Dichotomous Key
Roles of organisms
Biomes part 1
Biomes part 2
100

A tool used to identify the names of species of plant/animals using physical characteristics

What is a dichotomous key?

100

Organisms that produce their own energy from photosynthesis (energy created from the sun)

What is producer?

100

Specific geographic area, classified by the specific species that live there and the climate

What is a biome?

100

The average weather condition for an area (humid, arid)

What is climate?

200

#___ step you always start with when using a dichotomous key

What is number 1?

200

Organisms that gain energy by consuming other organisms

What is consumer?

200

This type of biome has the most rainfall, and consistent temperature year round. 

What is the rainforest?

200

This biome experiences warm summers and cool winters with an average amount of precipitation

What is the grassland?

300



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bGdfDprOvqZcwnCiVNolEkft8OKWD21DbsHlHJhAFAu1s/jtCMMCArnfHaHE7dnotEn5SB9lQhIBCQC/wAENCFEJQXj+bCUss5biZkexvwrbyZ6+RgZT/2S93t7sbj9Ee5wcTmEa0ta8DjE++K8t7ucxEAIBIV/Du8xR+EW9v3gHj824cThEo6d8tMfJ42N7HpmC283xnH3f/2cq1JOM8JxUpHS5BdP4MwxzdmU73HjsJkZGTNhsVgwjY1gsTlx42K4uwt7QAILF88hNVzJYHc/lkn3yJ1N9p+1jNvlxG41YzJNXsKDx+PC6XDgmrgVL4CQYDmDnfU0t5owdeWTW9bGsAXkMvC4nTidwvCXHJ1Bg8vSRVuTEbPFLnboybmj8iNxVjyjeXsp8sxmTXoqqfEGOjMzaNHMIE2478DuEvMT4yy5P37aMTqa2hk0W7DZHQj1drrcviBPGEmcPH2iNLfdTF/PELrYeSybm06Uwkp/7xCOUwIXD8aaQsqMYSz91o3cdsu1zPEbpKaxHyGUdAobrRAnedxivVzjAaDAyWbDoQ9m+tw0Aur3suPjAqqLDrD3YC6tRhVqoXd4XDgEnjIl/rPnk+pup3kkmNmLF7N4diz+jDE8pQ2866CMm88MVSW7D46SunwOiSlzmOYuZn+uieR5ycJjF+IOxen0shDONMe/CzkI0w6rHZf/dFJmT8dZ+BFvHSqjKvdj9mZW0GtVo5rUex3DFbz92CO8crhNrIC7t4x3ntjM3w7U+S6dj1Lw9uNsfekgvWIMa6bs3afY9Pw+OsQUg5S8/wxbn99DvUX4wSROb3lhL+1jwrSD6l3PsvGZ3bSIl25Hqdr9PFue+YBqcVDZSuXu59n87Ec0DgnLu2n45Hk2Pvk+9eI1YhMNB15iyxNvUz4qFoi5dj9/2fgUuyv6xB9crYd44ZHH+KjCO0ptbDvOts1beb9wUJxvazjCtk2P835hl7f/dGWwbeNW3i3yzrf25PHqls28nePNz9GaxStbtvJWVpv3LL4vh1c3b+bN3F6EVXAMFLNj60a2H+/0lt9ZwI7HNvP6kQZxPgyRvX0rW189zqAQPbvGKHzrcTZvO0iPkMLdR8E7T7F12wGahfmMUfDOE2zZdoAesU9YKH/vKTb+5RPaxVh9iLIPn2Xr87t9jM2UfvAMm1/YQ5vIxEHtxwLjj2kWGY9RvfcFtjzzPlWTGT/zAQ2D3uDf2riP5x55kj21YqMx0nCQFzY9zselI+I6WeoO8PzGp/i43Me47bDI+MMKsVExtmfw0qatvFfgZWhvOsZLmx7jvYJOxF1IdwYvbdzCzsIBkbm1N5/XtmzirWzvmaizPYdXt2zlzcxWH7N+jr+ymcd3ZDMmrINziByB4SvH6Bdq5Ooma8fjPPbKEdrF87phcnYI848yIDB0Gyl65wk2v3iAbmF5Tz8FO59m64v7aBIZGync+aTIuFtkbKXig6fZ+Nxe2sUKD1H+0XNsee5j6sb7+UfPsvn53bR4kWCq3c3TjzzDvgbvieVgzac8u+lpPvX1O1PVXp559Bk+qR4QGTqa9vPcI0+wu9p78jfadJi/bnqcXSUnGL+w8Ul2lYq9Anf7EV589DE+8HV0U3smf9u8hXfzvfnZm4/z0ubHeDe/w8u4J5O/bdrCOwXCPku4ctNDxqtbeGx7JuKm5Gzn2KtbeXJ7Jl3iAgO++VmM+Bjn7djKlr8dQWxlVw85bz7BYy8fpk1cxRFy33iMrS8foV/YFj1GSnZ6GXeJjAcofPdptv71UxrFbdVI0btPseXFfXR4uwmjFR/x5KN/4VCrdzysr/xjntn0LAdrvDu/sbJdPPXoXzjYMM5kD8888jSfNnhv3Bmq28dfNj3FXl+/M1V/wrMbn2FvlY9x8wH+8sgTfFxl9G7bskDmrL2K+ZoCtm15mfw2Mwr/MKLjQjFoNSgVKjQBM5mVNEbe/iy6TGYGKwrJrB1i+vw5nLhjTWxCkAfgr7fQ1dJGr9GMVRdCWkIYTcc/pdpkwtyeTWbxIPqUmcRPvQUO92gFr//hd7xSM43v/eQuVsepMBlNWO2TBit8xUh/vlwCkw6B51mwsZlDz/+Wn23+mIbmGt579Kf8z+t59NhVXHLDd0ntfouff/8m7vzJJo726wgJuhjjrjI0wtOcflrxDGRyzRUqPQHBAQivXfN+DCy68pukuTN45P6bueeh16ix6AkNMaAQRp+0/gQGCJf/ZMTOXcPS2EF2/Ot3eeBPr1PYMREF+vJS4Je8kGUJoaSsWooOFXGJM5m3MpXpsTOIEQaF5FoCggJQCsNHJLLuG/Poeus/+NHPfserh/rRBYYQ7Kf1neUI6xFIgLAe49UdLykkng3XXop9z2/5zo238atN79OmCCfEb8p1VrHerqEy3vjDA/zwhz/mN//3Ck1Bl3HbdamoUeEfEOh9UlOhJSAwAL3aB0auxhDgj0oZQMLqW/jxLSnUvL6ZTa8co92mJ9hfHP4ChZ7AID/Eh0bir+WBO+bS8NK/cvtNt3DLTXfw0LP7aLNMwD6xFopEFi6NIXjmGpZHKVGFRDF35SUkhiYxW3ilCqAxBBDg7113pT6QIH+drz2FdvEjMECNS+7HnGvu5M4rAzj+3P/x+DsljHgMBBqEEd8TxbksvVRmZ1LS5N2Bekw9VOZmUtw44Duw2ugozyGzqNl7uRo7PdW5ZBbUMybGAha6a/LILKhjUDxIOCbmj4oHTicDtXlk5NUyLHYLG331hWTmVjMgHiSc9NUWkJlXw5AYS7gZEl5RkzM+38FgUxGZ2ZX0iPmBc6CB/Iw86nq9BwH3SDP5x3Oo7fMuYB9upSgjm+pO8aiCa7iZoswcqrvGvDt5YwtFxzOp6vYGL86xdkoyM6lo9+bnGmmnNDOLio4R7/LmDt9870HCZe6mPDOD0hZvwOg2dlEuMGwe9l22sdJenk1WSQsW4bjlsdJd6WXoTWGiozKX7KIGRsTjmo0ukXETRpGJnV4f49EJxvlk5tf5mPkY59czIq6yi4G6fDJzaxj25TfOuF88DrrorxMYVzNo9gZwjuEG8o7nUu9tBPHJ7cKMHGq7vQydA40UZOZQ640ocY82U5CRTY2vERwjbRRlZlLd6WXoGm6ZYCz2LmMbRRlexkKJrrEOSgXGbZMYZ2VR3j7iDUYw01qSSXZZOzahn7jMXobFLYgpPEbaynPIKW6eYNYhMC5uwSL2O5uXcWETImOPic6qXLIK6yeW767MJbOwEaPIxEFftdBv6xkRkVjprs0X++GAmJ+T3mqBeT0j3m6EfaCe3OO5NA6LC2Dtb6AgI4/68X7XX09eZh4N/b5+Ndwo9su6AW8wYhtqRmBc0+3N0DnYREFmLjXeiHKCcfUE43aKM7Ko6vAGgALj4sxsKjtGvf3SJMzPpLLL5GXoNHoZlrbj3ZRGaS7NJqe8DaO47VloExiXtiNcSMBt8W7b44wx0l6eQ/ZkxmVCgNKMydcve8YZio1spqsqT2Ts7Xd2vIwbGBO7kQdrfw25x/Np9kLG1FNLbkY+zV7I2HpqyMvMp3nIy8TLOI8G784Ea38j+Rm51I8z6a+nQJju9zEZaSL/eDZ1/TYvE2Toki/ngYd+wXLLx/zh/lu47bbb+cH37+P1liiWLZ9DVFgC19x7O4kN2/jlPffys9/vYHT2Ldx34+xTjifIYljzzWWY9z/CT+/7OU8edbH6tntZLz/E7++6h3v/5WlqI6/kzlsvJeKkqMA+Vkd+Xh2Npfv4y+9+xK3Xf4trb3iATe8UiVeSTuyFpW9fNgGZx3PSdayTarBj+3Y+fP99/vdPfyI5JeWkucLG48RiGsVoA5VSLg7JyrUB+Bs0KGQuTL2tNHWa0IVFER6kE88c9LqTg5BTsz3zLx4cVjMO1Gg1KnEkbXx5t8uOzepEodN7R5DEGW4sg+20dJvRBEUSHqBEptSh1yjwOK1YHXL0euGWTw8OYz/dPcO4DRFEhQWiOTmy8jixmq3ItH5ohDjE7cRqs4FSh1YYEnLbMVtcqDUabxDnsjDY3cGg3Y/wqFAMcid2txKdTniZorAeFpwo0WjVpw5duy30tTbTOSondFokATo1WrUG9XgQ5ltpj9PC6NAg/f3D2JQBRE2PJMSgBqcdi92JQqNHLXNgsTiRazRohOBSXA8bMo0BtdzBaG87/UY3Mkzkvv4UR60reeChu5ir966PRqtFoRCGLIUXQvbQ1TmEUxtERGQogf6GKaNh423hspuxuFQYfOvqstuwOmTiSKfct+4OjxKtTo3HbsbqUqLVqlHIPLgc3mW1eg1yh4XB3i6GLMIQ/yAHnnyMytgf8KsHrybOd6eux+3AYrTgVuvx0yrBZcdstuJW6TBoBdZu7CYjVo8ag0ErlmE3G8UyDf46FMJ8s0mc1vsJgaQHcb5biUGvQyH34LAYsTiVeOe7cVjMWJxydH56VLLx+Qr0Br14+ddpGRPvWxyf77SaMNt9ywtN4LBitAgv59SjU3n7otFkR6n3Q6eS43HaMJltyLV+6NXCtBWT2Y5ca/AG4i4bRqMNuc4332XDbPK2qbdv2zCbbaDRYxA6stuGSdhQNQYMQt8XGJmsE9MCM5Mwrdaj1wqX393YTEZsaPAT2kEmMDJidasx+GlR4MJuNmN1q9AbhJOpUxk7zEYsLiUnM9b56URm420gvKpGeR6Mhb5vNDl9zGS4ncJleDsKrR86gdlJjHFZMRrtyPV+6M+WsWlSG5zETGijKYwFZkYjNpkGP4MGuceNzWzEJvQ7HzObySROjzMTGXvU+Bm0Z2CsFF/nIzIW+qlbNdGPxxnrhRMgoR9bTFidSsYZT8wXGYPbYcFkdqIy+KFVyrzTFidKncHb7xwWjJOnnVa8/dIfneo0jMV+6UCh1aMT9k2fy3i8X0/qxyJj37THhc1s8vY7gSEurCYTDjTohePKafrlOMPPY