<snapdata remixID="9714543"><project name="bubbas " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu1dB3QUVRf+ZnbTew8BQgm9SVFRROwFwQKI7bc37KgodlHEBqKIFXvFgh0VQcWOqPTeSUIK6b3u7sx/vvd2kslmawhYDvccjsJOefPefffd8t17lfVluo5/AO2s1fFNiQZ3g4m1Ahd0sEBt4zizd+3A2y88he+//AzRsXFI75aBp9/9DIqitPGJ/+7bYoOBegcQbgUqGwG7c9K31er4okhDYaPeYh02r12N4UOH4IhYFSfGKZh1982449Gnwenjmhj3t2VWlLYyYNHePDHI5NQ0bFq7Cn0GHgJVtbRlDFhUrGFnnY5e4QpOTFBbMFqJTceHBRocOnBVRxUhamBM89vSxViz/DdsXr8Gc9/9DLXVVXj0jpvQ2NiAWa++36bx/ttvClaBRk1+RXwIkFUDPJ1tR4Wj+cs2VOsot+sIVhQMi3DAYrWKH4PIdF88jxm33iT+ztXYFwnWZgbMydyFTl27N41428Z16NV/UMBrs8Mp+cYmquga5pm5XsvTUOvQcX1ni/hof+nBWyZh2lPzsGf3TnTuliFuq6utwcRRQ/Dlim3+PuY/dV2IBWhwMltuo46nsxyCiSjNdCjYUqPhnBQVJ8WrsHHjr6tBTFgI+kYoqHUAa1f+iSuPG46zU6TAoUzQ2siFbhkwe9NqbP3jR8nhigLddEobfy8vL0dsbGzT77m5uejYsaPH640VdH3e4qTh6FRXgP7VmV7fl9ylB37rdRpirQouSPX/MF782QKcctZELHz/bZx+3kVNjHR83zQs3Zz3n2Isfz8mOgho0IC8RuDxXXbBfIMiFaQFK5i7x4HPBge12ORzZ9yL7DOmYq8ShhG7lmJ7z1GwBgXh+DgVpyWp2BclrhUD7lr2Dfr16uHzW7Zu3YoePXrAYrGgoqIC9Tv/wMY37xNHpb+UH98bK3udibHLZ3kU5JR257+3C0VFRci3W/BmTQomZ4T7LQUXvDEPEy+dhIUfvI3y0hIcP+ZMPDD5aiQmp+DRee/4O9T/5HV3breDgnBEjIpxySrOXGvDp4cEudW1HQ47zvy9DO8ckYRym47nc6QIvSndgk4hgZxJLaeyBQPuWPMHeiVHCYlnSCpv/y0pKRHM16lTJ9Q9PRoDk4MCWqgnulwLDSqmZj3n9T7l5h+QVdYgxjVrbwSuG9IV4X4KwXuuvQQPv/Bmi+dTffjxm4W48JrJAY33v3Tx67kObKrVkRqsYEoXizhCx6214fPBntewXgPOXy+ZdEmJhm9LNVAzfLSn1A/bQi0Y8IPZ92HChAniOZQ4F110EW677TY88sgjWLRoESZOnIiPPvoIZ599Nt599108++yzmD17NoqLixH/2likXfUS6t+5Ro5DtQKaHaH/ewH1714HJTIeUFToVUVN43ys643orRVgfNkPCDnzIXmv874WHzN5KbYXVIlN8UJ1Es7umYYOfu66yvIyzLznVowefy7SOnfFn78sReaObbjjkaeoX7Rlzlrd09AAfPcrUFHV+nHBQcAxRwBJCe3yqnZ7yO3b7eJZD3S3IsICXLvZjvu7W3zO65lrmpl02k47ajXgijQL+kS0bS5bMOCXr87B8UePEJJm06ZNCA0NRV5eHoYMGYKVK1fixhtvxPTp03H//feLP71798YJJ5yAgoICdHh3AtKuflkykQ6oHftDrylDxF2/o3HpM7Cv/xpa3kaoHfpBry6CEpmER6NOx0AU4bRtryH0onmof+daqGn9oNeUwtrzaNhWfQw47NBu+h5bcsvEuF6u74CJvTujY6j/H8z7dmzegK0b1mLkiaMRG99+3LBqPbBlp+QLiwrExgAhwVIpLy4F7HKdERsNjD6u3XjeJyOGqNI9EhkkXS1mzYheh6VlGrqFKriuszQkyIB3dLV4NQR5nZkB/6jQ8FGhhgQrcGe3tknBFgxYXlwIPX9r08dR4vz666849thjYbPZPBoYSUlJiPngMsT1GAL7ui99To5xwawu1yFYa8TkPa94v+eWn7F6+x7x/mk7gYfGHIVoq/8M6PeAArxw2QogM0cy3vFHuZdyNjuwcAlQ3wgEBQMnnwyU2+mH0xFtBeKCFFCYt5MwbvqCIBWwOV0tXSOBzOrmj5ud5cDeRh1Xd7SgZ7icR14qjuBDPB/Be+p13LDF3uKYNiTprDYew62MkMXzX8bg3t390gEpWTp06ID8/HwMHDgQyUlJAS3hr2U6lpTomN7Ds0JXV1eHZb//LsazcuMW7Dx2kti1fqqArcZz/bljcMUtd0lpOvthzJ3/OYKDQwIaNy8uLJbHLpnv3DO8307H7qLlQGklEBcDHDHUzVGtAmkhCkLb+mEuj6SzubxR/mNqGLC3rvmCu3fYhXvloQwrQqBh9Z/LkJediaey7Hh4ZA8cPnwEVLX1QMavteGtAUGINLl7jWP4nm5WMGAQKLXZDWO8KCwsDGQSgyIiIlBTU9NCirpz4xgXfJM0HIMqdyCtoUT8kye3D3/7LeNkpHTvg2s7tc3hfefVF+LReW+3iIDcfvl5mPVa4A7p9z6HcD+MGw2EeeBfOnt31zVHFRb/yHt0jD5GQbAVwmNAW9Lsxgi1AF0DUC+8LXh6hFQFcmpbXmVIrZk9LPjmkw9w2NHHIjE5FaU2HRf/modrin/CmAnnQTEx4dWb7QhRdDzTp6WEnJlpR5ENuDXdt/7obqxtdsMYD4uKikJVVbP27fp3bxMUHR2Nm++6ARVdhuHUP+fAqjm3rMtNPCRCn83CiqI63BBficrQRIRHxQS62XD56cfhtYU/tLjvunPG4PkPvwroWaXlwDc/AimJwAkj3d/KxSw0fU5KMFBTquDn34G0ZODYEc33kVHzGnTQyiTRsdsjTBH/3R9kMOBFFSuQktZJ/DGo2KbjkqU7EVVbhuR+Q4S/sKBRF05pBgFc6Yksh/h9cmcLOrVh4/jlhqFUIrNQulVWVqK6WioUhruGTFdbW4vw8HDBjP66cZIS4hH0xOGY3e162NQgjC3+FoOrNrb6yPmp47H72HsxUilFt2A7iopLkDDo6IDX5rbLzxXhN3MM+NZLzsaTb34U0LNWbQC27ADGHA9ER2ooLyuB5tAQFBwsYs2VdslQJIa9uoUpwm+pacD7XwBBVmDi2NavrNOArDp5H5mPocn9QVO32aErwAkbP8VJp4+DxdL67Jw//22cdPaF4vUJQZ43w4xdMoR3Z1crEgLzwolne3TDkInGjx+Pv/76Cz/99BMaGxtx0003CUZ88cUXMXfuXPTr1w+zZs3CqlWrxH/pFyQTDho0CB9