMVY2yjS9mbAhZ/0z4xPQXH8MtL2b4JPiDgaKS8WIyg2Uehj+q3+nkqYjDokpIqLu/7RNnQNNrAFlzs/HZky6nBMcQI7Ux5HhK84/Tqluov4gFAUSFb9NT0aaCZ02Jkrzh/7+idxq7wX+3amw4efvxoNZtwsUSFvTSzC47gHmMXVuTb4RfgJUyxhDkh/fKesDr6aDgQEiF9IcdEi0tgrHMDRP0Z9E9BiCsPg4CCC/Qaxdv0BBC7hFgyDigYYJsYQv5KbxJv1M2g9dgm5L3CLEGrK4lbEro2Hbxi3gFDVamGxWJG5nBvaxydmBFjD9p3j1QpszUoUbmxlfztbENggksHpQdzpq8C+dG6ko3a54U2sz3oanu78FKD9Ghv5wiK5Udds0kPZWIK45HUICBIDgWCaJX6RSJHOlzR16J7olR1fq5vAufYaHMxcBX8eoqIHheZQebHhSA0Xn/yrt7vh5+OBlUtF+KWtXouBznHZfFc/ooequBUZB7PgxY+aNLFXnbqG4JQ4hOeKc9i+mjLMWqyIWyFOP4Y1LRgZUiItZw9cXLi55vTMBG4rjmNV2l4E+IgYpKNVf9VAOyZm9NiSyL2pqHUOjaG6R4O9+Wnw5BeOumkTG923bUxCZIQIv9wuVSE8NhBpheIiSlM7gKn+KQbVCAFIk+eViTFsiK2oqMDlhirEBYYgwJObm0wZp9A72YesUBFv6h5sREI4d2I+Pj5ITfSFr58fImO4eYZ+bAS9VTdlAGrze+eQtnejAC303e6Bh7+nsFwf6psErRJpXkSN5llvvFePF5/KgzsPlJ9rbEd6RAiSw7lVcsuwGhrdGDYn5LDPM5YZvNf0AY7kvyh0GgG0GTGrEOzHTwHUdWzUi47ngHJpUzWdQmBwHCL466C/tWtqMDo1gBWp4qR/PtD6lKoKqx2B1v5+WJYgBa016O6dYCOHrQmg9cFM+AYsBlpXw83bY3HQWj8KRcNc0LpCeQoRbNVvB1pbTFgfLwWt+9E6or5/0Lp6AOPDehTZgdYlP7vEBWBFZz/DzmgVSaMYwSndxnEURIjzDwJws8Oy4MWDtePTg9AZxhATwnXe7KwVgwMNiIgW5xzq+iq4RcQhM5MLWtWp64hcmilACrRCMk0Z2ehHzaAzMbB267PiPJAWSOtXxSFkCfcgEPDLgHJ+HjJq0OFGTwv2p4vY0octx9jrxJ+HHhTqcni4eyOZh1d0kwNQ91QiXQJZjPV2IDhOxNYGeu/CoB9FUvo2ITi0411Q9VehKH3v/YPW41PYnSeOWgOaKVy+2YUndtuD1kpkrohmc0Nbmx+0HpBNZ0TQ+iC8/Hm8bz7Quvcm3FzloHXDYCM6xjrZ6E6gPbUHDVrXXGxC/W0FXBrVg7NDU3psSo+HVquFSqWSwTD2owONSEZ1C3pe/xMGu8zX0ldtg+f+78FisWB6ehpRVq85NJu6rAdp90SzTaBJPciwNmqWWSverL+Ol/I3Smi2c8gNzxZoNprvTBnGkBvPTwFMerTWH0Pu8heEU6cFkpuHBzx8fBFfJNKLI4NKDGubkZq9B66uPMBsnMTt1mNzQGuiIhPsQWtNB4amCbQWH0oBtC5Ig5e7CFoXn1Vgw5p4xESJ0587Z9oQEuWP9KXiqEmvL8IM5aD1CDoulDkArUsRmV04F7T2CkB0vPjAcqt+Z0DrWdC8cA5o3d7H+nIx0Fo3PoNrx1uRXhiO8g+q8MLf74PLyRrFrI1mUyqVAgxTV1eH2NhYeHl5MZCZ/k/Nz88P1qv/jtSeU8IN9NzyCsytVxgkIzQ3D6i/fBozMzPo7uhErn8kkrZyiwFnaTaDwYxVEprtbGM7nlqeJfyEMzRbc+9NrJLAKc017zGw1sOTm2/23b0ND19/RGTlY1DRiLGedgZruPB434x+HIqG4wxb8/YVMS9HoHVFfxVb9MhBaw0PWi+Tg9bVrdiZm4oIHjinczl1ToW4jwVaX0PcukI5aH39HEMepKC1Vl2LibFepOXsFfqS3mhVbWfYqt9HAlqXqs4iLzxHBlpf625mKIMUtKZVf6cdaD06ZsDJs0o8sTsdwYHcvLu/X4tff7MYX/n5fkRFRcDFYrXO2mi2elUrZsYm2Y4XLlxAS0sLysvLsXXrVhQWFmJ0dJT92/PWfyCl76wYgLv/ErO6EZiu/acsALtePAm9Xg+9bhobN4srXuIKk7eLNFtLRT/cvdzukWZrQpR/sEizjXVANTKXZtuad0TgPmluFxm7DAFBHFCqbamHaXoKscs5GpEazVuVl4qR+fhBQSRB0wv6bnBoKsKjuHkmNQ60tiJbQvLPD1pXYG/aCoRKQetaJRJCnQCtO8egrObmxQT0UjPpjGg90YJkAuQloHVb6XUE2IPWTTXQDQ4gRQZa96O77Roy8g7AXQZac3NlKWh9oeMiQn1CsSxKDlp3jQ/Jpj4OQWuLla36acVPoPU73y3Btq+tR0QCtyATFiHVAx2oqapGRjA33F+8eJG9YkNDQxESwj35bm5uSEpKgn/l60hVnxNuhMeG34ep7E3APCMLQOUzH7DXL4HTL730Evtb21kVwuxptqFpFG66N5rNZLVg5UI0m+IkChI3w5en2QZ6q9hr1LawmB4dYqOfVGFiO3mr2Yy2K6UIS8vGkiRxgdDTfh1u7t6ISeAEE9Q6tfXQjnfKRtlRwxhOKorxRMZ+BHuLShWCiZKCI5B/X6C1EdeOtc4FrYlzTQhGxGKgtbob/XWVSJeC1qZpKBtOMpjGP1BcjXOgdbRs1T8faH2pqxEHJaC1kUDrehWWJUTNAa1rPryNrfsLsXSb+BCzACRukzjeTbGZOH36tAyGESNK/FeMuR+JsxxgPV8bdwlAs0cGW9QUFRUhOTnZKZrt/ZPN2LMtDX48gHmnow8+HvPTbPT7b9S/icM589NsI4MKTI71ITF9Cztdi9GIppJ3kf+kCJS3nb2FsOxkBCWIN6Lz5kV4By1BVJ5ITRG9OD7axV7JtjahH2Z44dqMQ/D1koPWGSHpyLQDrd3d3LBaClr3cZzr3vx04v9ZY6D1GQUO7MzAEh6Ip+23ipWIdABaWwxmxEtAa+Jbh5s7kLpngwS0nkLr2WNIfWwXfENEvE/VWIKAJfECesEGioEajOu1WJ68Q7jO3ok+HrTeDW8eyhJB60zEBIhTFHvQuvZsKzTqQez4isip04Fdxgy62StdTYx6sbX/KnkNUbPixLdnuBnRwalwd+NgAb1uCEajDkFLxFUyadYiMsXl/FBTO6Ly0rBuwwYEBQUxmm2odQipC9Bspy+okJ8TibgY7ibSvGJyxoh1qTaazYiTyko8P4dmW8NeEdTsaTaDfgw0ckkDhm5C8obt8PTjfqe/ohFuXh6YUg/CLyqMrdRtTdtci4mBPqRtEfFE3aQGHcoLyMyzA63bSpESUYjIYHE1zUBrzwCsiBaDmAOth7BPsnJ3BFpbrbM4xUDrEGRniHhdw+0+Fqi5MtB6EGNtI06C1iU8aC3eL0eg9cBoOzoH67Ayda8MtD7eegI7CLT2k4PWpJCSStVsoHWayQ0X3y7H1/75mTnjlctv6q7MHs7dIEyQLzZegrvZHYWJ3MrNYjWjb7hVwPtom7a/XlC30OcJdTfcvLwFms1iMmNU1Y2w7BS2qJkcnoS11Syj2W6cVGLppoVpttvtvdh3jzRb52A9VqbySptZK+orjyJvxYvCKpaUJKEpmQiK45gNelCmh8eQsJELEE1NK3TaYaTsEHGwyYE+9N69xV7XNh7bbDJASTIzJ0Bren0RhkpiBiGwp8dxtq0Wh5wAra/d7ma6Qhlo7YBzNYzoGag/F7S+juCUWDvQ+g5mrRbELXcAWmfvgQuv8mGgdetxrEqXg9aOVv2OQOuy2nbc+PkNfOu/Xp4TfGwEHJ6enLWpORo7GzGuHl8UhiFB49Std9B/4TWYLRaHB6aNyw5/B4as3WwhEuAbgOQ0bmSoutyFiNgAxGdwQ3Zbxyg6FqXZqpi0al6azaQDzV0c0WzevtyElwSQ1GwrQiL3e25Uy3SI9Pexjj5oalsZ5+rmyQtKp3VoPX8cyeu3MymUramaShEQHCt7fd0baH2XccjxMqV1B8L9fbFUBlrPo7Qu5ZXWzoDWXh6IWbWI0ppA6/qTTLluU1qTBuDOPEpro8WEDQuA1v/zZ+9jz7e3ISpWfD1LA0ZYhPRM9ODK3atYGsqxGMPDwwgMDMTIyAgiIyMZx2u1Wtn80MPDAwP/7yDWhnE4oIt/ODzWfxnGc//K+GFbc1/6BJR5X+NuvkaD7du3Q1WrgcU8i8wV89NsJ2oU2EI0mzcH/TCazc0NhTwwPjg9hLK+cuxflGYLQ1gkN+ElSftweytSNnHKD6vZgoa3SpF/ZC9ceEm6tGNmJnRQHL/EWBufUG4hQY0ww6DYBBnnOh9oreyvYiOHXGldgi2Jm+5LaT2gncLlG58SaN1UipAIO6X1QqB1GlF9NtCaFOUVmHlTi20vrELqUnGqJu1jFju0CCGa7Wz7eawJWCWoYd577z22Cvb29maQzKFDhxgtRpjg/v37MfSzp7Ehigs294L9cI3Lh+nm65gdFxcnFIAN6V9i+zQ3N2P3toNQVGuwTkKzHX2vAS88lSuj2dIiQpAipdmmxrA58d5oNrNlBjHx3GrVODWJjpvnkbnzSTGQTl5F/Kbl8A7m5oED1f0YbNAifV8Gk8gLAVd8FUFJMYjIF1fD6roKWGYMc0FrTTNSc+Sg9a3WY0x5I1Vas9dXYDwKIsU5WLWmE0PTE3LQenQC5e19TFHjLVFaEzvEgdZSpfVc0JoprXsn2LzQ1nQaAq1vI/PgVjultSPQ+iq8vPwRJQGtSWk9ON6NVQ6U1iRVC+KV1udev4HImHAU7hTn0/bBJwTg0fq38Gz206i9WyuwG5cuXcKKFSswMTHB/qMRkWCYjIwM9oqe/K8XsSGSH+1c3eC5+Q9hvPwL2W+4Lz2IqoTn2LaJMR28dHHY+qy4BJ9Ds/VqQPpsG81G9M/1B0Cz1X90FDn7n4MbL9HqvFSOwPhIhKRzT+aoagRjnWNI2pIMVakCIWkhCM0WJ9i9t2qZGiV2jchoDCkbMdrtGLROy90Pn0VAa1Ja60zT2JwgMi9tozxonbqMjfjUbErrnXl2oPV5FeJjAlDgrNJ6Xybc+UQuprQuuYa4NYUIkOR9tF87B78wOWhNSuuJsR4ZbTkfaH1aRcle2Zi8O4Pam6340v855CjmZNtcihWnZlfHFiHcN5yNbsUlJ7Ek2PH7WvrNdKgRZuLUy/O1Id8kKE0hjOIz9C7B4W9sE7LZbt7pQZAsm20CjepBgScVstnyNglZW/bZbM7RbMUMaPZdwkmftLUKkBgyajnHN8+MG9B9tRPpB0SGpftaJzx8PRG9UqLsZYlCdpzr2AhUF4uRscMRaJ2C8ChRQeIQtB5uYeD5nrRdcOOVKkxp3VqBvelOgtaTRjy2QaK0dgham9B6onkOaK0qvYHA2Ag7pXUtprT9dkprDrROzzsgKq0tMywDLyOmCOGBHIZL7d1rx2A974nDPxBZloVixKVWUzdrS7qhbDaat7iORWJggAsuwr2kokaCW8LTc4RV0mhbL7wCfOEbwQUt0WxDTYOC3svf3x8uoxEoWJeEkCgxm+1B0GxNvTdlqmWOZtsr6PmkNBudG2Xd0SqX5nXUaEpRf7QWeS8UwJVX2tg6S1s3gPHucZmUfHpolKl4Mw9tgydPodlA69C0bIQsClpTolCXU6D1KeVdJAaFswQwW+OU1hasTxPV14q2YbSq7JXWPGi9Jw1BYYsprVtgGB13SmmtbJwPtOaU1gMDWhz/u4s4+L1tjGZzpgmLkBmTHmXKE9gsy2YrQVzSWnk2G40ePDDLstmu3UX6gfmz2Yhm8/ByE9S+2iEdyu8unM12tasJkQvSbGZcaXgbW/Ptabalgo7PnmYz6fRMjZP9rAisEmQRtz4BPnw218iATnhIqPOmBibRdbkTGU9kwcOXV/bOGNlxolbmyEHrWxfhHegAtB7rlr2+7gm07m2Fu6s9aD2IzuExloEnTPrnAa2Z0jopCKn5YjCQ0toetCbIjOAoDrTmBBJG3TygdVMJAoPj50jVxnRaNP23ATu+vlGg2e4pAK81vctGEyGbrfMWPL0CBLxvcqAX2uY6pPKArKNsNoc0m30228kWvPTMwtlscpptEpe6LrNUQlsrU5xEfqKYzUarUFdXNzuarQzp28R8lMa3TyPz0Fa488rknhvd8A72Rnged3M03RO4e7mLScjX7U+Dpxd3I0x6E8PWEjYkwp8HyGl725mb8HcWtHaotC5lo4YUtL7SdRUBc0DrbnSPD94DaC1XWjfc7mWBKgWt6Q016gC0bj1xmcm65Erruat+R6D1r7//AZauz5HRbE4HYLmqBGlRKxj/Z3vt2mezqa6cRvYDyGbbtS0F/rZsNoc0W7uss+1ptpqOC0weH72EE6wSzUbKjqT0rdwUwGREU/Fvkf+kCHwqS64y0aZfJMcmaOs0MM+YEVPEqZ71U0aUn+3A5qcy2b+Jc121MxVLIkR3AFVJKwISghEp4VwZaK0ZRsrO+wOt77afRbCd0ppA657JXuxLE5kX7fQEzrbVOA1a+/h4oEiqtK7Tsgds3T4xb9YegrkAACAASURBVIOU1vRgZUqV1rOzUJVcQ3ByHMIlmkWmtLZa5aC1tgUkV0vL3oO68yqHNJtTAahUV85SFn1yBIf/Oc5mewtZu58SWABKIidsTJbN1jKElF18NpvFinNv2meztaEgJ1yWzTZhMGL9PdBs7Zpapj6xZbNxNNs1pOeKo6M9zaauaIS7p4cw0dZpdVCX98rmdmeO1mPbszlsqmBr5MJADgbSRKH+KjVLnkp8TKTaGGjNzyudAa0Dg2PtXl+1GJ3qlyutp/pxvfsGDmTsE+xBZswmFKvuMg7ZHrQmGw250nouaD0+NI3bZA/ijNL6RjUD4GWgdUs9xvu6ZG8VEuzeOXMarbc9HNJsTgVgbefl2YLEx7jRwzzjOJutsEhA/8k2Ym42WxsynxThFaey2dp6ZQnP9tlst3pvs9eRkM022cuUJ/dKs+mHxxDP02yUZdbyQRPyXhLhFAq03NWxCA4XRztbxzXdUbPU0Pz1HBdNjdJGRxTDSN2TDlc+vXJmUgfFsXsAradHkZQhVVp3QzlQyXI07EHrxxI3IdoZexB7pbUj0Npowe0SFTJWRMmV1pfa2XQkitdecm8JJW8PIsro7JXWA33DKPmni/iDnz7rTKw53EeWlNRa9xGSM3fMn82mGYa6vEFGXdlns9E8KjzWH/E8ee4czTY3m43cCNYI2Ww8zZY9N5tNpNlqWdroQjRb8weNSNudDg9+CtB4pw/ePh7CKEeeLmRPYssSpB5rr9eiv2sc6/aKShXDmAGKEy3IOJA5F7ROjEGEhL92HrSewu3Wj5xUWs8FrXtHJ3CnXY29BWkiaG0wg4HWq+PslNbtCI3yQ5q90toetNaOoOP8XNC67XIpIrILcez/3sXuP98yL83mTFQKAdjWcobRVkFCNlsjDBOjdtlsF5H7gjg3mZvNRjSbleUyUBufnMHVm5xJj60xmi1TzGar6m9nKz0xm80Zmu06fP1CF6bZ3i5F/ksizdZ2WskSnwLiuBwJykCbnjQifx2vtNGbcPKMEjmZYejulbtbTQzrWa7KxoMZ8LPZUVhmGWi9JC0EYYuA1oPKRow5CVoTthYelCDkr9C5cvYg09g0B7Tuxp7U5TLQ+nh1K3bkpiAiQMxMI0XNxwetCxAQJ3Lg/3z4n/HUd55bkGZzOgA1fTxJH8spXh1ms71/jpHzNqOcOdls6kmHNNvhp3LhIclms6fZKBP/sXul2cwzgiiUErPJaStzp4i6Kx3QbMRkRBby/POwHg23emXpj7893oQDO9OZ6oSgonOXO3BwT4awYDKbrCgrVTHvk9hUMb3SMWitxHhXP9L3S15f4yNQXfgEQGuFs0rrAUxMzmDLfYLWhH/6x4YjsjATztJsTgXg6FD7LOWNpmRy+BgBqw0n30b+IQnGtlg227SJmdPIstnOKbG+aP5sNudotgp4uHvJs9m6K2UOBvY0W9elCkYvhWTIaTZKAaBmNllw4Z0m7HpZktB+TokVhdGIlkjbDTNmZiy0enkM4mO5UZMaZfwHh/kifZnE3eoTAa3roRnvtLMHcay0dgRal3eoWfK+HLQeYRYhcnsQG2idiiA+L5uuk7lb2Sutq5vRXNGFTrUOX/nbp5yJr0X3cWmpOzZLbgC2prxwEgmr5aaRLm5uiJSaRt7mXJxszd40clGazWE221nkhuWwzDJq90OzaWoVmDVbELVCpNm6rnYiQ0KzXT+uwPKticKrtLK2Hx7ubiiUmC9Ke+30xTbERPqjkPdLpL+RomdIPYU1u8X0SsegtQnKU9cQvSIHQYkSpfV8oPW8SuuD8OVJfps9yByltQPQuqFvEB1DY9hX8GBAa233KK78Txme/VtR17hohC2yg4vZPDPrxiudSYJO9g5LkniMTdmNiZ6BhbPZisk0MpqlD1Ij00hnaLYN8VmCKaIj08jm3lsyxcWiNJt6EJrqlgVptvJz7YhLC0FMCp/QrhyGZnAKm9dxoyWZ8Lxxqw6rU2Jl7lbkSTM0rMfjEvhF2zOBpvI+tjjxtNmp6U1QnGxl0viARUBr8kgkoescpbUD0LpcxYHW5OZla1e6riHA099OaT0XtB7R6VFcp8IhiT2IqLR2AFrDBblrRVcIG2gdsDIYx79/6Z5oNmeCU1iEMNNICc02Mz6J7qt2NJt9NltlP8vSsmFljGarUssy/e1NI692NyHST8xm6xjrgFKWzXZ/NJvy1HXkLECz0ahFShtbji3lXFwv68F+iSvBR3dbsCMnBS2aYUzPmLApQ+RhyZixoXkQex5PE+a0BFpfPdaK1fag9SkFW+zY5px0IxyC1po+9FY5p7S+236OuTpI7UEcgdaD0xM4Mwe0tqK0XjXHHsSh0tqBPYhhVI9f/f5beOH/PXVPNJvTAUhPIuU+iDTbLBqOliB3IdPI5iGMD9plsy1Gs2m72LxEzGabxKXOyziYKQLJ5K6aJzGNJJqNPE0iY3mgnGWzLUKz3eyGd5CcZutoGsSaXXxCu8WKo+834Mgz+XBz40SUZxrakBMTjoQQbr7X3D8MlXaE+Z/Y3EBpEn+8VIG9O9IQKtEM3gtora1tRaqd0lpx/jiS7ldpbQOt0/fBh0+vJNCabOMcKa3D/H1Yxpqtkad1V9849ks8rRloLVFav/OjEmQXpdwzzeZUABp1U7OqK6XI3iMmjDDTyPXL4M3fDOdMI5uxa1uqhGZTw8fDXWIaOQaCXGymkXRyRLM9n/McPHmXprk0m5Jp0WQ0W8lvkX9ISrNdQ8zKXPhFSWg2gxkxq0Sa7c65djz2pCShnRd02izSKHmGwrBQYjtG5zc6bcDJGiWeWJouuMTSKEqm3WTgnp8tkvwEWpvNFhSsl7iBOgCtjZM6Zs5EQUjeiMLc24G7FVNaOwKt+yvnKK3Ju3DzHNC6hqUwLLX3tB6fxO48kZYjpfWlG104SJ7WvOjCZOQ8rU2jk7C6GOZkszkTXM7s41J//M3ZrF32NFsQwnK40YLcLYeah5iTETVyrXKKZtMbBYPGadPcbLYS5SmsjROz2RzSbLwGzXYhjGZbvx2evEm3LZstooDDGZ2h2cg8PDLcH1m8M3374Bgb6Qg7o0ZCCLIitpkykS6R3K0yIkOQyQc57XezvJe9im3ODbSNgdad48wv2ZZeSaC18kQL0u1Aa1XxVQTet9J6CqS0Xpm6C0ESOzVSWscHxaNQYjZUM9AJrX4COyT2IARal7Wr2eJEUFo7AK3barrmzWZzJric2cdlanBg1pZk44hmaz/fjqx7No3sw/4C8Ql7t+kWy6C3OW7e6i1jE+iFTCPvNZvNGZqNzBRNZitWFnIr0gnDDC41d+HgMhEoP66oYEaUy6NSmPOprV1p7WIWtSskq1lacDkFWjM7NQeg9e1aplSRKq0HlU0Y625D2hYRRJ8xjKO1nrMHkSutqSSD3N3KkdK6fVSDusFu7J0DWiuwIycZEYFy0JrSYiOD3VH8owv46s84Rfsn1YRFCKk6aERJk5lG1iLnuTyh5gNHsy2WzdaII2sLBFdQmousiJKbRspoNspmU53GhoVotuZaUo/a0Ww1MqC35YNGpOxKhydfh4NeiVRLxLZAIpqNvJql9TveuF2Pw6tyBCbhQkc9koLDmfnO2fZaRPoFYWmkaExJzly9o5OM7rI17dA0zl5uw6E9mRLQ2sLqgiTn2oPWXfDwdUc0bwhKx2Ccqx1obRgfgYIHrb35GiqiPYi90voOZmctMnuQluFWKEdUdkprPY63ls9VWjv0tB5A+X9ew6H/vf1j0WzOBC0LQDKNbDl2EXkL0Wx1GlhMYjYbTciZrdjHptnewvqspwTTSEoip3IOC2eznUL+kX1CNhtZv4YXRCJQSrNNGAURwTRPsz1/SJKPUqfEupQ4hPrztm+aLuYbvSxKhDpqNJ0gpmZXquiJQjVBbii7sb8wAz6enGaQQGsyFlq1IgbxvHc1bSfQmsDdDKdA65tMrygorS1mEOfqWGnthZgEzuiJGok0OE9rUf/o2B6ECgpVIclOaU2gtdFiwQZeaf2f33kf2w4vnM3mTHA5sw8LwOb3zyNtzwY5zebnKfiNDDlDszV1IC08GCm8C2jrsJrdvHvOZluMZqMF0kZ5Ntscmu12r8wk+7fHmnBgF0ezUbul6kWAjyfy+dIHvZPDqNN0Y0/aXNNyMuCp6m9jI4eXGxdw00YTbJx2VJCYmeY8aD2FrssddkprG2idjaBEMRelk0BrsgfJtbcH6bbztLbZg3wM0Hp4DF5VGqey2ZwJLmf2cVGWXJu1N42kajdxNtNIRzSbQ9PIWSyN55b3jmi2j1qPY0fy9gVMIzVQd1fY0WxvIGff83Dz5CxBui6Xwz82EqE2mq1tBGMdo0jezi2YnKHZqPaF3mhiYDM1ncmA06oaPJ29RugvKtW1JnY13HlPwEmjHsdaK5hDaJiv6N/nqCSDQ9C6dwI0JaB0VBlo7UBp3X7mFlvRz7UH6WXzQltj9iCK88jMPyT3tG4rZdrO+wGtL56sQmdlB37/+6LqyJkg+jj7uAzUtM4uRLNdeKeRuZ3LarMFeiOPV4CQ4WKDNJvNRrPlbRSy2c60nUPOPZtGyrPZ5tJsM+i62iGn2U4osHyLSLPRnM9dQrMNTk6DzI6kdh9vNlzH01lr4O3OjY4kBCXzbsWIEvvT9iLERxQekB8hJQoVSBKFKjv72YjoELTengoPD07kypTWx1uxakcKlkg8lGlxEhAfiEhJqYMFQeut++DuzU0bRHuQtQgIEjWLDkFrbR16yNNaorSWgtbTA3rcOFqFJ/+aqyL1aTVhEcKZRjYg/2WxjgSrzbZyEZqtoR1PrZCbRi5Os9mbRr7PTLRt7vR91bfh4cOZRlKbVGuhqZZnszUcrUXu4QK4enA1N+bQbKphkP2trTgM0WzvVTSxsmO2RvMhAmsj/DgbXHLVn7EYURS9gi9hdRopwcmssKGtlfUpYZ2dxbo4ceVsA6335Kcxp3tqHGjdir070u8LtB7vVGOApxYFpbVeh9ZzDuxBmktZMpbNm5t+n2AtynIkqMbW+qf6cY2U1lLQ2mLCscobGPv1wAOn2ZwJYiEA55hGVvazCj5CbTYH2Wy0inyuKFuwmuVotiBkhXKvN/IZptWYWJvtPmi2aQPLU1gom40qDpFx9EI024d3yZE0Gf5e3Ou8XK1io57NB1uj06BCXSVzvWcjYs9NeLt5oShGdA+r03aja3xQZs7IgdYKPLE0QwZanzqvRGK8HWhdrmbTBRlorRjCSKtcaW0DrUkG5yMBrVWXShAYnYCIbFHZTaC1fnoEyRniCEa14lQDlSiyU1qfVJZgc4KotP7Nd45h9zcee+A0m9MBSLXZQjLCEJzM12ZzhmarVbJ5lLQ222LZbA5pNlc34cl1ZBo5N5utC97BPmI2W88EOhoGBWWKxTKLN9+vZ5l3topE9jQb1XmjeSqN1Oz1aDbgWOsJvJDrGPOikbF7vBv70sU52LB+khX5O5RRhAAvvpgggdYNbciIsAete9hUgKRdttbeMIj+zjE2L7SlVy6otHYCtB4dUmFwoIklCrnyCya9cQHQOjAeLW/0IWN5ApZJTCOdCZwHtY/LQHU/K1a4YG224hbs2irNZrOn2ag2m30221t4PucZePJKm5rOC4gISkKMkM3mgGabk812DdErc1j6IzVKFifAOWYVN9+hedWds+147CnnabYR/RRu9rbKRq/3mj/A3rQ98OMLLJISZ8owykYOW9PotLjQcQkHM/fDz4MDbo0WMwtCorqcAq17xmVCDaq3S8VcNkmV1vOA1n23a1n1Srk9SBNG7wG0jrBTWr/3djGCZ0Kw4yvrH1Q83fNxXN59tXR207dWIio63CHNdvqiinGeQm22Xi0mZsRsNr3JiBPKCjyfI14EV5tNQrNpqTyrBalRHJRAxt/dbVeZ1YOtzaHZKhtZZtZCNBsV2t7ybA48+Wy2q7e6ERnuJ9BspIVTakSajapnvt1wgxWvto06p1SnsTSyELEB3OhEmJrBNMXsJjhJ2H4BozSYDbDVnbPtT985216HSL/AOaB1z+gko7tszTFobQUVc0lxpLT28UA0nzrKHsB6JcY75yqtlReKkSmzB5mFqqkEwaHJCI8Sc7Cl9iBttV24+JZj08h7jqKP8QUXTdfI7If/eAZP/+VuKOoG7WqzaUDOZUJtNp0eVEdWuopclGab7EWHpg5F/OqLEP2GyqPItTONDEnJRLDNNLK5HdODo0jYxJUSoFGPEoryX5IskIqVLNnals1W26iFyWQRTBwd0WzkrkrFbIK8uAy4uwPVrEaGjTulOmrNfbcFFbLBpGPmjMuSt7P8XVujenEUgIWSsq7zgdbXld04UJjOqnmyh49XWhOHbK+0JhuNjGWiUsWxPcgY2k7fYCUZPPm8D6sNtE7NRkiy1NP6BtzcPeeA1p2dPVC8MYGv/Vys6fwxYuhjfZUtQjQaLUp+fA0xWbHY/QecYzxls7V3j+FxWW22xWk2WW02kw4VqtPYaEezxSWvFzhNZ0wjKZWSco7vlWZ7vihHKCUlpdno+mhxRJ6IW5M432iqC3e16V1syxd9o2096yhR6O5ADaiC5jb++7QvLUxoKrI3fTm8eIUPQTS0ONmcmYhoe9A6yl9WR5hTWk9izW5x1JwacABaG03M3Wqu0voSvAODF/W0fuNbx7Djf23+xGk2ZyJTlpZ5/KcX4evvjTXPrHSOZlvUNNIBzeYbijC+1AElOg+3NSNlEwcVkGtVw5ty00jKZgvPt6PZHGSzSWm2klol1qbKaTYqarOcp9nGDOO41kNwhDjHu9X6Easi6cNXxqSR2lYrhM5Noa6AyWJAbrxop6YcVaF5sIVxriJoTQuacudA6wYNhoam5Urr3gk0lvUxJscetI7fIFdaOwKtOaW1I9CaK8T4+t+UYtvh1UhdKoptnQmUT2ofWQDSj9Sea8Xrv7iEH3/4dUH5e76pg1FsqbxpJNFs/U5lsxUJry5y2TLPodkWN42U0myUHklVJaXFq9891oT9UpqtrRcBXp7I533vGM2mpfRFjmYjvvdo/dt4Me95IWioGGFcaCYig3jfaE0z+rpuMz46NlFkSLoHmzAw1sYWJ7bgHJ8Zx3FFsXOgdVc/dDMmbHaktLYHrY8psGpnshy0LlEgICFocXsQUlpXktJaDlq/9Y+/wtLVuxc1jfykgs3RcecEIHv91nbh/H/cxMH/vQuaWRPIhnIZL9Z0SLO1HGdYn6w2m5s3kiM5nIpoo/6eClk5eZbNtu85Cc1WAf/YiMVptiP5sEltKGttRUEUovl8FHLV1xlNWCPQbDMoVVXjGQnNRosI8jRe4s0xHOTnTM0mdScBaE8HV3WcK8kg51wn9SOsAvmajIPw42uQUFDTYsYZ0LplYJgtjJwCrR3UEWb2IBMzSNwisQfp7BOAeilorTh3AknrtzFXi5qLjai40oiv/uD+XQw+icB0GID0Q2S7cPkXt2FeHoIjT3PmO0JtNnuaLSwLCUHckN412MggDGlttpb6j5C3XKxcqaLi1cvWCAWW59BsEzMCWW+76Ov2NFtNP9w9XIU51ODUNO60y2m2txpu4Kms1SLN1nOTVU3PCeOy5ijtsXe4FStSeN9oqwUNVW+yQtu2EW5aN4S25lLGuZJbGOsHqxmVbaWID80WijXS9gcCWscFseLhttZEoLXRgoINEqW1YhgjVPJCYg/CgdaXmcWavdJ6xhyIpjI9nv2eyIp8EsF0P8ecNwBtB/uP77yPNVsKULgrk6uiLctmq2O7LeVHOhod5phG1r7PgFGRZiuDh4+fhGaTZ7OR7o9MI3MP58OV51ErzrUjNm0JYlK4UYtyW0nftxDNRudKNBsxM9QYzWY2oiiGW1nrjZOo7riAdZmShPbGk4hP2SRxh+d6gTxzlE2nWIE/aW2U2s6L8PdeIsBLtt/pHu+RMSo20PpgRhECpaD1PEprKkv7oEBrMo386P+cxZPf3+m0aeT9BNL9fmfRAKQDn//1DVytrMNLf/eEHc2mZAVLbKPClca3Mbc22wKmkU7QbM5ls7UyZa+/t/M028X6o9jEqivxShvVZcanhoRzHC8VLSRP6YAokeQn+xL/gChE8g4StB8Vxhma7BNgJjayzgNa03SALEg+FdAaLohdW4DXv/MR9v7xFkQkiqKK+w2WT+J7TgUg/XD1pUaoK0ew4kgWfEO852SzlSlPIt8+m01Cs+lHh9BrV5ut8Z3TzK1dMI1k2WxeCOeTwDX2NJuVaLYGvPR0rh