<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5510818617371223888</id><updated>2012-02-05T14:06:37.626+11:00</updated><category term='Primary Post'/><category term='Technical analysis'/><category term='Large Volume Parcels'/><category term='professional'/><category term='Trick Trades'/><category term='SPI'/><category term='EWT and Momentum'/><category term='Day Trade'/><category term='spi multi-timeframe analysis'/><category term='reactivation'/><title type='text'>Winkinatcha</title><subtitle type='html'>Technical Analysis musings on a variety of financial instruments from FOREX to stock indices to commodities.&lt;br&gt;&lt;br&gt;&lt;b&gt;This is not financial advice, the author is NOT a licensed financial adviser, investing, speculating, and otherwise chucking money into a financial market is a good way to reduce your personal wealth.&lt;/b&gt;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default?start-index=101&amp;max-results=100'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>251</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-327102659111177781</id><published>2012-02-01T12:23:00.002+11:00</published><updated>2012-02-01T12:24:42.479+11:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='SPI'/><category scheme='http://www.blogger.com/atom/ns#' term='Day Trade'/><title type='text'>Morning/Early Afternoon SPI trade 010212</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;a 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" 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5lU5tk05rk05oV01mfprM8zWj7PaPkC0/IlpvWfmeJ9icC0fonhXv4is/WLzJZFmEVfLtG6FG+xDBbiooDP00VksD7PaLmIwKzV55gW5MEiPstg8V1ApEuW0fJZRstnGS0XMloupLdcSGedT2edT2edS2OdRaQyz6YyzwhKYZ4Wo/l0SvMpvuRFJwVYJjdZJjdZJjVZJjX98e/bx4bx80865h6T5+YIc3PEuTni3GPy3ByJ++Msfm62am62cm4WOztbMTtbMTtTOoPgFHBm8jmcHA4Hw2GnsNlJ7OmE6enY6eno6Sn01GTI5FTg5GTAxKT3xKTnxITr+ITT+Lj9+Ljt2Jj12Oj9sbF7Y6O3x0ZvjY3eGB29Pjp6dXT0p7HR65wpVH8/6q8qBtfyWm1L2+8XsFS/8/gspemf6cxvMSx9Z8yRmIajMQ1/3qnJefy0b+pxL0/PJGKuZ3Kue3Kue3Kua2Kua2KuEzE+1zk+1zE+1zE+1z4+2z422zY2+3B0tmVkhjUywxyeaR7iMAY5jYPs+n52XT+7rp9d0zdd3TtN65mi9kxRuqfI3VOkrili1yShcxLfOYnvmKzqmMR1TFa2T1S2T2DbJ6p7p9tH2Eqnf0JT+1Pqh0IIXYonv7uZ1WRb2Ho7i3HEPft8YtP5xKYLiU3nE5vOJjDOxDNOxzWejG08EdNgHlV/LLLuaGSdaXjt4bDqg+jqg+jqA2j6/lAuk1AaVwhtHxd1XzDVOJhiFLRUIMUokGIYQDIQy5+kz+dH1BPkS9TzJQjS9yXo+xEN/IiG/iTDALJhINkokGIcRDUJoe0Poe8PqT4QWn0gtOYgqvYguvYguvbQcg6j6g6jhR1aVHsIXXsIVXsIVXtYZodCa4QcRq1B6CodCpHoYLAk1YgDQdUHgqr3B9L3B1bvD6TvD6AhTLioJv7UfQKM/ajGfhSEkR/FyJdi5EMx8iEb+pANvcmG3mSDRSQ+fS9hep5EQbqiPAS4E3XdiXvdCdLpuImF56nScavau4ig60bQdSfqeRD1PUn6niQDT5KhJ8nQi2zkTTH2oe7zpe7zpZr40rj8uPYvoi9F2+9HO+BHO+BHO+hHO+i/lB/toB/tEI/Qj4dEfnXQj3bAj7bfl2biS9vnQzX2php5UQ09yQYeJH13op4rQdcFp+eC1XcqN3AqNXIsMXEuOexWbuZVaemHPxdE+hJF/TqS/kNs7c2kRusMpktuq19xe2hFd0RVfyxpOIk2llYzmVY7lV43nVHPxiAa2JgGDqaBkymqUaoGTmYDmw/TwMbUszPqptPrptJrp9JqJlNrJlKrxwWl0BFjfMm0UXFGkmkjydSRJDGGkyjDSZThRMpwImVIDPJQInkQkUASNCAZ97eJ5MEkylAydTiFNpJWPZZeM55RO4Gpm8ysn8pqmM5uZGc3snMYnBwGJ5fByW2aWbscxobiILIbOdmN7KwGdlbDdGb9NKZ+KqN2Mr1mIq16PJU+lkIfTUF6zmuv+MZShhIpQ0jzF1GHxW0jYcnUEe42XSR2uwsT3FUEjC+xZB8bS6WPpSKL0UaTqSNJlOEE8mAcsT8G3xuF64nEdkdUdkVWdkVgu8IrOtBlj0KLW4MLmX7ZDe7JZPvo8gehubf9MTd90657p1z1SLzmmXTTJ+12QNa94LwHqELrsBKbiDK7KKxjXJVbMsUTU+OXywgsbAkubgsta0dXdKEquoPLOgJKHvkVtfoUMH0KmnzyG33y67zzar1za7xyqz1zqj2y6W6Z1c4Z1Y7pNY7ptc6YRresZo+cFu/8Nv+i9uCyThS2B43tDi1vDy59GFjM9Mmrc8sg2iWW3YvKvoFKuRIY+51P+DfuQV87+33r6Pedvd8Ptn4/2QVed0LdcY184Blv65fmhM53jy33SSX7Z9UG5zFCi1rCyh+FV3RGVHREVLRHYNsjKzoiKzqiKjujKzuisB2RFY8iK9oiSlsjSllhRc2h+Y3BObWBWTVB2TWBWdUBmXR/DM0vneyTRvROJXglVXkkYN3jyl1jSl2iih0jChzC8+zR2baoLJvQTJsQjHUIxiY4wyYEYxOC/IuxCcFYh2RYB2dYBWdYBaVbBaVbBaZZBaZZBaQuCkyzCky3Ckq3DsqwDcXYobIcwnIdI/KcowpdootcY0vd4krd48o84so84stfIve4MoRbXKlrbKlLTIlLdLFzdLFTVJFTVJFTVCGfIyKSJ6LAITzfPjzPPizXDp1jh8qxRWXboLJsUVl2qGzkGjt0jj06xz4sxx6dY4fOtg3NsgnBWAdlWAVlIC21Dc20RWXZoXMcwvMcw/OdIgudIgudorj/8u9IkEN4vkN4vkN4nn14nn14nl0YDzrPDp1rg8qxQWVbh2ZZhWQ9CMq8H4S5F5RxLyjjXuASdwPS7wak3/FPu+Ofdjcg7bZ/yi2f5Bveide9Eq+4x11yjPq3bdjF+6FnbwWdvOZv9oP3oUseJl+5GP7TUe+inarFldT8KmvfuHte0bfco646h//oGPadPfqSLepr69B/3gv64k7AZ7f8PaNytuy/JLfzOppP4Tpa4QZa4QZaEXETrXQTrXQzTOlm2K6b6F23wnbdClO+HWbqmnwpvNDMPvb/Ttt+cMLawibWE0PKpbdhGT2ElgFCywCW0ZNLb/PIIJpbxfzthNU/ztqZ2cdeiig0dUtRuROufFtQGP+yyp0IlbsRu5dSvRupeg8RpXY/Ws0qWt06VsM6XssmXssuUds+ScchWccxZa9zmq5Lhp4rRs8tU989R98z18Azz8C7wNCn0NC3yMi/xDig1CigzDiowji4cl9o1T4U3gRN3B9O2h9OPhBBPRBJOxhFPxRTczi29nBcvWl8/ZGEhqMJjUcTGceSuMySGMeTm8yTmy1Smk+kME+mMk+lsc6ksc6mt5xNbzmf0XI+o/XCUue5kN+2nMtoOYdpOYdpOZchTvoi/k2QW51f6lw6i+9sGutsGhNxRkg680w6C3F2Ucsq8Mc5k846jUhjnU5jneJinkpjnkxjnkwVxV1GcPmTqSzLVJZlKtMyhWmZwrRIYVokI5q5kprNxTmOSGziaT6e2Gy2qOlYYtPRhKajCYyjCYwjCYwjCYzf/fXDZ0+GZmdJszPY2Vnc7AyiimsWNzNbOTNTMTNTPjNTNsMpmeGUzHAKZ9iFHE4Bh53L5mSz2Rj2dAp7Kml6Kn5qOnZqKmpyMmxyMnRyInBi3G9i3Ht83Gt83H1szGlszH5s1G5s1GZ01Gp05O7IyO2R4ZsjwzdGhq4ND18bHv5peOjH4aEfR4dvzHEy39mpfSmbdTmHZV/RrvCN86kkxqlExlcYppZ92r7IOpPIuj/8XX5hYQGJuIJBlxdxEbPt47OPxmYfjc22IUZn20ZnW0dnW0dnW0ZmmMMzTUMcxhCncZDTMMhuGGDX9E1X903Te6dpPdOUnilKzxSpezH0InEX2z5R0T5R0T5R/miirG2irG2itG28tG289OH4wPST7RaXA4i9weR+TNPI9uPf/JTJuJrJsC5qM3HJtIxrsoxvsoxvsoxrsohrNI9tNItpOBrVYBpZfzCibn94rUlYjRGqxjCUrh9C0wvm0g2i6QZRdYOouoEUHUQA1x6EH0lbgJYfScuXpOVL0vIh8hC0fAiaCG8uDW+ChheeT91TPA0vgoYXQdObqOlD1PIlavuS9viSdfwoe/2pugFUvUCaXiBdP6jaIKjaIFiYPnIhqGZRMJehWEE1hshQ4hhKQ5dVIN0wkG60lKHsApZnIMpfPH0/ur4fDaHnR9PzpSJ0fai6PtS9PpS93lw63hQdL7KOF3kPj7YnWduTxKflSdLyIGm5EzURblwaiwgargQNV4K6CDVXgpoLXixVF7yqswAnvKpT1W5pcLsdxapUEbAb4VC52xGn6ohTdapSc65Sd65Sd8FruBA0XQiarkQtN5K2O3mPO3mPB1nHg4LY68lH1fWi6npRdT0RFF1Pip4QL4qeF0XfUzwDPi+qeLwl9Twpuh4UHQ/KHjeStitJy5Wk6UzQcKxSd8Sp2WPV7Mo0bEo0bYq0rQt0bQuMHIsPupYf9aw84Yc/H0T6J5r2bVTN1YSG+2nNTtmtPkXtIeXcAJxMH0+rmUyvncqom8bUc3OvYPrNEtIoVQMnq4HNl9nAzqxnY+qnMXVTGbVT6UjEqplIq55Iqx7nS60eRyIKXwptVMRICm0khTqSgmSnJYaTqcPJlOFkbgYbEkYeSiIPIrhJmMQ3IA33VkPJlOFU2kgafTS9eiyjZhxTO5lZN5lVP5XdMJ3TyM5F0i+Dk9c0sy5yGRuNk8vg5DRychrZ2Q3srIbprPqpzLrJjNqJ9JrxtOqxVPpoKtJzpL1iu8qDdH4RsjnEbCZhKdQR7mblEt3oYgjtKjzjwvi7Fh99LIU+mkwbSaIOJ5KH4okDsfi+aFxPZGU3T1d4RQeqtC2kiBWY1+SNqXGKxz1A59/0SfnJLf5Hl5jvnaMuO0Z85xT1k1v8Na+UW36Yu0G590MKrNDFNhFlDjE41ySyZwYvAJe0hZZ1oLHdKGx3cFmHf0mbT2GLVz7TK4/hmVvvmVvjkVPtkU13z6K7Z9HcMumumGrnjBrHtFrH9HrXTIZ7Dssr/6FfYXtgaWdoRXcYri8c14uq6AgufRhY3OyTW+uajrdNKL4TgbkakviDf9Qlr9D/uPp95ej9tb33JVuf76x9frTxv+YYets18oFXgp1/hnNYgUcc1iedGpBTH1LQjC5pDa/oiMB2RlR0RmI7IrAdUdjOKGxnDK47BtcVi+uKwXbEYNujsY+iyh5GlLaEFzNRhYzQvIaQvIaQ3Lrg3Nqg7JrALLo/huqfQfFJI3kn472Sq9z5MTi62CmiwDE83yEszz4sF8lv9uhse3S2PSrHHp1jj8qxQ2fbobPtUFl2qCxbVKZtaKZtKMY2ZJFdaKZdaKYdKtMOleUQluMYnucYme8cVegSXewaW4pkTo+4co+45TJqghQV6yC+gp+EeRm41CWmxHlJDBa0mIQdIgrsw/Psw/LsBDIwN/2ic+3Dch3C8xwFOITl2qFykKbZobLsUNn26Bx7dK5jeJ5jRIFTZKFzVKFzVJFLVJEzFy97Ry4J3kuTcL69YBhG59qicmxQOdah2VahWVbBmfeDMIsxmC8w424ANwbfC0i/4596yzflunfiNY+EH11jv3WI+KcV6sKdoFPX/c1+9D58ycP4Kxe9Lx33XLDVPPtA4fCl5NzKq07oHx1CL9uGfHU/4J93Ay7e9v/slt+5G76nrnid+NHj+Pfu9sHpHxl8Jbf1Gopv2zXUtuuo7ddR26+j5K+j5K+jETtucKncjfg8OOeke8rfTlgduoXKJreyekcf9Y00d/TVtXbTmZ205nZaczud2VnX2t3c0dfWO9LcM4Ihsg7cCP3gpPUpj5SLIbm770cq3ApTuBWmcBOtcCtM4RZa4RZa4Va44m0hEUp3uHbdidh1N1L5XpTy/WiVBzG7rePUrOPVbRLU7ZI07JM1HVK0HNO0nNK1XTK0XTP3uGfvcc/R8cjd65m/16tgr3eRrm+xrl+pnn+pXkC5fiBWP6hSP6TKIJRggCYaoslG4VTjCJpxJN04qtokusYkum5/bP2BuPqD8Q0HExoPJjQeSmg8lMg4nMgwTWQcSWIcTWo2S24+nsK0SGGeSGWdTGOdTGs5ld5ymudMessZgR9Pp7ec4kvjXjiZzhJ0CsGNiEtGk4C/MEs0fFoKSkPWUFSLZMILWwo4gUhlWaQyEeaIFKZ5CvM4jzlfKstCSArLPIV5PJlplsw0S2o+xnM0UVDTEb6ERaYiDic0HY7nOhTfdJDnQDzjQBzjt+99+PzpOIdTwmEXz7BLZ9hlXJzyGU75DLtshl3K4ZRw2EUcdhGHXcBhF7DZuezp7OnprOkpTBU1wivS88vb9/ee/en/9n37jtZX/7fvG52zP1y8dcsj3ApLdBob8RwddRsdcR4Zth0ZthkZejAydG946O7w4K2hwZtDA9eHBq4NDVwZHLwyOPADV//3c5yctxV1/o1h/hvDtC5rl//WzTyh0Tyh8WI6U80uXT+8ziC87vd/l19YWOBGXIRA0H04ytUqEHdZPMzhmebhmebhmcZBTv0Au36AXTfArulnV/dN03qnKT1TQSm5Klp7lbX2+ifl4jomcR2TSOgtb+dm3ZK28eKH48UPx4sejhe0jhe2jhW2jhW0jvVNPd5m+YM3odeb0JvVPLrV4vJ36Y2X0xutitoMnbOOxTKOxTLMYhnHYhhHYxhHohsPRzUcjKzfH1FnHFZriK7RD63WDanWCaJpB1K1AqlaAVRNLoqGP0XDn6LhR1bnUfNFkNR8SWo+RDVvoqqI3d6E3V54Fc+lPLh2eVTt8qja5S6NsjtO2b1KxaNKxQO/25Og6kVU9Saq+ZDUfckafhRNf6qWP00rgKYdQNcOpGsH0LUD6HuEVe8JrN4TWL0ngEtnqcUl/ZfQERKwlD9dx5+2RzIdsfxWxVdWe3xpe3ypXD5LaIvypmp7U7W8KYs8KZqLyJqeZA0PLnWEO0ndnaTG50ZSdSOquhJVXYm7XYi7XQgIFYQznk/ZuUrZGa/shFd2wu9yqhKl5IgTpeiIU3RYyr4SocC7IEgBYScKy2WLVbDF7uTh/tYep2iPU7THKTlU7XLE73LEKzsRVJwJu12Iqi4kVReSqitJzZWs5kZW53Mla7gJcCVr8rlxaS0iCdF2I2u7k7XdydpuXHuW4l/PTbyuJA0XkrozSc2ZqOpIUHHAK9vjlGyxSjblSlalu6yKdt8vULuXq/kgb69doZFT6UG3CjNv3OkA4uehlP9EVP8YV383tckhu8W78FFweVc4ri+GNJREG0sVnQFeKlNQw3K4SyLzitOYOl76rUEmGJE5RtHEi1jMOeIi0zA/6wrPOnJT7lCSwGRvopi4O5goNNNLHEgg9kswkMBLwknkwWTKUAp1OHUxA0/wMzASgwWT8NrlyKJxjdjZDexsbvqdwiABuHo8jT6WShtdEn3FdpWH3/lFotPC4gikZVkzczJVSk4eEyK8j9HHkmmjSaIzwEj6xXVHVnaHV3SgSh4GFTT75zR4pFLto8vuBGb+5BZ32SH8kn3Yt3bob2xDv7UL+9455op70g2f9NsB2feC8x+ghAJwU1BRa0jJI1R5Z1hlD7qyJ7i807/kkXdhi2d+s0cuwz2n3i27xi2L7pZJd8uku2Hobphql4wa54w6p4x6Z0yjWzbTK6/Vt6g9sKQrpLwHXdkXUdUfUdWHxnaGlCEzwLWuGXjbhOI7kZnXQhN/DIi+7I362i3gP86+3zj6XXbw+97O/yf74Bsu4Xc946x9Ux1CclyjSryTCP6ZNUH5TaFFrLCytghsZ0RlVyS2M6KyMxKLzP12R+O6Y6u6Y6u6Y3FdsbiuWFxndEV7VHlbZFlreDErrKgZXdiELmCE5jeG5NUH5dQGZlcHZNH9M6i+6SSfVKJXcpVnUqV7PNYtvpw7EYpMRUYUIHl4KV6oC89zCM+1D8sR5BCW4xCW4xiW6xiOpLt8p8gCbvqNKXFbDMBlywfgjc7AAlPB3ADMnQcukRCAeRmYOwmcx5sEzrVD5yDsw3Ltw/IcwvMcI/KRsOoUWeAUWeAYkY/EYIewXKR1juF5juH5jhH5/PS7NAAvTkGLBmB+BuYG4KXzwNaobKvQLKuQLCQAC2dggXlgwQB81SP+e5eYr+0ivniAOns78MRV36PfeR742tXgS8c9n9lpnrVSPXV3+/7/JOZgv34Q8K+7fhdv+Zy75nXmiufJHz0svnc3u+xm+o3Lwf84mfzb8a5P0vs6X8h9cgWF+PQqastV1JarvDx8HbX1OmobF3rbdbSmVcwXIXnK33gpXXQqpLW09gzRmtsrqllF1OZ8EiOX0JhDaMjBN+TgG3IIDbmExnwSo4jaXFHNojW3t3QP5VNZShedlL/1+jI0T8smRv4mWv4mWv4GSv4GSv4mSv4mWv5m+I7bXDt5FG6HK9yOULwdoXg3UululNK96F0PYlSs4lSs4nfbJKjaJqrZJavZp6g7pKk7pms4Z2i4ZGq4Zmm6ZWu652h55Gl5Fmh7F2r7FO/xLd3jV7rHv1wnAKsTVKkbXKUbQtBDEfVQJL0wikE41SCCZhBJN4yqMYqqM4quN46tN4lrMIlvNIlv3B/fuD+h8UAC42ACkQL+0QAAIABJREFU41Ai43BS05Gk5mPJTLMUpnkKyyKVZZnWYikSIy0FnFjEOpHGOpHOshRwgi+NdWIxagqMli6OYDRNZZ4QYCEojYU4IV6LCOFl+COYpy46nspEmKVwHUMkNx9Lbj6WzOTi/pZ1PIVlnsI6nsIyS2GaJTOPJTOPJjGPJDUfSWw25Tmc0HQ4oel0arVNAQZf8fXDQt2OjK2V0dpVkVpJ0edOxeEPCuRbXsptOhDfdCCu6UBc034uhkkcY18cY19c477Yxt++9+HzJ+PT03nT03ns6Xz2dAGbXchmF/EUsqcL2VN501zZ01PZU1OZU5MZmKLgf9+3+fvBq6qX/b+KxYY1dBEm2A+fPW+YYOezumyzSYa3w/9+8Mo/715Nyb0/POQwNGgzNPhgaODBUP/dof47g/03BvquDfRdGei7MtD7Y3/fj/193/f3ftff+11/7+VZTs7bSrpfYJgXM5rvlT7a9q3HkbiGo3EN51ObVezSddA1OmG1b34kv7CwICbojs62jM4KZl1+3G0anmkammkamuFN+XLqB9g1/eyafja9b5raO03tnSZ1TxG7p/yTcpU1dZS1dHwTc5DcW/ZoAsm9RQ/Hix6OFz4cL2gdL2gdy2sZy2sZy0WwxnqnHm87fdW9qsejqiejaWTrie+/SW38Nq3xXlGbnnP24WiGaTTDNJpxOJpxKKrxYFTjgcgGk4g6o7BaA3SNbmi1Tkj1nmC6VhBNI4Cm5k9R86eo+nHtRviSVHyW8iYpe5OUvYnKXgRlL8IuT2FKnnglD7yiB17RHa/oXrXIjWunG26RqxgKbjgFtypFd7ySO36XB0HZg6jiSdrtRVb1pqj6UNV8qWq+NDU/uro/l4YfTQBdw4+u4b9IE+G3BHcxP5qG7yJNUX5LcZekitKUwodLy5e2Mj5LaEqm4U1d5CWEglDn86Soe1LUPMlqnmQ1Dy5Vd7KqOwmx241LxY2k4kZUcSOquBKVBexyIexyJuxyJuxyIig54fkU+Rzxio54BUe8gmOVggPXziVwOx1wOx0qd9iLsKuUF2JbKW+L5alcCrsdYSNWxXZrYfI2WHkb7jg77HA77XA77asUHKoUHfBKjgQlJ8IuJ+IuZ6KyM1HFhcTlTFJxJu92IS1yJqnyuZBUXUhqS6lzEblc+deQ1F1IGhIgv1VzJqo5E1WdiLudiCoOBGUHgpI9XsG2cqd1xQ6rsh33SxTuFSrdy1O+k6N6L0fbukDfodjEpfyIJ87Sj3AhhPLvcPoPsXW3U5rss1q8Ch8FlXWFVfZFEwcTqaMp1eOp1RPcE6Frp9LrENN8GULql1M3nVE3heCe/Fw7mVYzkVo9kVo9nkIfSxY5zzmJilg8RTaRe0qzEO4pzQnCFk9sjicNiEfkiiP2LyL0xxH6JOuPJyIGEvjnQtNHl54LPZlZP5VVP5XVMM0/KfrFyEI0rNp0ZsN0Zv0Upm4qo25S4BRo5OTn4STu2eP89kpoLPeM8aXIgyLbSFgiWehsarFbXAzJZ1aPChJz8jxlGHk48aSBWEIfLwBzM3AErju8oiO0uDUwv8k3q84tmWQbUXzLP/0H5+hvbVHf2qG+sUN9Y4u6ZB/+g2vsVc+UW36Zd4PyHoQWWYeX2kVhneLwbilU78y6gHxmcPFD5PzncFxvGK43pLwroKTdu7DVM5/pnstwy2lwy6p1zaxxzaxxwyBqXTH1rpmNrpkMt2ymJ5J+S7tCKnrRlX0RuIEowmAUvj8c142qeBRUwvLNr3fLJNknl92LybkZlno1JOFH/6jL3ujLHiHfu4f+5Iq66oK+4RZ51zve2j/NITTHJbLYMwHnm04LymsMLW5Bl7aFVXREVnYh896RuK7Iys6oyq5oXHcMrie2qie2qieuqjsW1x2L64yp7IiueBRV8TCitCW8hBVezEQXNaMKGKH5jcG59UHZNYHZ1QGZNP8Mim862SeV6J2M90zCeSRi3ePL3eLKXWNKXaO5pwQjqcwpstAZOU03kpuNHSMKHCPypXCKLHCKKkTOfHaJLnaJKUHOf3aLK3NbjMEvDe8U6NKl6bfYObrYWVz0XTwdOrLQIQI5BTrPPizXjp+Bw3KRRMqb1y3gd8ApspAXg/MX/+UmZG4ARpbkLVzoJJh4ee8+OHDfd0DuOs8Onctni8qxReVYh2Yh6Zc3A5wh5kTogPS7Ael3/dPu+Kfd9k+95Z103TPxikfc9y4x/7ELv3gv9MzNAPMr3qaXPfb9x0XvCwet89Zqp+8pn7i9xfhf8Vnln9/wPHfF/eSPbmaXnI5+63T4a8eDXzma/Mve8Atbvc9t9l6wvuIS81etzxYD8CdXUJ9cRX16FfXpVdSWa6gtAjF463X0Xrv4L0Jy/nHG7kpARuOjXlwtKxtfl4atTiqlxxdTY4soMYXk6AISX0whObaIEl9MTSqlp2Grs/F1uFpW46PeKwEZ/zhj92Vorq59/LYb6G030NtuoLbfRCPkb4Vz3Q6XXwzDETtvRyjciVS8G6V4L1rpfswuqzhlq3gVm4TdNom77ZJV7ZNVHVJVHdPUnDLUnDHqLllqrtlqbjka7nkaHgWaXoWa3sVaPqVavqXafuXa/tg9gZU6QVU6IYS9KOJeFEk3jKIXRtWLoOlF0A2iagyiag2i6wxi641jG4zjGvfFN+5DYnAC40AC42Ai41Bik2lS89Fk5rEU5vEUlnkqyyJVKOUusuBLbeGnR4s0YSeEf+TefDFFp4sQmpVNFTcrm8o0T2PxWaSxLARXSTbcm6eyjvOYcfFCbwrzKCKZeSSZeSS5+Qj3AvMoIoV5LIVllsI6lsxCrjmSxDRNYpomNh9ObD6U2HwooflQQvO5NHosLrSfvH+iaEtiwj+vxYSdisUejqs3jyPdj3DLD9Y6H19yIL5pP4KXeE0WMfbFMfbFMvbFMoxjGUaxjUaxjW+89+HzJ+NTE5lTE5lTk9lTkzlTU3lTU3nTk3nIhampvKnJbGSByYmMyfH0+uboG+6O7xv+sPPf6Lt1o/GzC7gnC8wnCy1PFlqfLLCeLDQ/Xmh+ukBaWLhd1XTyppvSsR+uOl2j1twd7Ls30Ht3oPd2f+/N/p6r/T1X+3qu9PX81NfzQ1/3933d3/V1X+7rvtzXdWl2OvPtXfqfpTM/S2PeLn607bLX4diGQ3ENZ1Oble0ztNE12mhuAF4MuiPclMvXNMRhDM0whmYYiyc5cxoGOfWDnPoBTm0/u7afXd3Hpvexqb3T1B5u9MV3TVZ1Tvok5uzS1NmlqeOdkFP6aKKkbby4jZt785HEyxrLZY3lsMayWaNZTK5M5mjP5ONtZ2+44Lqdcd2pjJEtJ6/8J7Xhq5T6O4UPdZ1zDkY18u2PbDSJbNgX0WAcXmeArtVD1eiEVGsH0zWD6BqBNDV/KpJ4VXwpKr4UZV/yIh/SLm8BXkSEkhdB0ZPHY4md7vid7lU73at2ugnb4Va1w7VK3hXH5SLGDlfcDteqnW5VCm5Vim54RXeCogdByZO4y4uk7E1W8aHs9qHu9qWq+tEQan40NV9BdDU/urooX7q6L33pkjQ1X5qaD5e6KF/BhExV96Wq+6yWN1XDh7Zi3jQNb5r6ctS8qGpeFC5PaVQ9KaoeCPJuhDt5tztZxY2PpOy6aBfChbjLhajE50xQdELwUq5jlYJj1U4+XtDd4YDbYb9IXsR2u0pR22xF2GB5KkVgt4pljd1qXbHVqmLLUlutK7Zac4fablu53RYnb4fbYVe1075qp0OVgiOS3glKToRdzkQuJ6KyE0nZmceJpOxEUnEicjkTVZyJu5dSFeIiEJidSWqSIQvsRkZ2JCo7EHfZ4xXsqnba4OStK7Y/KJO/X7LzbqHC3Tyl29kqd3M0rfJ17YuNnctMPSpP+BHOB1P+FU7/fmkARlf2RhEG4ykjSbSxZORTlNVIRp1IrVkiTUjtcpYsP55aM55aPZZSzTsBFTkHVeRjpQmUoQTy4BISo2x/vGCI5eqLIy5m11hCrzA8X08svieGr6onpqpbgh5k4Vh8TxyhN57Yl0AeSKIMJlOHUmjDqfSRtOrR9JqxjNpxTO0Epm4CUzeRWT/5gmFWqk7QREbtREbteHrNeFrNWGr1aCp9JJk2nEQdSuT2v5/XbQldJfTGEnrFvHdA7BPZQMLiif3xJITEaC0+bwvtJ2Re3qYssfRD4EMJ5CHk/ZE44kAsoT8G3xdd1RuF642sRDJwz2IAzmvyzax1SyLaRhTfDsj40TXmsn34ZYeI7xwjv3OK+sEl9qpH8k1fzN2gPCtUsU14mX1UpWNslWsS2SO92jenMaiwJbSUO/0bgesLx/WFVnQHlnb4FrV5FbR45DW75TDcsupdM+tcM+vcMuvdMuvdMhvcshju2c3uOSyvvIdI+g2t6A3D9UdUDUThB2OIQ9GEwQhcDxrbEVLW6l/E8MyhOafhbBOK70fn3InIuIlKuRYUfy0g9oZ/3E2/+Nu+8ff8k21CMh3C8l2jSz0Tq3zTqYE59aFFLWGlj8LLOyKwXVG4nihcTxSSgSs7oyo7o3Hd0biemKqe2KqeWFx3LK47prIzCtseXdEeWf4wsrQlooQVXoIE4CZeAK4NzK4JyKT7Z1D8Msg+aSTvFGQeGOeRgHWPr3CLK+N/LNYluhg5KZcbzwQSmiBklpL7QVYe7twmLwC7xJS4xJa6xpa6xpa6vWyuPNwVWxJ9C8XgPsYCgc8A8wIwV559eB4yN+sYUeAYWeAYWbD4yV5+BkYCbQRvmYgCMZ/4FYq7vMS7JPSichA2qGyEdWiWdUiWVXDmg+DMB9zp34z7gcIfA77H/Qxw6h3/1Nt+KTe8k655JlzxiPvOOforu7DP74WcvuF/HDn/+d/OOhftNc9aqZ66t8vi9ieGX0RnlFp+72x+yfHo1w4H/mW770tbwy9s9D+30b1grXX2vsbp+6qn7n5jG/4XjfNyH19BIYQy8KfXuDF4yzWU6v3oi8E5/2t+LzKfRG58mFZOiy0khefiQ7OqgjCVgenYgPQK/zRhAekVgenYIExlaFZVeC4+tpCUVk4jNz6MzCe9b37vi5AcdeuYrTfQCCQMb78Ztv1WmEgGjth5O2LnnUiFu1GK96IV78fsuh+rbBWvbJOgbJOoYpe82y5ZxT51t0PabqeM3c4YVecsVZdsVddsVbdcdY9891g/au6tmtzrNbnXqnOu0bOv0bKvUrOuUDKvUDA/kTN+IqX/iE/7oSrtB98EX73Iav3IWv2oOv2YOsOYBqO4RqO4RiQGC2TgpsNJzUeSmceSmWYprOOpLItUkbi7GHoRSwKkYCg158+v8nKmRSo3pgrHYMkB2HIxACMEAnAKckHwHlv4pOZePpZ5mmj6ZS2JvilMXuhtNuViIgTD8BFe9D0c32DoX77HJVPbNlnLJtXEJz+gPHGIZNqG2WqDvmcWQ0SmdvcLcI22ykIf4Gddk8WZ3sXQy2cYyzCMbTTkBuCxibG0ibG0ybH0ybH0yXHM5DhmcjyT92/m5FhGU65tU8iFibGU7OJA06+uv6v9k9K/s78tHLDteJY6uUCe4NDY89Uz8zUz89Uz8zTOPIE9X86ejxic0/za5wcr1+/s7Mz+fak44ExX09W+7pt9Xdf7On/q7fyxt+O73o7LvR2Xe9ov8Xzb0/7t7DTmbRXDs2nNZ9OabxY/2vadz4Ho+gPR9adTmpXtMVqoGi1U7Zt/l19YWGAMcZqGOUjERVIuP+hys+4gp24Awa4bYCO5t4YbfacpPdOUxeg7VdU5Wdk5ie2Y8ErgBmCP+GzefO8YEn2zWWPZzNHM5tHM5tGMptGMppGMppF0nu7JuW3nb9tju+2x3amMkS2nrn6ZVPfP5LpbBQ91nHP2RzbymUQg6bfeMKxOH127N7RmT0i1VhBdI5CuHkBT9aOq+FKUfSnKvuRdPouUEN4kJS8in6IXUdGTqOBJUPAQhd/pgd+BBF0+VyT0CsJt53PGbXeuFCTvUonEYHnXqh1u+J1ueAV3gqIHUcmDtMuTrOxFUfGmqvhQd/vQdvtyqSJ8eJZGXFUhPmKo+VDVvKlqPkuo+ghfszxvicQEbPGBlqoudgQvyTypqki4lcKDoupB2e1B2e2OIKvwIdHXnazsSl7MvS5cSOJVciYo8jkRFJzwXI54fujdwWfPJW+Pk7dbYvtSgil3K8+WpbbaVgok20ouaz7sFrGssJ9aVXxqVS5ki3XFFuuKrTYVWwUSNTcG21fttMfvdMArOBIUHYmKjkQlJwRp1yIkDxOVHYnKjkRlpyVUBOwW4kwSxA3DTjy8H3cjHIkqjkRlR4KSA0HRnqBgV7XDplLeqmL7/bLt94rl7xTuvPP/ubvr6KbS/PHj3d2Z3dkRRpmdAcbQuqIzMFSQwVvcGaToUKBQ6pqkbequ8VQiFdrUNZ42dXd3d6NAf3/cm5sbK53Z3e/u/jjvw+mUNNMm4Rxe+TzPc1M1rRi6Nowdjul7ENlG7nlHvNmnAviXwoS3cCUPoyqt6LUIEYAj2T0EXn904RClaIRSNEItHqEWj1JLRqnAhFYyiQOHSlcWePsRWgk05gXnuoB1Y2SmtdFAMCNF8XsVBAdtD1kcaFqSdF0kjlSdQEROJ5HdSWR3yKsTuhmZ27U8gwEJ/0dK+AOVQY3Gl4L0pRcPwfTbFwOhF3hg5TyqYGQu7A0FcRLPkcL4PYqfZfkpELXo9QMLfFEJoPqi+H1R/F4yr5fE6wEBzOkmgHPgbiyzIyIHnAB70QuRpDy78BQLP6q5Z8xT79hnPlQLX7plQIJtSIpDRKYLPg9FYrtFc9EUgSdN6J1Q6p9cFZxeH57Tgslvx7K68JweArcPz+2LZHeH5XcG5bT5ZzX7ZTT6pNV7pdR6ptR4MWq8GLVejFrvlHqf1Aa/tCb/jJZAUL/dWE4fgTtA5A+SBYNRBUNkwSCR14vjdGKYrWG5DQEZld4MoXs8B0nNc4nJdiKnOxAYdvgkB1yyE47hjE1B4jPcyblesWw/ekHgi9KQ1KrwrAZsXiue2YlndRHY3SRuD5ELTL878awOAruDwO4kcrqI7C4Sp4vE6iBxOkisdmJ+KyG/BZ/XjM1pwOY0YLLrMZl1Eek14WlVoSkVIYyy4OTSoBfFgYlC/4RCvziBL53vQ+N6UzheMSzPGKZHVB6anOtOEm+IldiMKl6UK0runxIzXSUMmeVOzEKTssCB8H8+OXtuIawCfJU6hgocbkMnUYE7pUWLkHEQgNNQsBmv1NJlEW7Bm6Fg0IVWNYsPuIKJF5jxukiJV5RjWBKQAzD4lRr5BsXDsw6iWwfSrQPp1qL1z+Ze0Q/dSaYu2Kt2YcAG4EMPvAxvue2+ithx0VHvrJ3WSasN+tew9Mxjt10O3XLaf91R/4rdnkt2P12023neVueU1ff7f1tncP9r/Xs37MJXb78gOQGWB2BNa/z18LT1FxFRWYWZggo8gx0cn+dHzfGKyXIjpTljEu2DKdb+UZZ+ZJvAaIewOCQ+xY2c4R6V6R6ViY7KREdnekRnecdm+1FzguPz8Ax2pqAiKqtw/UWXGxFpWjb4LRZiA6s8lwUwHpoAQwDWAgDsFKvjRNF1oem60HSRcbrIeF1Ugp5bop57EgTgx1hca5HHeC9WqWuLUvVmJd73stePmRlMmOrFTPRgWHSz06S8vYQyfWK5PqnCgFRlKAIwYGAYgGuPUUUApjecims8HSc775VDX3GKABwPALjh7QBOaDyTILFBV7Q1t+FUXIMcAENJSngFBpY/AZYa/0LQPQoZmFp3FJj0ijpCrd/rnbrlotW2M/duWrl6RcbEZhRk5CdVpJ5aylvbmvTzqTt3dJ6TjfClByX1eyCm9kB0LTtC6630NYqqMQIATK4xJNe8/9V3rxdGx4Zix4Zix4YoY8OUsSHq2DBNFH1smDY2RH1xdlvptY1+3s+2GNz5u9bdb45GbjMX/JrQ7YmNYT87zKN4sWZf86Zf8adf8aYXOZMvsydevhh76dsxeSu/8+uDiF/NzHN4zoiHD9Ltfm5kX+1sud/ZfHeZZicTPtPbB5xl/TyrVdksUAxgVNKuyLJdkWUf/qC+tLRU3jdd2T8DBBIXCoAuUC847C3pnS4GN/qC9OV3gvTldEyw2ify28ZzW8e8YxhaO3Zr7djtEc1IaxxlNIy8qBtJqB2m1wxTq4eo1UM0eVGrhzrH55Wv2Drndzjnd1Crhjaff3aNUn6NUm6Z3rwbnbIfX7UfXwUMfvfjq/bhqoxwlYbYyr0SAC7eFly8NahIN7BIN0DSvZB+/QpA9/oKNH3EQegF3AvmxVP3EutXVZq+MACj2cpA7hKpuLNV0GwVNEfVg6OG5qp5wAzsU6DtW6jjJ21gyLF6ULLuVajfoq1+RXp+RVuB/KVbOXGXb7uUgYHPwFL4tcvQF5Yi9Eql2MDwwa8AmPqKZr8ggDWg3Pgabjx1N566G08NTl8UV1XCwNCkVyRe6cTulQoEsDN7szN7sxNLDF1n9mYn9mYFAN4E5ciUC+BNDvmiUTBrixNL2Yml7MxScWGrunDUEFw1JFcdxdNA8TVc+ZqufLGBXQWQfrXdBNquIgC7/iEAu8HoKxNgYADA2ii+FpKvgeCqO7PVnJiqDnmqdtlqtpkaNmma1gxdG8YOh/Q9iCwjt7zDXhCASwEAI5ObfDPbIABHFQzFCIdji4Zji0YoMlEVVbyCxLcfphQNU4TDsYVDMYWDMQWD0QUDAEiiBP1R/D6pyLxecdweeCR4nG6piJxuIqcL+Be8bAR2J4HdSWBBdUDhWcBZuLJ14MU36wTXiHJ7ovm9MYK+2ALRouiiIXrxcFzJSFzJSHzp6P9EcUDg5tgRuvjAZ9HsVwBAsYfEhR5e+Q+sOI5s0s+RnKSeVm4PSfJJlxOvR+JFIk76tST90uL3kUH9igDM7SFyewgAg9ndOGZHZG5zWGZdUEqVb0IJOpaLIOTYhafYhCTZhjHsw1MdIzOcsdlIYr5rFAdNEXjShV7xxT6JZX5JFQEp1cDiZ0x+O47Vhed0E7i9RF4/gdeP5fRGsLpD8zuCc9sCs1sDspr9Mhp90xv9wJr8M5oDM1uDstqCczpC88DZL4E7QBLpN7pwKKpgkMTvI3B7cJzOSGZraE59YEaVb0qJV1KhZyLfI57rRme50ZjuVBaawvakcLxpfL94YWBSaUhKZVhGbUR2IzavFc/qJHJ6wLg9BG43kdNF4HTi2cBLvZPI6SKwOwisDgKznchuJzDb8Hkt+LxmXG4TJrsBk90QmVUfkVEbll4dmloZwigPSi4NSioJSCzyTxD6xRf60gU+NL43letFYXvGMD1i8tFRuRCA3YjZroQssXXFSeqOIDc5KpY/X/2PJDHBlgNdqVByp7IAWcHzqMCtuaBs8emu+HTozCr4xl12WfPiq1cJeWUIbBoCm+odnT02OQu4iV3aiMCkuEQygDzJmaOTM0tLS/MvF4Np+U4RycG0/PmXi0tLS4uLr+jZRQ5hLwD02ocmBlBy5xcWgft5ufiKklloGxzvF5M9v7DYPTgGTH1tguIAAFc2db1cfBWVxhcD2Bl7xTbsnEWQ8SPfQ/c9DW+5/XQVsf2Co+5ZO82TVj/8fDk0Ju3AdXvDq7Y/X7Ldec5q+xkr1aNPvjW8/7X+va/33vt6772v9e9fsgxavU0GwJueitv8LHKLReSlEIb2HR/3qIwkZlEgNcuDnIrAMRyxyVaBlCeIQLdnTyNvniGdNCQd3Y07/4vbb3eeOPk8842yC090wDBEJTtiGE44BgLH8CCnBlKzkphF6OgM7Ts+l0NTlJ9jpAwMARga/2rAlkBr2pO07KO0HaO1nWK0nWJ1XKg6LjQdJF0HGaeLStB1TdR1S9JDM/TQDD2P1IQ45HBr+FQfHtCvUvp3kHv7mjKqcpzK0ixKU5+VpDwrSn4qTDIvfPFEkPiYl/CIG/eITTfLp/yWHXUvnXg7jXA7FW+agr2VjLlJw9x/TI4TbQNuOAkHcJy45fQrMwc+BWPwKdEQ+AyOdzMy5zGB85jAeYTnmOHZD3GsB1jmfQzzTmTunYicW+E5N0Ozfg3JvBaScSUw/VJg2qXA1PP+Kef8GOd8GWf9U86H5Z4mCk0o1SdpNdL/dwkPNyoI9k3KLoGmN8hb/wwYuP4oFQBw3RGwesMw9vdHTLcaHkcGYbOE1cLWkeqB2cnh3KXqw0ucrxoKEVn1Q2RO02MvvMrx3zSfhO0nlR8UcfdAdM3FGCaPsE9MX8X6NSLXGJFrDMg1BuSa99f88HphdHSAODpAHB0kjQ6SxwbIo0CDUaMD5NHB6NEBsv+X7/ecW51yYN0WTeNfTty/etfjzLO48GsXhbuUvFe//xibljr+Kmd8MW/yVc7EYsbYS0LfjFfbxNPS/pMJzVdCWHvOI6/cutTR6+R9+0LGddWa7NMdjabLNDsZ//nW/WdptWdptc8yW1QeBx8kVR4kVZ6j1eq4MgAAf7RBa2lpSdg9WdI7VQYOdafg0C3pnS7umQK4W9wzVdQzJeyeKuyeKuyeKuiaLOgGp76cjom0yk5sGscvNsU3NsU7huEVzbhr57pBRWO9isYNK6Q97oUdNtEem2iPTXSj52F4zbGVQ6IGpWofm99y1c4+t8Mht4NSNbT5ouXV2LKrsWUWaU270Wn7CVX7APqK9GuEqzTAVuhHVkgBWA8EsFBi9utXoOVXoAkmQV9NH4GmD1/Dhy8Sr3RqXlxVhfrlqqI5ypB+5RoYzVZxB1ZEAwNknronT9NLPATW8RPq+hfp+hfpBhTr+hfpARheBsDypr56wBf6iXsLgP8ofeEG3uZf/Du+ZGX0hQNYz/vt6XoLdb2ACnU8C+CBa549YAue0QIttEATLdCUMrArT12UFIDBkGAqywGYo4zgyAews2RObJFy2bKJ3MuUzpG5ySFfNhkDywyRLcFrAAAgAElEQVSB4QYG40P6BZI18LIAFgD0BVoGwFvdCnQlAayJAPcAqzrkq9pnq9lmqgMAtlUIYGt6HTK5yTerPTS/K5Ldi+f1RxUOxQiHY4pGYhUkq2Kw4rclcfvhWOFwjHAopnAwunAwumAgCtCvoJ8MskQcCfSJWClQRHigeMURON0EDniakdzw7E48uxPPAuqAwrE6cEygdpnENwPmYyRuN5nXE8XvBdbiUoSD1KIhGnCOcckIvWQkDuLlf3ewWb3E0vRY4WBM4UB0AbBOGHjYu4lc4BFW+NiKj5KSTPZpko7bTZR6ZuWRWE4SrxMw2ZeTvCS+hMiDDNyDY3Vi81ojshtD02sDGZW+CcUeFD4qiokk5aGimG7RbPdYngdV4BUn9Eko9UuqCGBUBabUBKXVBqfXh2Y2ArNfHKuLwOkhcnuJvD4Sf4DEH8Bz+7CcnkhWdzizMzSvIyS3PTinNSi7NSi7NTi7LTi7LSSnPTS3IyyvMyK/O5LVg+X0Erj9kH4BAEcXDJIF/SReL4HbjeN0RDJbw3IbQ7JqgzKqAtIr/FPL/FJK/Rgl/smlAcmlgcllQYyKkLSa8Iy6yOxGTG6LaNmzxN8jAqcHeFrx4BC4E8/uIrDBt4QIzDZ8fisutxmb24TNaYzMaojMqovIrAtPrwlLqwpJqQhOLgtKKgl8UeyfUOQXX+gbV+BD43vTeF4Ujmcs2yOGiY7OdyfnupNy3Uk5kH5RuIy3hBcnO/n8H0nsXpT80iQALEIvGPQIQJ+RcS/Q2OTs0NjU9NxCQl4pMN3NLqyLzy11iUxhlTbOv1wMpjOhAW9Na2/v0LhjeHJNS2/P0LhjWFLP0Hh1S49D6Iv84obRyRk3fBqgX7uQRP/YnOnZeWqm0DYovqq5e2RiBolN8Y3Jnp6dH5ucic0otA6Ksw6Ksw6i+0Znzi8sigAca+4dA06AQQD7HbrnYXjL9acrLtsvOOqesdU0sfxh98UAUvLeS9Y/nbfccea5xvEn3xjcXbP3zhr9e1/r3/9a/wHw+2lz/y+2nV8OwJueRhq6UozdKQeeBCTlCz2IDMfweKtg+rNAupl31NOnjsk7dbJU1uTrruPu+Vaw77uCg98LDnybbaLpY37vrhvusT/tSWCceVCceVCceWDc00D6s0C6VTDdMTzeg8hIyhceeBJggqbsc6NssQANrPwcoyoJYHUYgDVsiRq2JE07kqYdWdM+SssxRtspVtuZqu1M00bQtRFxOqgEHddEHbckXTRDF83Q9UjlM6wnurFTfXipJrowlVk2I530jgu7Gox1yw+oSY2F37xeGGkL76rBl6Q/G29Dj7e6jbe6jrcgx5pdOsvsoyLNAACbwAEc13h6ef3SpZMLYOjY5DuJNW5pFcTSfmxRT0RhD7liOKpiOL5hNq5hltYwRW+ajmuaiWucSWyZT257mdA8F988G980G9c0G980y+h6cxLDQqZVnSXwbkTkXyMVKHK4tMblzoolbwzoFwLwCRGAj0sAuB6m37pdTtGfK+88c8ciKDEvIqsiOL2CUVbVXx+4xFOeY21gF1Mo1TPRZT14YStO2OSexP75msXXB+/twwghAP8WTfeOfAbXrzR9yWDA7NeAXGNArv5g7YbXCyPDvREjvZHDvZiR3siRPtxIL1ZcH66vzj/oy79V//zXoYcfd1is6XP4fshDp+GRTuHuv9G03rfQ2WEn7IgZfpk8/ip98jVj4hVpcN6iYugWp+tiWuthYqPe06wQMsE/yLI690xvs3mI8W7GlU2tJVc6am8oanaC/vm2g6eptaeptU8zW1SehB4gVh4gVpyl1miLALxqk+7S0hK/c0LQNSnsBo+wKhKNdgHrFoC/g9yF4nVOcjsnOR0TzPYJZttEZCrn1PV72jt3a+3Yrbljt/r2n75XVn//o4/f/+jjb7eoq2z9Cerg5TtIah6pfEBOZQOksoG2sbkt1xxssttsctpiKwc3X7S8FF16Kbr0WVrTj+i0ffhKI1zlPlzlPlwloF9D7DIAFur4iwAsdq8o2OxXA7b+Wa5+QQDLo68KmgOlEMBuwFpoEYDRXHAttBdfw1ug6VOg5Vuo7SfU8S+CGKwna2AF9IXdRoK+bwHw74TuVgX9k/TdKhP883or06+ed6Gut3jwK9avhwSApQysieZrgoNfUTAAq7vy1FcGYAUGlgGwaKnzygDMkkYvlMMKACzaDwwMgdWRXHUkBGCBCMB8IEi/bwWwHAMDo11RepLBx796kIFRgIF5mi4c0SFY2ergBDhF15ax01EM4JMB/EthwpsAgOPqkIxm36z20PzuSE4fgT8QVShXv6PwKHIrXkHi24/ECoGGYwqHoguGogsGowQDUYIBMr9fKhK/n8Trg9VL4oojiusRz7JEESRXtMrUhQdiAXXCwzE7RQyWCLoBYDwip5vE7SHz+qIF/TEFA7GFgxThEK1oGLpErdSFjv9ro0OJjiWjipapxxYOxhQMRAn6yeLHX7RaWP4DK4ojnexzJCduD1Hime0lciWedPlJvEjgSb2ilsMwCYjXC2gQz+7CMtsxeS0R2Y2hGXVBKdX+SeU+8cXecUW+CSV+iaX+L8oDGJVBqdXB6bWhGQ1hWY3h2U3hOc0RuS2ReW1YZgeODeqXxOsj8fvJggEyf4DI68dz+3CcXgy7J5LVHcHsCs/vDMvvDAfrisjvimR2Y1g9WHYvjtNH4PaTeANkwWBUwWBUwVC0CMDA3xfAwHhOJ5bVHpnfEpHXFJ7bGJbTEJZdH5ZdH5ZVH55VH55VH5HdgMltxua14pnteHYngd0F6BdkPzT6ZkNvG3XiWV14ThdetCYCx2zD5bVic5sxuU2R2Q0RWQ3hmXXhmbVh6TWhaVXBKRVByWWBSSUBL4r9E4p84wt94wq8aXxvGs+TwvGMZaNjmOjofDdyrhsp142U40rMRhGyUPhMJC7jLeElQv2f9O+TsAIAS81y08U/LCETDJ8pZWAgBC5NHDYtNJ49PbcQn1fqgkkFco5McY5MCY5jTc8uxOWWAIc5o0mZo5MzzJJGx/Bkek7x9Ox8ZCJ7cHSKll1sH/qCll00ODrphk+DDnkGAZwltAtJ9IvJnp6dp2QWAgDuGRyrauoWATguV1g3ODo5NTsfnSZ45kMx94556E42dcZdAZZAm/n+ctfT4Kbrj1ect5130Dljq2li+f1P570wCTvPPNt26qn2CfM1P5uu2Xtnzd67a/TvrTF4sMbgwRr9B2v0H5x46L162zkJAG8CEulX2QJ7MzJ940UEPVuAwiRY+Mf85km6hybd8SBfdQj1ungmV+tbvv73RcfWl53bWHVlc80N5dpbytXXNubePXTZys0U5XPZMfSmO+m2Z8wdz5g76ChTN8JN5/BbTsGP0FhEBJ2eLdh4EXELk65qidtiIdoG/ByjaolTtZI4AUtdEsAadmQN+yhNxxgtp1gtJ6q2M03Lha6NiNNBJuggE3XcEnXRybpoRlyiW32+fV2uTW2OTU22dXW2dVWWVWWmZUWGZXn680aB50CTd8NJvfIDagW7N0D0He4qLkq2KEh8wkt4DMyBWdSH+ZTf8mIe5ETfz4q6m0m6k4o3vUPJMZYH4NNyASxDXzBJap6SnLjeelHtlVWNEXaGcFv98hsIpX24ou5wdqMfoyAoVRCSVhCaVhCWXUbkt5AL2+MaZ6j1U9S6SWrtJKV+Kq5xxgTDTG0eM4lkpraMnQnJMY6rN4bt4JVqeR7Lzn7h+pUF8DEatOy57gi1bqc96ePv1EzMHM0jkm4FpJrj6Jml+Ok6yyW+8iRfh5Sb6J7Xjc4oc0niWVNzH0dlPYxlPqAwd9xHfnvwthGmCBBveMT9g9GVwMeKpr6GYNVA+uTqD9Zter0wPNQZNNQVPNQVPNQZMtQVNtQVOtQVNtQVPtQVNtQVxvO+gv/h/WHE6hGX1aMWq/ofrWozXVV6YlXxsY99Pn33jrWX29SrwMkl4twSZeoNeWwxfGjBrWP6Sfnw5azuK5xBI3zLJzoPBOy7r8cfv6o6x4s2ib+pke+0vb3qV1HXpAIAfIpSc4pSY57RomIetp9YuZ9YcYZaA02AP1be/mZpidU+zm4f53VO8DsnC7omC7qkoQuscAbEy+2YAJY6szsm2O0TzLaJvNbx3NZxYMGz0gdKSuuVlDQUtF5J6QMl5a0/WkYm4MsG8KUD+NIBXOkArrQfXuvo3OZr9pZZbZZZbTEVg5suWV8gl1yMKjFPbdyFTjfCVRrhQfoC+jXEVhpgFAM4QKjtL9T2k5z9+oJpgPQVwDf9yk6A1YA8efAJsIokfRUC2A1MxQ34DEcFzVFx56qiuaponpoHV8OTLz0H9isSG9ivWJx/sZ60eGH0ladfPThW4QZ+G2uXC9SpEGib7++mryx6FeZT9PsADJ16tfwQ2F2g5S7QFB18JWlgvvoyc2A4gJcZArsAidELT3IIDF/tDCcxa7OjpHvfDuB86ECsLU7g7mJlF44KOAQGF0JroviaKLF+NV35WuKBMMzAbgrTla5AV7GB9SQADByCBZ4CrYngaDgx1R3y1Oxz1O1AAOvYpuxwTN/jkmWoAMB+2R1hzB4Mp48gGIwWjsQWj4oao8iLKreSFSS+PUTikVjhSIwEg0EJw5MGDE8iRTYmQTAGR8RypsRECR5LzodlSAwGu41Iv71R/D5Iv1SRfgFYxpeNSR8b9l+Z+Jwz8HTuMbqIwZSi4VjhUEzBoOi8KODIKPibDnLHuZBm4a2Asgo0S14+mbdOoGRfUaIVB7DXmKAfCmbgbhyrE8tsx+a1RuY0h2c1hmXUhaTVhqTVhqbXhmXUh2U2hGc3ReS2ROa1YvLbsMx2LLMDx+rAAa8TTjeR0wP8OGR+P5k/QBYMkAUDJH4/kdcP7AfGc3pxnB4sWyIcpwfH6cVz+gjcPiK3n8TrJ/MHogSDUaCBB6MLBkEAC/rJ/H4Srw/4bvGcThy7A8fuwLHasax2LLMNC8CV2YZntuNZHdCLlsjtlRibgwDuJnC6CVzY0gkOuFACWAGBFQO4MSKrITyzPjyzLiy9NjStOjilMii5PDCpNOBFiX9CkW+80Deu0Jsm8KbxPSlcz1gOOoaFjma6kfNgAM5G4bOQuMy3h5cI9e9P3sLslfdPIjkTQi+04RlY5i2ScAYSL36DAIFLF4dNC43nTM8txOeVITBpLkCRqc6RqXG5pYNjUx7kLGZp4+jkDOYFd3p2np5T4hieHEjLn56dp2cX5xc3zC8sklML5hcW84sb4Bc6kgdgIfBBOq9qYnrWNybbJigeiU0ZGJ1M41UCALbwpZh7x5qho0xdcFdtw85aBJ4w8/nlrof+Ddddl523nbPTOW2jYfz8ux/PokKpusaPNY8/2rj/niIA/3IXrQDAogxRlENOpOtIgg852QyNu+kSccUx/JJTxCUnjLG5J/X4br7h96WnN9ZcV258qNr8XK3VTr3VXq3dVhX15N5jb0uf9NNmPk9OP0ccf+pl/NT7xBP0cTPHYw8fmFidu+5ofR8Z5kNOvo4kHHYm7XOjSgIYKwtgdWuCug1Rw4akYUtSBwzsEK3hGKPpRNFypmq50LQQdG1kvDYyQcc1Ucc9SdedUZtjM9xOH2rDDLVFSDXYGtrf5NVb69RTbdNTbd1Tbd1TbdVTbdlT+byEYT7ejbvMXdqeuvRRrNRceGGuP2C2z7+9DEnFPTKmrwzAMPEaSyW1Ghn6kvgGk7iGW4lV3tk1uJKecEF7OK8VJ+yyCY1+4f+0wefAMHrLLGL1CFq50e9gXoS1BzHBO72SUjVCb5iFAzilecwEw0xtGTuJYQEXJZJXwwl6wwm4