//DEuvvhiTJ06VSz4+eefL35fsmSJsJ7nz5+PlIR4RD8nGWlJwrFYfdIs2Je/g06nXo+oTV8iK3MLaizh4verRo9DVVlF03pYuw5u09pMvnAcbn3gcXG8zL7vNjz+ynyEhsl3+EtffAtU1wBnn6ahurIE8YlS99U0DUXFhSiLSBF/Z9w0w4WJ5n8G8GQ7z4PeSMuV4UlxvwpkeAlP+jte83XU/W7aasfuWg3J5dm4ZFAXjEoIEmM1iGv/5Yfv4PRzmyNHnt41dbuMpDzWwwpLG/aLRzcMJdqRRx4p9LsNGzZg3LhxSElJwc0334xJkyZh9+7d6N69u5B2n3/+ufARUh+sr68XDNe1a1fhSyTTkYKDg8XvdFzzObynY2oyYp4bJX5X0/rDes0CrKoNw/qiCuQhAj0+vwH9a7aiR10m9Ju+x6ac0iYdMaL38LbMvxjvL0u+FmCEE8aeBUUJXOv/9Bugrh4YPaoccfGxLcaxsbwelqAQsRiGhWm+wBcD8loeybvqdKSFA7EWIMqiIDEU2FXdUl8MZAKq7MDMLDvKbEBug44KOxDZUIXEUAvCwyOQGKwIN0yYCuzcugkW1YKuPXt7fcXeRmB2lvQztYsV7OqGSU9PR3Z2dtMgzAYCJV1ISAjKysrc/s5/9GZQ8PcOSQlIff1U/+bxlp+xZkeOYKBff/8Dp199W6v76PsKtUqERp0DaHTsG1LD08CWrQQy9wAjhxQhvUuz5U99aUc1F0RHn6igVhKBxgaNF6sFOOd075+tWHRsrmx5FHeLBHab3Cn+TRzwW4WG9/KlgjkqTsWRsQrmZDnEPI3Y8S12dxiAXaGp4vdjGrMRn70WJ44d59M39GSWA/mNOk5PtGBUXBvEn+sRzAGY3TDDhg0TDmh3Op3VahXgAzKovzqfu+uGDRuK2JiWUsR1YimFf1++XLxn/abNOPGiG1pcQn0pIQSosTejPKh70Qlb2iCtzfakwhLgu1+4gRowYpiOkNBQ8XhavEWlpUiMj0N3ihIXKioBvv0FSE4ATvShwnYIA34olgPvHqYIXZIbjP5CYvn8pTVVOl7JdYhox4wMqzjWSY/stqPMDhwbp6J/+XasX78e78YdhojoWNzYMwqDo5rH/+S0qYiNT0RoWBguuPpGcT8NrFlO6fdID2uLI9zfsfE6z3AsXUdSKFBU7/5xdBfwmOGiHzDy4K3lOIvr3Us7b9/Q1nHTtfEB3TAATj26DAocCA4NxYbSekRGx6BnVJBgGFf6+GugoRE46xQgPMz72zuGSwbku8IsQJdQyYRkIH/nnNAp6mhkvsddHMVlNh2PZEpOvrGzBemhingX9UPKsmf6SMOE2Mm7Hp8r/p86LuPo6d174J4ddjTqwGmJFhzXRunnnQGdlhgnYk+zW69p1tp6HLR10T3dxwXhn1oPG4GLxj/iZGxH2pkJ/LEGCA0Bxp0q/Xk0Hrh4vd3ERf9YDezMkiG50473PZCMKGBduY499c3HcOcI92vh6WnTd9mFpJrT2wp3gaOFRQ78XC7HPKmTFRlhQIVdxz07HOgWrmBKugUfv/UKJlx8ZdMrHr79BtRNmgMa+TFWgA7oth2+8pE+AakRVnm85dZKp6ZVBTqFS+emEerxPZ377woiessY6/RwzHJyOP7iBvdjYKx2xTrpGgkLBewOoKYW6J0BuNgXrR7w1XdARbWMhow5Bcix663cJ3S9fPU9UFXjX9TEeAnH3SUC+KVUFyrEqAQFhfX+H7+cjhu32EVs97Yurf13tIZfy3Xg00KHAJmSqDUkqApy6uU770mzYvXzt+GemU+K378ptOG7vbVQwiJAl9+0DPeMHchq+2RAwaUMpgfLo4CSpNIWyCv277WCARs8Gxu+GPD3lcAh/VofiZRY/XsBkRHex7/kJ6C4DKhTgLpgHZ1SgJ6RivD57cgCjCARGXzCadIF4y9xwzNPgxQo2oTSeE62Aw/3sApJZaa1VTqedOpvVKNSQxRkFusIhoI6RUelBaBDOtGqIEjXkfjDJyjO/gPdLr0DwbGJwjXEOHJ7OMr9YkB/J+zvuI6KOSeCVq874vHMjeNu02zYKjfXz38Cmsv9FgvQPR04+RjfX1VUCixapoMOJ8qaRHvzocSxJfbWsTtKw49lGgZEqBidqOCQKNXn0UW7dVtN2xjw+1INnxZqeNapyxlf8Vu5hpdypAU8MdWCMYkq8gogpOD3Dgd2OKUfXSwETFBXVOzAxGgLCkN1XJ5mQec2RDw8zeK/ngH5Yd4MDW+/0SVSUgqkJgPjKZ2cfMPj/MOFwNpNwCUT5XHsi7gBsup1ZGUDaU5jaUWUA9+Vus/0M6Tavd2smP6U9CuSwkOBabfK/zec0p70Sm9jmp+vYVlFSwbMb9BBFDSf92RvK+KDFFRWSad6h1S5GXn0Ftl0vJyrwa7pSAxSQKYNdQBv9AsCXOLeVBNoFHlScXzN23+CAXmM8Cgm7o26DWUGlW6qDRWNzRlg5smoqgYefVaGxIYMcD9NjNAx6njF+dLY8EZmZqED+spNtqbYLuHuh0erIlbKo21LjY638hyoqAf2FgHPHBKEwdINJ+Bdz78J3Hk9EBKtI4dGCIBeAQI+vy7WwD9mCXjlJjtsmo4ZPYLQWXqOkLcXiI5qqWrw1Ji0yS58hkxOorN5dbmOY8JVXN3T0oQt7BEF7HADwvXFdObf/xMMaHwQ/X48kkk0kKpsnnXDdz8BsvOAGy/zrOdRP2TMNyYaGD/a+7SS6bc6j0tan6Qzky04N8Wz0nfNHB0Vx9uFb++FvtTVpAiurQOmzQauvlUaA0w/SA8wJLexRscLexyY09sCq6Jgc42Ox3bb0SNcwX3dm5VCMmByknSOG1Sn67h9qwMPZlhEHJhjuGyDjQB3fDAsqMn4TPRi3PnLhP8pBvT20dn1ughxUa9avhL47S/gsnGAXqpg+JDWxgGP35go6bej0/n6S31PKR3RxMdVO4DJ6RYcE+fd4nh5PnD+ucDVm6RV987A5oSgWS8C/Ufo6J4BdA9XEBygr4MS+eatdvSPUHFtZxWTNtuEA/vNAS0RA2RAqiBm4+j9vQ78Vk7oVTOjvpbjwPdFGu7pZUG/iAAsKR/T9p9nQCJ/iU4RxED/TqBvD+Cdz4Ge3YGUJKCxVMHgLkBYmITQb98treKBfSB0pLc/9o8Bd9RRctjRIVQRi+cLtfj5YuDMU4BNNTqIKqHv7eEMuehvf6MjM0fBOefrbv2KvrcDMGWbXWw6juWSDTbhL32FepyJyIDxcc0qBq+/dZsdJyaqOCuxmdEKqoFbt9swJF5169bxZzzurtkvDEiF/JU8hxDVlDj8DCr4x8WpOCQqwK3c1i+DDOhTEvBYpqf/h98kdJ703BvABeOAr9fpOGwYkJ8LxDQqIp+jexeZ10EqKAI++so/Brx0g00E+en6oPObx503YmGGK86TV1y8wSbG+v4gecTd/xwwfISO4w9RWiCQA5mO4kYdD+xyiESjbTWakKTTTMcvn0Vkt0MDOiTLJzPCwW94qrdVpAzQ70ujbEcuMCXfhrhQ4FkXUGogY3K9tl0ZkBP47B6H11ohXJLzUlV09COrjdUMPnjtBVgtFtx5191IiIuBXZORD/ojDci5uwmgxVflAJKDlSao+NdLm6MQZMAjhskFGHYU8zR0gQiJd/GZ/bBM6oHXXux7mi9Yb0NKsIJJTsS2L3Tz7TOAWfdK65ObhYt/axcLIqDg6ScV3DZV98nEvka1sEjD4hINW2s0jE+xtEKT01+5t1AaInMKHdjboOP4OEVcaxCz/Qhyv6vYJoy7V/u3AfjnYaDtxoA85l7Klc600Qkq+ke23v3ma4ZEKTgh3rsu8dITMzDptnvBcOD7n36Bkac0g+hYWCcmCMg35TqYv5EOXE6hGY+3cj0wbKC86s81wF9rgFHDgYF9ZRiN0toMAmVC0UvvAEcdBgzu732pmbBzx3Y7pnS1okeoIlAiJG4WggncycI9+cAzrwHTJgMRkcB562yI0RQon1txzTUaBnsxYHwxnvn3N/M1vJxjR2yQgocyLBhiAhrwuh/3anh/tw5N0XFMFxX/62A6eosAhwMgXuS6HTaRszLP5RgPZCz7RQJS8tHrzklmprwZ3Oj6QtYleSZbSskJKSpSvFz88duvYNKVVwpJ9+eyXzD0yJYQkqggeTy4xnmz63TU6xKP57rwlGjRkXJUPFrTOwGXnSN1IDItowaUYrRE3/oICAmRv/siKu3P7bEL6cCQVqmNiBHJhBxDfBCQ5MaSaCSm7iUgpwRYNdwGqw68eKQVfWKUNgE8PY1z4lobWOipX6T7Ta9rwEXhEpTgSinJANVoGks8zh9rYwacu7G1iwRkmQZ60omqMNwg7l5GqUV9g7g5pgbS/fBIT4tHJyYLHg3t0QkrtmahtKQII447udVjCVtylYJG+MofSPsbC+TxIhTxdMkwNbsVVFRK98v/fMPixD3flWh4Lc+B1/oHNWW28Tsz6/UWcWrqwjzGKJ25CfmHb+VxfcsWu2A61mbZl5Jn7uaeRgjnm+CBTTUa/qigXq7jiBgV/SIUIaVJ3NBGXJ3XGwAkGkqP77aLo/nMpH+QFVzjAF7IcQi40EQfR0ZcsAQOkJi0w4pXI+MUjIxRPU54WhiQ5+GY5XN4PBMoYSYyIHVMwpD8oT150i1Di7meORxBijiaO0hkvV+0tQZ4cJdNwJ7MoSoyF1HIhjT09DAy3n077CIuS/RKe9P8vRoWFztwfboVh0cHbghev8UmTpqX+gV5FTKBjnufJeBPZTr+qtSE8uxrX/DIpHPYIGZU0RaZ2s3iMZZrIG/cfRinMcUl55XXkQEZMA80R4FlJogE8SQ5r7sHOP8M4OjhAC3Y1CRgzAlyZDSOLt5ow9Fxqse0UUZpuIi0Mhs0HVFCj1VA4UNpecUmGyakWDAh2ddMBrrMMtZ77WabsM5fDlCH21qr45FdcnNwg2Xt3IaKsjIhHaOiY31C972Ndp8Z8MksDRZFF45XT8Q4Z1Ex0DFWTn59g/S3/WnVsKdBx+1dLB4lIEuJERXiDs9HTzxBBkaxReP9bWVAYuEKGt1noy39TdZ4IUjBIKYTX+50o/DfLlxvE4bM/IGBW4mTtzC/VheOYm86dOCs13zH63kO/FiqoWe4inu7+3c8GIzLzf583yCEW4C9uXuQ2rGzeDCZsUtGrzYPa58ZkFKMivtVHd1/EM38nDyp7FMHJDPRI08mXJGjY22Ihut9JJqnhEoJYbhdOBlkPupJxpFungEyIHd6oAnerNLKsJM7CUjp9/zDLeeZR/fqDcAZTtWUoa9fyjVM6WLFMJdjjtERpmoaOjK/JzkYot4hiS4cUluYN5DVv2aTDUz/7BauimJE3mQtE85v32YTOuH/OlhwcoK8mgWfmH5KamxoQDAttTZSuzAgSzJc6YEBRawxEXBWeBWMwaOYyvhPu3R8Wadhaobv3UhgbKTTMUpHLUEGXER35M6l4s/8CNcNUyndxF3nvALc3AwMFo9juI5YQjP9b71NGBWvDwgS6gWJUoQWqCuMKaseiLHouG2brDLFiAVjr/uTuMH4PurgfNMVnaw4IkZpIXWpr35UQENFTvD4ZAvONKkF3y1ciF5DRqO2XsWaP5dh1Akj5Rr7XsZWn7bPDEhrlr4hd1nzfFt2LpDe0f2Ufr9Xx+9FGu4d2IaRe1klSkY6dmnZ+VvDqMahI7dBMp873dFmAx6aC0yfIl/MyldkyhlTWw4kt14HKw9wcV/tZ0WoRRE6qTupSka9fKNd6IOHRSu4pUv7Gx+epolGyZJiWZrXE1FY3N3NKhLrDWJaAdHdDXXVCAtTEBYeIUC3PNkYO+8mT2a/aZ8Z8OUch8iMN8O+WWIis04XSSt5hTLMw42d5OILe2KTA7oVuL1X+zIgv357razJ4s4X6G52yCScZne5vMb1PIoYFyaAk3FiwwBxfd7vFZrwdZKOilVxVnLryM9XxRrm5zuE/srq8ywS+XfQO/kOEYsm8JQhVDqrk4IUjEuR7hkzMSJEcEbPbq0R5MQUkjmZ1tCruXS4z0/aZwYkvu2NPA2nJijoHaGKjzGnQZZXAEFBQISp+AB3FAEVj6x0oEcacKGH49vn6H1cYPgDvTEhmWq7sxyGv8xKDB+t4MMPkemV7pL1OC9TtjEerguMIk8J+qEpnfl3g67oaMHx8b7R0a6f+uzD9+GE08dj9fJfcd4V10E1W0f7OnFu7qfE37UHsDUCOXvlBX0yJLAj2Bk3b7QBm7YDXTvJ5Ct/aJ8ZkC95PNOB38u1pqKRoaqObmEqbnAWs9mwBahrlADLDWVAnx7AFzs0OBqAQSUWNJhSP6krjjwc6NTBn+F7v4YajFHmgvoYMXXGnuaRkd0gIVokf5mP0RNmtRlplY8/B9xxvedxUBV4OtuBImdUhFcyYZ+WP4EZdPu0BeLeUF/flI/8+tyZuOwmF12gDdNHQ4kxdPpDqdfTl8r6hUQEEbXN3BcDpGF+fK9uEqxB6bc7G6iqBQb18W8A+8yALLb4sKi0rgi/1t1dLSL+yYkn6veBDKvQA7lgtbXS6//WRh3bGjTEVgNHRVjQxbljGHtluiOz0mhYTRjTDJP373PcX8U4LS0/dxRlVdDBuYP9ecfKdcAwl24UzC0Z4KWKhScdkO+jquDt2Pc0JhZcNyq9LvthidsokT/fw2uYvF7lIXuf3/v7X4CapSI6HBjUV/o/Sbn5wKYdsugS6ZKzpVHGZKzBLsaZp7HsMwMSgEnk7