+zd9n3busBQbJPx6XHGJ2/7AjMzJrMLlcEf7+7FgtnqRKXzQyswsVswCdN6A1ql0O8sGM1OlAY/dCJjKyZxW/88xt5tf3wfKvx1mIfo7+6iZ9iBLjic8NAg/A06VML+GA+2kV46u/qxa8KIiY7AoJ50Zjs5I7ed4Z52+s1qQqZNI0SvwGnqp6OjD7MsgOmxkQQKK3fSx+MS9hsW8WqO8JYJIWTwoEDr50+AQXPiVpuT0kmTpyfwxvYdfPD++/znw79n1qzzfuOsmPmFB3Cnr6P0698RAWtPFe//5Qny7NMJtrdT3aln3d2/4O7LEi7CO/suHMRofSZvvvQ3ahTx+I/VUz0Uy3d//jNuXHTSs/IXXpSUg0RAIiARkAhIBL4wAhczgDs13P7Cqi1l/HUloAmJY/V3biWwvocx93KuXrSU+YnBX4vgTWDmFz2TDTd8n6imAayqS/jesqXMmnYxLsV/XVtEqpdEQCIgEZAISATOTEAK4M7M559irkxlIGbuGmLmfj1XV64LJmnxBpIWfz3rJ9VKIiARkAhIBCQCXzaBixfAnUZm7+zIY0+BjXmXLSfe72K+9E+S2V94R3FjbCmnokvNsuXpUx4IOJ+8XSONZB88TEH9GNMv+TbfWB6P/2mebfjMvD0DVOdUY4+ay6yEgFNvwv3MhNIMiYBEQCLwj0vgK5fZ42CwuZKK2hb6hm2oQhOZt2g+8cEX85j+j9t+X+SaXXgAdwaZva3hANteHOUny1cSf1FfGyPJ7C+8U7gYayoko8CfJcvSEe+HPe9MTZR+9Cov7+0ganYakcK79ISnxc4pgOun8vhhxhbFMUMK4M67JaSEEgGJwD8Kga+HzN5t7SbjzRfZ3exCo/QwOvA+n2Rdzf0/vpV5YZ/xwMQ/ShN8zdfjIgRwZgbaa8nJL6N+OG2KzF6m0mLws2NryuJAbh9W/ySWrppPxIU+hMq4zP5q7nngOlIMTm/AoPFDbeyioeMkmb1ahkd4yibRK7Mfaa2iwx1xQmavDDohs99tZjgqhL6EOGbOTpvkQhVk9jU0WOkngyMAACAASURBVEKYnSrI7I10treJMvuEEJ/M3qhjWpAgs1cQHKRhsPITUWZvd8WgW5FMYpyfT2ZvoaXyCI2lgsx+BSsFmf0p24EH62ATJfkVtA2ahBvBmLd06Wll9h7HMK21XRCopKuigk5nGHOWL2dGmEq0YdSWl1DZ1I9dZiB67kqWp4ehRIE+Jp15Di1yuQfzYDtdgxAcaWCgqgpjUDJpqVHoT6qXsSmXYwUNWPyTWLxqufjOoNHWw7z3QSGWuCtYc/XVLJoRS9D4yZnbzmBbHe3uKOYlhuIxD9LW1Y8ifAbRAW6GWmrodYUSGxdB6oJFmOP8Ubjs9LXVM6gIRt5WRGmHm+j5K1gyQ6i38DHTWphFXlUvqqg4pgeGEDsrjUi9HEzt5Gfm0zTowj96BnPnphMdOF6Zr/nWKFVPIiARkAj4CIzUfirK7JtSfsiD91zFfJ/MvlKU2TMhsx9tyOZ4YRO2wBSWrFp6epl9vSCz/0iU2euHU4hJWcyCeAO23jKOHvPJ7C9ZTsrpZPYyA8lrvsdPbp7DzPgAOj7dyn9sfZtPVt/AvEsnG3ikpvuyCVx4ACfK7G/ip65RRk6S2cvkMuw92bz58hBx/k66297jSNld/PrB9URe4JqK7yUTlFjCazU0ctxoCA7xF2X2rzy8nd64RDTDdp/Mvo1B5YJJMvttvG45IbM/mh3D+hULGOzrw2ixUpeXhdLkJjJxxqQATpDZ7+Eve4L45aN3Ezcus7/6j/yvKLPfwWHbcu6+QU/OIUFmn0JYbzcjdgtjdflkqSyotF6Zfc1xQWY/E91AI3WizP4XfH/FqTL74eYcPtlbjCckAHf/EZ/M/m7WpUy9gd9lreG9TZspVEUTHaZguK2DPceq+Om/38cCYz05Bz6leMSfMO0oRz49TM0Pf8Vta6IxtxVy+HAQl18xh8GGwzz/6McYkxJQDpqIvfxWIpOi0E/0EA+9ea/z+Lbj2EPCUZiOcSSzkjt+/kMSezrp7B2kX1bG0YOhBASGEJIQ5Hu83E5v/ns8V5jGf/3xe2jr9vHYI3uIvvMRfn2lnIzXX6Mi5lvc84N4ag4foG/DXOZFQ+GOP/F8RQAzYoOw97XQub+AW375G66baSP3tWd45WALmshpGEqP0lTvz41b/5urgzr55Pmn2dcTQHSAjY5jpXQYb+a2q2ZO8QJeYNeTkksEJAISgS+WgCCzP7SfClbwq9/ewvLxXX5YEsuuSWKZWLqbzqxXePLlbFxh4chGj4oy+9t/fCeLTzrAjnV0MGy10NdUTI7WhMM/mVjzEbY9+z6thmiCzYdFmf137xNk9lPNOnJNCLNWrRFfZj7cXktdu4WQlMXMTzyXSyxfLK5/1twnDs/nDUCQ2etVRJxGZi+cIsjUEcy78mZuWBhOb9ZrPPPm6+y/Yg0/SL+Qon0y+8zX2NKbQ7DChswwk5vGZfbtA+hW38a3vx1LbLyHrGczKXEnTcjsLYOddE6S2Tc1CTL7KK/MvsnMZbfdxdozyOwr2wZQd5SQVdzFtGn5Ppl9DyafzL6lodUrs1+4hOSIDNxX3MIP18QSqvfK7A3TZ7Ph2z6Z/e8fJ+tYCeuXnUZmn7KeO37uldl35woy+yPk561nXcpUmb3HMUZv1xD6b9zFbdfPQt1ygKef282bBy5nwdXpXHHbT1jtcGHpreGDx//M7oPFXL8kCtdYFy0twss5PTjGemjrHCP+6su5emYoUbHxBE96oaPHVs+el9+ibdq9/O7+leg7j/HC4zt46cOlPPG92aSlJKKd8Q1u/f4aYkL8TrwbSK4hICoAa2UR1QNXENpWQUFBM+4lpQytDKFSeD18ejCBChNdTU30DdlwujUM93RhCbyE627/JtGOIl7c+haHc1pYq6lg+64Kgq/8CfddMxN5y1v8/t/yGHVYGOnKYtfHdST87q/8cpWKzqZunIawc7qSe97bgZRQIiARkAhcLALjMvu41SSLwZuF7rpamgSZvcYrs08K6mLvKzvpjPsJv79nCerWQzz7+Nu88vHCU2X28xaSEnWAgHU3cPs30ggXZfY7yHat5Q8/G5fZb2PnzhmfIbP3MNZ5jG0PP8MnzS6W3vGfrI6/4EtpF4vWP20+FxJFTYF2Opm98IpgVXAal1y6nORgSFRt4PC+R6irG4b0sCnpz23i82T26az+zrVcGi3k2ncamb1KFNgLVwdPyOw1+Ad5ZfbTk+M+R2Zf45PZ33hCZq/2yuw1k2X2QeMy+2SSoifJ7Geu4LKFyeiIYn5aOK2fJbPvqWTPWcjsPR4ZWv9pLLh0PbOTtBCzllUHjrK7oQ2TTEbJrm3sKRtGHxaJ1SnHYbPidrqQKQSZvNAFPLhdcoITF3L5jZezZuoJmNg0rrFaKpr8WX7HZcyI8oOo1aybu4/nS6oYuWsOIQF+DIfHkDI9XPSVnmhPFcEJC5kduY3CQ+WkDsLia64i0lrB4f2hGEMimZ+SiIomZCo1SvFlwW7k+hCS0zawclaCqN2anXiIHMsQzVXVjAbO4LorVxMnvAZOm0hUYBkytwK/iNksSlfw0bO/ZeDoHJatv4or14RLD0ScaAzpm0RAIvB3QeA0MvuCQxMye+26f+X/CTL7jmBW/Wg9SZFaiFzD6lkHTi+zD/bJ7KMSmDFFZn8ts6NDgA1sWPIRz5V/lsxehjYwjSvu/AXpjdkcLnqfXXNTuGnBaQ4Wfxd8/zEqOWmM5cJW6FSZvTc/j8eBzeZVsNitNpwuBSpRYXBh5U2W2a9Zu5ZLVs5junC9b1xm77XEiAf/s5PZe85aZl949DDF1VquueNyZkx3sW/HPsZ0oaSeVmYvuE59lfH4ZPaCtF1c/bOQ2dsWcNtdt3HTTVeyKCHgtDJ7MSvBdWr36oOwWkRjgH+gkeKP/sZbx8ws+N49/PC2m7l8fjR+SrfXjzqlCWQ+A8KUH09MyGWi8cJl97al12Uq+OzluN1uXC43LqdDFM6fSOT9pg2IZ1aqnKN7DtPQFcqN929gmmaIT3YcgvAYEmK1Yjt55UjeNIIFwGmzeNU6gkMWGQphXE+hQOZx4rB5l/bY7DjdgrnBjTZ4Abc9/AgP3fsNZho6+fjxP7LplWyGT66QNC0RkAhIBL7OBMZl9k0llImq4nBRZv/Av/2aKxNgsEeQ2csnyeyF83CneHw4G5m94Os6rcze8xkye0BliGbu6jVcfcUilF0FHC9q/zoT/Keo24UHcILs3GpieNQoyuyNo8OYRZm90KEE1c4Ig0NjmEx9lGYeoNaaxsI5gRcM1+1yYLecncw+VJTZ19HUMoaxM4/cstbTyuwFtY0gs29tHMNksZ1BZr9nisy+62SZvUPYkAQvqiCzN9HR0MqAyYzN5pPZ+wTu4sjXGWT2/T3D6GLmsnTODCIVls+Q2XtRut02hvsGMRqN1GcfJqtVxoLFSTg7uzCro5m9eC6p02FoYIgxi1t8bYjH7cLpFKWTCN8ddof3YZDTtI7CbxZzU8wUHMykzWhisLKAjMp+pi2YS5DMgd0hBKqiqPCU1DK/UJKTAmnPPkSddj4r0uaQFmqhKrOUsdAU4oOEviIE0EL5QmAmjLA6cLrGQzohQHNgs7pInLeAaZY69nzwAQVl+ex5+wBVgxbkShfGwRrK6hTM3nA9N911A0sjXbTVteL1UY+S//bjbJkis3+SjSfJ7LdMkdk/zeZTZPYfT5HZb356qsx+0xll9tvY/MTblE3I7PeJMvsJ0XrrIZ4XZfY+0bogs980VWb/4sbJMvvjbHt0Czsny+w3b5oqs9+8ZarMftOmqTL7LRt5/dhkmf0mXjvSgKiMnJDZH5sis9/04gmZff7bT7J12/4JmX3+20+wedtkmf2Tp8jst0yR2T/Npucnyex3PcvGp3fRLFbAK7Pf/PRUmf2mz5PZb3ycXRMy+/08L4jWy06S2ZePM/bK6ifL7LedIrPfzDsTMvs8Xt28carMfvOWk2T2my5AZj9G0dtPsOmvk2T27zzFlr9Oktm/8ySbt+3nhMz+KVFm3yZufkOUffQcm5/bNUVmv+kkmf1Tjzw9VWa/8alzktm/sPFxPjpJZv/RJJn9XwWZva+jizL7TZvZmTcusz/GS5seY2de+wmZ/cbNvD1JZn/81c089vpny+zF+duzGBH6iXMIQWa/+XNk9lsmy+zfERjvxyuz76dw51NseWGSzH7nk2z+65lk9rt4euNkmf1Hp8jsn37kKT6t957wijL7jU+y19fvvDL7p9lb1S/uLx0+mf2uKTL7bzJfW8hLW/5GXusYcr9QpscGoxc1jZNk9vsy6TSaGKjIJ7N2+LNl9gZBZt9Kz5gJiyaEtESvzL7KaMTUlkWGILNPPVlmL+glazi+P4+mXiNG4xDl2dk0mYNIiAs/ZV8v/fDlErjwAM7YwqEXHuLBLbtpbKnl/Y0/43+359FrB51fAH6eOrb/14M8cO8DPLJrhJX3/ogrpl9osYIEPoSggNPL7ANDAk+R2ae7M3n0/lu593evU2vxIyzUzyezDyAo0Cuzj5m3hmVxQ7zxm+/ykz9tP73MPmURyxPDSb1kmU9mP4v5q2YQHZc2IbMPDA5EJXhRfTL77rd/y48f/E9RZq8PCiEkYKrMPvAzZPaXXXcp9r0PccONt/PrTR/Srowg1P/U+w7kCgXYejn2l99wzx138OtnC5h21b18d+EMFq2/khnOAzz8/W9z6wNbONYpIyQsQHR1Cr7IoCDv3bFKjYHA4AA0n9E0MnU81/7oLtLaX+Nf772PB//rNfrSvs/9N6Uit3vQBgYSYFCfuPdtcj+WGQhJns/KGVGkLF2EAh1p6Wmkr5xFQnQ8ocK1bI8SQ1CI6DGVyRRoA0IINIw/PapEFxCIn9qDZvoV/OjubxJY+w5bNr9E1qAcvUaPTqPCY25h3zO/4a7b7+OX//Ys+Yo5fOd7lzJNrIuNzopcUXBtFgdEBdG6ILBuOCGzr80nu/CEzF6cX9DAqLgPFmT2+WTk152Q2TcUkpVXM0lmX0hW/iSZfUMhGTnj8wWZfQlZOZX0+gZKRdG6KBH3jscKovXCjFxq+3wj1sOtFGfmUDMhs2+hOCt3ksxemJ9N9YTMvoOSrGwq2sfza6c0O4fKCZl9pzi/suOEzL4iO4Oy1hMy+4qcbEpbhn1idqsoCc8uaZ0ks/cy9KYw01mVR05xo0+07pWAZxdPktnX5JFZ2MC4zL6ntoDsghMye0G0nl1Yz6jIxMVAfQGZ+bUnGNcLjKs5IbMvJDu/ZorMXpSET8jsWyjMzKVuQmbf5J3u9crn3aMtXrm9rxEco20UZ2VTMyGzb6XEx1jsNsY2ijO8jIXTCddYJ2VZWVROyOw7KM3JoWKyzF4Qr5d1TMjsOwSxeknrJJl9LrklzYyIAZeNTt98r8zeTrcgry+aJLOvziOnqOGEzL4ql2xBdi92Ewd9NfmTGFvpFRjn1+L1qDvprRGYT5XZ52XkTZLZN1KYmU/DhMy+QXySu3GSzF4Qr4/L7O1DLRRl5lJ7ksy+tucE40Kh304wbqckM4fqTp+4fVhgnENV59iEzL4kM5uqSTL7thKB4QmZfUtpzhSZfbswX5DZCwzdFu+2XdLqu7JhpL0il5ySZkbF89Nxxi0nZPYCw3HGWOiqzhcZT8jsBbl9UQNjImOfzD6jYEJmb+6tIy+zYEJmb++t9U6Py+wHG8jLyKdxyHv1RZDZF2Tm0SAcGIXHAfobKMzIp8HH2DXSREFGDvUnyex/8tAvWW7Zw//86AfcdtsPue3m+9neOo3lK+aKMvtr7/shiU0v8S/CPvn3bzI651bu/wyZ/dpvLsd84FF+dv8veOqYV2Z/meIQD999L/f96hnqor5xGpm9DJmzn8K3N/KLO3/AXXfczX+8WMmMbz/AD9ZKAZzYmF/hfxfuQhVk7qYxccMQLqMKIydyrb8ov1YI8myzDevogPgCQH1EHNPD9RfhniQPTqsFByo0p5PZ21wotbpJgnU31qEOWrotaIIiCAtQIldqRfGyIKO2CUJynRAYeXCaBibJ7AM4yRsvjiraLF4B+LjMXrhE7FFqfTJ7BxZBaiycJSnkIMjsezoZEmT2kSHoBZm9R4lOFKx7cNqsOASZvbAeJ3cEt5X+tqkye4345O3Up3/sA/v537ufQ3vfH/jBHANyfTARoQF4r1S7MPe309I1hiooiohgLUqVBp1aJcrRBbm8Xq/BLXCwe1DpTg2KT1TLg320n67uPqzqMKKnh+MniJMF+bTVjkehQqMWJOinfgTZvM0q9A09amFFBfm8zYlCpUWtFFIIAmsbHpUWjVKG02bGKfe2kTDPYbXjlKnQamRYBvvoHzLhlIGpbDt/3u7mrsd/w4YIJeaRQfr7BzG59YRPn0aovyDDFj5eYbXNo8KgF6Thgnx+XF4viNkFCbgZm0uJThSzT5qv1/pk9sLyCnSCFFzmxmE1Y3Uq0Api6Yn8FOj0gpgdnFYjFodClIorZUKfNWNxyNAa9GLfFOX0FqdXAi6I1QVptMmOYlwqLojSLXbkGoNXzD4xPS4N9y4vyO1FcbsgWjf7ZPaCyF2Q25vtyDR69EJHdguyemG+d9rjtmMx2bzyeqGz+NJ71Dr0Gq/M3i5IxQUR+4TMXpj2yutFZmYzNqE/630ye3F5FXqB2QQTJXqfNNxhMU9ieCpjp8WE5RwYiwwFabgoERdE615mCoGJKKv3SsRF0bpKWEebKGafYOxjdEbG5kltMM5YrUevUeCZmPYyE/qZIKu3yzQY9GpRZi/I5UWGPjG7zWzG7lGL251CNt4vz8BY6JfuccaCaF3IT3nOjMU2kgtX2qyizH6CmXBLh9WJUmsQxeweh1UUsyu1enGf5l3egUIniNa9jC1T+qXAWOjHOnTnwHi8HwptYhL7qSCzFyoo7AvM2GU+JsK+weSdFvZVXpm9wFiNQadBPpmhj7Fd7JefxdiDw2zEOrkffxZjnbDtC7srC2aLC5XeD43SN211odQJ8nqZd744rffK7E9m7LRitgiMfUw/h/HkPajTMnyKzN7PoEUlF898sY320d3Vj02Q2U8PR38Gmf1Ib4dPZh9FsE6Q2Q/Q2dWPWebPtGhBZj/12CLWw+PAMjrKQF+veOIUGBlDVNj48WVyTaXvZ0PgYrpQLzyAO5saS8t8oQTsg0d5/NfbCX5wE/cuuqhvTP5C631+mbez/8VX2Vc0hD5CQXdVKwFX/oJ/v30ZwRftkZzzq5mUSiIgEZAISAQkAmcicDEDOOmQdybSfyfzlH4zueZHd6OKV4uXJE43AvZ3sipnUc0IFm64Bk1UHd0mGauveYCVC+IQ3uErfSQCEgGJgERAIvDPQkAK4P4BWlquDmfmin+W+xHUhCbMZU3C3H+AlpNWQSIgEZAISAQkAudHQBq3OD9uUiqJgERAIiARkAhIBCQCXxkBKYD7ytBLBUsEJAISAYmAREAiIBE4PwJSAHd+3KRUEgGJgERAIiARkAhIBL4yAlIA95WhlwqWCEgEJAISAYmAREAicH4EpADu/LhJqSQCEgGJgERAIiARkAh8ZQSkAO4rQy8VLBGQCEgEJAISAYmAROD8CEgB3Plxk1JJBCQCEgGJgERAIiAR+MoISAHcV4ZeKlgiIBGQCEgEJAISAYnA+RGQArjz4yalkghIBCQCEgGJgERAIvCVEZACuK8MvVSwREAiIBGQCEgEJAISgfMjIAVw58dNSiURkAhIBCQCEgGJgETgKyMgBXBfGXqpYImAREAiIBGQCEgEJALnR0AK4M6Pm5RKIiARkAhIBCQCEgGJwFdGQArgvjL0UsESAYmAREAiIBGQCEgEzo+A8vySnUjlMvVQXZhHWUMPJreOmHmXsHpxPAbZiWUu/jcn/Q1llFc3M2wTcvfgRoHf9LmsXpaE/mzDUo+DoZp8irv9WH/pXOymQYbH3BjCwzAozrPWQ3Ucy+sidcEioiLUDHb2Q1AEIXoluIaoPX6EEtsMvnXlLPTnWYSU7FwImKg+8Cm1nhRWrZ9L2Pm267kUedbLjlK65xNaDPNYszqNoLPtt2ed/0Va0GOn/tBOCuXLuG5NMtqLwdBlZqBvDAxBhPhrOGV34TTRUZ5NbsMIyGTifJlcgS4qjcVzUwk1TILldjI22ItJGUpkkDcva08NuRVdRMxcQfo07UUCcRbZ9OTx7oE+Vl+xjohww1kk+BIX8VgZ6hnE7R9OiEGFzD1Gc84hsgfi+NY1C/D/Aqritg5RkZfDaNgyLpnpz2jfIBaFP+Eheia1oK9kFyN1+RS2aVm3fj7yUzrF+VZwkIoj+QyHLmDx7Ai0k/O1dFN4NJPWgKV8e2Xs+RbwhaVzjXVTVZRHXZ9d3A7wuPEoI5m3ZgnJIbpTt5tzrYmlj4rCUgYDZ7NqThQXY9M+1yp8ocs7uig+VokjdgHzU0NRf6GFffmZn7oNnVMd3PQ35PDh6+9wrKyBpvKDvLrxT7ywq4oR9zlldI4LWyj/8C88/czr7D6cS07GcY4fyyS/uhPb5I3zc3N1YuyooaKiXVyyr/wAb76ym4YLqbupk6qSKobHhMiyg30vvsiBRoe3JrIRao58wFv7qvH98rk1lBa4UAJCALeTDw+U0e+80LwudvoRSj9+m4+P12O5wC3xYtdsSn5iAPc6bx1rxHWx9vDWOj7Z/gaflg2c/iDksjHQWExWRgbZWVnk5hdy5J1n2fr8O5R1uqZUD5eRso9e4LXj3RN5OYY7qSovp2PIPnXZL3jK053PO9t309Nv/oJLOo/sZT0c+duL7K0yejnJTTRnfsSO3eVYziO7s0nisZtoqy6mplvYH/aS//EbvH2o8TTBm5CbG0tXHeUVzcI5+UX8GGmrLKGmbQT7yfnKhik7uJP3MlovYnkXL6vukl28uPUpdh4upaQwn/y8XPJLGhh0eE9qLrgk6zDNVSXUdBgvOKuvZQb2fuqKKmjoN3HSXuNrWd1zrdQFj8Dpo+bwrftSiEhPI0Lew87f3c+rew5z6eqZLPDrpuhoDtUtfVhUQSTNW8Wq+dMvQhTswTIyiH7WNdz7s2+T6ufEJQRdKh3qkTaqmsYITIxktLyU4YAIglTglgcTnzYdAx6GGopock1ndlIofjGppBOMx9pD2dHd7P3EwnBkAJ1JycxfMIdp/uMRoZuRplKqTGEsnBODxjpCc2MD9rB5zIhQMtxSQavRj7jwWNLnQlCAmv7SIxw88Ak2dzTKthRmJIegCQgmyGKirnAP1YW9BM1by6VLEvE75QDuwdJXS+7xIpoHjeAXy8JVlzAv1u+kNnbRV1NIgzuGJenTUArVtQ3TWFvPmF8a8xP9sXVXcuxwFs1mP2asvpI1M4KReWx01VbQr00kxtNMZXM/NnkgoRGxpKdPQyOU4uqnurAVWVwqKZH+J87OPDYGW5toHZbj52okp6gbv/RVXLpiBoEKsPfVkJtbTH3XGHK/acxcsZalCf7gNtHd0MygLIQowyAllWOkJgRhsijwj/TH2t1Iy0gway6ZiWKokn37cmmzBTNn5TqWpwbBSAvFjcMExaWTEKphrKWEBkck6UlRaJz91JU1IU9YREro5ChDhkpnQO/RoFSAu7eCozllNPcYUQTGMmflGhbG6ME1RkdjO0N2GbKRWgoqR4lcvJ51C6InztitnUUcOV5Ot92PpHlLWDwvFr1nlPrMAxyr6Ecbu5QN6xcQcboBH9codRmHyKkfAP9oZi1ezqIkFVpDAIGaUSqO7eNog8BxHZetiEOHG3N3NdkZxbQOm5EHxLP4kkuYPV0YtzXRWlaHWathpLWW+k470YvXc+msMF/fsNCWd4BDxZ3IIhewfv1SYib68UndZ9Kktb+B4pxcarrNeLQRzL5kLUsSApHJ5KgNAfi5jZTv/5CGDjMRc1ezZlGMt59gobXwCMcK25FNW8CGDUuI1ILb1k11cReG9LnEBypxGXuob+xCG5dKQHM+h3fvxtIDmoFZJM1fxpy4QCZ2SOpA0i6/k19f4kQ4VCk1g+zf1EafJZyQ8ImlxNpbmvPZv28/GX4GEl1ziU5byJyw6aTPchEaYgBbF+VVI+h0Zlqrq2i1hLH8ig0kOSo4cLCQfm0Syy9dw4wQ30Zo7aLo6BEKmi2Epa/mijWp3isKlk7yDh+nqsuENiKFeYsXkz7tpHF0hQaDnx6FwrffcA1SeuAAhS0WwmavZO2qVAIAa08ddUNuNI5RmivK6VEns+aK1ST4++rg6KVo336KutwERUQyLS6WpJR0IoVBvZFGMo5kUNUrJ3r+Oi5fGoMKO4PN9bRbA4kLM1Ja3ENk6lzS4oMnWri/IpND+/cyMBqBpieV1NRolH7BBGlstBR/wv4Coa0+ezuetULoD/64TQM0tbZjkesw1+ZQPhTAvHXrWRwfMBFAjxcqV+uJnTGXgGg9lrYMju7eQ4HfKKGKNhLTFzIvPWrSlQg5umlJpFm0yEQMdrrLj3MsvxmzMojE+ctYODMG/4nm92AfaqKi2sL0JbOJVFroa2qi0xnOvBnheAabKW01E5UYRsLM2RhC/VH78I7UHWN/diMO+wg1oyoC4lXjVcbUVszxo/m0O4KZue5KViV+EWOTE8Wd4cswTeUVDPit5q6HfsUKgxOn04VLpsZAN8WFDqbHqeiqa8WkjSYlykZFVjEtgybkgUksWb2SWdP0eHqryGl0kTA3nSiDAM9EQ04eAyGzmRngwC96HpcsT0Qx3CL2bY/NRGdNOZ3KJFZvWEVSkAqXtYua0m4M6fOJD5DjHuuipqkHTdQckiKUjDQVkJVTRqdNQ1TSApYvTSNU64PtW0PbYBMlOXlUd47i0oQxe9U6FicFo8DDcHMpjRYDqp4KSlvMRC26jDUzVdQe3Ed+ByQsW8eK2VF4d6122gqPkV3ciCUwhRUb1jEjSI65v5nWLit+UYEMlFdgnTaHFJ2LgGljHwAAIABJREFUoLmLSU6PRgeMNhWQXVhJt8WfpAXLWTYnAnNLCdnZFXSN2VCHpbNy7TKSQoSxujFaSuqw+GnpryqjcVhD6opLWZkSJGzB9NaVkJdXTY/ZhSFqDqvWLSbWf/Kx5wxNe5FmKR5++OGHz5RXeVkZNdXVXLZhAyEhISctKkNjCCZyejh+ajkylZq+wn2UWRJZc9liIi2FfPBuJm1GJ47BBjIOHKFNO4tlyQKAC/nYaDi2m0pbAgsWpBAgt+H0qAkJD8TUcoDnfreZDwrKKC6sw+rvoS0nk/x6D6mr0hBKrtr5CC9XBbFqfgxjJR+w87idDasjKd7/ITmNZlQGHXJVALGJSYTpxwM4D8MF29n8WjNpVy7G0HGYrb/bQr5iMVfMV5H12l/ZW6dn7kwTu7cfJzJlFrqhAvYeLGVU64dKriYsPBJl+2He2F1Mv92NraOYT/cUYZ02iznxQScCJBGNnYGaQ3ywtwKzQsZIbQZ7M+vRxs8lOVwMryYADhe8zpZXaom9ZCnTdTJG6vbz8vMfYJpzFakDn/Dcs29SbvEn0N3IoQ+OMxY9j7QoFYUvPcTGHUcpyi+lcXCIjpoqSgqaCFi8glgdmIq2s+nVIgJnLmFGxKThes8otbue4HebP6BuyIKlp4KDe3MZDEpnQUoI9vL9fHC0gn6rB3NHEQc/yceTvpa04CGKdj7J/z79EeVVpRQ02Jnp18mB99/ipXcPUV5TT9ugivkhHbz02Etk9stRDFZweH8OA+ELWRDRwPYn3qFGncLyGXqOPf1bNu41suTSBRj6j/D8pgMoV19KWsDkHYeZuqMHaSCZletmoS7by86jNYw43Iy25HFwfxmqOWtJ8esh69WN/M9zB+iwODC15bF3byWy5HnMnuaHwPjRre9QY5Lj7Kmloq4HdeQ0unY/w8sHezCEaenI3MXhZgUp6akETw7i7IMU7HyKZ3Y1ovSX0VdaQN2YH6mLExg4/iG79hXRaXJh6S3j0O4sLAmrWBitpK/yAB98Wo1NJWOo8ih7slsJSlpAfMgQn/5/9t47Pq7qaPz+bpdWq1Vd9d4tW7IlueNeMZ1QE2Na6CG9EiA8kNBCL8ZguivGgHu3XOQuFxWr9y6ttKu6vb6fu5Js2UDiJ0Dy/PL6/iHdu/fcc+bMOTNnzsycmbde4O01eTQZLPTUn2Tv7tM4U2cxJqCX/PVLeX9rPd4aH3SndpJbYSY6dTSai2SNcxPIc+Omq/Ioe3YeQ+tWYG89yfYdpYiTxpASoqIlby0bD5ajNVgZaClm377j6INymBDn5My6pSxdm0+/QoH+9A52lzpIHpuCn/UEHz37FYbMGWRo5Nia8lm7cj0dYZNIsRSydUcxAwovZGKJZyMVF6o6L8CJxEgVSlQqFT4qH2jM5bNdLaRddx9XjlFfQCuWpny2556g1apEWJ+8wlKIdJWxaetR3HGzSffK573nXmZlbgUDFjOtZ3azOfc4hafKaO/RUn7sIKdbFGROS0XdU8S6d5ezo8yM2tdJZe4WThmjGB3t5OgHr7CuyIhCYqCmqIw2qz9jMoeF2CFsdhawJU/P1Hkz0Pj3sOvNZ/nkiA65pIfiA3s50+lHZnYsrqINvPbSa2wp0GG19lCet50jXSFMmRCP0lzHxlcHv1Mo3TQd38Kuon6iJ0wj3nyE5W+u4ESbCB9ZL4W7t1MmHc3keBkNe5bxl9e+orCkkFNlekIj40mOCzo3zLqyg+TuL6RbpkImkRIQFIFP5yHWbTuN1uTA2vFP6Hj3GUTpM0lyV7H+lcd4Z2cNBpuZtoK97CrqI3J0JtF+56SrwVk10EbeV2s4K8tgsrqJ7ZuO0+aU4S0XowiMIT4uaGhRForb6Tqzic/3GZk/L4mGQ5+x9P1c9N4qHK1nyK9zEJEwighhl+i5RFj1+ax65TN6Rl9Jhlcjm156go+KvJgybwy2vI/5cHczYWOTaN+0hjPiFLLSQ+k//iHPvrqRepscUW89RZU61GmzWDQ+At3J9bz74RZqHGpUlir2bj2OJTaTlNBvMvkOgfFD/TM3cHTLHkplY7lqfhIKkxWHTEWwvw+Wk5/w+IufcuhMCVWNnRhRE+qoYE9+GyKZg+b8HewtMRA9Jpswrxo+f3k5Z+VjmJCiomL9S7y1Xc+oGWNwle7gq929ZFw3AcnJNbz43NscqLcjdmnJ376BImsS08dFYq3axFtLTxI4ZwbxShH6os2sWHcISeZcgqpW8c6nubTii8LUTFF+G/45GcSo5CMEehsdFUfJ3VtMn0yGufIgGw82E5SeSXyAi8Pv/JG/f3aaXocDfV0+O77YzsnKetq6+2gp2MOOU3piMyYT49/N4RXLWJ/fgVwpQVu4lz3FIsbPjKPn2Cqe/8v75NXWUXW2BUlsAs7KLeytkjF2YjoD+9/k758epcctxtgs8HATMeNj6M/fze4iPVKZlZqDmzjYqCB1bBqB7tMs/9OzrDnRis0xQNOpXHJP9RM7cyIRdFB8cC95lX3IpCZK937Jsa5AMkYn4PtP7LQlZ0s8MtXMWbPQaDTfafZcSG3fqSroL1rHFyftpP14MsnCpsU5lht+moTdaqC7/jQbVq7meG4BP5sf+x1bEiGRSWg7tobXtScIkFgR+Yzm9icfZZR1AF2PDc0N13NbdgRh4TYOvnmUs66Uc2ZLS38XXQYzTrcbW7+W1hZv8AolaUwG8fUm5i75KbNCvfG9QBAQ4xsbhrzxqEdbpWgrobCmn8iSU7T2ZVHbqMc2KhSNvJHWpnaMZhch2eNJCjmMa8Fi7p4Rhb+ij2MHxQQmTeaGxT9hjF876558mYJjJVw5LZaokXIHMgJT53H3z6/AYTOgPb2B11ac5OyZK1kwKnME/sQEjx5HyHvvsbvgDnLmyKg7fZxSYzw3JHax/42d1Cgm8vOHbyHJq48df/sZX+0tYHrCZEx9egYUmSxcsoDEiEDkTXksW76DvUfamHKtmmPbj9DrM5eEGL8LTR5uB4aePqy+aSy6815yArrZ/MJLnDh8irZ5ScSOmscd0VdgMfbTVnaY1g/WsudUO9fFg1HXhUEWz/TbbiQpMJR4637WNOhRjruJ267NIsTXi6qtz5JryOSJ399JsqSZbe+8yvbV25j55lwiJTqOVTShn9LLyRYT/QX5lLZcj3d7OZWOYG68QPs2Ak2Cn6QTvEdfyd2xVqyGPpqKcln96Rb2FDzEwggrfbp+JJGT+dGdt5CirOHD373J6VO1LMhwsnfF5zRo7uBPD80lXNyPvs+MvloQVLtIf+AvLBkfiOn42/zqnQMcmzKB+PHnCdM1oCV/by5dMY/xt4emI9Z10O1UohZZsNghMG0GP7r3FjLVfWx+5nfkHavitvETCU5fwL0/n47dZqAjf4CXVx2n7Oy1zEjyor+zB+/Ea7j1p1cSJ25j26vPsnn7ESY6+9ixu5aYJX/l/hkh2Io+4bHXDnGgeCqj5kSNYKgjcSPciwhMvoLbHs7AbDWjb9hH5XNbOXzqGmanByFCgl/yNG6770YSfbrIXf46OzYfZFZkIFt2FeI96ef8/PYxiBq/5OnHN7BtUg53Ztjp0+oYsA/ardx2M726DpwGFQEZKSQkJeGacQN3XzMGta/ft2vmHU3sWbcPrWYq98yM/Fo5n9hxZCeF0hN8HffdNQ4fdQCU6Oloa0djdnu0q516N7Hzb+De68dB+Qf89okTeP/hKe6ZGk77vnd5d/NhKvqvxbZ/M3n1Piz85cNcmaigY+uz/HbLXgpS4tm7pxzlktd44PpIjF06TCLfIQ3kRbgUCdiyYyzdyWd7B5j85O+4LU1B3c73eHPDGnJnz2CRrQe9zY+sK5fwk2mhGPe9xG83naB28Xhs5Vv48rCDmc/8mptSfGjY0subu3WYXBZKtnxJgTmRxb+4k0kaJ6Wrn+TpzQe4eeoizL06ep3B3PyjnzBGE0xUWMgFgIWNzSI5fD/Bc27lrgWJBHpbKCkQoY7J4Zo77iY7oIfNL/z9H9DxOo+WbuFEI939djTjruWOxVn4Nn/FE6+c4nhpO5Oj4y+cYw4rvdomWvVivGYnM2p0Akb1ApbcO4MgH18utCcI/LiLNq0cLHpqDu/jjDmbFx5+iFSrlrZeMYGBw8LbYNcU6hiCZPUUlzVwpaiZqsIa9PGlFLf1oRE0U64cAoNlVLe20hUh0H0Tu1dtRJ/8EE/cP4WggSLE/R9Ti6CBq2XXxgNog+fw6MPXEiPtZMP//Jxte4uZmTKb4Av3zRfg9od4cOr0tLZUU9tqYdmf83EaTfhPXsKjd86lp+g03T7J/OTaGxgbryEoMIhA2RgWRw9gMfVR3FNAUXk5jT2QlTqOBROUPL/pc1Y1WTlz1s7kO+9jUiTkfVlOvXsGUSIzJUVVDHhncM3dtzMjWk183z2sqG/BaM7GWH6WSncs9/kJCg0LLXXVtOl9WRSh48iyzZRaF/DHn97NaNkA7S19KId8Uc/jRU5IyjRuvGsUBosZ3bEG9q6vpr7TzOz4TooKB4ibfge33ZCNonkbLz21Elf0r7np6jg46eTx1TW09VjorPuYz844mX/XvSzICEJ//E0ee+4IFdqxUFpGu18GD958I0nqIEJjXOT+tRpDcDbO2q18uLqEkBvuZ/HMNHwcfej7IMRLjWzqdSxJMWAx93Cy8RDrq2voNEJidxGFA6FccdstXD8hhr6T7/HiW6U0DsD48BDGzL6JkLEDmA06pJV72FbZQLcFIv6Nrq/fmwBnKN/M669uxjn5bu66Oh1vMTi6atn/ySoONDoJDlKgs0hR2L8Pbws3LocTzdhruO2OOcR4uxFJVUT4ybC3CocQEpk0fxY5kcL06UItFyGxS4cYiwiJVI5MKvY8iyRSpFIxiOQoVWqU3hJCokLRfIPW3Cs8h+y4LRQfKUdl7WHU9bcS46pk9y4FfXIVcelpyN11IJMiFouQ+vqhVHgh1kQRqQlE8NWxu70JScxkYmoUPgSQlhhItc2ISfDPukBydzNQf5y1H2+hyhZIrG8vJocYL6flPE0M3SkiJrFo6hrePnCctlGRFBY3EDLnYdJcLeyqreRMcw/LnzmJ0y7CpDVgzbDjdtgQefkSnTWHRVPGDtYUM53JBw6w7dhx6kb5k1fvReYtU0gZNusMt+x24ZL4EJ6YyaRRMQQQSlpiKEWtJkxusHWc4vOPNlI24EOQWopJIkVuMoHbC6fEj7jMK5g/KRvPPG9W4vSKYsLsuUwZGwZuHcfrOtCM/xXjIwTzTwCTJqVwYGUxVX1LyMkM5Eh1E/k7+7CmXseNXkcoPlGBqq8J1bjbSfAe1pgOAzv8X4RIAqam46z+eCu1Nj+CvJ1YpDKUJmFOunHJAokbncWEpAhkeJEWr0ZnMWPqr6Ws3otxv5vN6AhBCx1IYJgLR9lqSk+V0OTzd0pX2sCuQ98fiktkR7DoD8vjInU4OdNyyP1sKb/6xW5GTZzF1dcsJAEdTruM8PQsslKjCSacMckhHDIZcbldDNQeZuXH26l3aojx1WF2ilE4hPH3RixVETsuh4yESFSEMmtCIrtOllCjtVJeUAXer9D0pc1zcKa525cMkdUD04XL3zBuhP9uzG2n+fKjLyns8SY8WobF7cTpsGN3u0HQ2CRmMz5V0DhFMHFyGkfW13GmuJ8ecRCTp08lzA/InMekiA0U1nViTJUiV8gQyEu4hEMIMrkMsUiG2McHpVKJKCiMqJBh0+9guYv/ak/uZE+li4kPXkfKSM