3NFoYEvny9Y5rtOF7IFTEvqnSZHbtWcK4nI+5ZqxlRcdzoODM5jq6yq6y8bEB0HCt5amtkY6Kb0iAlk3ttUxue7ENT7y2GH9qqsXOgdSnWxa1GbICYZ3uuvZaJH2RK614tSFUkBa0Hh6dx5mIbDu2VKq2tKDutck5pXa9EyWu3sOxA0e+MZnMmYJ0OQDoYZcYTaB30nAee3viEmM3WeRERgYmICbGZRioxMdotWJA5Mo0kgQHZ3Io0m4an2STZbA+AZnu/+UMGk9jos5a+2/D28BeqhE+Oq6HpqxZKl5JvdMNHR5H7xGG4unugv6GKlXlIXMNZ2LHRcaQDmr5apuCxJfUTaF3WehxLnQWtdWPYlSIqrfvHp3BN4SRofaEDQaH2oLWGJZDZHCvmq83mTFB8mvvcUwCy14tGi+J/uYaVO3OxdHs2k/1QTsKCNNu5Y0hatx1etmw2RzTbnV6Z3QdHs2ULVrnO0Gy06Hh5EZpNb5piox81k3GaUVbZS8WVofJiMeJWrIePpFIAFbgZ6VAg9TEi+Tl9n9VqRrvyDhKTlwm1h2l7ubIY4UGJMncrR6A11YqrdKC0pjTQzZkJc0Br8q1ZamcPMtg3hbV7pPYgHGjtluiDa8er79s08jMdgLaTI9Da288DoY9NsUIs1Ai8dZTNtijN9n4j8o/IdYhS08j7ptlcyPaNg4I4mq1MljfRePcdBs7a6uX2VN5gTEJ4hsif2q7XMDEG5fkTSN9+gEnk2Ug4NoaP9vw30r9SiI1fFWVQjkBr1WgbmoaasSdVBK2njBxoTTkn4b6iARIpreNDAlEosUOrqdeAXssyexBSWpepmfWuDbTuUWnw21eP4dsn//DTjKP7/q17HgGlv0Sg9Z0LdcKTxhXvuzeajTjeVFk2Wx+87EwjHWWzPb8qB578aOQczfZbbMsXE9qpRGlUwkq2qGDTi5Y6mGcMiCnkkn2MU9Nofu8csp7eDq9ALu+DfJJVl08hJDGNJQuxN8KFLgw/XoNGn3Ykf28Z8v50Dasuda+gtX2iECmtCdN0CrSWKK3f+asSbHll3WeCZnMmKj9WANIPtNd24dx/3MSK5/2QlJEuVBS/b5pNks2m15tw4owSMpqtTom1dtlsUpqNmImr3deZ6tfWKImb5ma+PM1GLu80d7PVP9ENa6GuKZf5H9cfLWFZap0X7yA8Lx1LeC9rOmZ3+TV4ePsiuoATqb774n+h4G1OrNDjMoCQb6Ui+k+zEBjiw17JazJF0JrmmCVkNmSntL7Tp2Q467o40XVsftDasT1I9YUq7PnyWqQsUJvNmaD4NPf52AFIJ8uB1mVY/Ww+UpYmgEwj26+fR9YuSW02u2w2TXU/IDGNZDSbXTbbu8ebmHmQkM1GNJu3NJttBFR7dyGajZzoY+1oNgKXE1I4TpdGvebTHyD/IFfRnRoR/bGr8+HLZ/iRTa1P2BJELRN1hzRiUpnatK1coJflf4SgBi5rjpoJZmieNCH822mYCVUjLjQLsSGiUoUSnzzdvLBKorSu13aj0xmlNYBTZ3mlNQ9aM9PI6HCG136e2gMJQNsF20BrV305cvY+CzdPrtpl12UHNFv7KJIfF7PZzr/TiN1HChak2UhZImazEc12F89kcwsKakSzrY9bJyQS0QKJtPqOaDbbd1pKP0DKY7vg6cu9Zvvu1MPDx1vm80zbqXwrFbRO3S1W/J4aHEDX7cvIePwJ1FQ3wLi+FSEIQp/XIKw7fJG/ogC1UW3Y+pVdaFJfZ6B1Gq+JpGNySuuPCVq7ucBzbAwVlxvwtb//ZF0MPonAfqABSCdIoHW7og9f/yHXGZo6BWZNEtNIotmuOJPN9vFoNiqJRZXeV6TwShsHNFvblVKEZxUgkAebSfBpnNAhbr0Ij0g7faJHA/WdOqTt2wx3HvQ2G/QgQWh80QbUvduMJX+qg+5LXgj5S8AvMBKRMeKxOrS1GJrodaC0vsgcwqRK6/lBay+sSBQ1gxfOKDBa3oNn/o/ouv9JBMondcwHHoB0ojbQOmN7KFz6h2WmkZTNlnM4H242mu18O2JTliCG9112hmajbLaixWi29vNYlyWZAjQWIz5lo0CzDTRWM2cFG8isHx5H7y2y+xDLjjX+GWXneSD1+8uE86XFCblbUXEaP74+Hl2z6tIpBETHo/6VRvhFBGDtO/uwMGi9D57uXC4JgdZk1rQmbg3iFgWtNTxonX5ftdk+qUC63+N+IgFIJ0Og9dE/fwcv/8sLCE/kkp3sa7Mxms0KwW95IdNIG81WoVbBy91TyM1l2Wz9VbJ814v1b2BTzvMyms0/KBahPM022tWGsZ4OJG/goBOLyYymd04j/8h+YQrQ+qs6WP+ok/198jkf5P9iA3xCpYX/rjHbXWlJhoGGKgxpNKj4dTu+cvQV9t2xkU4B6JaB1ooTWJq0Ta60Vp1BbKBcaV2r6WTSN6k9iA201r3XjH2vbP3M0mzOBOUnFoDs9SsBrUN9/OAd6MXEpexvTmeziTRb42APRgw6bJRlsy1Gs9Vh1mqS0GwT6LpzGRnbnxD6R3HiMhK3FAlwy9AlNXr23oG3QaycZC70QuTRpazUg61RzRSLycS8FG1tuEOBcZ0BSdm5Amg9Y5iEov4YY058/LgEK2rzgdYjhhFsT+JKj1FjoPVAtVuGhAAAENlJREFUG/amiUrr4z+9hMScKCzbLuYsO3PDP2v7fKIBaLvYYz+9CNOgAc/yNWSdzWaj79uKVzvKZuNott1CNhsl3Xh7+Ik024Qaml47mu3YUeQe4Gg2arTCDU6JF2AWqoTUsfsW/Drm3qqZaBdE/89SRO4SpVGD9UqMdfYjbd9GIdGJuGRKIM+QgNZ0NMJJg0KShAKQtO1+QGv19X5o1EO/02y2BxXIn0oA0slKQWtHNFtEmB+y+epKjrLZiGajbDZX3vmREoMoKUiazUY5sNlxIs2mbCpBzgI0m6ZGwdgbG7xCebltO27AtWJ63v7Ve5rh+2+pyPqGyNzoR8ZZ8nzGwS1zQOsliWkI40FrOmhv523OE1CqtB5qQv9oGyvVJSqtJ3Ci9STLRZbagxw7dw2DFzSfC5rNmSD91AKQToZA6w/+8QIOfGcnspZxMifyKDbOyWbrxMFlIp7lMJtNSrPph9DSe1tWCHouzXYTXgFBiMjkaDZy/x9saEPqbi6ddNYyi8ojl+D/jk7ot/4UV3j9JBOm/6VApMoi60/DV4KQ+9O1QqIUzSMpWy08NxVLUsURkoHWPr6IzhedFbT99Rgf6WSqa1ub0o/gjp3S2gZaJwcnIy88h+Gtx//hLP7w319w5t5+Lvb5VAOQeqS/bxhXCLR+Jh++MSGgOh32ppHSbLaLnfVICApH+hIOeqBstu6JHiEbjctmk9NsysYSRC9Cs7WfvYWsp0T+tuWHdzH7171iQPjPIuHsWkSui2A1QWp+/w5iz4jBSTsat/ki+fUiBMZzolfbK903bAki7UDr8b5uGdPClNZNp5FZcHCO0jouNNsOtL7FEvzbfj6ALX+8DlFxXHX6L0L71APQ1mkEWvtFRuOlV0Vgt9jeNFLbBfJotmWzcTSbfTbbMZa3a8tmo9wTNzcvgWabHtair+YO0reJow3RbOQ14877xPR8oMLgi3XwMXJMxriPFR6/zMaKL4mjsGHahNvfqkDUL4dk9306BYj7aJW8JMMioDWNiNQsZiNUzSVsgSRVWtd0XoK/d7AMtP6/r76BAy8/9pnJZntQwf87C0C6AClofcuOZuubHEGtpkswjWTZbA1v48VcMZuN0WwhmayANbUhTTOrd5yQytVoI5qNmI68Q/Y0Wx58w7lRRFs7AM3mcriPi106+Z1YrPoRJ061bzd/WQ/XV1UIlqyQTQGzCPhFJpKPiFTdRC+B1vVI27tJDlqT3GvlBgRESnxiWs7Az6HSmgOtP680mzNB+jsNQDpBAq3bbmvguz0ce1Zz1mk6k+NsNjnNNn82m+3CW05/gJTNIs1GAeEuodmm+ieh2HwVPkrK++PawN4AbPxoE3MGo1ZW2cdKFxRIEoW6L6qh/GoVYjqYrQ5rBm8L/P4sfi5offwyUnesha8D0DpS4m7FQOtJDVKy5Err66duYKBuFn/4w9+9i4EzAXWv+/zOA5CNQrzSmuxBCLR+q+E6n83G5WtQtlmodwgzuWT7O0WznUZ4Zj4Co7nFjj3NZtabUPfUFfic1gt9NlbgjZxLG5namBrpEKksBS2SZq2zWFsk5od0tQxj8Eg1/CrlK+bJ53yR/4t18AkVC2CTuCEoIUrwuWGB3lCFmckJJK7lnBmo2YPW1C8V79Zj77fFqpv3eoM/6/t/JgKQOskGWnss88OuJ9bZZbPNCP58XDbbeazLvEea7XYN0veJNFv9Kzfh/oth4f6MRrsg8uxqpOZzKZG9/ZOoa9Rgz3YuzYBKMnT1yisKTY4acOUbt5D2zpTsPjsGresZ4yIFrUllPdzegtTH9gqgtXFmEq31x+AfUoQzP67Boe9tR1RU+Gc9ju77/D4zAWi7AgKt/fy9seP31rPssnJ1BfZLLDS4bLZnhdL2Xaor8A+MQWgEl83G0WztSN7AZ+uZzKDkp4Ij+5i9GTXFr+pg4Wk2+jziYUbUiSKk7ubgE920CaUXVHjmADfi2trwiJ5tpzrCAf6c0odGyDv/VAv8XSeWGEXmxCFo3aDCWEcf0qkUBn8upLRWnD8xB7T+8Zd/hC/93dc/1zSbM1H5mQtAOmkbaO33soVZaNgaORJkxUiz2epgtZoQLWSzTaCr7AoyHhdt35yh2XT/koyVfy5a9771QQOe2pcFb74KprQj6XVcel7FyrcmJ4ilthrea4Pha03wGxfnhRxonYKsb4iKGGdAa6LZknKisPRzTrN9bgOQTlxqD0K4F2WzeXn4Cck+k07QbO3nb2PJHJrtJvw6uJGQWteXg7HrdXGORXXgipbFMJ9BauSqX909gO3ZyYhdIjrkn7vcjohwP7tEIS16n65YFLS2msxQld5AeN5c0LqjbhozbgFfCJrtcx2AdPID6mFc/vltxGz1RERWgIxmWyybjQSktHCQ0mztO27ARUKzabf5oej4Rvjy1ZXKq9Xw9nIXVryaCR0qOvtZvi7Vi4sN9pcVNKxt0KBfq2PusbY21D+Fmt9zFrQuYzYaNtD6s2Ia6UzgPKh9PpOvYPuLk9qD0N/m0GxVN+HtH4RwGc2mEtTL89FsuZc3IjKBYzEaWwYxMm7AxtXcPFBvMuPY3Ra8sFrMkLvbPYBRnQHbssXyXVQrrrJmgJVw9eKhm/lAa10KEO8AtJ5UD8K/IBvH/uEs/ugLRLM5E6SfiwCkCzn36xvoUPRh24t+iIpfCf/A+bPZyDePstlsrfWHd2GV0GyT/rNI5Gk22mdkVM+qX0qLV79f2cwcrPy8ONWMram0o2jqH8KevFS4u3ElIqamjDhW2srK1YZL4Jebv2yA66tKGWhtDJhF4M8zkfyyHLR+69sncOjHT3+haLYvVADSxRBo3VOmxqqvLGWe1kSzqWvLhcQg2ocKbWfJaLY2DL5QAx8TF0gczZaFFV/iAsBstuKtDxvx8rN5om90vYrJwGKDuTlfs7EbmR7xghJnXD/DSnXRqznETxSp0vwx0c7dyhnQmkb47Z8h00hnAudB7fO5GQFtF0zg7Ef/eAZPvLoFww0X7Gi2q4hdlS+wDuSxrNlkR7P9RSxW/ZNIs508o8TmdQkICuRgFXrNurm6opA3uFSZ+/D40F8g2yURPw39BtLcOesQplSpUyElPBi5MSJOV1bVB6t1FuucBK37i2aRlJvwuctme2gDkC58gPe0LtyUiKIDRawv5tBsA5NQbFqYZrt4rRMJcYFIT+F4YTKO7B6dwLYsbo5HZRg2DP0pKiwt7HOaewyOBf4Aed7iHPCGsgeeHm5YlSRyu/U8aC1V+XCg9W2kvTMp3DuduwmV3zZ9YWk2Z4L0czcCSi/q+M8uwdfPC0uLImTZbCa9CfVPXoHPGQnNlu+FnMubJDSbBlTUZjlfo41eq1d5cyDbbzw98rf40HBd1o+RlhD8NOwVPOsjsioE1XQPj2NfoZj3S6D1KQKtd2cgMIAbXa0WK8oYaN2BJUZ3aL/sj82vi9J7Z27YF22fz3UA0s0g0Pr8f5/Dt979pnBvGl65BbdfiLIpRrOdWS0Ur+7rn2Q87x6+yibVfjta1oAXV+UKC4tfjZzCHxn+bd77/V3vI/hByJeFvxNkc6G5AweXZgoLFw60bkNhbgSS+cQs+sLFn9/G8Fsd2HTs8S80zebMw/K5D0C6SCloPVHSO5dmO16E1D3z02zFtUqsT4sTFhQf6K/hmdG/W7T/DnltwNtBfw1vd040YTCZQcZCa1LiELcAaP3f3/4A+1/Z9oWn2RbtQABfiABk80L1MC795Bbi/12PsClv4dqnfpyMom/NT7NdV/Yg1M8bOfxCgla82wa/jX4XcQTd5bYc/xL8Rzg4/j2ozGpZv65wzcA7Yd9FOr84oT+W1qsQGxyIwnjR65mB1popGBq7Hhqa7aEKQNvFvv8nJ5H0SxP8zR7o+lIwdv16YZptxmxGEb+AoMLUy8e+JgsyWnicDvkRW/1OGidxeOyHOGUul/VtgksE/ifoL7DNV0zPpNX0iM6A7RLQuuR/KuDpYnxoaLaHMgDposteu4OrP6vFN298Gb4B3OuxoloNL093FORyoxJHs6llZcf2D34XJabbQr9FWAJwIfxfkO8tVi6iP35z+Cf4+czJOf37G/+/xMuBnAqHmhS07mro+UzUZnMmKD7Nfb4wr2D7TuPsQYax4kg2hieI7TBg4xpuHkhztQ/vtuBFCc32J8M/x89mjskO827w3+BZX9GaV/rHt6bO46WJH825V3/seRA/C31FBlqfvFkP3UeKL1Q224MK0i9sAFIH2UDruB0F2HcoV+iz9yqbsVdCs709dQkvTvyDrE+/630YPwj5A7aNQGeqAEDVlNKjxfTKu7pmPDX5fXRatbLv7nZbhZ+GviKA1u/81Sls+cbah45mcyZIv9AByF61ZA/y42tYuYvztD5lR7PdnVZhxdjXZX11yGs9Pgr9vrCNXPVz4tZjaLIXg+PdWCUxvySm5PDwD1BpUcqOYQOtb36vAo8fXs18Ex+1uT3whQ9A2yUTaG10ATIP5greyzaardM6IPTMCtdUXA/7CXx456qmnpvw9Q5CUjinihmdGkBt12WszXgCXnyBa6PFiMPjP8RHdqC1/5AHbqh/8tDSbM48cA9NAFJnMKX1+Xp87cdPz6HZ6O/xCMPFiH9FujuXfNSprcOM2YDMGM432taMZj24UXEDQvlC1/S3Xw5/iD+e+Xdhv1cbDuBfd/ypM/fhod3noQpAussMtP7VTVz4B8Ucmu1C8D9hmy83xxvTaaFQl8tet8YZHTy9OKU0tXLVKYQHxAtFGWkbgdh/MvwTrPctwPsh33toA8vZC3/oApA6hkDrI4Yf4oI3l1tM7df+38KXAnezf5vMBlxv+QBb8yQJ7Y0lMJumERqRJbgu0L6qgSpMz0ygIJFLr6Q553+9Vow/+P0DDz3N5kwQPpQBaOuYr979MV6LOoM/9tiLX4S/KvTXzZYPWQVNb0/ON1rdfYfVEomILoC6uxwWiwnxyZypEbW+YQV6R1pZvZRff+cY9r2yHRES7teZG/Gw7vNQByDd9Neri2F8f1rwtK5sO80WHGGBHGZITlZGwwSrf2Jrg/0NGBvtQHq2mOqpM4zhv3/4FjZt2vJQZLM9qAfmoQ9A6kgbaB38+AyiYyKQEsl5/+l1w8zPLz1XrDli63j99Aio2E1G/kF4eQeCq832xTCNfFDB5cxxHgUg30sEWn/ww1N45q/2MXsQes023X0H+UVHSLPB9mq/dg5xK9bB0497NVstJqiaSzGhCcDds8NfGNNIZwLnQe3zKAAlPanVDuLkP19F0a5c+EQpkJi2hY1u1LpvleHkke8iqigNO/7trxEYw72iyTTy/e99hG++9tUHdU8equM8CkAHt5sKMZrMWjzz6mH2V6qWefzFv4CumzMi8k/yx97XvofI7KV4RLN9vOflUQDO03+151pw53wDXv6b7Th++FvQ1nTJ9nT3d4Pr6p3Y8epTj2i2jxGDjwJwgc5rr+vGyb9+E653L8/Zy+zii22v/fMjmu1jBB999VEALtKBBFqXvvo6xq9fh6enCSEZidA2qBF85CC+9KOvfMzuf/T1RwHoZAz85tWjCPP3Qv7Ta3DztTs4/NNnnPzmo90W6oFHAXgP8XHhNzdx5Z8u45VLX39Es91Dvz0KwAfUWXQYnVYHvwhRkPAAD/1QHurRCPhQ3vbPzkU/CsDPzr14KM/kUQA+lLf9s3PRjwLws3MvHsozeRSAD+Vt/+xc9KMA/Ozci4fyTB4F4EN52z87F/3/AUZQf1S946HlAAAAAElFTkSuQmCC</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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="i" style="normal" x="11.562499999999773" y="11.562499999999993" color="243,118,29"/><watcher var="tens" style="normal" x="11.562499999999773" y="35.843752312500015" color="243,118,29"/><watcher var="ones" style="normal" x="11.562499999999773" y="60.125004624999974" color="243,118,29"/><sprite name="Sprite" idx="1" x="0.270270270269877" y="-3.604482531312061" heading="309.2857142857172" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="214,0,177,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><custom-block s="polygon2 sides: %s length: %s"><l>5</l><l>30</l></custom-block></script><comment x="19" y="106" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="19" y="208"><custom-block s="polygon sides: %s length: %s"><l>5</l><l>100</l></custom-block><custom-block s="asterisk branches: %s length: %s"><l>5</l><l>100</l></custom-block></script><comment x="19" y="268" w="90" collapsed="true">Type the number of sides wanted and the code will create the asteroid. </comment><script x="19" y="300"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="19" y="514"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>0</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="19" y="728.0000000000001"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="19" y="942"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="19" y="1156"><block s="down"></block></script><script x="19" y="1192"><block s="down"></block><block s="setColor"><color>255,46,101,1</color></block><block s="clear"></block><custom-block s="polygon2 sides: %s length: %s"><l>4</l><l>10</l></custom-block></script><script x="19" y="1288"><custom-block s="polygon sides: %s length: %s"><l>5</l><l>50</l></custom-block></script><script x="19" y="1327"><custom-block s="nest polygons %s %s"><l>6</l><l>10</l></custom-block></script><script x="19" y="1366"><block s="setColor"><color>255,219,253,1</color></block><block s="floodFill"></block></script><script x="19" y="1594"><custom-block s="polygon sides: %s length: %s"><l>7</l><l>70</l></custom-block></script><script x="19" y="1633"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><custom-block s="nest polygons %s %s"><l>6</l><l>10</l></custom-block></script><script x="19" y="1729"><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><custom-block s="nest polygons2 %s %s"><l>3</l><l>12</l></custom-block></script><script x="19" y="1846.0000000000002"><block s="down"></block></script><script x="19" y="1882.0000000000002"><block s="floodFill"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="19" y="1939.0000000000002"><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>4</l><l></l><l>0.1</l></custom-block></script><script