+oqDSU2id41JN+OWg0Li3XcYvIRflTgwNKlCiqhY/xgFWN7y4RrMxF9ceP1C3DahIk4+zQbHpl6A+5/ap6/8+nxOs4xN4AhBQN1VPPB7pjNFwPy2GVIjiXXzETmozrir6FkvnfFbz9hy/o1CAkJxcTLJrVpbuhF+LOyeWfSbcUimfRQUDX54kdg/mqZ09KvJ3DRcUAPN7HkRT8ArJdD+t94aYwcEAbk8TVnjx0nxlvQkbnDDcDSUvlBxJINj1Hx0V4Hzo2zYKOdSdY67I3Apk9U3HqmAq2j9Iv1d5PvQGX31bdLMXBgLLb++jjOu/I6UXXg76bHngXuNFUG+WQRcObJLR3U7sZI5qef0WBBLmogVnp7fzddQyur5FrR8ifjmam8Epjq9HtOvxNYvEcTxmT3GKXVRuJ9BcXA/bMAnmKTLgKG+1m8bJ8k4BOZDhxHBVoBhjqBptztbAFgtH1aVq6hb6UF4fE6QsMByy8qIq0KrrwA2FKrCx+Zca95Ahrq6/D76jAh5k88IhdJKalC0eaUsYYeqz3RdULlns+jvkIv/YGgmS9IdDWT2FlmjQDWfxOR+X8tl8w3LEp1O29Tpkt3y+TLgf69gfVbgU3QkJbC9VLdxtl//gN46V0gLhp4ZoZ/M7JPDMgCNycmWESVdNc6eMbreUQ/mGEVIj2/EFj6K9C5owxrVdl1bK+TdU9cixs+9cAdsIQkQUm4BBsWX4h5Hy8WiTVskkISjfKcR4XRJopHOfNt23Kk+Tdd/42r1lWzPJsu5t0d/Io+z+vvldUinnNKwepaYEsmUBqvidTRkbGtYyiUmjfdD7A1xbzHfJ8KYh3b2qyQNxcTy5btwM3pFrAErTsyGND47Z2PJRK5R76JCNYAACAASURBVFeZg7q2mrmnEjLvSpm7MvHFknDccE0yVlTIhoVELZPZXT+fZWJp+FAyDYoiEmb/RhT+razIzcpybZw/+ijd0V9rASZMseYNW0sYRGNybakOPVrH8A6KwE0aRN8oq4Yt+VEaIXTYM9nJF+0TA9Jcf2iXLP/grkL62ioN35TquMPkZCUD9u4BHHaIHNqqKh1xVlnG1pUICv3ka6DPSZrIk+gfqQrd0hNxconM4X8Pj1HdRjQuOvUozHjuddRUVaH7oGEiJCVqCTp9c1SFWEmBITF3Fa58TWhVRTmqKitgt9lEFal/GjEeTV2UBpGnZj+PzAUyc4FptwAdnfnKxnfsLQEW52qgvOnLhBETpacBu/cA7IB20tHuyxC7zsc+MSBxblRkCcZ0RckyDZLFb+iGMdP7n8sUQBZoJKOsqdbFEd7FDQPSuvx5i44hx+giMdufOCml5J8VmjBuhka33uEOhwM2xYJn3ngLY87xXoKWQpTFfbyBbF0n1ByoLy7IR2JKOzg025GLuUEZqTrag/Tjq+6dKaXZjNtlHN+VfinXUVev4xBWZYIMMhg1dDZuA55+FThmuLSIfdE+MSClBvvKKtDxWaEmJAZLOdCZKQCWLhlYHAwjI19+B5x6HBAZK1MSU4NlqM4cISBE/PtFCkriNBwzzD0zlRTuha3RhrCICMTExTd9K+Ox3ADDotVWUmzRr7+jy+AjcNc1F+OxeW8JJA8RKQaTcXHo26wwDYb6aYofSVQcQHHBXiSmpIpimjVVlf8Iy93MBETrkLwxIC17dgG4/Fz3PU1WVtF41N0+gwJm6TJgytX+lTTZJwbkh/AI5eHJJCN/iccqj9chx+moseroECwbtBg5E0yCeWcRUK7p6HeUDNQzRtlMOvKys5CW3lX8E6UaFz4lTaIeeJouL9dEHgbDgwZRRzSqiyaHKEL39ER8RmGDLnybJB79/rQhIDyJeLnIqGjEJ/mhBPk7ae10HRnQm/7H1zAQcMuDQFI88PAdrV9sOK7dMfGt02WtmedmyBCsL9pnBuSiUmIwcO1vlx9axB9/BWyHjpA4HRN6qogPl/kiVHTXbZJW7qHH69hu03BMnEVEWQyy15QjLT4GVXZZ1ZPwroqKSthCmwOQPIZpJR/qPIaLCYt3tk6g34vJUf4Q9UNWPCClhEjd0B1x53MsF5zlz1P/vmv8kYAc3fX3SJ/ek/e3Ll2yslJHrdZaArKJwR2PSCv42QPhhjGkzeoqXeyqwQFIQS7q4s067HsUxJrKmYmFTgJOGiXDVMSm0UAxHKU82oMaKlEXFNmywn1dJcKjopsqpa6v1oWfkEk31AuNui1MzvZ3oxhswrwXo39HP5d0U24WghPYsIZs+sUSmcbJJjb/RPqrkg1x3B+f5vEuXwW89oGM/T79YMvSHfQh8lvNEpCn1o33Sd/obdcAjA/7Q/ssAfkS5sDmN0jEhyuEx90gaD3nNUg9i45sT0QGJKqEISLGbNmjjNVOC2sdoLVp7nqZk7Ubw/t2a0pQWl+tibJhhDoRkMCoDa1bd9a2t4kiyplhNIIGOOnUBwdFqU0IcLZdcJV6BCycPUY+lb4xLiaJMVRf+cX+LFpbr+FGXFOlIadBR3f6Xp1uFK4AVRLXlXjwKSB3rwQZPHaX/C+fwbJvVInpaSARrHDvLIlyZ6z4Bj/q6Bjf0C4MyIcx4E40BZ3AAyI8d9YhU7FiAQ8yQtK9VUhg6I4LPyBKFbAm1rMzkpTqamtRVlIkuhPZGhrQoVM60iLUphRNWnt8Bw2RzdXyCHWVXt4WkhVEWUnUTEYpW0Zc+OzDYlT8L8bSCnrE2jL0gb33mcTPuVKHZA0NOc8KaHuXjJ447ewL2spTft9HNA7tKuKBttdpYp2OjFFFgIDQe4cuw6KuKsZDcwAm0JMG9gZ6Hq6jPkJHOpm3TAHzrLc629USB0jjI5DOn+3GgBwgGYYfQ+IHUnGnDUDLkkxn9EIz4r+UhOzY7YnI0OurNKSH0ZrVBVDSnNrpeh8bu+Q5ETc0Qggl4tFNJvanVgufxx3OFEQDnHlPN4so70FiXT/qeczhJRK82q6joUrBe0dYhU7JPzRyXl0AkVdM18TEMc06FBeb9f8eevg3HH7UUbjmIqC2uhoLP3gb515xrd/MFOiF9HVy7uk4pgpDqD09GH3DFeHYJzGESnWHp4xrK1yWNFn4ncz8K0+WGzu2oFleMmJCiX+cqf+dv2NsVwY0PoRSzh38SRRaDG+O2dIp6hoEdx04cYbMyh8YyRovUrImhQAFLu0jWKaDk9zgxLQRkU0/INUDVtCntDUm29vkXLfZLnTH81MtONVUHYr3cHMVNegiN4WRm88KHXh5i4beqQqe6mUVRzR1oQdmAYMGeHbElpWW453PY0URdB7JS774Asee2rJ3F5O4Ery3T/F3jUUyFDeREaI0jlE+gDqyYVeRKVnQiA5qV7FAyNWHWzUBvwopUBDqUISuPmIY0C09MKlnHni7M6Dfs8LqnA3uP9b8DEpVRlRozTIvlURpxtK7TEziopMhqO8xdZNerj/K6YhWMDRawSbn8csi376Kas/LcYDgCcLLxrvJza1z6Nhdx3ovxPBJCfDeXg3zdzjQp07FoXWWplYMN1/mvjIr7yku3AtYU0VOCSu0rvnxWVxyXTPEhkZNfoGUnIS/7wsxREmGc93olIosYkkaHKk2eRnow+UsG3NtnApMM+DVVIPcoZfaOsa/lQE5CTzSvEkmStKfyhyIsShC+fdW7YDMZ8SMqZ9xxxsM6Ev/IzaOtU/o7vFUfozHFIuG8xgzeoHEBAPnrJGlb1mWg1W3GL669AzP3QSeefg+HDP+ISz4EujdvQiV8ZmI6TtUHHEGcV6KCoDBHRScmKr63DyuDEBmIeBgSakuQByUciNiFIFkMcKZdJ/RWCNxrnqHS1WHRaTIsDTcNtRIbwKJ+qE/RmYgzPi3MiAHyh1Hpd4oT2sePOO/TNaOtypYWy1jvIxIGO1PzdfSWt7u3NEDTDvaXwb8okjDxwUO3NXN6rElAt2IO2t0UTPPyHJjrjN7eczNtuPqThas+lQVVnF6kueORg6Hji8WbsdHu4MQlZGAow+PEChy6ohU4NnjjmteUiYtSzI0aw16Ag+Y54GbhFXKGA3ifHEDu3YN40nAYphXpkl42/IKSslmg4uCgZLOTIdFqwG7r/xhxL+dATlI1qTjRPCjDRAL82g5gdx1NFo4PRurNYEDJAl/oKrArutNkoO7mHAsM4jAcMEwH8Tcat51ctjUhbD0N7zUvqPEyKvXW7lzWJt6wmqbGGu3ZVaceyqQ7CUEvDsH+LDQgR17gI7JwEl9FQw0AS1o5PDbCxuADzdqCEmWzEE30tkpnpPJCQb+tqRl7kGIhYWH5PwVNLBOTTOjkdnHJlmEZORdZFrOO/OVOwYDccESrrU/U5X/EQzIyRWWsl1WNCVzBavNhSVbSkUZ5610WtW2GkCrAxJVAl2BqEjZ4chwBRQ1QiQEUVIx94IJ7rRUueHZWZPShhbvZRttYqJZfMcT0XnOa1ND5GYxiP933RZ5DA9bEYTIKFlVi5SXnYnCvXmIiIxCj74DoCsKZq5xiKhP1h5gxgiLKBLuSoa1z8oLPftCdDQiU3Jz0UByJRYGJQOReA2rM1Cd4AlDfc6wWXkFDY252ZrYvCSWbLvIVBPQH+PQH+nmzzX/GAb0Z7Dma3g0MQOLRHQN445sNsPwEYkojoQ4eZQxCsJFGRKjtCiOxOsobbgM5621CZ/kI15q33k7zq93Ws8PxARh4ffAjZcCu7ZuRlp6l6aG2Mt//A55/Y5HVrEumC8jz4KpV7pvsmMUciIDso2EqDmTT0ykjop8BYPtKgh/6toZYM0Xo6ENLXdzcXQyYJil9WbmN1Na/uBMoeiuKTjcYUFpow5LMDCok+J3amWga2e+/l/JgAbzMR81I92UZeT8MlqQjEBQEtJVQMbpEi6lHX2D7qTNGatswv9lrgxvvo4+MgJwzQaI8Tv9jFO329CoKbi9qwWffSPRwL1SVuPkw4c2WZRZZdX4sS4MZeVA8ZcWkdh+yhHujRX2OFmfKSswGH1Mli4HFjc4EBcDjElQUZqjYEu9jh0dHKIsBmv3EbhhJqoNRK54cnctytXwSY48tq9MkrsxyK6goVqWU2FF2UDaiwXKjPuVAakAs/q7mdgZiLrMvtDm7TIZOsNLLgZzWFmRK6MrYFNZbFvHzhr30RAWuWSXo08LNJyb3HpwXJ4tTncO0dgGdEvTdRCaxKNxVqZdGFPP9QmGzaFj3gIFuwpXYMihQ9G/p4STPbupGHvL4hBboiDFpmLkYcBRg2SnT3NWJA0SVQeWr5dJ3nGxsggSE39Sh+l4bclPGHnUSJyTasVlP2TCYe2EMT1VnJvqPqzJI1VUpnBx+jP7cNM24I9IBwpUqf7c0sXSxKx8Z0ODRLDvL9pvDEiUzBt5Dkx3AaTev9OOW9MtLvAq/z+vtFxWru/b0/c923bJXcyeb43QsaNa5pGYG/+x209RAzBjp4ZVFQ78fGQQdpq6//Co4hFu9O01Ysn8+4pK6RtLCVYxbadNOK4N/Yzq1dJfqvDDX3mwd8xAva0ahXolYuI64oEjLEIyc4EpXY4cICUmrX6qCuzAuWY7wD7YrDxA+vJ7YOwJUl146Nct6NK9pwDLPr9sI7pl9MVxhVacMsr9nJC56Q+k9GY0hM7yy6cAldUy7yM4BMgaztxuYO4YC4bGNEtRNm0ksIJH/f6g/cKA/BBW+5zRwz1+ntXgCeNvC2XlyPiqP/VHWAGfrgwyK4ESDKUxnksDhW4Uln0raZSO7M1Vsko99ac7MiyiUTcNxh01EoTAcrZ9TNhCMh8XlpJtTpYDG6o1PNk7qFVyFaH5W7duwZKqYKzfvBm9LPXI0CuR1rkLRhx/CijN3cWLkxJaVodY/BNwirNx4uRXP8SQ0eOxugrYs3ENrh41FPa1qmBQT0SDg72DyXy336EgLBi4/AKgz0AZI/65TMNLP+vQa4HvL7Y2HbtUZxg+PHI/ScGAGZCYL+olJE6SuxogRFv8WaG7jSbwPqKo6TIJtAUp7926C4iKgEgP9EUEvZJhDWlJxZ76IKMmlFBjOygitFbZKHc8OwvRTfHD8CD8UiKvI1FyMCXAkAt0G/HI7huhotKh457tdlGWhK3r3VHeniw89/MahB45BuekWNE7AsjetR1bN6zFSWecLSoLsFUCx5QQ774vnZkBCfxYuKsYKxrD0DUqVLz3q6VSQvqiCycDxO2efLKO+npg6BDpg+VmenS3HavWA0k/WvGObJIuiC3L/hEMuCNTWpZUgkk8DsmQrroYO24/3MOzokc3wPsFWlMFBV+TZv6dY+CxwXIevoiGCHew+bimfkVgBMNqqaHA6nKnEaMzz5jV/u24ztmrg8ehOyQ0kTYMWPULly3uuXgv9pPV8d3RgtfnofaUKwVY46QEVSTsk5Z+9RlGnTIWVqN4opcPYtNroxoXIxWv5jpEAhY38V2drQIGb0hIT49hg8Zr74ZgrtUbIRjQzFh377CLTbDrFQvemK4gzFl38h/BgDzKOE8su2AmMiDJYEr+/wM7mYzkmQFpUX7YRgZkbjHzSsxMReWZPrAaWgsmBBVjqhE24PBerYPrZBpiGIcnAN8VGMcsMCpRwbF/yIYsrHttIKqNb+bjibYmVP/DvbK+HnNf3HVFogTevBP4ZMGfqMs4FOFdgVP6AiMSZcbeji0bERERiQ6dfWe2f/szEB4OHHWo9Jk+leXAumpNMHOP7Rah//mCwD/6HLBjF/DqbKmaUEc2MyD1c+qh2z6z4Ny+Cs4ZKw2fXVn/AAnIwXrSu1x/Y7TgqxLNY9nez4s0jIqVlZcCJR5XxJ8Zfj5KFSM6Qt2OeAWGymptwM4cKbHZFyQ9DIj0kCucHiFjoYx95tQC7Pn20E55/nKIg6NVZIRJX9zmasKZHMK3ZlEUIeldXRxM4r738eYvy8/JgiMxXdwvCpNbFTx+J7D2z+8x7MijBaaRocS38jSRMmmKigmLm6VxKTm/WSrh7r0GAS8W2rG9QkdGnQU3ZKgei4Ca55fSj/TCI/K/lGyd05p1zWm7HGh06Nj8lYqRYSpumyQb+tCdxTzu/UF+64DbdnuGWVMv6+1SlJAKPY2QVrAeHbh/lx0zXKzjQD7OkIINcTqCQ6XlSOvU4C/CwnlU0+JNTteR54RuuUYwvL2TUvXDAgeWFLdsOE3QAhX68ztYcVZS69xjJnWzFSyJoFSW9d29dTV+zK2Atc/RWP6BivBaBXDY0b/DIky64XRhxIi6Maz2IKxqIMoiuy2Vm7oKXJKmop9FxVt/6VhlcaA8RMexqSpudCluuXX9Gjw57Q7M+2Rxi0/86EvgsyXyCCbx9GLRSSJuEuMBQwJu/lzF9DGqQN3W1gDDh7YdbuVrXf1mQPrVgq2yp5iZqGdRKnGXmIlgUiq1DO4bMVgCCzjZ7hjT10Bdf/8tU0d5nWxU3TdRNhnkODip1HXo3uDE8r9mVwrzj/3tH+JuTAzr0cXEo9lVoNLgeepluVhPPdDy7i+W/oRft2cB3QdhZF0+3ls4EIkdO8Ix0SFUGyb239nVKnyJ3FB8BrGNJELEWFJXJtxLP2Rug47ceulWubNbs7rz0+Iv0e+QoUhKTcMzD9+LG+9pmR104U3Aa7OlJCXRpbUrW87TB1apz+5+34I7xyvCNXToIP9KbAS6fsb1fjMgb9ieCaQmyngriY7MohLv4vn8qfci46IpsEZECUDpWYrsuB1oLeEWzG1nPBhQbYBaJv1aTUSHa7zc0WbiO9sCzXedWEpA5lUQGuZqdNw8TV4958HWy8GFfTlXFqq8s5tVHO0nfGqHZgGuPVzFOS5OZKKrGbkxVFpKZBoJVDeYl8KilgTd8oQxhw8vPHkE3lmyTAygMD8XyR1aFui+81EgJx9446nmouKMSxMY8cReO5hYPnynFXfd4D4pva2M5um+gBiQD6ELpoSWI/Fhsa0X2vwixj6POPZE5GZnIiahq8g3pevG2HmxMTLRJVBiMjtXxhfGz/W5ZXYde4n0CJM5vpQwnirtexsTjRBKUZYKMYj61AdfSIAps+LMRMm1vkZKMcL4matMZf/bPRqUfBWPDrVgcEbrN1ISmnugkBnPWceQH6vbW0TuM/XFG9Ob9VBd0zDr3im48ta78OpTj+H2h59s9WAWEKIHg5Vqr2SfEwWY/qGODfEOhAYBS85um4820HXk9QEzYCAv+eXbRTj6pNEieai8NqmV1OOR5Y87xfxOAxQaG9Qa5etrbNQJDUQL3ReUHmyEw2Y3LdOPXBiI0sSJLOYvm2s0wbiDIiVQlDCsu6ZLP56r9KPFutJZBJIA0Y2iGJOCZRUSB1m9SEVoLHD3+bLEnJl41Jo3CENq9B4QQECHOVUbfg+NualdA4tvMpPttocA1nWuTtKQfZhd+CDHJls8djzwNb9t+X2/MiAHtHLZL+jWqw+sIUmt9EdKU9ej0tdH8AgjxMock/V1j/E70cvrK3UB3e8b2eya4b8T3u+O2EKBSe1kjTirIuLYtGb/qmBmmYJOoTKh5+EngOBGpQUDUvIRys4oDO9nxIHh2K+KZXuzqzqp+OFZC6rDdFw8iY5tpQnmRX+laGTo3BkMpX1TLEEDv5XLdz/R29pkrV/VydLUcNDf+eB1LC41LEbBL6Wa0DtvTreClfPpgjoQtN8Z0PgI6h2uhceZc+pafcnXR1P5rrC1ZCBf9xi/c1HpIiID94xoBloyFOeuFRj1Nmbu0UVjLkXG5zGveU+9PIoZk53yBGC1KTj2Kk2E5RgX/qRQMgyxdsQR0ldIaXnVJruQqOOSVfz0nCqY7qrbdZTadYxwVvWi9DPSQIlYZsNpEt/Ff2cjaiJvmGi+ulJWgWDnI+bC+EvczCwq8GOZPMoZVmTDSXbTzAhTAyrK5O87Xa87YAzIuCyTbIzq8rRUKf7ppwuEWKGAEYtA9T++g/5BlufYy4Y0JlQLQapG2M08FjI7tTxPZcx21mkCosVrXpmroKCLhmnjVFEnh8z7bakmLPOvSxyi4YvhLyT6mn6/UxNULHxaVph9ZJouEsaZKklwAx3rRCazzrZBAyIVkefMo3jGLgfGJCkYnWjB/Tuk9coNxvf4W/lhVqZDlKcjiQLz3Zp1v+f3OHCds8tBIOsT6LUHjAE5MDYtZHSCREdyRFigw5XdLBmKagsDMnWT4AJXCejuCKaiT7cRmc9bPzWiuJn0s+BNBauSHLj9ROYuK6JeDhmYGWQ8SimYmAhOYuonJectnayYPF1Hcjcdh5/OahEyg821bYN0RltEsSUSn3fTFjuOilPxv1RV5H1MdzrO+Z4xiSpGeCm/xmcQjMo8FubP8B5WsTVXlv1PMmDg7Nb6DjIF4VM9IhShTwVCnOA8Aksbmo9wAhSq3Rgh1Lmow3mSfq7vzS0BblzgQEdFxeUXyCoRlC2jnIzwYo4D1zibMpIBKa3iv7IKv+XttwG7HbqQdozs0KnOGDSNFcLlXYt/8ghmv7dj41Wc4+zRTGOHmETj2ObzyfysKtEtlHqrghXZOlYV6Mi26QhN0cEkqygLMC3D2sKnyaO51M4suQAnOJDFcF67XyQg9YkPFwJ/rpadyOlTai9U7b5YwfxmSiseuQOjZGUtd8zH6yi9uIjJAYQLr5inw1oOXDNWQXBX5o9IhzVpZqYdU7vKI27KVjtyS4HUb6wihj7tVrkalMzbajWf2W8svMSaNRd0sGBkbDOTkOGZmPQ9y+ia4nl1pQrqiuU7rAwpMp/aAYzqoGBrjIZHe7KnnUwNoCryRJZdHuUW6eivJIyLveCCgTpRO7ENnObhlnZnwFfeAz7+WnraWaZ13Rbp+GQVzQUvts/AyUScX7Ml68+TCbUiAIHI4CQfzWnIgMw9DyRevaDAge/fVBFaoyDjMB3DRuriKOSz6H5hTJc64dVfa9ihaRi43opn7mkeOSFePIaNo9rTN9GhvbpSF82jzWXrjOvJLEzcejtfQ8HuSlRnVyH1iDSsuuccnDB7AS5OsyA5CNi8FWIzro1xgExNt9ApiRYMpIGmAkwLIC7STN76N/uzBq7XtCsDLvlZdpD8+q3WQ7lqqtQBzTiztgyY9/B4y66TkoyV3v0hSjsCUkn+6I9kGmbmscGiv/R4lh0Tki146UkFfFVljIYOlSr2jrDjtEor/lonQsCoD9OxfYADYwcpApSxqhKo0XQR2QhXFQGcYA1DtlFlVTAzkbloxNBJPae3b4fx6cdfg48Xv9gUemNVsagYGTelTvz9CgkyMUKsfBvTTDm3e+vcf7m3Lvb+zpVxXbsy4OiLgK/e9Hzc8veXZ7ZPHzjDocxJ9FRhi5Y2u3VSWmYx91gD0kIVDMrwHVynJKJy7q14kutks4LA9F0OUW8lcqeKF3Y6UBGho9dmC0IaJCMRMnXuGcCjsAnXD90uNDLIWHTNsEqE+dSnsUJ/YajTvfJuvib8gOxmeZKX0nZ8Fxtq//7rJow9LR3hkZGiCNLYcy4UvepIlGabsmV0y1w2jkct5zW7xj07pYZ5Zs4DzoCcFwblGVoadyXw6Sueh/D5Ytnq6p6bAh2m++uJDGY5CwoJZvqbF45FtokbTO0M5LDqjqiqAFjqFIFxE0AFL8KT+hD9ct7Kx7mOilKTc0GGL2UhI5tMBiJmzxBkBY3Am3kOEdM1qrgSTECln8ZGzzAVhY0a/qiU/k6DjoiVPkTqfnSGz+7lW/qt2QBEs2hs/Ra8/8pzuPOxp6GalHEy4N5KYONW4DBTZyMyIBk/758uATnZRjYXF/O2GcBMk07jukDLVsiqm6/Mah8G5FNy6oFKWiYkJx5Q0YCd2UBHpmw6yYyCIYiC7iBXCJk7hqKl7ZpN5m705HFaj5SYZpQMe7FxeKzJQgv34wLp16OORb/gL2WaKHdLg+KEuJYIG7pX3s53oLRRlr6jU5xWOXU/fxA9xE0yq22Qh8aBZLQd+TJt4VBn2wzuyQjmWHNjq61TRnn083gu8xA5CnRlvR7BDK7XmHZB7wyJyDXIzID8Nx6xi972PARWE83bK0u4tidRv6P0MYCpxU5fY2oKw2fuGcgdhtF1THRtsFQFAaTeynoYEZMgRRFl4FxpFRs5NgKLSzQBiuU156eqKLOz4oEmsuuIFOImOTdFFQxPA4jgCaJ+Zu62C4nKTX5HNwuOjfPmmWx+O5mI3S7JXJ6KRu7aDkQTPZQgn0+pWO5krvhgeZ9RhYyMxwoTnnTDtqypRwZ8/QNgzIlAshO9wod//ytQ19Cc/MIBG22yyIwnXwgsmAdEmppTmwdFBv3g+daYwrYM3Ns9BKOmpUK0lPJEvIZIaaMPBg2Ar52xVuOesUksW8bQV3P1UNdTm05x1pThXLDavzviHD2aKaFYjFLwucaVlILs6jQ7S0Kt3JGIQwexeKRkvMldLB7zT1zvZ9YdW2+5k4JsPJ2/FxgxVN7Fc8RcoYv/xnVlqJKMSBcNVa32JLcMyBxUNhxObwklE+9973PgjJNadkA3BvTbX8CMudIKdt1xZ18tM9nmPtSew3f/LJbsoH+NcC9PRIR3xxT5HVTsWfKC7gkzMfGHS35eB0tTyOr3xV9gxClnoKKkGNEJshI5cYGu1aTMz2FbAwIJyKSM33pSPRl9+bJYE85km05mVdAlFE1RjXm5DoGOYXuJSZ0trcqMePpWFlJnyZKkRCA+WgoRttZqbJRVF/zIidpvi+aWAd9YAFw60f07126SQEZ2UHRHP/wOzHxeMiAz+mtqZN4rlf650/fbd7R4MHW80jJZudMd0UggA1IH5LFY0NCa+Yz7mFzP6v+Do2TIa+GC+TjqrPNhr61CfHSUgM77osd2S8TsqDjFZ4jM07PokyM8/7Fd8lm3dFHRNUJpqont7pePGQAACmFJREFUawz0CFDq251SlonmPHZ9j97Xk/ftd/cM+CFw6TnuH8wC3AwfHe6jHywTcz7/Ri7yoX72jt23T2l5N3U8IqNdUwV4FZHdjENTIjPmyRCZ2SLmUcTj+PtSTRxB1KVm++Fzczf+vY3AG7mSaczQ+UC/1aiWRSc09ckBUYpA03B8RvOdQJ/5T7jeLQOyVRPbqbpDqrAFAXt4uKZn/t0fQz0nt0AyC3VQ4gxFYhITljo7dZha6RdklIb/xsjIR4Uts/dmZjpEHUIzUXdjpya2JWBn0EDox1JNFICkC+gylyM+kOfwRKHkZlL/l0WyFx7ruCSHAoUu0YpAnvt3X+uWAbmIPIYvHN+cvMKBspDNinXAxWf/3cNufj/Humk7oGpSYaYSTQlGF0JKAmCjFVcl/41SjkcPVQjSBwWa8PMxnsrj9frNNuFWujTNgiEhKuqq5aIvqdQQFKFjSZnshzevX5BXhIx5dihhaaicmKC0yjEOZBYNdDSfxWfy6KREZd8Ugiv+reTRCma226eLZDI0y28YRbMnjPn79QZjspl+uX4zEBki8xscJoWGide5efI3T11TqfCTF0cnqrh8o00w1ZyMIBQ53TiiMgARzAUaBoUpiA9VcG+BDYoDeGtoUBMjuy4+k3yog1LfeiHHgeBw4JJuaiuYVSBMkxYmHcPcIMTxkWb2Zj2/QJ7yz7u2XUNxB/rz1mySZTqO7O++xh6z5bZtA+ITgBQPfQMpTSgZmeDzYq8gsdGoXph1R0YfLutowa+/ASkdgSdqbTg8XMX4SAs6uDyX8W7qyHTvUNLSaGCtvQmJFgxIa/sMbd0NzP6IWEZixHT0HqUL9DIlNNHLzJH5uw2Ktnzdv5YBmWHHigx0I7hmj5knoqIcyM0H+vV1Pz1szfBTmYbTEi0YaVcFatucp0LEMBOBaKjQlcFnfWXT8FetA/dEBLVqo0BHO32QBhkW8GlhKnrEKE2I8EAW65kvdWwp0IXqQwn4/m4NaxaomHOnM2/E+TCCS/2JkATy7v197b+WAenrY+0VuoMY1vLkIOWxunEz0NcDA26v1cDyuvP7BqGqRGmRuccsNvoI7UstSHYm3lOfHHk0MLPKhruTrOid0lLu8HezgcZyGwQ2HBqtYJCuum0A7W2R2SPl0XnAHZNYyFwR+uRLOQ44GoD8ty149mFZB5qhOuq53cMINfv3yMJ/BANSgtHPRQAAg/Y0Jnwp1us2y06ODA96yungwhJU+ec6YPAAVn0HShrkUUVER36dDIWxPcMgmyoMmbP7q2Ih6YIRDQ7/tOD8sbJk2s4sWQns3U+BJT1tgqGmDGxpFTPd0Vw94o8KXaRRMpw3LkQV5Tr8JeIeGedeuVzBdadIplpWrotafmy0/ctjFsx/Tj6NY2ZIj1EX5it7Cx36+/4Dcd3fzoC0VslA5rRIxiAZKGfohxNKpnHN292+S3r3+/WS8Uteay5zy8njkvE5P6wCRh/WOoYper5lOkQnpvvjgpBZraMwWr7pqDgmBym46zHg0TvlUtCoYKuqZ14FKs61YXCCirtNZTF4DStFGMn3/DsZ6Pk9GuwNwA1prRsbelpk3kcGZOz4uw8UTL5CXvlElkNY+sfGK5h7t9rEgPzNXLXVKAF3IJhoX95xQBiQTajvflxKkem3tSwumejiRqBfiyhcMsfytUB9o2QiurooxQziUceyYdQBjQRzSiwjkZtSlc/IKQPoPD9hKFpZjGT0F7IdWFSs4ZluQQIX51oyZMbTwL2Tm9/LbuD3PwGUTLDhhAQLLja1N+BVNGIYAeK3GvR4ph3VRQqGpSs4y5nD4WvRCNUi0fd48WTgraclIoYqAb/3kigLnn4ZePSulk8yimcysclXHz5fYzgQv+93Blz6m4TkG75D5oowP3iEE1XDAuE8CklmSbZiNTCStfCcdV8SQ4GvfgeGD2meFtZYNvdToy5IpiOx7AbvXbtRxoSH92zpsOUxzz+EyrOQ+psDgrB7jyw3Yj5CWYbkl+XAWafK5z75MnD0UcCzmg2zelmbOmmaF4vVTukApxVMqZRTrePrRg2qBbi5SzO41NMCE77FagpMSmL6KIGlZPqUMzVEpuio/ENF0RoFrz/l/gnshklVhimc/3Ta7wx43T3A8w+3nAZWaDKg+XSk8oglGV59SpEwZoUlSiuPxOtW7ZTuEaM4Eit8bt7hvqkfA+0btwMEkLCJMonMTr8ZeZTFf4hp4/Ov2GjDuGQLToxQUcRkoaSWNWvo6mBfNxb1PvZIYF24hi8KHXhjgP94fRoOhFSR6cmEhG55IkLLmH5qLoD04h4H1vwqU0QnpKs44SjPrLW1VhNx43/DMbzfGXDmC8BUl1a402YDD06RE8gFoeQjMxgMyGy6Uw5nqKx5ksmAeVUQPTbMijx7hrDGHZmE5cQoeRiWI4WFAX3cFP1xXTqWp9hVp+H1/kHCh0cnPPnDgKJR12QxH7JMhzTg6s02wRxTAihfQf2U+hvHSenEvnJG00DX8bBWIMsY8/jl/nst1yES4C/trKJLCKW7dyvXYGACKIyWEv9USbjfGfCiycDbT7f8/CtuA159ovnfRI5ssBPaT6RKFtCgSklkENuzrtwpozKuNQp5DYGz1dXyajIP49hkSH/IkIKRVgXP9bGKeDKNCTK3EcKj1I2JJvOxjrKOV730lPP0TuIKn9kjy2CQWCCJ2ECXvCNhfNAIoQHyVbG0bAdFK+gTzr5vimhV65qtZn6noQe6KyHnz3wcyGv2OwNyIWmA3DdZMgb//+05rbsbGR/N1gkMri9fJStzkjjhdMssX9n8b+09SXQ437LVLnI4pnS1ikJBZlpXreOpLIllerYPIfFt87WxEsa8PQ6R2Sc2CyTKmIhoSkQyKROuiHgx/HmM1FzZsbkyAnNC6LLyRAcloJuZ4TFJHcoXjIu3UhpSKi5bDdgcMszGo9XIW2hv5jOeRyv6zu12AcMnYwgeY96LE+DApn9M4m4P1Z7H7GeFmlsHOmsIEpDDpPij4xRRgoM5u4ZBlhIGFHhIGOK3MLmd6guP8LZtk/01w62fu98l4IH7lPZ7U7lNVo3i8UcmPC1RFaBUdz2N9/WtROGwEBEl7PZaJjXJ7pVkQlbCMjozUQpyY1KX9JUQRCtYVZRWfeP2daz74/6DDLg/ZrUdnil7kQBsFB2IFKPxQulKH6BrkaN2GFa7P+IgA7b7lLbPA6mTUiLGsS0DU+T8IDKsYFz93+GCETrw+jJzVwo/vvLgJQdsBlivhUYJQ4I8jr0R4yYrKqTUZA1q14paB2zQAb7oIAMGOGEH+nJGROgmYuVTFqh0ddlwPEzn3FwrJR+LrwdSzeFAf4/r+w4y4N+9An68n0WVCA0TR5YCsGknGZKVYuudidmUjz3D29Z9yo8h7LdLDjLgfpva9n0wrd8ttezgKXF/BlEismaMryO6fUfTfk87yIDtN5cHn9SGGTjIgG2YtIO3tN8MHGTA9pvLg09qwwwcZMA2TNrBW9pvBg4yYPvN5cEntWEGDjJgGybt4C3tNwP/B5zyT1lYJ4WfAAAAAElFTkSuQmCC</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" 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image="data:image/png;base64,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" id="11"/></item><item><costume name="white" center-x="18" center-y="17.75" 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id="12"/></item><item><costume name="Untitled" center-x="32" center-y="32" image="data:image/png;base64,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" id="13"/></item><item><costume name="Untitled(2)" center-x="45" center-y="43" 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y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="createABubble" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="setScale"><block s="reportRandom"><l>25</l><l>85</l></block></block><block s="setEffect"><l><option>ghost</option></l><block s="reportRandom"><l>10</l><l>90</l></block></block><block s="show"></block></script></block-definition><block-definition s="setLocationAndSpeed" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="setLocationAndSpeed (2)" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><l>-140</l></block><block s="show"></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>0.5</l><l>5</l></block></block></script></block-definition></blocks><variables><variable name="speed"><l>3.6819728355305417</l></variable><variable name="XAxisLocation"><l>-65</l></variable></variables></project><media name="bubbas " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>