3mUEGxtx9+SjneAaFEhg0Kzv2CBk8qQ+JpW4REFUPGhCwSIjU43cnEBXcwelI2MWHgnRSLxrsUi2GA1qZGak63YF7Wyz6HA7dJi9WSCX5pTJkWycern+TXx9IYd8U8rlo080KSHQZcsP857AzUVNAZMoE5E6M9B1SyJ08mdu+HVFb3sMhHgjJyFNk5GUSHgjsjldAtbRgNA3TV1tEfM42rxkchUIAjKpIgVSsyt47q6mZq8xtY+XINXzgd2HrbEXubMLqduMQqwlMmMn/6eM5vH4aBArmfwI+8cQZFEh0ShBgtDrcXQbFjmHhJdCxBaTbjdruQ+keQkjWJ5Eg/UI8iPuAsNpMRgY2dN0YKgy7wW2EcBNWoEpWvEqVfCNGhmm8UfgV+LBMmqUxDypQpxB7ZxHOPVJE6ejILb7iauJGHVwCJMoJx2bEcLzhMicIEmddzdaSYsl27CBpQEhKfRpzczXGRDLkU7MYqyht8mXD3LJIEe7RvBOFB3tQK8PW1Ut9YxeleI0s7DuJ0gqHdhj3AhkAC/+5L11pFsy2a6x9+nBuS3ThdLuSB0QQrmthfYWbU3Fu5ceFYjwna3V3M5++t5WiTBf8If3pLu/AOm0y4ZyJ4k/HjHzN65x9ZsS2Dh555kpuzNUh0hTS09RCcmYOaJiqarIROuYlrxyXiTR8il4qY+CgkWKmraiZgzHVECxKDu5OWpl4IyyLJS40oNR7H2q945fF6Jkyez3U3zib4Ijp19tdxaN1KthXpkAVG4N1RjSN4PHEaf2jaQ7UrlUU3zCctWkpXB8gDs5h7w3iSNNAoEhEcGk14kI5jq45QWiTGtaKHw9ixGHuQxk5EYdJT1mwi9eo7uGFS2uBQGQ9T3+lF1NQQ2o+/R0vYHB68ahJRgi0VPwLCwNRwmLUrNlDYCUGRvmirjARkxxMSCK37K3AkXcF1C8cTK3dSJ5EjD00gMRj6Kg6yetU2KvpkBEd401znIHReHAHfIDf8kPPmuwtwbhf64o0sW7qJ/pwHePKRBUR4anVyet1SvmxI46Ff3kZ6gIHTa5ayvf376Y7b5cYnPJVxE8cSfW5VctPuFnQJ4DrnsO7EJSxELvc5s4vb5foGgnTjdNpxOBweTc03QSnximBshh8b8/bh7e/DtY/Mwrx3NWvW7iIhJ5XsJAVYzjXsAcLhdCDxOOh51khEIjdOuxVhGfbBjtONR9gTXcQgnL31bPv4A4pUS3j83sn424px936Fy3FRQQFQsR/p82YR+sJm1uVm0NIRyeyFkWBrwCkLIm3a9dz/4yzkIhBLZSh8gghRmjjjcCPCieDm7ZEdRdFMmZZF3hf7WPqKC2d4Bouy48+btUYgRYQbp8PmcX4O8PRDEKJlyNxtbHn3U4p8ruKhP8wmyq1j2xtVFA53UCQCt/OcNlRwXhSJxbg9gglgcyKVinBaTENwubFZbTjdUnCLiE9PRlpcwsYNdiY9OJc5k0w899FBjjq6SLordYQ/zQhgBS8qsQSps4GNy1ZRFX4rjy6ZgsbaxBdvvUSdR7QR5o0bh21wbGQ4B4UwifCtDJnEidVkGSGYmbE6xPjHjGXh3Q8x2U/YBAhCg5KAUEFjdf4SyfzJue0JXptYRXlpAQe3fcCLpe386dmbUMpFOG0Wz3wAQcgSI5HLsHZWsfmTT6kMvpfH7xyPynQKc9c2nOfGX8C/YwhyC30DJkQ+KrxEDnzD0pi4+EHmhEo8/mtiqTf+wYGDAqXbhVOYjxIJEmEshi9DBTtXruaQdQq/eewqohVtfNHYTIvTMUQrbtwCfQAKrBgNFuzSQFQ+UsRuO1ZBlehZus2YbWIkEiliQSh2Cf6pg0u6GNegr6rgoe5y4rA7EDvdHn/1EZAMQzT431BB7uYj9Mdfw7VTAy7A67mCQl0Oob5/dPrIic0yuPlxOAT6d2IzC4K7N3a7C7eAC7Eb3FJCRs3g5gduJU3hIRhkch+CQgORPvocoxeVUVpwgn1fvU1heQ9PPXUDUecAGbpxuxGJRIhlckQOC2aBwLzAYbXicIC3TIyHHJwC3gSMSrG63J7xEQkbP7kMbEYGBFIXgdlsQeiaSOxGLFIQPX4Gix+YS5TA98QyFN6+aLztnPFIGa7ztHUxXE6Hh8c5nc5zZwSG6XgQMwI/+jY67mLrG9WUIIzXEA1bha/8wCG4h4sQj5xPF7ftGXMXTrsDp2OQtr5WZPgHYc6IvIiedhfPxVxBRXkZp3M389Lfqrn/j3/g2tEjVkmpkujM0cg27me/VzDBNzzEjJ5dfPX5WorjJzEnOQEZBgSy8cAtGty4u4SBEC6nHZtdwMcQX5UNalYevD7d408slspR+AQSeJH2TRBiXZ4xEQ+elhXo6mvPbg/f8Zym9ZQXmL1kRHnhvfC9gE+hvhHvMdDRVE+fdDQ3LcpkzEitTs8OytoCSVw8KAS7+xvY9PbL7DDP4+e/mUmYVwubX2zEGRJDjMfryUTZ7lzqrE7MFiUhkUGetbC/q4UWnZuUzDho3UGDCYJioz2+YpjPcrbeh9j5ocjFzZTXGom9OW3Q3N3VRn2XEdXoRPxQkL3kCV6bfJai4tPsWv83numAFx+djWZYiHO0c2TtO3xyKpDFv/oN6f5SCj8so8kcTZhGTu/BEnQh8SSphQltoLWqFp1vMimefZ2OyiodYvVkov10HGtSkHPz3dx9VRo+boG/iFCog5DrDrKjC5LSEodnEc6qCprEAcyK9KL3RCfeYTH4D8MkGOzbC/jsnWWc8LuJX/xmPP7yCj6tqGcgOpIQuY0jZ1sJib8ZtSDPOHQ0VjfgSLuV2K6jfLrsU+ri7uDRn6bj4z7D0jONKONC8LtACXMOlB/sZlhJ8C824EJ7ciVPP76c2ohF/OSa0Uj17bS16zHa7JiNAzhkakKD/VDa9NTVtWH8h0z2UsEQhCAbFrMJDw8+95kbt8uBXWCU53i5mhCNnJ7mEs6WtqOtPsjhggZ6zHgISViUbDZh8ZGgUqvA3ExFURva7n7MQ6afc9VLfYgdFYPp9C6KpJlMSUwiOdaHzlMnaPRKJVWYcHaHpz6BuAXByl9l8DiiNnXq6DdYcDmGGYZQqxunzYbdw0DOteK5EeAyDpiQqDSE+alw69tobNZxMUiDXwnmrzlMDylj5bvb6U5byCzB9cU/gYyUQKy1ZdTbA9BoglFa22ho78dqF+RLK9YL2hYRNmkmOf4NbNxSRUDWNDJDv2mKCBrQkf0Q6hp6dtsx9JsRK4PQ+Kk8PiZ1Lb1Dcu3guFltw4KHgAIndpsV+9BCjtyX0WPT6Du5k/3VWjobj5N3qAZXYjapfiBJySCi9zSHGkVExcYSP2kSMR372FMfwKhR/t+wwA+2aRMWaZeNgX4LUt9ggv18cHbXUdfSh91zPGm43PDi5vKMjU0QMnzSycmUULRjK/n1WrTNFRSfKqbfV3DOb6e0pAd1sAaNv4jO5lb0fYPL4fCI2ga0FBw+ht43mfEzr2F2ThT0tNFrcuJy2LA7htvEIxTbHcJmwopxwIxUrSFY7YOzs5XGFh12Tw9FIHLQ295Mi7aDloLdbDymJWnCTDLiMokL0VFS1I53sIbgQCndrS109Zg9XzbtfZ/nX/mMkt6LTmcK7RnMuJUBhPirkPW10NTahcEpKFFEuOxW+rQttGg76aw6xv68GiTp45mbk0qUzED+vj00aLU07dvGie5QRmVGEOAXhL9PJyX5Z+nQtnD6+GGPU7mwgcIrgACpkbbqCiraO+kzD2oth3Hm+e+yUXVgI3urFcz60TVEfdt2U6LAz1eBvqaIio4uegasOD3zyjbIBzz3dhzCAilcwrNnUzD0KPAMmwmL05dRGSl4W2qpbnQSpNEQ5G2jtaEFvbaQI0cakURmMvXKhUxOUWNo0zIwWMX5vy7H4IZDLMN/dBZJA6fZkVuFVtvE0YN5NDniGTdajdNiwWqzDwm0g4KE1WrFLvMhJCubWN0BVn26h5NHd7J1Zx7VfQI/iWDs+FhsHRU06WUEa4LxkxhobOjyCOWCVt02krbOQzV4J/HHX22hqbyMem0Xff3W83Q7VPbb6Fjc28AwHYvcLuwC3xJ2n8Il9NlmwzG8UR2qy/PP7cJhtyHQERIVfkrobyinpE1Lj8HsEawuKC7wYyeITXrqzxyjyBjM6MmzuWbGGJRWPZ29F1twZPjHpRLQf4oDZxWMm5JAWkoU9rZTlLYpSUwRJBi7h8fY7G5kqhRGJxs5uXMfVR1aGgrzyS/T4rTbQZ3K2CQf+qoqaSUITXAwXuYWGtqGecQwpG60hV/xyjOvsqts8PRmX8GXvPQ/r7OrusdTyFSxiVeeepmtVZ44V+jLt/H6My+xuUgYSDCUbuG1p19hc0mX59let5PXn3qRDSX9g6KktZOGsiZMmmTiRwpvwhGE4mKqFeEkDB0ssxm1VFY2IYvOIEETiLOqiNPNVjTJyWgsfZxZ8xJvbjOz8Pcv8FBWE2tX7KfXbkXfWk1LXzRjRovRlVehs8iIix8MpeIoK6TCHUJ8pD9eri46uywYuzvp7Gwkb9MXHKp1kjIukYHa0xwvqEcSPYbJc6aTphk8gOIeuSMz6WmsamDAL4GMyGB8BwrJL+hFHZNAmMpBwekqVDGJhAixx0w6aivrcCWmkyDU0V9HZWM/sog4In0DCA60o23uxu0TRHCQHzJHD0aHg4HmSlr6o0hJGdb/uqgtqcDsHUhURBxhAUo6S49ztkZLZ0c9ZaePcaKikZoGHeqETKI0/hgLTlHYIyMmIRaVo5hTlXKiEsI9BwzdfZ1UVrUTMSYNkbaeqpYBghIzCA32pTv/BGctfiTEhA1alTwj+u/5820s8RJbN9Ojb6e9vRvd0VU8c3oVDpsFh+9kfva33zD7tjvJeuYD/nz/HvxVKrxUocTEfNcDDAJoElSaSCJc508VDQMs9fYnNDoc9fA4oiTryuvIPruMZb+9n9WRqUTJI4iL9EcqFiFXhxARPghTVOYspqWdYPVf7+HYlNv52f13MinmnHpvsN3EicwaW4F85ngUSIhOHMuUKyuRJ6YSIQAhVRMeGYaXl4DacOZcO4Vj77/Ab8+ks/Dm20kLjSRKMXyiU+hHOKFutUc7NtwHTzWBscz/0ZWcWfY8dx4JIDxIhiEogfCgb/ZEF/mEM2nBHFJatExbOGXQt0QOn4mlAAAgAElEQVQcztw77qfb8DYf/el+VsoFBZeSrMWPk5EYgV9INBH+Iw4nCA0rU0iLiyN9ohc5WenfMiGlKAPDiDSoh7RzYpSBoYS7fJHIoln04zmcemcpv7r7I3zUoQT4RREV5AUiGb7B4URYhvsvKG3UhEaGE6gcGjCRkvQbHmRJ6xuseOwXfCpx4xUzk3sfvJ5YQZb0TSEjNY0ZIZOIC1ODOI2Zc0ZT0X4FGf4jx2oYm1J8NeEIpCWRJ3HNj6dTuPwlfnbAB5U6CLUmjsgABYhcqEPCifBSDWlqpfiGRBDir0QqU7PgoV/S8saHvPaH/YjdTlTJC3n4t0v4qbyLV997nke2yBDbrYjjF/Hr36YRP9y8MCVENlrz17Fy6ceohBVMHMjUW25nSqCU3MAIQoNUQ2YnEcqgSMIcCnxDk1lwwxxOL3+aO/cFERksxRaSSJhHFeBGIrFTv/s9/lL0GW6LmNiZP+XnVyXir4jmzgeaeWvZG/wiV4rUacEROoOf/T6NZHo4sX0rhYol3Cm/aKuoHsWc6+ZQ9PbH/GzxWjRxYYiUUaSFqhAOVPoGhyEr3MRff73DI3yoRl3DQ0um4BsMP76ngWXLV/DYLz7B5VaRcdvD3JgdhlLsx5U3ZPP8p0/y8N4wQlRyQhLjCfZygGgMc68aS/FH7/PHoztZ9Os/cees+Avnm7GJkrPt+E25meuzPXaPEVgdcesVyLh5C0l4cQ2//tkRZt76CHeN1RARGY6/8JnUl7DIMAKG5phIpiYsJhw/QSUtvFYKB7FC8HKKCJ6zhHs7l/He8j/ywMdyXFYXgRN/wm+XhFK5412Wvu9A5StHrIzn+nuuI2UEGJ5brwAiokKQyuTIY6/lgXvqeXvl4/xqhQQUkcz96SPMDxPRUxlARLgC3yHNjkj4LtKKl9iL4PQb+fmj/Xy4fg0fno0j1BVAqBrsdglxNz7IHdq3WPHCL9mmkGC1yYid+yAZWUH4BIYTGTriJO/FsIljmXnNDA6/+yZ/LIpn9k13MSk4gmjjpdGxv180kYEKRDIlweGRWIePg0p80ESEI/f1+voGSqogIDSKUI8bRiQT5k/n6Kur+Mu9R5l+z6Pcd+skznvqiZD5hhARGSywCgZqD/DemqUoAnyRuuWkzV/Mwuyvm9uVvklMmJtFj880xspAHpdExpQr6VUnEBfmGWECwiPR+ClQKKO46q5bOf3C+/zyvrVEBHnj1sQRFyABUShX3Xsf+qXLWPrb+5DL3NhEaibd8WeyxlyITGuflrrqBsINg5oCZ38H9TX1RBoHA0Q5DJ3UVdcTZBwMXmE3dFFfXYeqf/DZOdBJQ3U96oHB8k6T8L4WrwHh1LUg4Rnpl6hJyR7zNQ2vtstMxJh0EvwHPQjlAXFMmjyKY5uf4mcnYwiiF1tUClmZ0RgK1/LZERvT7vk5t0wJo19xloL3j3OmdTSaARd+oycyRuGis99FcFQmqXGDPFSnNRA4ehTJQf7IfFKYMDGUdz/9A7/Li8QHFyFx4xiX6o3ldAFfvLmFNu9wAuVOpJG38OCPJ3PBOTvfKMZOHcvOD1bwy4dziQu20+Q9iitHxxMo0qI1RzJufJLndLGrz4gRP7Kz0wZ5or4fm18YqaOikYnCufa+W2lcup6nH92Oj8SBKCiT2x6+myiDC/WYHEadO2dppNOgIC45lQiNDzE33830lz/mrccLUcrE+KddyV1LJjJ1XDjvrfgdP9sbR5CzHXnqFNITwhF15WOJyGRy0mDsOJOpG6sskXFp4fiFjGVy6hY+W/ZzfrYlHo2tCf+xi0iLvNDycuGM+WGeRG73P7bur12zhs0bN/K3554jMSnpIigEjdegScblGjRTDhYQI1PIPQKSw9BFq9aIV1AogSo5EkFl/D1EaHS7BDX8YF0jhf1hVbRgMhup0Xea9LTrrSj8AgkQgliKxEjEIo8/h6AQkAw6ywhOEnT3GHB7CdozryEfmgu7LbQtqMIH2xXUuILddliVPvgsmEIEzQU4Pc7F/XZv/ANUnmPsLsElfAgHQl2C8cRT/sJmPN8adO10DojwDw1BrZB4cPftpgpBc+NCLBmGbahCl41+nRZPNJKgYE+/pBIRwzgchkUo7Taf5eO/vE6R5hb+9IcrCf8aTIM/CON+YT9cnp2jYBIQCfGc9G20D4B/sAa1txSxgB+xYCkQgi6f779gnxs0HVxkgvHA3EWvXUFwWBDK4bAMAoyCCVwwUQ0PsGC+cI+o8yKYL8SxC6OuFa1BQkBIML4enApmjcG57DFhXjQ25+arw0p/Xw8DdgX+gb4o5YN+lQ5TN9quXpwKP4ID/fASfCAvnJQebaeht5seowufoBCChk5oCXQjeMsNt3HhmDgY6GqnyyghIFSDr1zimTciUQ0f3P845eMe4pFbswlUyD2+RbIRbTrNfXR26rFJ1QQF+w/C2rWVPzz8JVGP/A8Pz439Bv8tYdw60Pa5UGk0+AvjJhk08QhwCSbzge4u+p3ehIRp8B4hL7vMPXTojEh8Awn2V55zV8Btp1/XQY9dhUbji0IiHjTremB1Y+7R0e+QofZX4yWYFkeO3Tlzr9QjRI589fV7NzZjD90DbnyDAlBKhfntGjJZCQdYBPPU0JzxzLnhd54JdZH5yoW1T4e224hEFURQgI8HbpfdRH+3nn67nACNBvU3RTQeMqWJBToY6qNQl67XipdG2KgM0uawCe5cuRHf4bLR3dZIj12K1G3k9Bfvsbstmfuf+QXjBT9DtxNTTyddvTYU/sEEqr2RS8We/grihMBjv/1yYenT0WtV4Bfg6wnKPJIePbTl8Vf8FjoW+LegdHML9sIhc6DngNAI/F7QuEDfHnPEuTluHeimz+RG6e+Pj+JCXjWMF4EfC1YIc38P3X0WJOpgQgKU3zoPPN8J7gdDE2iwH6KhNoXx99g3z8FgM+ro1NtQaYJRyYV+nKdBAf+9nR30mMWog4PxUwohiC6YmR7e6XS6EXz2hKXDQx/Cs3TINcEtmPWF58G5e+694LogMAfB7O/5fuh5uPzwe/egz5uwjl3IS4Thd+IaWr+GUe12mNC3d2CU+qMRwqUI9QiAOe3YXWLkHsdCobRgaXB6XCgEl4ZhfifwIWEdGl4LLuRD4LIb0HXocao0Ht4lGYLTY/Ey9aPvMSLy9icgQKDxYahG/Hdb6e0Q+IA3wSH+Hh4pFXiBAI/HjWaon0P9PreGeejCjXjEeu4SDipqdZgkKoKD/FEqpAha4eG+DLb69TF3C2t7Vw82hZpAtc8gTmz9aNu7sHkHezbrMmG8BIR73K5EHv4njPzwvBT4ofDs4XfaHlwqDRq1F9Lh70Z0+dtuP1uzlk0bN/Lk/zxFenr6txW7pN+/owB3SW1cLvT/EAYMhZ/x0soiEm/5A3dOPh9D6v+hLvz/ANQG1v35FerH3sfDt40VvJAu6bIXr+aFvQpuWnId6ZqLNHCXVMPlQv8ODNj7mti27AX26wNQO/U0672ZtPhRHliQeF4w/ncAcrmNyxi4jIHvHQPfpwD3HU2o33vfLlf4H8WAG1fIOG6+ezyRqZeFt//oUPzDxkOYdsf9ZKljBx2O/2HZ8y9FSdfwiyQlvt7n/AvOv7x8938GAzLfMKbf+gBBta302ny4NSObMTFfD5L7fwbgy4BcxsBlDPxHMHBZgPuPoP3/aqMi1BFpZHic+f6vwngZLlASmT4yFuCl4USq9Ltkbd2l1Xi51A+CAbGcoIRxTE8Y94NUf7nSyxi4jIH/Dgz8I2eJ/44eXu7FZQxcxsBlDFzGwGUMXMbAZQz8l2HgO2vgHAOtFB3J43RlO0aXkpic2cy7InUwJ2bNXlbuN3PFLQtI878okM53QqSdjrKTnC6qodsTDUFwjJeijs1h/oy0b8gr+i2NuW3ozh7mRIuaq68aj7VfcAx24hcZzr+c0kxXyq5DzYyePJWocDmdDR0QHEmISuaJJVOau5uTlnRuvn7cRVHIvwXG7+1nPcV7DqH1y2bK+JgLcGTpLGPfriPIp9zDvKRLnRIOOkr2sT/fTOYt1zMyNNP3BvK/XJGd5lO7OFQmZsKtV5E8IvbPv1zlD/Rh18mv2Frny4z580gMvNBR+l9q0m2jv7OLXpeKiPB/cCJxqHLHQB2n8pvwHX0Fo8O+blo1dzejtfgQHhqIQuLG1HWWIwdbCJ2xiMyQ7wHeS+2ksYadm06gTprG1InfNZPLpTZ6ieUcA3S09SESHO39B09imit3seqwk9m3LyDJk3/yEuu65GIuGo9to8CWxIJJiTj62uiThBId/M2ndTsKd3tS/cyYmk3QRcFwL7nJrxUUcuDmUdKlIWtWNuEjWbzbRvuxDWxoieeOmybiCfH1te8v//DPMODobabg6CHKO+2eoMjCIT1kEUxYOI20YOWFh37+WWXf9N7Yzpljp+gKyGJejhC09z9zue16CvcdQB82ndljQ/5jcPxnev+vt/odNXBOuupOsXvzPqr0VqzdJWx68zmWbiimVwgR1HGSzZuP0mz5js18rX8WyrZ/xEert3GitJ7aqkoqKqqobe3B8b9aU1xYetppaRFi97jpPLuHzz7dRs1QjMevNXspP1h7aGtswyQE6HS3sPv9D9hTOxRzS2Sg7sQeth2u8wREvZTqvr8yVnpam2jrMn4t9pLY2MKJnZs42TJ4xP3S2nTRXZvP7m151Jsu7Yt/Xyk72rIj7N5xgvbBU/7/vqb/ly31Vuxna+5J2i3/q4n77a24eynPXceKTSXfHtB1+GtrK7te/SOPPf8uudUXxYUbKtN1ZA0fbDxFr2dqiHBZu2lraKFHSFH177wsLRzdtYuz5R3/zlYvrS1LFTtWrWFXcde5BdXSdJxNm4/TZvuhlkQ3A11NtHQN4LT2UbRpOauPdH4rvOZuIa6fDut34W1fq92FQddGS6se88WsQyRloHI/X+WWMhRJ42tfX/7hn2HATXvhVla8t4L9JW20NzfQ2FBPY6sOs+vC07v/rKZvfW8zom1pQNtnOzd3v7XsD/jC7TLQ1VhHx1CYlR+wqf+qqi9V3fItnRahjsrhpkfHEJSYQJBIx8a/3MdHuYe5el4mY71VqNUW+kp2sX5HKwZVKjMWziJR/S3VXfLPbqyGfnxHX8s9v7iRFJXTE0EcqQJZTx2Flb34JYbTX1xAb0AEAVI3LnEQSRkxqHCjqzhGlSOWnNQQlKExxNkCcVs6KD60k9x9ZvpDfGhMTGX8xCyi1MMLq4ue6lMU9muYkhOPl7mb6vIKLGETyIiQoq8poG7Aj6TIcOKTbfj6SOksOMCBQ/uwEoGoLoX0tFBPGBM/Yx9lxzZQerID/7FzmH9FKv5fGwkXpo4yDu3Lp15vBN9osqfPYnyi/7kUTYPoctFbe4qCnmAm5yTgbe2lurwUS6gAl4zu2kJqenxIzooiLDYel59wxFz4sp/y3J0crezFZtGiF/uSfC4OhZnGUwfYf7QKi18SM66aR/oFgX0GW5bIvPDx8UYIHI+xmVOHD3OmWodDqiY2ZxZzJsTi7bLQXHqaVoKRNeVzst5G1IQ5zJkUfy5rQm/NcfIOF9Dm9Cdh3FSuyI7FR+Sks2g3O45UYVAmMnXOHLJivikGnp220/s5eLqaXvyIy5jCrCmRyL1V+KuttBccZv3ZM/QHj2fBlZOJVolxGxo5vv8oZY06LPJAkrOnM318DN72bmrKG+m1ObF3VVBU7yBh+lXMzgg5lx6opzyXHXmldEujmDBrHpMuYTK7LF2UHMrlVE0XJpeK2KwrmDEpxaOllsh98PMV05q/ky/0DRiDxrFg0eQhbYaLnqpD7Mgtolsey9T5c8mOEWI/9VF9ohRzSCpp8UHInWaaSk6jU6eT5lXO4V172D/QRohfB4nJWeTkJOA/PI2HaczZw6n1y1lfJEWjsmCxfYNA1lvN0UN57K9oIkjeS0ryKMalaohLthLiL8bZ20J5fRs2twR92XEqrTHMvn4eUYYSDuw7iVaewIyr55EWMDi5XQNNHNu1m4IWGyHjZjF/WjqeV65eyg4fIL+kBZsyjJTsK5iSEY6QCOHcJZLi7eODQsiH5LnM1B3dS97pBlyho5mxaA5JvkLaUy3VtfUYRD6YKo9R3K0ma+4CJicHDu3qDVQd3EVecRv4RxETFUTUqCmkC9pHm46zwrsyPcrYyVy5YCLhSugsP0adO5YEeRsltXpUyVOZmDCcDcCGtjSfvD17sOpESLTppE28ghiFH/5qA/2lu/i8sp5+VQrTF8xFOBtkaC0h/8gxKrUWRD4RjJs1l0kJ/ojcNtrKTtHkCkbReor8GiOh42Yxd1oyw62dwwciAiLiSbQHYmk4we69eZxQ+xFtGUV0WjZTxkadm7PCN77BMcSLgvFSCJtpCw3H9nKoqAGDNJjkcZOYlB3PBRnz7O0UHW1EljKGUeEq7O2lnGxSMHZSEiqznsrSKuxhyWjC44iT+DMcxtHWVsjefcdp7JfgajaiVHoLST88V1/dMXbvOUWHK5jsuQuYkiKk87p8fTsGeqgvraTPfyb3PfZrJno7EbJoOEUyvGxNnDhqJTJORltlE0ZlDKMizRQcPE2D3ojYP4GJs2aQFaPG3XGWvAorCTljifaVgauPskPH6A7NJsPPjCIojQnj4xDpayho