h0Xfm7HsJ4Eby9zJcZq4Y7DDro5S6/X9Mj78Vn3H+YcHbSJ2mWN/C0UW19u/qr23xFcbEu5+hMUeDcg5F0C/HBh70TfqdFCCCTbnKIl3kMDfH5n3zUWbtYce7Icte94nq1+JwS9IXwNytQGp2oBU/eE3m18vDA62eg+2+Qy2+Qy2+Q22+w+1+Q+1BQy1+Q+2BXSWukXvV2Gf+mL4+armU+83nFpVa7Kq5vQnFac/rbmymq7+XuLBDVnBj5nhT4OicT5dE0Ejr7wG5l375my7Zh42TV8rnzJhTX95InDXL1eXpm/O1FwbzT5an3GI9PM/2suuwLoMDwCwCaXGBARw+D5C5T6CBIA/Ud31+s1SdvNoXutYfus4q30c8C2kXBC6Iu6y2ieY7RPM9on8NmCj73hu6zhwFV8EMVll609K65WUbispuSvotpLSeqUtej8+C4+PKOmLKO6LKJJTy+jc5qsOzzJan2W0RlUMbLpsc5ZUfI5UbJ7SuMsjzRAvdi+UAaZCP7L854jy3eFlu8JkABwg1AY2/foVaEH0hZJz6hVf3VuEXph+gZbRLxzAW9xFuYkTYZgDTYPVPLjSm4EhA4OCLdaVSi59FehXQsL+RVtlV0f/bveK6QtvJfPe3+Fe36KtPuLeql/w2GfYyc868g0M0hee6AQscXIADB5/JQrBVUVwVRAcFRcwZfmtAMDSBgYPuxKlwMAKV0Hnb3ZkbnZiAvezxZmlDB4KzVVFctUQPHUkXx3F1wAkDCyHRkkAWAs2DdZ2FR2OBc9VoOMq0HVVCGDFBgZPgQYug6SN4Gm5cDSdWOqOeeoOORp2WRo2aZo2KbowAB/yYsEAXGUdV49MafHL7ghj9WC4/UTBUHTRaGzJGAVsXG5URZW+LfGNx6jA/6J4NLZoNKZoJEY4HF04HF0IbG4cAv6VDwWwAUzuiBhMmkxEXh+R1wsGxzB82adovavUrBLP7sZDI2LpYCNNbg+w1Da6YCCmcDBWOEQpGqYC49/SsbiyMfDc7PKJ/4niyifiyoDG6aVjtJIxWskotXgUNHChaOrIhx5hhQ+seJDLk0rRqBaWxNMKtgxxweCvE1hSLyfFDUQVgBiGGxjP7sKzOnDMdmx+GyavFZPbgsltweS1YvPbsPntOGYHng1yVxQ0ygYlL/oOgTsfIPMHSPx+Eq+fyOsjcvsIQJxeAqePwAH/k8gFXr39JB7ws8saXuLtIeANIPFzITF17wY3YHO7STz5a8VJ4MLvbiKnm8ADnjvRPQAMBnYE5Lfh8lqxeS2YHHAIHJFVH55RF5ZeE5JaFcwAhsCl/onFfglC3/hCH3qBN03gReV5UrgeMWx0DMs9Kt+NnOcuMrArIWulKCVIJP9wrP8/IkJlSSf6U9FAOBMlWkMOeTg0gTM9t5CQXw54GLiQr1dUzujkLKu0yTkylVXaNDo5i03iTUzPBdNZThGMIBoTwDCaKNoVvLAYSM13CEtyCE2yD02yD00KoORNz85Ts4rsQhOrmntGJmZQuFS/2Jzp2XlKlrBncCy3qM4mOIGSKRwYnQyLZ03NzkenF1j4Us19KGbo6NsI3BW78LPPgk6Y+f5yF733BmrXZSfgCGgN4+ff7jzt4B+lfuS3TQfvr/v5Fghg/btr9O+vMXiwxuC3NfoP1uj/ZnTTbbXsEmh4l4JTNlxwjojPvucacck28NRzPxPLwBPWIcesQ41NrTlHVUtPb6i7o9JsqdaOVO/01ugO1OgOUu/31Tn7wNKd9hjLPuGXedCZfuRx2JlfPc6ddTU+gDDScd5zNODQkQePz1v63HONiIjP3nDB+UpYqrIFqF+V51hVS6yqJU7NCqdmJb4ysJo1Xt2GoG5DVLchqduS1G3J6vbR6vYxmo4UTSeqpgyAddwZ9fn2PVW+bQKHVp5DK8+hhWvfzLFv5tg1se0aWbYNTJv6fOu6PKvaXKvqHMuqrOe1eRZV2U/bSr0XJ6K/T1pSws8roSok/PtmYbbPd6bHa6oTnYy5aUyvP0mvB9Y8ywUwXL/S9JU0sAn8yrpA9AbTxGqfnFp8SS+msMM3qyo00KvLZ+ei11fzAaqzwVtnQrfPBG2d8VFfdPumE701leDrmlQYWzkc1zhLqZuUB+C647S647BzmxWlwMnSw95lAgB8jFp/OKb6H9sPf7Ht0A9XXX/41f051rS+7eGr6vtvuJq9gh0/m5r+cNVzt5mnzh3U11cdtdFxuyJY27ACPQxfM5yj7J/7A4L2tx8v6jyJkJr6yhv8StMXBPC3yq/nB/qb3Pqb3Pub0P1NHv3Nnv3Nnv3NXv3NXgPN3nlOxhjNL0bsPmk/+de6Q+9VH/qg8vCHFUdXVZ76pPbqFwl6H5C/+UvPEaW5s0p00+1Xs5ssGucfVU3eL5+4WTpxqWDiKKNfxzZHDcH7VPNWVODpN70nJlgXlzqPRup8VhC5v7X4ktxmx2lfbP/lRGzNidiaJwCAiZX7CJVnqDU6KMbOyLJdkWWfau55/eZNWuNIZvNodvNYTssYs22c1T7OaptgtU8w2yDrTuQBF/IVoTe3dTynZTy7ZTyreSymcii8uN88LH6z3o9KGkpK7kpKqQpyV1LSUNqs9+OTsPhQYZ+4QokAAD9Jb3mS3kIuH9h0yfoMsegMscg8pXEnOs0QX2mIqzTEVYD0xVYaYCvgAP4xrGRHSIkUgCH9asH161MgNfvV8Oarg0m7F0rFk6uClq9fFTRHGc1RdofpFw5gV/YWV7ayGwscCLuzVdHAgVhcdU8eCGCfQm3fQm1foY5vkY5fka64YvHHEguk5dNXV6a3DIdXpF857pU/B165e2HKlfMZsBXpV+rSR3IAjBZd+mglAEaJQsLPfxbrVwrAChgsH8CSBgbQywRzZEn2OwC80QE4E4u5Cbw8EmuLE1vZia3szFFx4ai6cFWBA7GQPDGAwYGw9BBYDoBdJfqdABatlwa+EFgFjeRpuXA0nVkajnka9jkadlmatmlaNim6Nik7wCXQuQCAL8IAjEpp8cvuDGP1YrkDxILhmOJRSsk4pXScUjpOLZ1YPppUZSsIvPE4TUziMUrxWGzxaGzRSIxQQsJQMiSWBIA4RTbug9lY+p/+inhM4MpRMdy94PZUXi+Z3xcl6AcATCkaBifApaNxpWNxIvomlE+Irqj831t8xWR8OdREXNk4vWycXjpOKx2jloxSiqEl68CUvp8s8aaDXFYBmpXu7ZTlA8NYGcq+NQW4lXpFKWgwunAwSjRZha+Fhg9F8cDxaWzRlmZut3iRttTIGv6Twr5/wMDi1ydPQeJH4y0/u9T6CHnvKfSSeb1kfq/EYm+ZZw18VfN6CSCJu4G/Anh2F57ViWN1YPPbsHmt2PxWTG5zRHZjRHZDOARgYBU0oywwucz/RYlfYpFvgtAnrsCbLvCi8T2pPI9YDjqG7R7NdIvKB+bArtBC6N+brAxhXX2CMDS+cvUJYpnbrLxrTxBGxleu/YvuDco5gmFq7eUcwVj2ZtkygSqWeDsAn4mCjcdDE7jTcwsJzHIEbDjcOzzROzzhgk1zwaQ5Y9KcMWmiFdGlTpGpQXTW9OxCMrsCXBQdwcgvaZx/uRhIy3cIT7YPS7YPSw6g5kOHYM0vLPpTcu1CX/hTcgEVU7OKBkYnUbi0nsGxvKJ6v9jcqdn5mPQCCz/aUzGAw848Czz+0OfgXfTe68idlxz1ztlpn7JWN7b4ducpS0/CloP3vjO8vXav6dq9t9fuvbtW/95ag/trDX9ba/jbGsPf1hg+3HsNuRyAtW0IN0IYex94OwTHnrP0OfrI46CZ54Enfgcsgg0e+z28fK341KbaW8ot1modaI2eUM1+ouZArOYgXb3c1+jAPZvYgmc04Q0S92xI3mFk8oFH0QcuR+w/6m+0y13fGHV2z1XLI2bu5yx9HIJj9X/zvhmWstWeCI5/QQDDDGyFU7XCqVnh1awJajZENRuSui1JzZakZh+lbh+j6Rir6UTVdKZpudC1EBIAbmQ6DDXGvJzpXZgdXpgZWpgZWpgZXJgZWJgZmJ/pn5/pm5/unZ/qmZ/qmpvqnJtqnx4pr8xxGGkPezlGWhglLIxg54cj54fC5gZD5voDZ/v8Znt9Zno8p7vdpztRSZE3TEAAK5wAy9L3BL3hBK3hBK0enjFdIoiatxKrfXPrSGW9EfzWME+nSX+VxcANs3iDmUC1uYCNc8F6c8E6c4Hac35asx5bJpDf5BHRPmll1NrxuKa5+MZZCMCMlrGTGNZxEYCPwU5s/jdGrT9Grd9hFfnO6g1/N3jw5VkrZNTpujbT2YpHb5jqo8Vbz967dh3PvxhXeyG+/jy97ha1ZMPTiHVBrB9COd+FsNcF5H3pmfm5y4sPryBW6ZwwjBSuSL8w+uqTqvVJ1R99r/p6rq+vDtFXj+yrQ/TXo/rrXfvqUH31bn31bp1FDiT9TVlGnwzd+3v9L3+t+eWDiv3vl+3/oPSXj8pOfFx94bNa02+Lftu/VBVUFWV94r6nSVLXr7zxS8xRE0bPQXLzPmrf9pCGH66T1z+I/7vuk0emJktVBi+bL7zuOpp0bk3aQ+3Wwgtymx2nf7Hj0PGY6uMx1cAE2IhQaUSoPEut0UExdkWU7oos+0zHcPH1mxd1w8n1IykNI2mNI1nNYzmtY3DlAmUD3G0Zy2oGr+Wb0TyWUDuCLxsIKuwNKux9FBq/SXdFAN6k+6NZSFxAQQ+YQLrmkblNV+3NUlrMUptJ5QObLlmfIghPE4SPUxp2oNMMcJUG2EpDXIUhrsIAC6YvAvCe8DLgOsDbZQHsC1/5LL34WR2eF19dHn1VPXmqnjwVj2XoCyYNYFcWlLIbCzKwsjtHRWozsHeBlk+hto9Qx1eo41ek4wdMg4XSoIXRV9a6itLzXSGAhRIt615pA6980isHuvL1u9VHqKtIv15CuH4lh8AFEjuBYddAkjIweP6zqzh1FF8dxVdD8dRQPDUUV/qSv+KrH4ku8+sCJudiv3Ivd+TM2iyVE0t0UV8pALM2OjJlAwC8UaZNjvmbHIA10iCAtziBl0RSceGI9gODABYth37bENhVWr86IscqWggtR7+u4kADI3naCGPJD+YAACAASURBVI6WM0vDMV/DIUfTPlPLNl1bdB1gGIB58gHMAwA8RnmbexUaeCUALpMF8Dg0Co4FRsFCaQCLGAwjjWClBiZDAJb3L36xgeF7iSUM/BYASxkYmgDTwAmwePabUPHfbmAZAEMGHqOVjMHnwNHwSelyj22fXAP/GwGswMDLuVcozWDIwGTxluBeovxDtiBSKpxILwdX8boGmX7Xj/z2+mWTePpEPyn0NwI+FiZwuvEs0ULo/DZsfis2ryUypykiuyEiuyE8sy4sozY0vToktTKIUR7EKAtIKvFPLPJLFPrGF/jEFXjT+F40nieF4xHLQcew3KOZ7pIG/tdmZHxlaWnJyPgKPJMbT25ZeTlFJK/8fq6ZI4Gvhe7tmjnSjZj9z+cSybhmjiTExC9zh67EbFeSZMRsmIolx8IwD4cl8qbnFhKYFUh8JgKXgcBl1Lb19w5PQBh2waa5YNO8onIGx6bi8sqcMWlxuaXTswvRGcKJ6bkgOssxMgVNyhocm6LnlDhGMBzCkx1Ey6Rp2cWAh+1Dk+xCk/xFY2E3fPrA6GRBdevA6KQrPt2fkjs1Ox+TUWjhR3vmQzFDR5sicFdsw888Czz20PvAHfTe68idFx11z9pqnbJWM7b4ZrvJY9fIHwxNv9UH9Ht7rf7dtQb31xo8AAC81vDhGkOzn64g5JwCDWWAovxij3voHXXDIfDIQzf9u6g999G7H/rsfhK07Y574LmDFZc3Nz9VbXdT7wnTHIjVHE7WGMnQGMtVC7G7eNLCKqvaKbXsaZzQlMg9G5hzyDHh4H3iwbPBRgd8DQ88+3XHr3b6d1FHHrrdcAg084k67IDf70ZVkQEweBqWJU70MV7VmqBmTVSzIanZktTsotTtotUdYjScYiEAayETdFCJOm5JOu7JTSyHhenuNy+L3synySv1zXzqm/mUN3OM17NJr2cSX88L5yaEdRzX0vTnxakWwpRnBcnmghdPeImPOPFmrLiH+bQHeZT7ubH3hKlmiRHXTej1p+gNp+IaTss5BEtav5B7Zeel8qes9HrTxGo/ZiO5vN8jEjPmrbcY+s1cotnS0tKr4aYFytk5r+/mfFTnfNRnvdXmPFVnXDePoTZiAn38syriGmbiGmdOygPwMVqd+Jwq8JJF9ZLVKYwqt/qjVJC7Uh2Jrflq1xGltT9/ddzMj3KsvPHyVLXFyyy1V3VbT904cMQ/51Bs7aHYWuCSv7/E1Op7pX/0jPCxL+dTz+zPPLM+dU372CFh1W+hf1E7rGUeJq3fKAn9wge/+lDE6o9+UH8119NTaddTaddTZd9T5QDUW+3QW+3QlPM4bMvnVec/6Tzz99qDf688+EH5/g9KD3xYenhVmcmnNb9+NeSiMRZ0xO6Z43fHXFWeJpukDBinDh5jDOlHNmiaJ6s/z9Dwq/nuDnXNUY+Nh5xOGx9/lbXzVYPxq7Zj7LtrcNtWt/DOym12nPbFjsNHo6uPRlebZ7SomocbESqMCBVwAH+x9cDLV2/iaobia4Ze1A0n1Y+kNY6mN41mNouhm9k8ltE0ltE8FlfSFpzMDkpm00vaadXDYUV9/gW9fkCC3ofBcRtXBuCNurseBNN9+d1gPOmaR+Y2XrF/wGh+wGgmlQ1sumR9El94El/4iNGwA52qj6sEDYytMMCAwQH8U1iZNID9C7X8CzV9C0EAi0+9EqiDQe4VJ7HsGcgDWv+skL4yAGZtcRPrdzPwgRtrixjAHFV3rhqaq+7B1/AUaHoJtLwLtX2AIbAQBmChFIBX7l4wXzkA1vMVStN3xdyFp+cr1PMV/oG1zcun5yOEH4KlK5lYvJLpeALX/i0Er/0LSwsNJNBCCzTdoORs/VVHwXb/QvQF9v1K7P5lKyNA6K4AwGCbnVmbgORc4oglkxwAb3RkbnRgygJ4oz0wDQYADJyJxRSdCM1WhQ6FRvE0kDwNJLQlWBrAWiiBNpQ8AMsMgeUaWCCrXxGA+TpILghgp3wNh1wtu0wt23RtG4aebcpOh/Q9iCxDt9xDniwTf97FUOFNrBwAkwqHY4rHQNyWTdDKJt8aXbbyt1U2SS+bAAI8TC0F58BiBheNxAiHoaLlqljxElYZZigmsYTfpBW37OJeYIGr+KhhqSXQtJLRuNIxEX0nEyomEysmEyun/o9L+L1VQE0mVEhKGJgDF4nmwDAGA7NHeZNeeTIEt9q+1bGyrWglswLoil5FwuFo2EtL8mUGYRh8OcHeUukjyzHkH/n2/nNJP57kggHJZ6SfJD4JrJcskj+BC+wI6MRzOsFtwP8jAAbGla9evZqdnS0uqwwnxFwzR/7e+3FycoJ+X6+sKeVqqJXbGNIv8E1K/CkJKkdurqQcV1KWKzHLlSRtYAjA4S/EAEbiM9nlzWNTs97RuRCAWWXNo5OzXtE5Na19vUMTzpg04IPgONb8y0VmaaNjZAo9t3R6dj6QxnSMYAAGlgZwWLI9BODsYrvQF3nFDUtLS1XNPdBkODaj8LkfXQRgPAzA7j9fR+y46KhzxkbzpKXaCYt124zvOYZ+b2D6rb7pur231+69Axv/Plxr+HCtodkaQ7OdF53kAjgCyNgnQeOmh2VQ7KmnngZ3kTtvIbbddte756Nz31/3il3eWd1aU+U2Z/XeEM1BquZoluYYR2OMrzbF0Th/z8wixI7f6JVb5ZRaak4tuI5lGXukHnwWc/BKhNGpoIPbbzzQve688xbC4C7y1FNPyyCK5i2PU/4vVMAl0BjV51jV51gVmIRVLHEqVjgVK7yqNUHVmqhqQ1KFAVjdMVbTiablQgMArI1K1HFN0nFLbmY5vJwdVkzf1DdzKa9nk1/PvHg9k/BqOu7VFO3VDPP1fM2r+bpXc9WvZssXZ0oWpwtfTnFfTrIWxnMWxjLmRxjzw4lDzZEJYb+eVARgesNJmH4B+kqsEJaE4nFaPTiehXWMVmeaWB3CaSIVtla6n3odrjXjt2aeE/QGWIy9tLTI9p9x3zDrvG7WXXkWrTLrrj5v92VHwCmX2BycsDuhedYkUhrAx6h1x6h1IvTWHaWJT2n+J5OrYgPfzHc/3/KJymEP0ilu+enhWtv5dM2lShXPoNNf7H14OLbucGwtYOBDIgN/8yDwbx6cd53S/2af/IFd/Cqr2A/vhSnpnl938PY+crXU+Ffu7Bem3yp9YtWqDZqvZrt6Sp93lz3vLrPqLrXsLrPqLrfpLrfpLrOuibvl//X77Xc/bzn+QfWhDysOfFB28MOyo6sqT33WcHNth+WWGW+dfvT21cb+eqGNhpRug+jOn/Etug652g55m+7EfHM+fN0lzNcn/D780RbphbB7fHomw2iOZ/i69UTuxa+8P/9bC+uU3ObGaV/sOHQ0qvpoVPXTjBZV8zBDQoUhoeIctVYXxfgxovTHyLLVO4/ML76OrRykVg/G1Qwl1A4n1Q0z6kdSG0fTG0fTm0bTm0bTGkfTGkdTGkcDk1gnrt09dPmOdVS2j6DHR9Djw+/xFnU/KG6Dzq6VAHiDzq57QXQvXjcYV7rmkbmNl2zvMZruM5pIZf0bL1qZ4ApNcIWPGA073FP1sRUiA1cYYGUAHFH2U3jZrtDS7eB1gEUA9ivU9CvU9C2E9KsO5S1Q9xZI6RdI1UuavvCTn2XdCwuk72YoV3EiD0P7gYELI/HUPfkaXsAQGFwLLWngIl3fIh2gt1lXbnpwA4vUqvdHuSvOB+wP0FdPYUK55z9LGVhX+qq/wOJnUXADo2EGdi8AFz+7CcSHYLnyNCQBLDYwkqsKM7Cq9PFXbGUYg+Vd+kjevNdJUr9iAMtl8NsMbC+RxH5gRyZwKLQKYGAERw3BVUfw1CUBrInia6FA+gLBASx3DiwPwPLOi3aVD2BdYALswtJ0ytd0yNW0z9S2S9exSdlqm7LLMX23CMAnxQCuFO0BlgFw2QR1Bfr9gwYukzUwbA5cPAocPS3HJ28HsPTqaNicrR/O4GUB3Cc5GX47gKVXQQulJ8DQ+uf/ewD/kwaOr5gUbQwep5eO00rGxGdiFQ5Gix7wZQwsf967EgDLMfAKAbwiAy/HYLGBYe+qAHf+lob+i5P+bqMKYGfOASQGVlMLoOcOfA8I2AkMXBsJl9+Gy2/D5bdicpsjcxojs4FtwOKzoIMZ5YHJpQEviv0Ti/wSCn3jC3zofG8az4vK8aRwPGJY6Bime3Q+YGBXUq4rMeePR5KTkcmVpaUl4HcIwBMTEyMjI0YmV64+QVj6xigSJjzgHuAAdnR0XFLwy8jkykru0wWTAul35V8lEUjlHDcJroMSHpuahb6lsanZ0AQu/DNLS0vs8mZ2WfPY5KxXdK5XdO7o5OzS0tLo5KxXVI4zJi0ur3Tx1SvgloCEwSIYgaJ9wsBAGCiAKlJxaJIbIb13aNyfkgdNhmMzhM/96c98KWYeMAD/5r3/tvvPvyJ2XHTQOWOjafJc9fizdduMb1gHfG9g+o3B7XX6t9fq3xGPf43MgNYYPdp+wWn19otKsvQFuhjMWH/BxSIo5tgj9O7bCL0bCK1b7hp3fJRv+5w5d6v+4saWW+sz727H3TuAu78v31J7OOr7qarNPanbN160iuJ4FreEcOrQWZV2iUX3ybzzgdmH7OgHTXH7T3mbqFyw0LyB0ruB2H0bcewR2iIoZsMllyuhKRCAoZQtMCrPsSrPcSrPcSqWOBVLvIoVQdWaqGpNUrUhqdlGqdlFq4kArOlM00LEAQDWfguA0+CD31fT8a+m6IuT1MWJmJfjUS/HiAujuAVw8XPwXH/AbJ/PTI/nTLf7dCdqqsNlqt1xto/4IuIGCGCRgcHZr0i/JjL0hcQLHI8sjgLS9BhN3FFanemLmjBuS0gM+SVy4wJWf8736/k89zew19/r8a55nPGs7ZezTt/NopRnkKovHVbjg7wQ8fy4hlnjCGZK09hJDAsEMBUOYPmOPawoyts7IpPes7B3P1j/3OXwi5xjLTWO85m7loq+z0k0+ruR3Wd7rutY4DSf4zWtSJq2ZE27GB2XeB1k4rp7fh94C95B5L5r9eIvD6PeuRn657PuSluvfqpxcG+4QBGA5Yx/iVX6xKq9xKpVG7VezbR3Ch93Cp8AdRU97Sp62lX0rKvoaVHYGa9P/9pr9kX9oQ8qD39UfuijiuMfV5//vOzCl9yTX7PPfMuy3NPt9eP6i4HqnuW6/lV6AVV6gdXKT5K/PRW49mTA18d9/nEY/eUv6HeV71nb31rqPjFXuH+Wu3epSR9v+JXHh+805Z6UyaQp12RujP7FjkNHoquORFdZZLWomocaEioM8RXnaCIAR5R+udt4bvE1qXwgqmIgpnKQUgUyGJgGo0jJrqRkV1IyipSEIiXftEZ9p6y+ZpPacTOnu4F0qMf4TOeM2juB9PUrA/B6nV23A2hoTpc4tihOF5rT1Twyt+Gi9Z2kpjtJTaSygQ0XLE9gCk5gC8QAxlZAANb/fQAWr3wG3estDWA1WKpeAH0l9KviwVXx4CqmrwjAcP3CAYxibUaxtqDEBgYBjOZJHYil5V2oBY2CgV3B8PwkGawAvTIGBtWqK5m0aVeSj5y2ymXwStErou/yF/uVC2BP6aTnwBCA3SEAg0dAwwGsIRfAwBHQUkNgBDwxgJVlLnoErnmWPelqOQPLmwM7KEhM3zygTQ55UudCK4sMrOrCUYMWQiMlVkFrIvmQfqUNLG8O/BYAy7gXng6Kr4PiaSO42gCAHXO17LNAANul7HRM3+OSbQgsgfbnXQwtvIEtfRhVafVvAvA/aWDRWmgZAA+vCMAyBpZdHS3XafIB/BYDg0ugIQNDQ2DxQdD/aQP/ywBcNk4rBRZCw4fAEgZWAGCZUfAKAfyHRqwg8OSvdn47gGEGlpLwIHgB3uUa/i9O3rYC2Ab76ELxU0kSAJfgFp8EBgcwMAEGAByR3RCRWRf2vwPg5PScRzYII5MrRiZXDp69edMSvXIAnzhzEU9LlW0llL1mjgT+p5B+4V918tqDW1ae/wSAFQ6E4adnAyuiJU6NxqUjsGnwvcHOmFSnSHEQgKHgAIZPg4FF0VC2oS+sgxKe+9Of+VLNPIAl0GGnnwUc/c17v6nbnmuI7RfsdU5ba5g8Vz32dO0240tPvb4DAXwHBLDhg7WGD0UAfrTW6PGOi85f7rikJOXejU/AboSnf37C7joSY/zUa89dV41fEeuvINdcdv/0nOsek9unTC5vOPH4m7P266+g1l9Drj5tu+GUhdcdI6zVLxuvPS9qx5a1RRQ0+uZXI1JKzSmCq2H5R11eHLxPOvCz5aV/mFitv4LQ+BWx566r8VOv60jM5yfsTDEZyhYYqbZYYJSfY5Wf45Sf45RFAFaxJqooALCmS5wWIh4AsLZbchPTfmF2SGr2+/pl6Zu5tNdzya9nX7yeSQQGv4uTsYsT0S/HSQuj+IURzPxw+PxgyNxA4Gy/32yv90yPx3SX23QncqrdebLNfrLFZronPCHixklgDzDIYHDwC85+aQ3GtAZ57q0HxCtlRdmlxUeodaYvakI5TRnB5q/cv5kO/3nW7bOFHLTUe0VvlpZesoPnXDbPWn895bjhldUXpQF3nejcmJpxEwwzpWnMJJIpA+Dao1LiXYFvoQ5RaqWLrTtEqTskc8stl53PXdaNfnGCW2A1zz6xmPdVr0BL5Zq90jYzpe1X/3Ta+2+PklfZ5HzqyPoMyfvMveBTD/5H3sL3fErfRbLfsUn9ywPyny4HKB13Utp67W/f7djtm7ViAFdBAP54k87iVGsn/0EH/0EH70EH/2GnwKxTYNbJf9jJf1jgd8LtvT/33vm0xeT9isOrKo5+XHP+s0KTzyK//WvYp0q2X61+f4f1t/pP157yW2/N3OzA2+LE2+LE32iZs+4q8Stjv9UHXFfvQ35u6PKXLffuPTy71L5vXrB1sXL3PE8Nof6123t/bsoylhsA4MNR1Yejqi2yWlWfhBoSKg0JlefpdSIAl3318+mZl69xpf3Esn5S+UBUxWBs1SCteohePRRfM6y+/Se17T+pb/9JfftPqtt+WrtZ7b0PV7334ao1m9TW6+yC+unMLTNcpmkAbeUANvWnurI7xbE63cC63FhdLSNz6y9Ymb5oMn3RRCwb2HDe4jhGcAJT8IjRsN0tZS+2AjQwRnT8lSSAd8sDMKhfAMDe4iAAq3lL0FfNE0iGvmgohRNg0alX8gCMEgfbEixaCw1tBvYSaHoVaAH7gX2FyxhYrnKlbyZOqOsjTd+VAlged+Ub+O3uhd++SPoelj3wWQ6AZegrH8CiPcBwAEsamCc9BHblqSPlAFgVQK/E8Vci/TqzleWfevXPAdiBtcmBJWfBs3j8mycVzMDMLfAhsLPoysAI0SpoJF9TlBSAFSyE5kPpuvJ1of3AMunBPpCaAAMA1kFytV3YWs75Wo652vZZ2nYZOrYpW+1Sdzmm70FkGwGnQPvzLoQW3sCW/vYvAvC/fCE0eCCW6Eys5Q0sw+ABxQbul1wLvYyBe3/PQugeOUNgeduA/2eGwHJXQZdD50KPUotHYhUMgeW/syAfwP9mA/8TAJZcDi09Q17mq2KEwzHCkf/W5P6YEn+nogoGowQD5IJ+cP8zDMBy9wDDARyaXhOa+rsAnOdGzl0ewE89okytg556RP0uAy8P4IWFBeif4lPTMwdOXXsrgIFfS0tLRodNUEFE2VYCYDinZQE8NjF56e4zCy/SyubA2W4k2FZhWQNLnpgtA2DpKye5SBlYFsBwA8MA7BAmYeDlAOyCu2IDAnifqdueay7bL9hrn7LWMLZQOfZ07TbjM2bo7wxuf2NwZ53+3bUGd9cZPlhn+HCdkdm6fY9FPdlx0eXLHZeVIPECbRB1KzLj3X3PvjM2Vz9v9eWRx+8dePzOIcs/H3f88zG7j88gV5uRvvcVHqe3P8rs9SyaCK2afP6iTP2uz6pL7r84W9V0k+t7SMLmIFatW1qZBbXweiTzuFvKgaeUwxt/vfXnQ5bvHLJ878DjL488Vj9v9Z2x+bv7nt3BZULoFRW5xSJyiwVmiwV2iwVWGRgCW+FVrAkq1kQVG5KaLVnNLlrNPkbNIVbDiSoGMDIBAHBjvv3C7IDUjt9XL5tezyaLBr9xbxv8es10o6c7XYHB72Sr3USL1USTxVSnf3zYrya0esDAJ+n14sEvDdBv/Qla/XEp+kqiV2zFWNjnYYuKb7+oCWY21rkeeeP+w3TA9lmnTxay3OQumXg9NThPvjHrojX/9PM+NyOXeD6pfPCkDIABAx+l1h6l1h6hSrFWNhnoUkQrlmH9Ihnsj+qO2KFCwvWpqXfGSn5bYHyxVL7OFGmmtBettP3any6Gv+NS81fPtne92//q2/FuQNe7Qd3vhva8E9z9jk/jO67Ff7HJ/fN9yp8u+CsddlTSvfbuV5o/eqTIXv1I4RJoImjgj7fovZxsamPfbmffaWffaWffbWff7WDfbWffa2ff46EPeX38brPxh91nPyg/tKrixCd1175I3Pp+xFd/SdigFGOw9ps7cZ+Ypq+9++K7x5nfPMn5x2Pm52bMrx/lfv8096vTYZ/tsftsj/2nP9n+acPta9ePL9Udm87QWCzTavD4GmGwweuzvzamHROXLm5+nL56+6HD5OrD5GrLrFa1JyEggGl1ushkYAL8teH5qYVXEcW9kcV92JI+Qmk/uXwgumIgtnKQUjWopKT0iZKStpKSvoK0lZQ+UVL6QXvXLX/aLX/aD9orAvAP2rtu+lNRrE5xTDBXZqcrs7NldG79OYtbiY2miY2ksoH15yyOYwTHMYLHjIbtroy92AopA+tjKvQjK/Qjy/dCAA4r3RFSIgVgDRkASw2B1bz5sgdfAQZWkdavyMDSW385sIseyQAYpt9NKOZmV+ZmaD+wO1sFDc6B1SXWQhdq+8ABLGPgFSXU8RXq+ICtFMArFq8UX2XQu6KvWlFeQl25yS5+hgMYDTv+yl3qBCwxgCEDwyfA4BwYOAIaPPuKqwoNfv+1AHZkQedXAeKFxdwkd8evYgBvhAFYPAR2Yqs4s1WdOWouXHVgITSCp4GADCytXwDAWiiBFoqv5crXlgrF10bxdVDLGVh+KIEuiq8LANiZre3E1HbM1XbI0rHL0LVN2Wqfussp42dElpGrLIDrkIx/AYDlMPgPAnh8mZ3A8jcDL7PRUdFa6LcDWGYzsOI5sHgV9HIXQxr/XwKw7BwYOhQaOhG6CHYi9IpWQStcCP0710L/KwH8VgaLJSz8/wDA8t5RAgAs+hmjRE8oHMAEbg90CjS0BxiT2wztAYYADFwJ6XcCeDn93rDwW1paumHh97sMrAjAYzU1dw2PJq3fKPz556XS0qWennhGxvVnrsuTFf5r974jVu6hUM9dgx86+Nx87vbPAzhL2JCez7vwwO53LIQmZbtJ76CWOERajoHFAIYxGAIwFhoCpzlj0qQBrMDA9mHy58DyAfwUBPDuqy7bzoNHQKscNV+7zfj4PRQIYIO7aw3urTN8sM7o4TqjR+v2P1m3/8m6fU/W7TPfcQnxj51XlDbA0LtBCsAHLJV2XFXafkVpt+mfjR69c8TmHROX94ztv0RxPvIt0sJWXqbW26S3hxX0J9WO5rdNMvsW19wPWn3DdbedGY6JEDQFCho9cqqs44puhuQbP4w+ZGBv/NGpZ++YuLxzxObPRo+Udpsqbb+itOPquwcs7+AyYeiFB3pYeghsQ1KFAGwfq+EoB8ANeXYLs/1i/c6lvJ5LXnzZAO34XZyMfTlXvfLB70Sz5Xjjs/GGJ5NtaHrINRNavVQQfQH9Hlfk3lioWmgf7GFK7RHJbifWBLMaBp10llDfzXhozVp9uJDmtKT41xztyfTjz6cc1BCJhfjSgZUDWA53ZaAra13ZDsI6Rq2OZtl7Bx2oLnw2z9iyJPgoPvbAOyejlPY8/tMxt79YcP+OqPwIXb3Ks+5jn7pP/Ro+9Wv4xK9+lXftB25lf7dn/fVJ8p+v45VOeioZWSmpnlb64JsTEez98IOgJY+Ahp//bAAz8CfK215O1LflXm/LuwnrVlvuzbbcW8Uhx0O++nvRnvc7jr1fevjjipOfVl9dzdD9W5LKX3K0/9R04X3Mo2M/3Ij+4Hr6RzczvjWNM37oedfe/eenxM+uxH1mhPpkx/OPt1t8qPf0vc3Xb1zet1RmMJ2hPs/dNEL9pi34W/L2VY2MI3KbH4//Yvsvh8hVh8hVVtltqo+CDPCVBviKC/Q6XVTSjxFlP0aUrtl/ZXxuMVTYG1bUG17UG1nchyvtI5T9P+buO6zpcw/4f+pordZRq63b1gXiAkdbNyp7CQ5QBJG994ZAgCTskATCyGJvZO+ZRRK2rLD3cOAE9+jh98c3OwGx5/ye5znX6+qFId/ACfS6+va+v5/7cUr7k5T2GRAIJA0CIUEg0gKQIJA0CPSH9GkjVJYRKmvpAWyEzIKSJ8SCkSdGXrz//aazcf6Acf5ASvuTP246q+EY6niGfXHfn/Dii4QOMQ0sGMBn4trYJyFFNctENh0TCOCGwxENwvufEcJTrwRmX4XRRdJXoIEluIKoQvg3P++HA8iAA/wNHLjAzcDALugI4QCW5iNQuVwRCzoeIX4d+L+JXv4VWs667qLpu8Ti5Y16FiAUwJzi5Q18Zo99Dm2QDm2QCWmQ4RyAJHIMkkAAsxuYvfmZD/cYJCiNn2AG8wJ4qQ0MoRwQ2ecseLIRWdACASzSwHt96vayPybt8yUd8CUf8CVLQCi8BgYWgQPqD0HrD0Prj0DpR2Fsx9g7oplH4cyjcMYxfoLpyw3gBWdEfzWAofUyAewAlvGtOu5TcRxcegpccgYI4KA6lTCqFpquG9NoRGi1Sen0yOmFFg8hq8ZjydOE+sdJDU/Tml+wz/tte/VN46D/zalInHHQ3InQ/+U4aOGhweJPDF54pfdfjYMWeyRSmYwZywAAIABJREFUuthx0IJLwf8vExwHzavfBcZB820s/+qRSGJORfo3B/wurZnF5vFSzkPibA9mm+HzNJWbxOL9F7uUxfX513J9qbnLeQXhbzi1iff/MYV95jb/EVAPE2hTCdTJeDLnJOTaYQJ7AtYAtqofW9UXxz4GqTu6ROwQLOZCQ7ACk2sDk2vg4gZQOYWkGLqiPn3+B2DoinIKSflvhmC9IxL7Tq3/dPzwRxODDzc1Pq7/seb3neFnr4CjcxefAv2H5FEIBPK3rNLfskpXdc0c/FAOfihbnwgz9+B7TjADR6iBI3RedJyVCP6RWrwA5lyFSK+be/NW8YaR+HHQYogbB/2v136JS1r7XcLCbwGXV3S+R1SuKyrHOSLTLiTVNCBe3zP2hlOkmnW4nEngOX3/UzrgY9c8Dl11lVRz2n5KU9nEf/cls52y5jtkLbbLWm2/bLP9iu0OOU4AyzvukHf6Ww+2WAAbYst/VAUvO2e67IzhclnL5QrOKzR8V2j5b9YL+Q1G2RDRIIXv0MnodSsZjax/eL/7ed3IXARlYp8VvK426qRz2K9GUElb98sQeyWo1Wl3s/0mVn/o2v6q7bxCO3iFTsgKDd/lCs7LZS2XnTFcds70R1WwCaFcKH0PcPAHsCQQwB7cAE4FAvgwJOsIfwDDC2WCivpqvT++fSQw6vld/udPk1/e5Hx+nfV5Nv3T+y5xC7/IhRZ+Xw04veyzf9lrMzcckB19VzOrVzO7j0/v1SzenGf1rD71rF51cd0rNi+BBuZnls/CUPqf+p2Yh+x8Cz/81unHD6X+iwTw6wTj17YbX3sfhOY3xrc8WiiA1YEAFtrSvOTK5UnvUVyAQnoPhFpe2mCbkXXrLUXpc8kPzylbpCyxIEUMSMFnmWXZzxoeRzwSjnkmHfNKPuadLANOOe4NSJbxSjrmkXDEhXDIIU7KOvqgOVLSCL7/todmWod8Kkt+4UXgy8liMvhnqb8+vWKNVOiPVN4dqbw7UnVvpOreSKUB94MU6Z8rpFaNXfmxVXl9u9ZGlsFm+uVV9X9+1yn73YDO6qduvza6HAm0vA21uFNjd/wReMeb2GMf6vWdg0NWXUb9JG2/5pjtsp36ZveUH2fs/0yRfF+5Zy5vx8ukbQP+W5LPbO7PV+Ua4PPhVe6mU4pAAHvVjB60jbyU0HEpoUM3p1cGVnAa9+A09sF2JcOX7z9HNUxHN07HND3ENj8ktDwitD6Ob3uU0PYYBALJgkAkEGh+ASQQSBYE+kP6tCEqy/BbAtgQmRVAGucH5TP64v3v1x0M8waM8geS25/8ccNRDcdUxzHsi/tOwQsvEjqABpblNXCHLL79Ir79Iq79glAAYzgBzDv4lxvAomOfGULdyxl/RZfiW/6VFCQRIj59gYN/DwRSDgSS9wPggmDkA3DyAThZAs53M3AwexH4CF8DA4vA0sgmmYgm6Yhm4GOupUSvAGDzcETTcbFh/I3pK7wnmdfA/130LqF7OYDF3gax+DY/M49xBTOPsgmeABzImQUtGMBS3BOAYfUHBRtYCsp/CPBX1oGF0pdz7tEiB/zy6pdzxy9pL4dQAwPRuxcsgG8mFvkAhCIBoUgAE6H9qFL+NKkA2iFuA7O3Q9OP8t8VzB6OxTgGYxyDMY7BBdJ3kQBeLIPhnACG0WWgNJkAqrQ/WRpSdxxSddyn4oR36Z/gkjMQdgADU6BvxzYaElqtUzrcs3sCigYjKsdiSFN42qMExkxq0/P0lpfpLS8zvkWmWK1fI/D8F9yjgIHuBW5NTGHOiMZPMu+A38ciy7aPknj4axaYZ/swEahZ9hm/YrI2gTaVQAVM8ounTMZTJsTjPAd4BdH7gbNanme3sksYiOH/9+Xwa3uZ3Qpsfn6RyRmCldY4k8p8ksJ4nAy81eyJwYsdnpxIm+a9/zzCPyYx6A+TBH6yj5LEn3YrSOD3hEP0L0q+2UzKYuvPT//3eCn+7+s6lW0mtVH4e+Z075Nkzk8T+Bsf4N8CImUinjxOII0S6kbwtcO4mkFczSC2qh9b2R9b0RtX0RtTxoou7cKUdEQVtUcVtkUWtqLzW5B5TcjcRkROAyKbGZZFD8usD0mnhqRTgjjpC0+ugSdVwxKroAkC96nCEiodg5PvuSCnZ2b53XNBOgYns5+TyAMXcVlTb35+/rKmnrt/qIGV62VNvZuK1/tOrZ9vappva6NJbKJJbJpva5tvauo7tR6NyhB9BX4bfvkNAoFs27XHwjPE3CPYxDXQwDHgroMA4MsBxxEtBPiuhAKYe1V4Wu3c67cKNwzFXrvYdyj87lXAEipgiy7z8u925rvdV2SlV3SZd4HWBcfkewuJzvfE5LlF5rigspwQmbYhKSb+RD3P2OtOKFXrsCsmgWf1/U7qgI9e85DScJFQddh2UlPeELLrktnOSxbbLwHzn223y9ntkHfcLu+8Q8F5h7zzDnnnswZBv502AO11wIl1O6p48/WAZbI2y84aLb9ks1zJbYWW/wpN3z22CRshtRvCGL/HPVBLZdkUDAXWTSa0zpQMvL4ZWazq6fLPTM78k+zamkgXFEzV01fJ1cPExxodqt2Ll/EOsV5xJ2KFLmKFlv9yJbfll2yWnTVaJmuz+UaAXkzJARf8Qtg3A/MHsKdAAB+BZB2BZB/hHAUMBHBvjffHN9PAwu+XD42fP/Z9/tj76fPTz28pn2fTPn0cE1n4RbNP+l1g4fdln+2LHqsXLPNXg95ZGL2rWb2aWb1X+Whk8aUv94beDHHpm86mxEc5o0eFK7PHrIAVQx3oD9X8j+eWN7DDb+1WvS9ZaAX4P+8zXd64731ru/kRVBaax1xkCzQngHt4AfxN3ZvB37osxXSWgoh7RQ15rJjC9oC++rvvsn+Zr//OO9wIdKMGJAf5Tj/9B1jvFi13hfQehfQeRcF3QCm9RyG5Qz6lUz6lUz65Uz6pUy6pUy6xXS6pQz61mz+AuYvAV1JYV/gaWCiDNx4+/fFl13Cp7nCJ7nCJ7nCp3nCp3kip3nCp3lDxrYE8teJb+9J3fd9/6ofGy2vbNDd26W/uvr2hV/G7Ca1l/VdX1sitH7b69bn7pmcemx46bxq3WN+kvS5C/+J1PfsfLoStOmi+cp/J8q03yyMOf0rZ9qHqj9fZW57hNj8j7Ci8vLpI70D/fRWxPr7K33RKQTGlUzG5E1wzKmmDkk3okI3vuJ3Teywg/2/cg79xD7armj57+wnFmIxkTmEapqMbp+OaHuJaHuFbHsU0Pfz/LYD/NkRm+gsGMH8Dj758v1vL1jCv3zBvILV95vfr9mo4phqO4VDcdwpWcJHQLtzAhHYggC/wB3AsXwDzbgBuOBzRcDhioZnPDKlwhkj68gKYr3sFTzxaMH05a7/cBg7k1a9gAFM4E6HreYvAYcyj4Q1HwxuPIhqPRTQdi2iSjmiUjuD1sDSySXqJ0ctJX56FVoYXINSxYrtXTAB/S/Hy3dm7ROzxV5wNz0sOYOAYJG4DBwseAiwSwIcEA5ifJJQmKT6AKZJ+FAk2KkCoe7npKzLbmZu1oiOveAEsDCxcvyIBzGlgCG8vNPd+4MOiAcy9MRi2WAAv0sAL169AAMv4k2Ugdcch1Sd8yk+CS//0KT3jV3GBcw+wFpp+O6bhHr7FKrnDNYvlVzAQXjEaVTsRR54m1D9OZD5NaXyW0vg8pfF5StPz1KVJE6t5aTgvktL0LKXxWUrjs+SGmSTmTBLzSSLzSSLjcQL9cQL9kaj4+oc8tGl+RJ4pIlUYgTrJRhE1gQeQucbx5HE8iQ1XNyaK+1kCeYJAniBSJuOpU4n1D5Poj5IZj1OYT4AduelNzzKan2c2P89sefF/Xda3yGwG9jzzb3ueSWE+SaY/Tqp/mEibTqBOx1On4ilTRMokkbwoyiRR8D0nUqa+jjpFpE4LiadOC/3cRTwUlVD/6L/2OKH+cSJ9EU8W/ewiV/EkcTF4khlPkplPkpkzyUzg74YWS/EUdtnOpDBngEuSGU+SGU+SGI/Z6I+T6I8T6Y8T6I8T6h8lAP8eUaeI1EkCZYLA/rUfw9WN4mpH4mqG4qoHYyv7Yyr7Yyr6o8t7o8t7MKXdUSVdUSWd6KJ2dGEbqqA1Iq8FmduMyG0Kz2kIy2aGZtFDMuuD06lB6ZTAVFJgCgmeXAtLqoElVkMTqgLiKwPiK/yJ5ULuOiG6+8dE3XVC+MeXAwIWdknjzvz8/CWNO/ZBRI/IrID4chwE8/iy1Ge43/z8/Hxl5Xx6+vz8/Ge43+PLUjgIRuhyoRlRv0scnZ+fP3b6kr6D/x07P7GALyc8XEoQ8F0JBTD3qgpmT1ltvbaF5+Ivwk/g2wZWcfn4ETjwpRAeXuX64orZsEU+gLgiMEAwdL1jC4Cs9YrJ94rJ94zmyvPEcOV6YnI9+ACbn50QmQ7hadaByUYQgq57jJYDSsUq9LIx/Iye30kd8FEtdykNZwkVh60nNGX1wbsume+4ZLHjkuX2S9Y7Lttxln+ddig4Ay4YhiwWwFcRuQeNEcsUXJedM15+xW65qseKawErNcG/exT87F25MYi2OarldEKXfla/W+loOHWa0Don7YqJIZp9eFTwbiL5/Wj056GA+T6beZbWfPuJ/1APPMvcds4FvtIAs0IPveI6bLmqx/IrdsvOGS9TcD1kGqGFyl8sgF14ASy5hACWgRfKBBWxqr0+vpn4513hlw8Nbz9MZ3TWW1X0Fg4+Mynte/Hhi3Fpn1FJj2Ex615Rt3Fxt0FRl15+x+3cBzr3225mt17Par6W0aSZ3qCeylRLpt9Or8ZXxzzutnnebfa8y+Rln0tGlK6GQPr2amT2amT2qWfypS+w/CsufZXEEVoQNs1nxdIGq5NgX5w2vvE//MZ61btCX9H2/diSO+d16LXFz69c9ny0/qUt3MQ/lyF2CBb/LmhV9jpz71cXftm7moWXeQXTN42lkMaST2PJp7EU0rujGnKKeiLJQxFzVWf+KQD1FOzccLcYdC0LpBi80pm+Hvt47Q3oeXQt+/lpPYocf+jDdtkk7TCO2qKH+lkzYJ2847oLZj9JXJa5aqSY2CYUwHJ8AcxrYE4GAyW88cjZj8/bhvK1hwpusRXeHiq8PZB7rT9bpT9Lud7/z9jfvqcf+L766Kp62XUPtDexDH8d1F83duuHqXtryv78IeH37+tk1zQor6ErrEaf2b370J3vjnh9J+3z/Sn/ZbsNQL/dXbtb42nytpfYX98Vbn0et/EZbvu0/09x+36q9/uzL1NZrI+vCn45KS+f1Cmf1OlTOyZhhbxA7LhAbNfN6Tnqn/cXtu0vbNsODcuZN5+QjEk0Ywpo4JjG6ZjGaQR9KoA0/g0BjMwyRH5bAAeQxwFQ8jh7/zOJbfzVh11XrY3y+o3y+lPbZ37XslPlBPBJaP4FbgBzG5jQIUvgC2DcgzNxbX9zAvh4ZDM7gNn1y9n/HM4Umvl8iNvAoUL1Sz8YSpcMrV9g6hVVqIEPCNavmACGcQKY3cDAEcFUCWAaVnC9VHD9oRAGcDLwkfCGowj2QKxj/AEcwbPU6F00gIUbWHzcNgpaOID/Rfd+PX0bxZ57dHxJAdwgzTkBmLsFmncOsEgAizQwfcEAhtIkAwDc+c8UCX+KhJibfkUWe8U2sMDS7hIC2Ie014e0F7x4A3NOBvalSEDIkn6Ug35UKfZQaOB+4PrDMPoR9i3B9KMw8QH8TYvAItHLV79wxnEY/TiUdhwIYL+6477VJ30rToJL//IpPeNXcRFafSWoVjmMoomi60Q3GOBaLBPbnTK6ffL6gkqHkJVjUbUTseRpPO0Rkf6ESH8S/y0ShDC+Be/Cx/H0x/H0x8T6RwTaQwL1IYE6jadM4SlTOMoUjgyY5MKSJviMC6gbj+MZi6sVFls7ylYjaoQrpmYkpnqYX/SiYmpGYmpGYmtH4+rGsKRxPHmCQJ0i0qaB7kqkP+Y0DF/AfDMxa5LJPDOihF+h4d9IZs4kM58kMYBUA2LpIZE6RaBM4skTONI4tm6M81aLvLHVfATf7bia0biasbgaMT8jEeNCsLVCP+glEfy1ETK5VHy/h+JM4Sj/LTzbNJ46TQDQpom0h0S+jE+kP0qkP0qis4OWu8ot2Lfsbgf6n0h7SKBOEyhTBOD1yZMAHHkSS5qMq5uIqx2PrR2LrRmNqR6NrhqJrhqOrhzEVAxElfdFlvWiS3vQJSxUUTeqqAtZ0BFR0B6R/wCR9wCR2xqe0xya0xiS1RCSxQzOZASl1wem1cNTqbAUCjSJBE2qC0io8Y+v9iNW+hEqIfgKX3y5L67MB1sKjisRgC0x8Y5Rvu16XtXijKIx4LyqhfJtVxPvGB9syVddUNOdn5+/oKbLfaRay2BGR44msQlI3/n5+fn0dJrEphkduWotA19cySJ2HzgyPz9/+M+Lt2x8FzI/P39RTXfx17mopisawNyrXrya0zZxtIXjF36FYmHYYh8s+5883IiNKwLH8iv05oop8AJE53sBKYvh8cDkeWDyPDC5HlG57oDI+25sOa5oDhQgG+DC4YzMAjhFZDqEp9uFpNkEp5hDEwzAWB1XjKZdhJJFiKwR7PQdyHFt76Na7lLqzgeU7bed1Dp/x3vnJXNgBXjbJZvtwPgrBacdCs47FVx2KrjuVHC9bBq+5YwhaK8DVixZaIaST8IyjYBl502Xy9svV/NaoeW38Rb0F/fSDe7lmwJIPyMafo97oJDMMsrpdy8bdSmc/MMuYpRh/X4c9344/MOA38dex88svS+dF780Hv5Uvp+E/etXM/T3ZsSVdzErbgYuV/NaLm+/7LzpMo0AZd/Ey4GZ+53xAgQbWNJVJIC9hAP4aEDOMWiuDCxPJrDweFBRd5Xnx9ej/7zN+/xpsmCgrfP1+9EPn2c//zP7+T8dcx8rnr8te/a29Onb0mdvK569LX/2tvzZ27Lnb8qfval49qaSo+r5m9qXbxpfv84bex5Vk/y8y/hZx70XLNv0yNsamb381DN71TN71DN71DIF5jyzb/RdsHtZihxK6SzlDB7TAhaG3F/WNvjJ6ffX3vtfWax+VwDh/43//HzidcytVxYb5+y2zznvf+Us8cnq58KK6qCi5sze118NYKCBxQTwwnubF09fgGkJM68bm8OKG+xxeJW2br4WZORpDtJhgK4SQNeTVgd0bYp/vCmo4febHleSO+XSWHLsDGbJuMVv9SzagJtZEzjwvUfHMqt6kG4B6BIctOnUYQNfec45wED68tUvO4AFGpiTwb8cu/DhadNg9vXBnBuDOTcGs68P5dwYyFTrT1PkIhxYl7xpRca2lYWSPzaq/tx+e1OPyW8DpptGzX6esNyYem6z9haJCzvP7d+jsXKf+XdH/b+TDvhOyg202/i7HRbLthg435T5krXzJWHjq/ifHwaufuT3Q4nsKrzkpr5URVG9qYq9qYofZ4s2HpeTS+yQS+zwrRs9YIE4T2g/T2i/ndN7xC/3T2zbn3FtOzVtH7/+iKRPIum8Bg6lTQSQxgLI3xDAxqgs429ZATZGZcHI44ImAHDyxMSrDzvVLYzyB4zzB9I6nuzWtFHDNajhGxxL+k8E5F/At18U18ALBnBUszSq6Sj/8i+CeQggEsDA/GepMAa3ezmAFeBFDj3ipq9w/QoEMFxgBXgfjLwPBjwCDMeiSgRSJAOpB4MEbwbma2DpiEZphED98jcw749iordRWIQgRKOMcN9+1aLrwEsf5iycvo1fIX7m89d2QXOO/+UnEsACc7BEA1gKVn8QSj0YQAXu+z0IpfKdgUST9OfUr/gAphwQPu93gUVgXgbzH3fExi5eUYs3sA95vw/5gC9JwpcsCaFI+lHYA7H86w8F1B8KqD8cUM+eiQUVCOCvrgMLBzCcTVz6iglgaX+yjF/tcUj1CZ+Kk+Cyv3xKz/pXXIRVywXVKYVRriLrtTFMfVyzWfwDu9ROj+yegIL+4NKh8IoRVNV4VO1kNGkqmjQVQ5qKIU0vRawQ8uKm+MWQgS/ENRlNmoyum8DUjmNqx6NqxiKrR7nQ1aPoqlF01QhP5TC6chjFVcE1hCpnQ5YPCivjGogQq3QgorRfFKKkbxERJX3A05BlA6jyAXTFYGTlEKZqOLpmNKZ2LLZuPI40wQ4nyiSeMoWnTuGp019B+V8QeEFOVlGm8ZRpwhJwn4wjT+PIU0ABxtVNxNaOx9SMRVePYqpGIiuH0RVD6PJBdPkgqnwQVTaAFAd4e5FlA3w/AvYPAln+FSjglcsHUWUc5YPcn7I4g1xoIRVD4gwDv07iVXyTEXTlN4sEVAFGI6tGo6pGo6pHo6pHMTVj0TVj0bXjMXXjsXUT7F8kyiSeOkWgAX/DMh1Pm06gTSfUTyfUTyfwbYUg0Kbw1CkcZRJLnowjTcTWjcfUjkfXjGGqRzFVI1FVI1HsLz0cWTEMvG/IsgFk6UBESX9ESR+iuDe8iBVW2B2a3xWa3xmS1xGc+yD4fltQTltgdktgVlNgVhM8sxGewYSlM6Bp9IAUWkAKzS+ZAkkkQRJIvvE1vsRqH0IlGF/hjS33wpZ5xpV4xBZ7xBa5xxS6Rxe4YfJdRTgjs63hSeZ+BH7W8CTniGw3TL5Y7ph8D45zKjrz8/PnVHS4j1Ro6E+f2UOT2DRfWcn+D/HKSprEpukzeyo09D34ruUHBOGu/Yfn5+elTp6/YeG9EODL8WekqJuW4HMqOudUdBL4jkHiXqVyy/S2XcDiryCE/1t1B0RxROa5R+a5caFzXblQ911R94F8dQEgc5zZsp0isp0isp0QWU6ILCdEphMi05ErPMMhPMMhPN0hLN0hLN0+LN0+NM2OK4QrFWATkmIdmGQBSzSHxhtB8LqesTec0GrWCHmzoIv3oH/rQmRueB3WdJVUc9qvbL/1pOaZW547L5nvuGS5XdZy+2Wb7Vfsd8g57JB33qHgslPBZaei605FVwUL5JYzhqC99ti99rzu3cNx1CPhXnTR8qvwZVdslyk4LFf3XqEB3meJWW6b/5Nz8WZw1S+BtF/Qzftx7QrJ3fo5gyookox74PyA08d+8Mc+1089lp+7dT93XvnScvRj3cE32buCwo1/NCeuskpeeS9mhXbwcnXvZQoOy67YLr8KN4otlvFOFA5gZ8EAdiFKuokP4MPAECxI9lH/nGPQ+9wA7qrweP96+MubnE8fetIn3ox/+Dz69svnf+Y//jP/7st/5j7/5/mH/zx6/8/42y+Dc1+6Xn1ufv6J+vRj1eP3xdPv70++Sx97mzTyljj8Bjf8Jnpo9sHbN27k4Zn2e0/b9Z93maWibqvzupddv2oZgF5V9mBnzn7m9B4Voe5N61FMY4mllM5STmcpZ7BMC1lRpL7UBw97w3T/sd7wyuKnd/e9ub/uH+riZq23zJlunHPYO+coMecg8dr812GYamgeJbCoMZM1u3gAq4kNYHGtK0QofYXqVyGdFUovy+vGF/dHPyVfeZsFosf8sEY2AKRHBmkkLLtXvi60bwthQiJ/bjesdvtN8FHXxDOhZX/CCw9aY3bYJm1PerwhcmQNtPMH56blFjTQnXLQcdsf/zh9MY4BRK9g94pb/hUM4E0ysh+eMAYzNAczNAcztAYztAZSlfuTFfhVGB6M++X7+I0r4jevrDy1tlXrl3bdTT0mvw1YbRmx2zLivN1P/dThozeX77X87g8P0AZ10Pd/g0DS362QOnhI0eDS3zNx22fvSz0KXPUkdM2E60ryzR/gWzZXmPzdl6TQK578p9mijcevXEnovJLQAakb22ceeo7Qfg7ffjun9zDk/qm4tlNxrTuvOzyc+xhBn4ygT6IYU2jmVBB1HEoag5LGoEsO4D0ynCFYSzsGCRiaJVC/lHE42wScPDE5+2GHiqlx3oBx/kBGx8wuDUt1XIM6rsGxZOCEf94FfPsFQrvwRuilBzC3fkUDmH30EUMqjMGOXsHhz4sE8IGF65cz/5lXv/vg7PRlBzCMtyOa/3DgQyH1nEVgJjuAEY3SbE3SEU3H+PBiGMEjJnrFBjDfg98WwOGLNfD/OHoXP/EorFE6rFGam7tA/bLHX/FGQC8UwEf5zgFmBzC8/jDfIcCHYPXcM5CkoDQpoH45BMdf8QIY8N+tA/O6998HMJi0DwwEMOmAL+mAL5m3COxH4zbw4QA6N4A5Y7EWDWAYjwyMIQNncNP3aw3MEN4C7Vd7AlJ90qfiFLj0L5/Ss34VstCqK4G1SqFkDWT9jSimblyTEbHVKqndMb3LK6fHL78PWjgQWDIUUjYSVj7KVrFU4RWj4RWjiIpRBPBxJZ8K8RB8H4dVjPK+aPlIaNlIaNlwSOlwSOlQcMlgcMlgUPFAUBFPYGE/n77Awr7AAq7ewIJeOFsPvKAHni+KBc9nwfJZsDxA90KguV1i3O+E5nSIcb8TBsjtgud1B+Z3BxX0BBf2hhT3hZYMhJUOhJcNIsqHIyqGkRUjyMoRVOWoKDTPCLpyBCWqYmkE4or9msJfqGoUXTW2dKjKUVTFCLJiBFk+HFE+jCgbCi8dDCsZCC3uDy7sDSroDcpnBeWzAvO64Xnd8NyuhXXD87rhgm81PI+1JPmC8ljwPFYgh8Azc7vZlvbigXmswPye/5HewILeoP9CcGFvcGFfcGFfSFFfaFF/WPFAWMlAeOkgomwIWTGEqhyOrB7B1IxG147Fksax5HEcZQJPnSBQJwi0SQJtkkCdxFMn8JQJHGUijjQeUzcWXTsaVT2KrhpBVgwjyofCSwfDigdCi/pCCvuC2V+0JzC/B57Hgud1w+53wXI6oTkd0Oz2gKwH/pmt/hmtfunNkLQmSFqjb0qDTwrTJ5kBTqoHJ9LAiTTvBKp3PNmLSPIk1Hniajzw1e7YKve4SrfYCteYMteYUhdMsTOm2Cmy0BFd4IDKc0Dm2iNz7SPu2yFybBHZtuFZtmFc2bZh2Xx/FBG/R82nAAAgAElEQVSeZReeZYcAZIv1l8LN+fn5vxRuch9B2sImJNeIboGekFyDtIPZI7IXsWOv1Pz8PAQisI4l+r+/FW46ILIdENkOiKxFWAclXTVxJ6bmcK664YjIWgrgcvuF2SGyKpisT5+/JBYz7MIy2UIz7UIzy+ndE49feETlPX31Zn5+/v3HTzBCqU1Iuntk7tOXr4HvpKy+0zoo1Soo1SooxSowpbS+c/zRc1dkNvcJJbQOC3iSc0Qm8Mj7D58gsQVm0EQzaEIxtf3T5y+4XLIpNN4UGu8Ynj7zgn1VIanVAByn6xl70znyql2EkkXIZWP4WX1/4AwkYALWPiW7rSc0T9/y3MnZ/7wNCGB5xx0KLjsU3XYquu1Uctup5KZsE7XlnAlojz12IbejirfoBi/ThC6Tt1uuDl6h6n7IM+c7q9wfXIrXepRt8KlaB6f8jGr+HdtxKrH/GDjREWn5nz6TTyyDT923P3epf+k496X56CeS5PtCiecJW6/5Qtc4ZP1om/69UdxKndDlGj7L5O2WaUK33AnRiynZ54Tf54Tf7yTSwM5CARzPvQf4kFfKIXDqYW4A+2Uf9c85FnBfGpZ3PLDweFBRR7n7+7mBz3MZb+aopY/fD7/7/PDdl4///OfDl39m3n+pmZgtGHmZPfAsZ+j5/aHnuUPPi8depQ8+LxifzZt4kzPxFtk/h+qfQ/fPovtnI/tnqS9fQ+rHxloMn7bdftpukILUURdfvz2qGT2qGb2qfDf0Ajufv5q+/A2slM4yLWBFkgeT2h5WdQ4/8f7rtcXGOc/D/8zPfxprmwOfmrv7/ZzNrjlHiTn7A3P2Ei+t9jy32VVYRfJKJ+EbJlM7XwgFsDrnHGChAFbhBnA6N4AXKF7B7hVKX/k0llwaSzv3AbE1N70jkd4fOJO541X+clsHue923AZpZYKu5XxvW78B0b8jYfJ44Ysr9Z9ly59KI0kHfXMPwYpPJPefKHu7N/3JRszwWljXKtemFRZ0kBrhu20XpB2iuWu8V0T2OS9u84krHx7RBlKvDqRoDKReHUi92pegIKQbe4VwYB1uw/LINcsJm1fWX/m5RfOX9tubWEa/9llsGbLd+tj5t0fOm6OuHjp3WH7Ppv2Sv2zTlNqK0/nluffK5+AVc/E7p4M2Tfqu7TJfnX10mc+OX7End/biFXvj5Xvj5XsARAEfZ0t+lrl8KaFDNr7dr25sr2nwWXzbWXybbk7PId/sk7GtJ2Nbd950np77iKRPouiTKPokmjkFJ4/DOVG61BVgmdOm6GxTdPbSA9gUncV39i8HFTA5Pftxh7KxSf6ASf5ARufMTnULNRxTHcd0LB444Z93Ht/OaWDeIvBFIIDxAgHMPgo4slkavVAAM4XSl12/YQxxhx7xAlhCYPIzTSKIdkDczmfOiUcCw595AQwFkPbDANwApkgGCS4Cs28GbjiGaOThD2CEQPdyInnR+l3AN6Qv21cC+Gutu2j6LlC8Cx16JB3aKM1fvEKC+RuYIXgOMKd+4ewp0Idh9Yc5w595RwELzL76WgD7LxTACzawQAD7kDhEG3gJAezNwwlg0n4fzkRoH7KkL0USQuU1sEgAC60DH+MjLY4M7BsCWAbOkIHRZWA0GSh7C/QJSPVJX3YAn/MrvwitvhJYqxhKUkfQtCIZOjGN+rgWE2KbVVK7Y1qXW2a3R3aP9/1en7w+SH7/v+DHr2ABAk8b8MsfgLCxX8Q3r983rw/gk9sLvt8Dvt/jnc3yzuryEpLZCfDkyugQp90zo90jo90jXdQDLve0NvFS29xTW91TW91TWgBuKS1uKS2u4rilNLulNrultrintrintniktXqmt3llPABndfhkd/rmdPnd7/bPZQXk9QTk90Lz+6AFfTABvV+RvxioWLzLBb4WvKD/m8C48vug+X3QvN6AvF7/3B6/+yxITrdvdpdPZod3RjvAK/2BZ1qbZ1qbR6p4wGeFpYoncO3CV3Ge0yrEnV+KAI8U4Scv9A0vJu3BQjz/FS9Aert3ert3Rgc4s8Mnq9M3u8svp9s/lwXN6wks6A0u7gsrHQgvH0RWDqGrhzG1IzF1o7GksTjyGJYyjqOMY8ljceSxWNJYTN1oVM0IumoYWTkUXjYYWtIfXNQHz++B5rH87nf7ZnWBMzu9Mzq80tu90ts90x54prS5p7S4JzW7JTa5JTa6JjS4JjBdiAxnIt0JT3PC05xwVEcs2SGO5BBHso+ttY+pcYipsY+utsdU2mEqbCPLbdGlNugSG1SJNbLIGllohci3RORZhOVahN43D8k2D842C8o0DcwwhaebwNNMYGnG0FRjaMoSmSwOlmICSzGBpxy/rDU/P3/8spYpPBXg6h7Vd2r9/PS0wBCs6em+U+vd3DFm8NRF7Dt2Zn5+fusfB09c1gIAacf9I0DprotZYOpSGPoRlO664JKzgRcR+Yopi4GJSjaDJZvBUmZevn749NXcm/e4PKoJNInLITxr+ukrbC6lmTU29vCZcUAi8IGRf2JWVXPcfbKRX0Ihuf3dh09emDxDCNEQQrQNSZueeRmTXZdZ2RiTXWfgiy8gtb378MkjMqepe2R0+qk+GNfYNTIy/dQSnvzk+dz0zMvZN+8wmdV6XnF6XrHpZcyojCpdz9jcmuZ3Hz46hqZed0Jp2CGULUOumAReMICevgPhTMBylVBx2Ktou/WE1mkdz52XLLdfstx2yXrbJdvtVxx2yDvtVHTdoeS+U8l9p5LHTmUPDYeYrwSwLDRDyS9luQ5qmZLzCg3wBh2/3e65PxhhVxnFrjHD/2QV/6NN0vf2Gav8arZgevZ4YOsKlP/pvvyl8/zn9r+/tEp/Zkp9rJF8V3jgTdqejhjJAy7YdW5Fq+2zVplgV94OXXHVZ5mS8/JbKOWAlMvwLCCA2Q3sJCaAJVwIkq7xkm7sAJZiB3AaEMBHIVlH/bKP+eccCwBWgAuOBxU9KHN7P9vz6VXq7LPUsOapqrHn5MnZoVfvB16+b338OqJ5yo827kEecScNu9YNu9YNudYOutUNudUNupMGfSgjYS1TCf0vk4bnYgdmYwdm6a9eg2kjo013Z1q1n7bpJkdoq2b0qGX2qmfw0pdTvz0q6YL1m9GjnAakr3D9KogQDOCBpAeP8Y1jtXRGr+/5WYtfX5htfmW4bs7s1zm7A3N2EnO2EnN2B1+a73hpvo1KqfPNrsc3TCW0PFpiAKsKBjB//Qq17iLdC6QvsDnZqqwp+UFuSnsqq8t+DLdyJO835fj67WreoEOGILWEH9zafkYN/p788K/SV1oNb60Hv3g/nvd+Mu8wOX+n8/PlutcHs2Y2xYyshbNWubUu0ysDServ1nKRTey6JDLheYk2n5R7P03qT1DtT1DtT1DpIyr2EeRFURyOR29cGbdueeiqZcm7VjHkNjRpbHyg80vX3c29Jr/1W24ZtP5t2u6XCdv1/ZYbhqzXzbiseWz/44jV6oceax+6rR51Wf0oaveox/puyNZ89Y1Njnt68HJsODE+zpZsOHpRNr5DNr7dnzS2xyQQOPtXN6fnkA8ngHXcJmc/IOlTSPokijEZTJ0IpIxzLX0F2Cwy2ywye4/MadAeEMgMBApegBkItAe0R+a0GTo7mDohKoQ6EUKbmJ77uE3BwKxg0KxgMLNzZqeqmTqeqY5nOpYMHPfLZQcwXmAR+CKh4yK+Y5EAPoZqFAjgcA6+7uWgS4XRD4aKOfoIGH/F370cwiceCaavcAADxbsPyraf08Dc+4H5h0IfDmEcCWUe5TTwUUTjUW4AIwQI1e9iARzO8S8aWDhTvzIQ65uXeb/WveLSV3DDs+ChR+yjj/ju/gUGXwE4DcyrX67DcL4GFjkGSTiABeY/LzmABQ86Er7jd8EGJi3YwD4k/vTla+C6feA6dgP7kA74kCV8KZIQykEIeyK06C7oI1D6USiD3zHAtzSwaP3KsOtXTACf8K045QOsAJdfDKi8DK9WCK5TCadcRdGvRzXqxDbpY1sMCW3mCQ+sk9ttUzrsUzsd07uc0rvFyOh2yhD3eHq3U3q3MyBDPJeMbucMlnMG+2milzumdfFzSO1ySO20T+mwT+mwS263TXrAlthmk9jK0cKWwGad0CwsnqtJlBWx0YrYaEVYGJ7JhmNacljgGBY4ugVWPEss3RLLsMQxrHAMazzDhsC0JTbYxTc5JDY7JrU4Jbc6p7S5pD5wTWt3TetwSwd0uqd3LBHnknYhrmntrqntrqntrmntbmkdotzTO7k8Mro8Mjo5ujwyujwyuzwX4JHZ5ZHZ5Q7I6HJP73JL73RL63RN7XBJ7XBOaXdKfuCY1OaQ2GIf32xHbLQlNtoSGmwIDTZ4pvXS4ZjWuAYb/OKYNnimDb7BGt9gjeNiWuOZVjimFY7BhmVYsn8QdEss3TKObhXHsIpjWMXRhWHpVljGt7LkY4VjWOGY4mG/mTUWeB94b4UtodGO2GQf3+SY2OKc3Oqa0uaR3u6d2eGb0+Wfx4IX9gaX9IWVDURUDqGrh6Nqh6PrRmJJo7Hk0RjSaHTdaHTdSFTNMLJqKLx8MLS0P6ioD5rfA7nf7Z3V6ZHe7pba5pzU6pjQbE9ssiM02uIbbHBMayzDKrbeMoZmHkM1x1DMo8hmUWTTyDpTdK0JqsYUVWOCrDKOqDRGVBgjyozDS43CSozCig3DigxDCg1DCg1D8u8F5d4LyjUIvG8AzzGAZ9+FZt2FZur7p+v5pd+BpN6BpOj6Juv6JOn6JN4GJ9z2jr/tTbzlRRCl40XQEff4LS/CbW+iKF3veF3veF1wvC44/sh5jfn5+SPnNYA/ArxMILVbtrRv2vT25KEZzbPtmzbVbtnibQK5A44XoifonJZ5S+/4TsnjC639Hr2goSdy1eJuucdcumUfl5h56Zb9t1xI1AMTxLoDJtwBE1zR92ffvIvKrNX1xut643W98Lpe+MjM2t7RR2awlCfP53JrW2974iIzamZfv3OOyL7lgb3lgb3lEeuEyJx9/Q6VXqXjFqvjGotKreoZeajtGqPtGnPTNfqmS7RDaPqr1+/ickiPn81mVzVdd8JEJFe8ev3ONiT1mlOkbXDqq9fvEMnlWo5oLUe0liNK0wGl6YCyDkx6Nfc2NL5ExSpcwTzkskngxXuwM3p+p275yFz3PKLpdlDNeb+y/R4Fmy0ntE7f8gaWf7dest12xX67nNMOBZcdSu47lDx3KnvuUvHapep93RW/9bwZaI8dlkcwgPc74u/FlW3TC1umi1yh6vHjTeiq28FrjKLXO2b+7FO+Dk76KYjyE6zqJ6+8Td6FB/3i5hsOfWEc/EyX+kQ9+LFW8n2pxJv7++dS9szGbU+NUPrZKWODV9lPDtk/muK+vx26Qs1zmS5yi16oEa5cwoUoHMBOnPp1xh9wxku44CVcCBKuxINu8Qc9EjgBnHoYnHbYJ/2IUABD2QHcVuL67lXnxxeJr2YS7Sr7MvseRbdNUyZehTdO0qZmS4afxraN49vH8e1juAdj2LZRbNsotnUU2zqCbR2JbRmGUgdsSlnW5f3Qhmlc/6uGV6+9KcOjDXeetNx40nIjCaGtms5SFa3f9B6VdBaw51lg6lWawNovOyZTxQMS1LSQFUkeSOqYwTWMoWu6a1q62/yVX9j9MWe6Zdbqj5fW+15a/j5rsu29wdpRB5k6ar1/LgPHGE1uf0pseZTS8VwLTy4ZfKmJJxUPiQZwr1omZxE4o0c5gyUUwEvsXv70BbjXMImtRamdmcPMmwMYUE6G5pXU7osJD7YqO4IOGa0wI68PG9yd/PBMxeyNpneOQx+DnnxBPPviN/nJuOu9AnlOKufpppjR1X7dywyrQTK2O695XkzskE3uAg71lU3qkk3qFmfBJ2w+pfBuqrqPoNJHUOnFKffGKSwk6+pezPqV6NXLgr5flrzrB+rFdY2qG1q1fu64/UuX/mbWvc09Rr/0Gf/cb7S+33gt6+76jlvrew3WDpmtnoRsfJa071nC7zORv9Tp/FSi+ysrVo4VK7+Ij3OlG45eAI7MhZLG9hjBT+PaTuPadHN6pcBZJ2JbT8S27rrlMf7qA7D5ObxeOEeXGMB7ZU6bR2WbR2bvlTkNWgMC7QGBjixgDwi0BrRX5rR5ZHYobRIQJuLR649b5fTNCwctCgezup7uUDHRIDRoEBocSwZkIPfP49v5FoH51oEJHRfwHRfwiwawwNovO4ClhOqXN/hK3NFHwfVC3St85K9w+pJF01cogPkamDMTC06RDKQeDKQdDKqXCqEfCmUcDmOyB2KFNx4NbzwW3ngsHOjeRn7SIgRyV5A0QKSW2RW6pPptPB7eKLPQRujFR1h9e/cK12/oAoOvFglgXgPzMphzBpJwAy89gEXWgcXtgoYIEDnj91sbWMxG6D0+pD1g0h7vuj3CAVy7F1y7F1y3z6duH5i0H0w64EM64EuW8KVIQKiSEOpBP5qUP00qALgZmH4ESj8SQD8SIKaB2QQXhAUWh+FMUYJVDNQvEMD1MlCqTAD5ODAEy6fiJLj0L3DpGUj5hYCKS7Aq+aAapVCyKoKmgWJej2rUjmnSjW3Wx7bcw7caEtqMiW0m8Q9Mv50ZIGFh8e1m8e1m3EuID0yEtRkTAK3GhFYjfIsRvsUQ12yIbbqHbboX12gAiG3guhvbcDeWyRYDYIilH83Qj6aLgaHrY+j6UfV8aAIiaXqRVL1Iih6acgeAotxBke+gSAsg66HJemiSHpqkjybfjaQYRFHvYWhGMXSjWIZxHNME22CKazDDN5rjm8wJTRbEZjZCswWh2VKMJgtR+K+zJHA1WxKarYjNVsQWK2KLdXyLVXyrFbHVKr7VOr7t27VaEVstiS2WhBYLQrMFvtkM12SKbTCJYxrHMIyi6YbR9YaY+nsYmkEkzSCSaoCmLCiSahBJvbsQtCjKXTTlbiSVfSHwRzTlLoqijyLroyj6SIo+kqyHJOtFkLjuRJDuRNTdQdTdiRBFusP3TAHIJSKLF7EQylcgKXpIij6Soo+i3kVTDdC0e5E0Q0y9SQzdLI5pgWuwITY5JLa4pD7wyOgA53T557PgRb2hZf3hlYPI6qHImmFM3Ug0aQRTN4KpG4mqHUFVD4dXDIaW9QcW9/rns3xyujwy2p1T2uwTWqwJTRZYpmkM3QhTbxhJM0BT76LI+hEkPUTtnfDaO2HVuqGVuqGVt0IqbgWX6QSV6QSWaAeWaMOLb8IKtaGFN6H5N/3zb/jn3fTLveF3/wYk54Zv9g3frBs+Gdd9Mq6D0657p17zTtXyStbyStL0SNT0SNB0j9d0I151xWu44DSccRrOWHWnWHXHWDXHGC51p9gl0nCK1XCKvQpwFvC3lrXkadW/taw1nWM1XeK4jCxCHFT0ULt3o3bvdlDRM7II0XSN03SN43+Opksc+0HXOC3XOC3XOFk9T2wu7cilm5Jn1LgO8jlzzfqaSxyf2KXQsEef13bUsEcv8fmL0HKJ1XKO0XKOtQ3NfPX6HSKlStMpRtMpGkBvH8qsbLYOTn/1+l1YUsVVR4x1UOqr1+9Ckyo07CM17CPV7SNDE8vHHz3X9cKp2aHV7FC0BwPp5Y1qtig1W6SqLVLVJiI4vnT80XPn8IyXc2+D4kuUrRFmAQkv594GEkqULBGm/sDHxYoWoYoWoQoWoQrmoQrmIXBc0dj0s2sO6MvGgRcNYWf1A/6+43fqlq/MDa+jWu5SGq4Sqk77FO3+kLf+7YTW6dvgHZett1+23XbZfpuc03Z5lx2K7juUPXeqgHeq+uxW89mt5nPLK3HrBXPQHru4PXZxf7BhhVwMyNCAZ6zQw6zUDvxBJ2i1CXatQ+YG7/INgdS1Ec3ro9o3xHStj25fjWn+IywjN1r+ddGBTyX7P+Tve5e9903aH68Tds9idz3G7LAMclvvXbzBu3ytQ9ZqU9wPt4JXageu0MNcDcq4DM/k1u/iASzpSpR0iz/oniAFBLC3+ACWhubJwAqOBxW1FLu8e9n28Rnh5WOieWl3fMekR91IXv9Tu8rB8IZRyvhT75reG5lN1zIaNVMb1FLoKok0hQSKHJF8GV8ni6s1zW0Ipg6YFnSZFXTZlvTWTD/zJA+NMG8/adZ60qyVGH6TP4BVBeqXpcK+j5d/9hVLKZ2ltGj3CjRwGsu6dCCKOpTS/gTXMBFNHYihDua0jZeRKK0+atP2B9+ZbH5idaDbXaGFVJ5G6wov6yA0TCQ8mCE0P8Q3TSc9eKqJIxcNvLyKrQMCWIXAUCUyVIkMtZQ2tUzhAFbmbYEWWJcWG71i0xfgVceMaqxI6cgerb7cEwnyS4IAO5ZlE9oPmCB+kPVfZli1NqhvX/oTOcob495P3lNfII/+cRr9rNP24a+K2a34qVU+Xd9p5/