x="19" y="2007.9999999999998"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="19" y="2165"><block s="doFor"><l>tens</l><l>0</l><l>9</l><script><block s="doFor"><l>ones</l><l>0</l><l>9</l><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="tens"/><block var="ones"/></list></block><l>0.3</l></block></script></block></script></block></script><script x="411" y="1664"><block s="doWarp"><script><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>360</l><l>5</l><l>0</l></custom-block></script></block></script><script x="404" y="1453"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><custom-block s="nest squares %s"><l>100</l></custom-block></script><script x="19" y="1537"><block s="clear"></block><custom-block s="polygon sides: %s length: %s"><l>3</l><l>30</l></custom-block></script><script x="641" y="1522"><block s="setColor"><color>214,0,177,1</color></block><block s="floodFill"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; backup: %&apos;backup&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><block var="backup"/><l>-1</l></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script><scripts><comment x="333" y="178.2" w="90" collapsed="false">This will create the asteroid based on the number of branches</comment></scripts></block-definition><block-definition s="asterisk branches: %&apos;branches&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s backup: %s size: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon sides: %&apos;sides&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s backup: %s size: %s"><block var="sides"/><block s="reportProduct"><l>-1</l><block var="length"/></block><block var="length"/></custom-block></script></block-definition><block-definition s="polygon2 sides: %&apos;sides&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="doSayFor"><l>length is drawn</l><l>2</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="doSayFor"><l>height is drawn</l><l>2</l></block><block s="doWait"><l>.1</l></block></script></block></script></block-definition><block-definition s="nest squares %&apos;number of squares&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>i</l><l>5</l></block><block s="doRepeat"><block var="number of squares"/><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="i"/></block><block s="turn"><l>90</l></block></script></block><block s="doChangeVar"><l>i</l><l>10</l></block><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="i"/><l>5</l></block><l>0</l></block><script><block s="floodFill"></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script></block></script></block-definition><block-definition s="nest polygons %&apos;number of sides&apos; %&apos;number of polygons&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of polygons"/><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="i"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="doWait"><l>.1</l></block></script></block><block s="doChangeVar"><l>i</l><l>10</l></block></script></block></script></block-definition><block-definition s="nest polygons2 %&apos;number of sides&apos; %&apos;number of polygons&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of polygons"/><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><l>20</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="doWait"><l>.1</l></block></script></block><block s="doChangeVar"><l>number of sides</l><l>1</l></block></script></block></script></block-definition></blocks><variables><variable name="i"><l>1005</l></variable><variable name="tens"><l>0</l></variable><variable name="ones"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel(Riddhi Sahni)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>