6sdtNdFWUUSLOJGZV81mVLACh6mZs6daUWdOJFGg/b5mSqra8IrOITVMiq7yKIePFtFqURCWlMO0aRmECvk0z10uelsqaWwfwO42UH26FEv4RBbMn0Ckj8BLunFocpg0LsxDp7bOEvbtPUZdrxxNWCDBMYmMHpOOX1chBd0qolUWGmubcEWNJytYz4mD+dR09OFURjJ22kwmpgZ/Ywahc+D8l9yMxPC/0CUxPkFRpKQnEiRwW7kPPj4qfL28hXSgnuColtbDrFt3gMrmBk5tWMbfX/uKhu9BKyKWSHHbDfR1d6PXd9HdY0Gh8sLSeYbVf/0zjz/5HMvX76ekvoTD2zawcUcBuqEeNhxYzerdpRhsDvrrjrNvfwki7FjNQgR3K/q2Ftq7ejAPxlg8hxdrUx4rl2+j2u7C0HaU955+lo92VgO9nNnyJZv312K2N3Fk9yHaOgZwmcw4RG7MvW20tHdiMAkZdfSU5m3ks53l6DsK+Pz111lzoI7BeN3nmvJEDx9oL6OwrA2rWIyhYhdLX3mT7cW9Iwt5UtjYmg6zcvlWKm0ujB3H+ODpZ3l/R5VnoS/Y9iWb9lRgEduoydvL0dJ2zE4jJ95/hhc+yaPFYKSntY7WPiFkliCJ9XBy3du8+elBenwCEDft4rUXPuZ4q/Gids8/igUGrWugvKSSdpMIjDVsff2vvJ/bjNlupfSrV3jqiWf57HgT2pojrHjrTdYd13sqaMxdxt+e/5BDjUZMnWXsWrOVs106Kne/zQvL8+hT+EHjPj544212DkU1P98ytB98n7+/v4N6oxt7Z5VHQDg7IMZbCa2nc9mwbh8N+jaOrnqFpetOoBM0EIY6iopr0VvdOLrO8uU7L/D+XkGz00XBly/zxydeZ+PJJrpq9vHeMy/xVbHOE+Ou9cAynnt7Jx34IuvMZ+Ubr/JF8WAk9pEwXXwvREqvOFNKh0mE2FzL9ndfZem6MwiKS4VMxkDRDr7ckUd1axNH177Msx8cRUgk1nFiFc8/+wmFvWCt3cXbz73KBk8kdx1H1q5mW37LYAouez+FWz9i/Yn2wQwlFhduWy/tzW10dn9d4yqk7KresZxVhX5c8+BixgvCy0hhabgDDiMGmxu3zUCnkM2ht59+fTVHdu6nWkhtq69g82t/4ImXV3GiuYe6g6t4/pcP8dgbGylq6qBs1wf8/b29CCNt055h1Usvsr7Ein+AjYK1b/H2qqPocVOy9nXe/fwYXQ4YaCpk99bDtH5LxhYhfqMQW7Fg9Qu89MEemkxW2vPX8uLT71EgpEUYaGbP0j/z57+9y75qPW2nvuT11z/hWLNAYUZOfPgsL3yYS7PJQXdlLiuWLWdvnRhMNWx99++8v7MJr0AV2v3L+ft726jvd9Nx6FNefur3PPHCR2zZf4Ly5pFjLsZmFFJkObD2ddLSJmSVcCISuTA2HmTVqn2ecT298X3eeHcngo6sv7Wa0tJGDEIKrYZ9vPPMG2yr6vXwy4pNb/D040+z8lAt2vqTfLb0dVYd/Kb8g0I2gFx2H6/BYBjA7BLhNHTSJIx5r3koxdrwQEJP+UF2Hy2nz2ilde87vPTxATrsIizNxeTtyqX0YrYiMVC44UO+OliHEKu2asubvPDiR5zoB0tbEdvXfUZBD+jKjnLwcCl6Yf7U7eClZ15l48l2TMZOahu7PMK9QmKl9fhqXnl5LVUuf9TmIla++ibr89sGsw6cB/Py3UgMmLS0NOuw+GnwdXbT1dlFt1mESuWNpWgjrz33JE8+/Tbrc09QVttGd91ZipsGkCqlaI+v4Y23VpMvsDWVmTNr32HV3loP7z+z+u+8uaESqZ+btsJ97Mytwe0rRle0nWVP/pHXPjtEQ6+egg1v8tbakxgcbozVuaz8aA+NrkFGoS/bx1frNlFlEdNxcDlvLPuKCrMSH3cXZ3YdpLLXfNHY9lOTt4K//v5vfLqrhO7eGna/9wYrcqs9fLDnzHa+ON6Bl8JJb9kmXnj872wv78NhaWDfirf46MtTdEuhLvcTXv3L7/nLKyvYdugk9V1m+htLKazrxqWQ01e2jXdff5fc2otVwiMR+99zP7yd/V56pDu+ii8KRGTcNZVEH7DZXEj8RjF/yQNcOzoQ/cnVvLZ8A3uLr+G+cd8lDpWQZ1BCx4n1vNN5Bn+JFbFqNLc/+SjpNiP9ZhlJc+/iJ9khBAWb2Fd8hFIhIv1QL23GXnqNFlxuN3ZjN9oOX1CEkjQmg/h6I/OW/JTZIV4ohdQe5y4x6vgYfNv3U1bbhaKjjPJ2J9EVJ2nszqGhrR/3mAg08jq0HV1YLG40WeNJCs3DtWAxd8+MxFfazeF9MsLGzGXxvbeT6tvB5088T9HJUrRzEoi5QJyWE5Q6jzsfnITJ1EdnYR9nVhVQVdwImSOzWYjwjY9Brd1LeW0nKl0ppe1uIsrzqe8W0djWhyshEo3IRm9XFz0aC4bq/Xy+tYP0hx7jvitisFRsY2DpRhA0cLWH2H6wkoAZv+TOa5OQDYTS9MgnHCiYQ2Zkyjmt2Tm0CEENBUE3fBxX3RFHX18/Pe01dJ9+lcMnKrh93FjMZjOqUbdy/0Pz0TiK+ejFjzh5qoF7cjrYti6P/sSb+M2DC4kUm+jWW5FZy/ls3XF8Fj7B4qvikXaG8c5L69hzsIQ5KTkjAtC6qDu2j3LrZH58852M8rFgMDnx8XbRZHHgE53DnLvv4eoEJeUf/463ioXd6WSCg8fzo3tTMBl60dedoqvqC4qOlMGsEHr63ISMXcQ99y8iVNLKZ4//mX25Z5keEcWe9Xkw4dcs/tEYlP1nWPXa++zafYarMmd8I16GcST3T2LenQ8wyWSiv6uU7tKVnD16mpafZKPGiSwyh6uWPMTCdCVdh97kmU+2kzfXn/5tO2iJvpVXHlmIr62Yj596g11bjjJl7Cgc/b30m+yDTNLtxNKvRz8APiGJZIxNpKpnKj+572pCFUoudHly0X50Bcu29HLFo4+xKLCIt9Y7EX1TPO+AUWSlRBElyuFHS24hNdQbU/1X6Nq7MNjBbe2n16Eiff4d3Ht9Iq5Dr/HIe7Vk3Xori6+Ipi/vVf60poD6/gl4Hd3B/qYI7vrbYiYFuRnjfI7X8/dTOj+U1qOC9nAxDy++mnC3kQGzmGDpSNobxqQQ81gOhqN8samaoBt+wUPXjkHadoQ3/uct1h+4jlEZJk+g3YQZP+ant49B2fwVj794goIqHVMUxazf0kj8kt/zyIIUXI37eOuFDzC7jLSe3Mu+MxayHr2HW8b4Yorp5rfvHeLU7CwizQOYlWlce98tjIlUo/YfmQ1ASnhaCglCkPMZ13P3dRn4+qiwaR1IA0Zx5d0PcXWKivrdb7H0i4MUd1/JzNGzuS18LH0DBroabBTm7eZEiZY5ibFYjEYUyTdzz8NXE0UN6155h/wjZSyZGX6Rz6ywMeygw2DDOzqbnOQwekKu5/67MlF4KUfQyCDu7AM6uroNWK0WGo/up056LY/c/mOiREYMFlBdrOITxxAfZuZgVTWdOjVnTnYhdWk5UdhOsqSOVq2KrCRfTEd06PTBuMU28jd8TqlkAg/+cjHZwTaKPmmirlmCVVvLoe270cYt4amfXIG/MxPrX17l6L4zXDE+gqgL+N6Isf7/+a1Dp6O1tZaGdgfvP3USh8lMwOQ7efSuueiLizCF5HD7nT8iIyYAf7UaH/cobo3ow2jopaTlGKer62nvA1HYWK6eGcIzWz/j43oLpfUqFty3mPEhNvaXV9Eqm0esyMSZ4lpsmmnc9sidTA1Tcqz7FJ+2azGZ7AxUlFInTybOY5Ey0VJXR2dfEFHhOo69vZtq5wL+cPutjPa206szogi6KCuHsY2q8g6kWTfw4F3XEOPfgLX0BZpadJhJofpsCbaAySh6ati+ci310T/hyYdmEaqsZU1DLSflAQRLu9hzug3vxDncfveVJAeq8A8Kwcfuzc1BQr/7qDSUcfpILU06FyT+UO4L/3cm5vckwLnpPrOOV9/ag3LOQ9y1KMVj/jC5QKoKJ3V0IiFBEoIyJpIYkEtzUy+MO59A5X+PDjcuu5PQibdw970LiVMKEbG9CQxUYGoTIt3HMvaK8aRFCjV3opSJkCAZUteLkEplDEaBFhIoSJBKhUTkMryUSrwUEBASiP83mHm9QrLITviKwsOlqGx9ZN50G5GWGnZukzOgUBGfnorMXQVSqSezgkQw+cgUSPxDCBEqdPTiwIvAqGRGx4agQkl8jD+ldjOeXOAXOAE70JXtZfmH22kUhahGVFoAACAASURBVJIQMIDJIUHh+rquziskm5yELyg6Wo6frZsxP7qdaHMVO7YpsUiVxKWnIaUXPP0WYa0vo0k1mpsnpROkFmEJCcXfS+QxdQx0dtBSdYaWnvfoPOjA4bbR44BxYulFO6rzoyYWtPK6s2x6dwV5zRASGYndIcaTMNrpRKzwJTQmk/+PvfMAj6u4+v5v+660krao9y5Zkoskyw1s4wI2PUBCDwECBEgIIeQNCST0bgihmWZ6MRhCMe7dlrst2bKsbvXey2p7ud9zd+Um2/S83xtn7/NYvrN3ypn/zJw5c+bMnPQY0UFrAonRBhocNqw9bVQPB5E5eTKZRnEGCSJID9aGrVSUNtDpfIkHNogeEix0dcsZp3F77bqOiv5Sxsw5n5ySL3j8rjKSsnOZed7PuSRWgsclQRseR0Z2HEYVpKXEomkU/d6KtB7gixfeY1eXiugIFZ02OSqXzauFEhQ6YlMySI8St3eMTB4XyraOVkz9FiqrWinvfYNHdskR3DZ6ewQSU9yI1mMn29w9jJCrv5LVb77JmhoXUUkGBk0uZEEun9ZV8KAMTSQzPZ4wAxinFZD0ztdU1rTj7LCQcuF0okT3W0ykIFvHvooGOs3ZKJVyFGK/FR+JDLlCgVy8JV8hLjzUqOw6wgx6TujGzhpWvr+STvUUnPWFfL21mJrWLpw7N1CaNIOxycfc/ydTEagRnXkHExpuIDgQnFIZMrnP04ToxEWhiyY2M5togxriozFGe0jLSCUyNJCgpDhCEScAC7a6ckqqzCx58l6WOMWtzjaGDbOQecKZdv4MNrz2Ln+7cwOZY6cw92eXEjv6+vkRMCXiflx7NQ2SWC7JzSI8SAup+eSnqfi4qhFntgd5UBgJmWOJCwsBVTKxIftw2G3YmmtoUaUyf0oOxiAFQkQ0YcEa3BITfd2NVO8rof2tx9nrdoBrEJMrGZncg1umIjStgDMnZ6I/iVwp12hQqdXIdaFE6H3XKos70vLgWLJzkgnTgjsxkVB1OTZRe9+0ljdeX0aty0BcnBwHHtwuFy6PB5kqgLCYseTEhiHBQWJsKEUDJq+m1ec4aQQIUZaVyZGLN/+rAglUK1CLPn4Nxy7ujsYVPQaIrgNlSi3j5p5L4jNL+fsdu0nOKWDOBRdxTuzRuL43FRMmZeP6rIHa4l6qQmZydUEXWzesoTyjE0dELuM1UqoQ+54SuaeLimo7sfmTyU02EISbyFAtynYJZtMADRUHqHAt4amGz3AKHoZahggfo/Y6hPfvo47G3hfubq6i2ZnCFXc/wmUZPmf3Yt+OUDWwrtLOmFkXM++MLO9dkM72XXzw+mJ2t3kISzDQX9aNJuYMYiLEvFSkX3IZWV/8kcXrC/jTM3dw0ZgQJF3F1LcNED4+j0AaqGx2ED5pLnPTY1DTh90WQFxaHDKJjUNVzRhzLiNGlBiEblqaByC6gFSVAfmELGTv/oun/lxBbsEcLv7FuYzx2ekcqZiro4XGAQk5888nJz4cLNXYFRHExhvR0ER5jYfMixOwt+1id6WBec9fRLIoIgw5sCqDicrMINR8kLI+I3nXX8DZ43zOCoX+Uj5d9AGba8yExIRir2vCo80jMeEnEm2O1OD/5suPrqXgdtC+5zNeXbQe+Zy7uP/GaRyZAgSfCwr3iNrVMTzAsE1OUNCPPxYoTh5qQxypmcnEHzk858HiNeURna0fBlxAEFxeR8u+6U7wOQ8/weRHdL3h8m6FiAd9TvZI1ZGMG6vnk83r0BhDuPCuGQyvruftj1eRMm0Ck1IUYDlGdet1M+ZEOOz0WfRBLroOcTm8k7cWl5eBiW6URs8L7oF6Vrz3HnXxv+fJW6egHd7Ly08uxu06gXAkqgjGjTXw8ea1aHRBXHD3mdjW1fHmx6tInZJDbrroDVncrPKllcgVSN0WbE4xLEFw2rzGzeIEIbr0UkRkMvfqP/LLycGiky8vzfJA3SkujVWiUQ6z85332diWxI0P3kK+HnYvrORdlxuv/3DRPYrTjoiMzOlChEOsr1SuRi04MJuOOQUheHB45Gh1caRdcze/ytMh8/okkqDUBIyiQUA34SoeevlsGisOsGvTMhY/+TDOBU8zTuFzxeMQ5V0VuESn7FI5UsHMno9fYc3wmdz36JWkabrZ9PpzrBnydlavGzDR9Y8PKQc9fVZUAUHIVRoCAsMp+MUd/GZGNIoRmhQqjdc+SXQkbnN4kKtUKI51u+MZpnbleyw+GMYfFtzBRJ2VXW89w79qXEcEYtHtz2E/69aBfoY8GtJDVJjkAuYhcV9Q1PjYGDY7EWQqr1snQXDidEl8dk4yNw7X4U7r8TrmdjmP5n9cX5ZqSZw0g7xuJ5211dh7Ohmy2rD3dNBrOnFx4HG7cZ7SQbrP5YzTC7La289FFzwOu5hPIE6v+yLRg5UAyhBisqdw01+vIF7lczMlSFUEaQNRRPyOZ3J/RnVZCbvWfMlzf29D/sa9TA85mWpGAJUGhduKyTxy8MJpY3jYiSpC9OtrE/0a4fLShLfhBUQXWiALCETpbKB3aBhi9FiHBzHbPai87t8UGFMmcdGddzPTKB858ScjIFhN0WonHokHhw1GdUAftKLbHYcolR4/NkU3Q3bxMJNWjtPlQarWoOoqY+kHX1ETfgn33zmXMEkVbx5qoc8lujISH3FxavcKbBqPKNQx0v+Pa8XjA6K7IafLy9eO/zAq5HVLJEU/6Qaeeu186sv3s3XNl7z1WDmWx5/nsrTj4wePn0DcomVsXt6He8a9TMpu59CDb7DCGYUq+3L0+May6A5PXEQo5QJO2+GdDjc2m9MLiejyTqGLZNzEm7nn0iSUEolX4yvVaEdO+3tw2h24JXKvjaPoFsnlcOA6HMaDy+4LiwsXKQIuu/2Y74K3vV2CDKVKgegiypv+SPjod5VSdKMo4HbYcZ7ku1Kp8PYVcTzbXQJypc8lpDjP2Z0CMqUKhVT0hOXE4XQjU/jGu+j2y+70IFMqUYguGsWww41MqUb0YiWGxfjS4+IfTS9uY9jtbqRi/l7+YaKjqYEhRSZTZiaReOwKsaeQik4jqemhXk2rMFjL5y8+x2bl5dz32FmESQ7xySMtlEXGEyfK864Bir5cxiGPGhwy1EGBXv472NNMa4+E9PHx0PQ1jVYIi4/HOzubSyltDCLxvHCUkkYq66wkXDVGZKXQ0URtl5ngvBS0gpycq+7j5Zk1HCzZxRdvLuDRXhXP/fFswo+Z5rvamugza8j1SmXgriyjXqbj7LhIAvq3UtkbyeRULc7WVnqceiLCxII8DBw8SOOwhDHpKVC9mhZNGJOjRUWAaGXUy7rXF/BlzyzuefBiEtQdrH25m8H+RFIiRs+oviSn29+TccjvUUc3HTvf5u9/fZ26qNmcN9lIb00VlTXN9FtFh9UuLP0t1FRWUV93kHUrV9GgmMjksSfoBb5HmWJUcUDavFtzVpGpHvMI4kCw2RHdvfmeYKKjAuhvKGLXzhpq969i095aei2Cd2LxiBOvTZwIZGj1IUgsdezbVkVdSzcm++FJcSQreQBxYxJw7F9LmXo8BfFJpCYG0VdSRJMqg3TRka7DV77oJw+pntAQMzV7d1Ne30RXr8Vro2R3HJ5cfYxEDI8qCVFAFZmyKFQ6TYN0VJVRVtvFSU2DZBrishJx7l9LqXrcCF3BDBzYQ4Myg0yvstON027zMhnNmDxy3AdZuWwzNYeq2LFpEyWtFux2gcCMsWQbBUq3FdJotmGz9lNfXERVp+nIFvRhZEXs7HY7btG/qUv0/ScyYhMD7Qc4UNXKgEW0BcLbViJz8z2+ydVutkJoDlNSoGrNMtaU1lJXs48Nov2Tcgz5E6BkfSGNQzbs1l4OHSyloq53FE4OKjatYHtVP0FxWUycOJYwuQWTxYmXNpvjyJzqFbDESUIQEFwirh5cVhODDZXsL29iWKRP1MYKVrqbaiivraFmyzssO6AkMzebyOgJ5E9QUrF5CzU9VuzWARoqD1Ja3YMUB2Vfv8zj//iEsp4jHc9XXdHvptuNS/R96BxmqKuG8rIaumw+PMT+OtzZQHVVLQ11B1j18SZ6kvKZkZNEblYcLZv+xabaWup2L2N9iY2I8eOIV+sJD3dTv38nRWWHKNu8iq1lnV5hBFkAIToV9ob9bK+spaV7gJGifPTIojnrut9xx513cNttt3HTVfPJiAwld+5lnJlzolZcFxaKs7WMov2VNLT2YnE5cdjsvpPMHpdXs+U8LLi4ndjEbyPSqDhp2SwWHAEG4vPGEtW9l/V7O7DZbJjbK9hfWkfvYAN71m/hQLOHiLR8JuUmEmAfxmwfjaNPMBTLJi6fyaG97F69gf11dZRt/oLCRh2TJqWjFNw4bDYchxc63rAdh8OFImMKU0NbWP3+R3y9ZhVffPole9tEekNJHDOBGE09OzaWM2SzYRtqZn9RBZ2DFjxuBzb7yHb1SC8+7r+AUMJUZpoPFrOnpoEu04hN3LH9T5zQRSHEIy7gRGN0F46hQTrLS6lq6sTs8S2U3A4btiPMa2SsHOEXx5WK22nDZnd5ta6GEA1dZTsoOtRAW4/Ju1g6NrYoFNqdoj9bE1WbVrCn0YYhcRwTczPRSYcxWQ+Pz2NSGceTratn7VYraeNSiE3KIVlXz8atA6SOF/1iu3CJ+dptOCSRjMsz0F60lg07qjl0YDPrd9XQb3IQHBHr7cvtO9dR0mXFbjPTVrafsto2fJa1bax64W88+vYOzCIZtnbWvXI/D722wWs/ibORNa88yKOvb6DFuzDv9n1/fSP9Iut29rL1jQe5/8XVeM8ou9vY/OYjPPTSKuq9a5J+Chc9xAMvrabDKk4fJna/+wh/f24ZLWJ1hS52vv8ED/zjS6rE7+Jyd+d7PHTfc6yrFxdQMLT/Ex796wJW1vn6ZUfxEp7429OsOOizhxzc+wmP37uAFZXijQZgKf8XT/z1Cb6q9E1QveVLWfC3x/i8eND7fbj0C56+70k+P+A7Oew4tJwFf32EJQeGfIK8rYO6sgYs4WkkHyu8ibSU7OeQKpKk8CCfwb+ll8amDqS6CNQOO23bN1NYZyYsLQ3jcBfb3n6SVzcrueTeBfx2UisfvbWabruNnuZqmocSyBkjobO8ih6bkoRk77YVzoPFVBJGUoweNf309VrobaqmvqGClUs+YUutQMb4ZAart7N+wx66pAYSs7NJCNcTEqw+3n+rMEDToVp63AmkJ4uClZvq/eXYAsOIj9RhKdpDbWAcqRHB6KKiCHJVsPrDNezY8hWL3ltKnSOa7HQpVXtKcQWFExXmkx88ziGa6lpwayPQCTZ6Duxgc0k76tRMEv475Lcfe1DDhslixuWR0rfvUxYcWOId0K7gSdz+0F3MDU8iLeoAm195lC2CE1dABhf97mZmHmtC4u3O3/ePHH1cBqke43EOtcVclIERJGUkE3pE+tcwfv6lnFHxCh8+fDdfxWaRFJZJdkoYCpkMjTGetBTfxBU7bhazc4v54MU/UDrpSm676VomxR9Lm4zAlCmcO70BxZx8xLVebEoes3/RhGJMBpFiVFUoyelJaLXiRl84sy+Zzd43XuGhqkzmXXYlWfGppA8aRoCXo4tNIUkIRTOqw8kNCZx9+cUcWLiQO+7UEROuQZE8loSo0cYqYqFSApKnMP/MWqRzJ6JCSkxyPrN/UY80a8yIQ3o14UlpxIcHoY3N5drrd/PkogX8zyojoXo9iTljiFILSHRTuObWfqwL32fB3SuQ4UISPI4r/lxA/rFQIEFjiCE5bRi1JIi8iy9hx6G3ePmunQREpBCrSWRMSjhKhQJDfAYpYb5VHxINoXHJJMsCcEmiuOj22xh89S3ee+xvXkf32rQL+MPsqVz2+9vpf/Ztnr1nFXKJA5s2h8tvTWfycTTIEAbK+fzN9xlS6NHIVMTPv5lLxgbT1ynSJiN4RMesNMaTmqgjSK0l67JryXv8bR6/axO6kBAC9RlkJhrAI0Ept1K75ROeaV2KZVhFxnk3c+3sVMSrvM6+9Q7aXlzEwr9vQSZxYVOlcN5Nd3Gmq46d67fREHwlOsMopbYsiOSzL+f84pd46Y470UWHEiAkMHZMjHfbVRWeSop6Hctee5R1bhMuw0Suv/MSUgxBJFx5M009r7Ho3vvwSBXEFFzOLT+f6E037eeXsu25j3nmvg3oI1OITh1LVKTY6Q1kzzqHvL2vsfAPfyf/Fzdx0/WzOdqNRQfNcpQyH50SQwRJmVnIwrVes4Lj4AWiz7iIedte4uNnH2TLxEv49SVGkrPTCFWCJMBIfEoaxpCROmsjSUsTMI7ceybXRpKaISVAqiV+6lXcfnU/r3z0MP/zoRyPw0XUWTeTkReJvXEjb752CI8+GIUsmGk33cz0sCNqdR9J8mBik1MIM6hAksE1v7+a4VeX8Mx9XyJIgsj+xe+5tkCDpDmI6OR03IaR9PIQ4lKSUOsUSKQZ3HDPrUg/+JpVSxsJjzASo2tBcEvQZp/HTTf1svDNV/jrBikSlwtV5oXcPSEHQ1w6GcMGr+ZlND7esDqbsy+eQuXbS3j8nm2c/8d7uE

H. Acer negundo

300

Type of consumer that only eat other animals

What is a carnivore?

300

In Brazil this type of biome exists

What is the rainforest? 

300

Daily Double!!!


These TWO biomes receive the least amount of precipitation (rainfall)

What is desert and tundra?

400

Bird W's name is...

What is Geospiza?

400

Daily Double!!


Organisms that only eat dead organisms

What is a scavenger?

400

This biome has a cold climate, with very few trees. 

What is the tundra?

400

This biome consists of grazing animals such as zebras, and giraffes

What is the grassland? 

500

This term means "divided in two parts"

What is dichotomous?

500

Organisms that eat dead organisms and turn them into soil or dirt

What is a decomposer?

500

This biome has soil that is permanently frozen year round, also known as permafrost

What is the tundra?

500

In this biome plants and animals must adapt to store water, due to the arid conditions. 

What is the desert?