54wV3CKkY2sRPI2ov/1uY/Fd9NlPfFKffGKvdGK4jq4RN7bjtq7Qr06uWhPy4j/rai+s81jUrr2zQ3dOps7NLd2HV7Q+etdZ231nbdWtt+c23X7bWDZj9NOK19HPjbBPTXAfsfCs99j7+0qSPyCgsjv7iPc2Xrj5y/QOy4QOyAkcf/MISdxrWexrXdyemVAmeeiG09EdO667bX+MsPkcwpNGMqjDYBCKdNhtMmw2kTIBBIGgRCgkCkBSBBIGkQaN/x01ZROU6JlRe0TfYdP821ff+hH39a9+NP67bvP7RP5jTXBW0T54RKRP0Uon4KQZ9C0KciBD1+/XHrFV2LwgFLIICVja8SGq8SG51KBmR8s8/jOsQsAnMDWHgFuEVMAHPqVyqcKbTwKzj5WfDI32C2xY78XaR+2Tf6LhrAUPJ+KPkAjHwABgzE4h6MRD8cyjwcxjwS1nA0jBvAjcfCG4UCWLiBwxulF6hfXgCHCz9ZIEoX7t7jfC+1aP3+t6u+wuu9i9bvvwlgvglYwPxnzhRo4NZfvgCG1UtB+QZBB9Ak+QPYXySAgQaGCNfvIg0sevQRp2/J/Pb5kPcAxcsPzAtgPrV7gADm2xHNGYhFkYBQJCFUST/qQXYA0w8F0A/zOQJlcP2rAOZMyeIGMEw0gCky/nUnfKtP+FSeBJf9CS457Vt2zq9cNqDiMqxKPqhOKYysGlGvjmReRTOvRTXcxDRqRzfpxDTdimm6Hdt8O7ZZ99vdAcTx6AI4n2I/M6b5Nset6KZbMRzRTTrRjVzamAbtqAbtqIabkcybkYwbaMYNFP06in4dVc+G5Ee7BogQQhWAoFxDkIVoIcha4QASnzqt8DqtsDqt0Dqt0DrN0FrN0FrN0BrNEEC1Zki1ZrCIoGrN4CrA1eAqzZBqrdCaa2G118PrbiBI2hFkHSTlFop6G03Tjay/E1WvF0XXwzD0MAx9DJDoHJiF0MWL4hPJH/P1d6Pod6PodzH0uxjGXQzjbjTTIJppENNgENNwL6bhXmwjP8OF3YttNIhtNIgBNNyNbrgbzdTHMPUxDL0oxp3I+tto2i0UVQdJ0UaQtcPJN8PqboTWAq6H1iygVkBI7fWQWuEHRQFPC6m5FlJzLRhQrRVUrRVUrRVYrRlYBbgaWMkGr+CnKaxSjMBK7utowtmu8lR+E95LLYFWYLVWYLVWUPW1oOrrwTXXQ2qvh9bdDCPdQpB1kVT9SNq9aLoplmlFbLJLanFOe+CZ1emb1w0r6g0u6w+rGIioHoqsHY6qG4mqG4msHUbXDiOrh8IqBoJK+6CFPb653R6ZHU4pbTYJzea4RuMYhkEUTRdJ0QknaYfW3giuuRZYpQWrvAqruBpQrhFQqu5Xou5Xog4pVvMtUvMtVPXJVwXnqXjfV/XKUfHOVvHKVvHMVPbIUHHPUHZPU3FLVXZLUXZLUXZJUnZJUnJJVHZOUHJOUHIiKDoSFBxwCg5Yefs4ebtYOdsYOZtoOWuMnDVGzjpKziryihV6IXKWgqw4rNFy1mh5a7S8NVrBGq1gHcknigOjYINRsMEoctlilMSLUrLhsBVD+f+0yEWhhdmwmcFSXs69DSSWKVmjAKYByU9fvjYJSDIJSHr68rWJf5KCZYSJf9LLubdwQomCBULBAnHdOebh01cpJUw5i3A58zAj3/inL14b+hKvmIZeNg29bBKi5RA1PfMqqYhuACbMvJi7CybIGgffBeNfzL71jyu4aBR41xv3YvatX2z+RcPAC4bwC4bwC/fgajYR009exudTz96FntHz/1sXckoXclLHB6hf4O7f/cp2exRsfr9i9esJrbN6kO2Xbbddsd8m57hd3mW7ovt2Za8dKuCdapBd6n67Nfx2a/jp+6ZsvWAO+oNXv6Kwe+yxOuiio5aRK63SVumGrTbBrnPI2gAuXxtcvw7VsiG6cwOuZ03CwKqUoVVJPWswFPngQATyJi3uzy78kbbYY2XIMwFQbUUP8CZI/loYaQO4fJ1D1moT7CrdsJVW6cesI29jivc74/Y54UQDmFe/zngJF7wkJ4CluAEstAIMyT7qxw5gaVi+dGBBU6Hz2xeNH2ZiXzyMMy1l4dom7CoGMrqfGBX2RjeP3rnf+nI6fXbI/dWA66t+55d99i96bF6wLJ53mwGjns/GVBGahi3yugDEpiHtDPoIU+dJs9aTZk1uAHPTV7h+01h8Y5/Zu5oVRUJXXhwggG9ltMVQR1JaHxEbxhOapggN49j6wfiG8cyOmdy+2cKhtwUDbzI6n6a2P8EzxwgtjwjND7ENk9iGSSxjIqFt5iq2rnjotUZcbcHA6+vxNCVEvnJsnXJkhVpqB1C/3ABWEQzgryz5ikQv+1TeVNaVVJZLdWMQjYRtKxwpk2WhQRaJifyDqf5CUXZapf+onbfcrOE738HtMWMHUqYPZz7ZlzS9JXL4R3D7csPKdTrx+y1xZyKpAimb2HUxsevCt9v8l9Lb0ZJejFJvlLyQHkHdaLlKv3Ow47+FrluJXbc88qdlsRuW5R9cRb+8tl1zPevWhslIXkkAACAASURBVH79DYOG60dM146b/zRh+dOk9U+TtmunndZXXvohfu8K7M6VQad/zXX/ixF8kRUpJwaa5+Nc2frD5y4Q2y8Q2+GU8d8N/E/jWk9jW/VyeqS80o/HtByPadml6zX28j2mYTqCPomon0TUTyDqJxD0SQAIBNoAAkmDQLILkAaBNoBA+46fto7OCazqcUmqso7O4dK099u+/9D2/Yc07f1sMDlcrkmVQZU9KMbUQp68+bTl0i3rokHrosGcrqfbFQ01iU2axCan0kEZ3+xzuA7uIrBwABM6LuDagXOAxQQwsvEIXwBL8RM+9Rc494jO372iM5+56ct1IHCBhV9eA5MEGhhG2hfAth9K2g8l7YMCT6McgFMkAqmSwCJwMJ19KlIok3c/cHiD2Abmr1murwewyPMX71WZ8EaZ8AY+QAZ/JZj/N+m78MDnpe6CDuLNvuJMwBIcAc1uYPb4K/5zgAVOQuKc/SuwEZq7C5p7DvC/DeC9AHEBvNeHvFcgfesEeNcK8xIKYPb9wBKcBj7oR5Pyr5cKqD/kX39ogQA+whfAojcG87ZGwxn89cvZHc3kEBvApOOQmuM+lSfBZafAJX/7lJ71LTvvVyYbUHEZXiUfVKcQSlEOp6mE16tG1KtH0DWQDA0k4yqKcRXF0BRHaynQItifYmoBr4NkaCIZV5GMq0iGRgRDI4KugaRfRdI1kHQNJF0dUS9ELZymFkZVDaOqhlJUQskqIWSVELJyCIktmF+dgCAepaAatkBR1UpwIVVK8EolWKUSrFKRrUIRWqEArVAIqFAIKJf3L+MoXYiCX6mCf5mif6liQJkStEwZVqECr1QLrFIPqlYPrtYIqbkaWqcVRtIKJ10LJ18LJ19DUK4jKDcQlBsIsrBw8o1w8nUeknhhbNcA7MfZV91AUG4gKDcjKDcjqDcjaNpIqnYE9SaSpo2kaSPr2VB8kF9xM4J2M4J2A0G9gaBeD6dcCyNrhdZdDanVCK5RD6pWD6xSg1epwipVYRUq0AqVgAUp85TzqVhYuXJAubJ/uZJ/uZJ/mZJfmZJfmaJfqSLwT0ipIqREwbdEwbdYwbdYwadY3qdY3qeIB1wkDy4Wxn5OsYgSPgKfkgMLE/OyAq9fshQKAN8SBd9SRUipEqRM2a9Mxb9cFVqhAa/SCq65HlqnHU6+g6bdi643wTKt4pscUlrdMtvBuV0BhazAkt7Q8v6IqgFUzSBb9SCiaiC0rB9e3OtfwPLO6XRNf2CX2GyObzCKoeuhaToI0rXgGg14pRq0QsW/TMm3RNGnSMG7SM67QM4z/4pH3mX33Mvu9y+75Vxyzb7kknXJJVPWOUPWOU3WKVXWMUXWIeWiQ6KsQ9JF+wRZu4SLdkRZO6KsLUHWFi9rg7tojZW1xl60ir1oFXvBMvqCBea8edR588jz5ujzpqjzpshzJsizJhFnjRFnjRFnjcOFGYk8AjBhO2+C4HfBlCviIsBMFPKiGZL/EVmzCFnzCFnzCFn+jxdixnbJLOLyv4H4n7gkXvgls/C7vvEv5976Y4tlTcJkTcIumoQmFtFJzX0XTUL1wcQXc2/94oouGofogwkvZt/6xRVeMAo5bxjcN/qob/TRecOgc/cCz90LjC+g1TX1njUIPGsQeNYAfvYuvHf0Ue/owzP6sNvucS9m3/hg8k7rQ2+5x76YfQPG5P6tF6DtGv1i9o131P2/dP3+1PX7Uxfypy6kZ3i6Z3j61C3fkzo+J3TAMtpgmRvex657HtHykNJwlVRzOqBsv1fB5nc5q12XLTYf1zx3N2D7Ffvtck5b5V22KXpsV/baruqzUw2ySz1gtwZ0tybsd03YvYDMrRctFw/guD/s4g46E+5GF++6h/jRNXeNSdw6+4z1vhU/hdDXods2xHavJfatThtZnTe5pvTxmrKHqwuGV2d0rCPSfosp24QuXR1R91M4ZX0Ec11E00/B9et9K9bZZ6wxifvRNXfXPcS92NIj7vH7nHgBzKtfJ7765Qvgg5wAPsQXwIf5Avio//1jAXnHoPnSgQWN+U5vntW/fxz1fCrKpLgL3zbmXDmQ2P7QvLAH3zqmndX0qA/8asD5ZZ/Dy17bFz1Wz7vNn3eZPOs0etZh8LRd/29MeWLLiOX9Lqv7XVb3O4mNQ2cwpSNM7SfNmkAAq6SxVNNZKuns+uUGsHIam1IaX/oCm58X7V6BBk5jXcOR7ibSjJOoZokU21Saa04jrKQjrJL1/zV331FtnHmjx/ds9m7eTZzEiRPbdEkgARJISPTeezdgbDqmF4kugRAgkCgCg03voqjRO9gGm2K6u01xmp3ESWwnTpziZBPnPe/d+8eojKQR4Ozee27O5/iMRjMi/37P75lnaubvNyx93LLysHXlQdPSJ/ULH9bOf9i6/kXr6mfNK581r33euPJZ2+bXPi2Xm9e+8G2dzx7c9OvecG+64inYFqevOIA9BaJV0PwdcAALi1f0/6Ooe8Xp68jdduRuJ07doF5ZZi5f3p31/bD6L7HsXnAAA8/lenWvpTU3pzALMUWX0cWrKrlXdIoWtajz6MJLRqx5y5Zr4uhVlLXWEO5Zd9+z7pL1ganbLw/Hd+ucd2udJM477Z532pG2dc5pOMe0Od4g30KF+e7/anjrtfZ3X2t7969clb9dxP3Xuv0bd7ze2A36xych//Uw/PVPw1//LO2dJ1VKu4UqkyeUuCbv0w2VmuMNBBkmV+hW2+ecoDiKvfz5wjsYS5vOOzYdd8qXHmlE0M1ab5q13gwb3NUFBfBnP/zWsPHV+bUvxWpFwONc8ERXFYUBnbewOxVH6Z2t23gsg9Q4pEWwQBIsSI1D9etf72VDyje//HHc7iRx8lPi5KdDW89UXKP8Oq/5d17Lmv4EX9Bv1XbHuu0O9BC4/Y5NO0QA42uv4c5t6p/b1K/ZAAIYVL9r6LOS9x5J3n7EWtVlreqwVqXTV7qBpdJXCFl2sABmiIq3ZEFTREsSwIuityJdFW6IVbGix1rVBzaFljQwVACfhbD/EBjqlj2nvhtyXrF+X+kpX4m90he6gSskhDtglQtBNbDcHFgugNHMFbT4PcCi7pVaBU2/qkO/um8AA5UrX7+aMiSLnKEaWCZ9IRuYKiS1JxZtAVmwiCpY0i5c0i4ULYSmr6CLpRpYJoAPMgc2EM6BZR4PVhTAywYlV8UBbEi7YESbNqFNWxRMWRZOWRdN2xVftGfMOpZddiqfdy5fcGYtuFYuurKWXCuXXCuX3BRwP4gqEOHJq+Jv3VhCrqwl14pF14pFl4pFl4pFV5bwwKVi0aV8AeBcvuBcvuBUNu9UdsWx9Ipj6ZwDY86BMedQMutQMmtfMmtfckmoGHBRIfoFMTsIM0JF03aFUmwLp20LpmwLJoVoE7a0CRtA/rhN/pgNFdKoTf6YTf6Ybf6YLW3MjjZuXzDhUDjlWDTlDIQx44I785JH6axH2axH2ZxH+Zxn+Zxn+ZyXYp7lc57ls55lB1Aq5AUom/Uqm/Mum/Mun/Muv+xdfsW74opPxbwPa96HNe/LWvCtFFvcz4IvS3ijD2veu2Leu+KKV/kVr/LLnmVzHsxZt5JLrsUXXegXnItmnIqmnQqnHAumHAsmHGgTDrQJh3wI9vkT9jSwcXvauD1twj5/Lw754/bUceFH6rgdddyOOmaXN2abN2qbO2qTO2JDAQxbkwFDIsPW5GHrHBDyHkZsoFiTR0A/MiJEHrGmiED91AHZkEdsKKM2lFFbyqht7phd3pg9ddwxf8K5cMqNPuNRcsGn9FJA5eWT1QuhtUvRTcsJ7euk7mvZ/JvUgdtFI/dKJ7YrZ3bPXvyw+uKH1Zc+rLn00dmLH7Kmdpnj2/SRe9SBO1ncG6nszbiW1Yj65VPVCwGsy97Mi+5F0y4Fk07UcfvcUTvKsE3OkHX2oHVmv1VGv1W6wDKdb5nGsyRxLUgcC2KveWqPeWq3eWqXWQrbPLnTLLnDPLnDPKndPLHVLLHFPKHZPKHZPKHJPL7RLK7BPL7BPK7eLLbOLKbWNOa86ZlzptE1plFnTaKqTCKrjCMrjSNYxhEs4/AK4/AK4/ByBSpMoJhGVJhGAlimkSyzSJZZlCzzKJZ5tBSLaJZFdKUCMt8CH1mW/49UvKJyWVHlIXntz3/6tbBpzCKyzCKyzD3l/MOvnhU0jZlHlLmlnHv41bOCxlGzcCatYeT5T7+corSYhTGubO7ef/jYLIxhGsowDWU4J5x98NW3+fVDJiF04xC6cQj98sbO7oPHxqeLjE4XOcaxHnz5bV7toOGpwtzage9//CUgow5/knYio/b7H3/JPd+PD6LhA/Pxgfmza1s7D77CBVBxAXm4gDzsiTx9P4qeHxntm6Prk6XtmYF0I2m6pAD1q2aX8D7B3za6TNkpQ9k5W8mFouxKVfagqXrR1bwZ6r6lGn5lGv5lGifK48qHDxTAcFILPrcrvGHigxDW28Uzh8lDb9EuvFW19k797cNtu4d6P31z5MtDF785tPj8zdUf31z76c21n95cfn5o/tmhmcdvDj861Pvp4bbdd+pvv1W19hbtwmHy0NslFz4IqYxsmjTM79HKUFC/maD6FQWwLvAMMIUtCeB8nh6Nr1cg0C/s1y8a0AcFMI45tjCY/eLbK3/8OP/Dd5ejxu+zb36ZNfNpw/pXSWMfsW88ChTc+PZh04svqn9+WPHTg5IfPyn88aPcH+5nPd9N+347+ft7ccb1F3quPUzqv5fcfy+p717n+qfm9cIAfnrNv6sqyIO348GTBLBc/e648bbdeDuufOldrw5Qv+IGduFsuXHueXDuenHv+vHu+HZvnujeCO1dj+hdjeldTuIsZwxeo03eLZm+x5y5W315p/bKbt2V+/Xz99vWv/BtnSdPbTnWzXpw7ngKdj0E257S9SsTwO7yAXzQ9N1x5Aq3aA4ZuZ0ys5E8szqxwvqk/C+9jR4+3E0H0ZZUwfyVkhHelR5PTneMb89Vu94t2557dt33bLuFk14bybz3no006+57ktzt2hInrtWePjB1f/HpyE6N8061076W6Da9KUZVofpEZzhJ/VDV4b/Vv/1a+5HXepVeG9f622Xc39Ys/3bT9rV1m9fmzF+bsnidh329HfmPWuP3MmyUykMw7ETCdK75Rqnd9lknaY4yXv584W20BfDu37KlRxphhUAAhw/d18njiQP44fPfGja+qlsX+7Ju/cu69a/q178iNQ4C0hoH0xoHA9LpqiiMKgoTkF6c1jQk1DyUy5mruvxh4+ZjiY3HjRuP05qGkAQLJMEivWkIOAPWJH9mU+jbX/44ZhOYNv1p2tSnQ9vPVFwi/dnXTrCvZU1/YkDrs2q7I7UKul02gK1bb1u23DJvumnaeMO44YahOIBr5ANY+gFg6frVZQETYKj3HpVLRS9KNoCh6he8Clo47F3QYkjqVxTA4AZeFL4WuGwZXb6CYa3qVa4BDawwgM9u4l4lgPFnRWEJ1cOQq51Fd20IgQP4P7HBlVz9iv7QAbpXNoAr1uXhQBl88ACWamDGCrpkWRcgbuDiq7rFkvoFN7D4AWAkBIg1zwdtYJpw2+f9GxgI4HzQEDh/AUlbQNIWUaIG1im8qlu0jKYvo4tXMMXSC6EZMhm8igUwV7HMVegAhtgfSz6A10ABvIinXyEUzhFoFw1pM8a0aVPalDlt0qJgwqpo2oY+Y1ty0a7kkh1j1p4xZ8+csy+ds2dKY4gw5+yZcw7yGFCkrpl1YM45gi4W/6ZdySzAljFrKzoWKr5kW3zJtviSTfElm+KLNvQL1vQLNkUz1oUz1gXTVgVTVjQJS9okwCIfbALMUow6rohF3qhF3qh53qh5rjTKiMiwGXkIZNCMPGiWM2iWPSCUMwA6HjTLGTDPGTDLGTAnD1pQhiwpw1Z5IzbUMdv8MTvauH3hhEPRpGPRlBN9Gpgnu5RccCmeORD69B6c6dPO9Ckx8XlX+oxr8Yxr8QW3EsBFN8ZFN8YlMXfGJXfmJXfmJXfG/txKLrqVXHQtvuBafMGFPgMUr2PBpD1twi5/zJY6ZpM3ap03Yk0ZtiIPW5KH9pczbJkzBLASHUDIBgxa5gxa5gxZZA9ZZA9aZA+aZw2YZw2YZ/WbZfabZfabZfSZZvSZZghM08H40h/3YpbeBzCFlCYH+krxDyq6AFK/WUa/WUa/eeaAReaARdagVfaQDXnYLnfUgTrmXDDhUTztU3ohgDUbXH05om4xtnk5pXM1o3eDwr9eMHCTMXqnfOIea/Je1dRW1fR21dR2+fg9xugd+tBtquBGZu9mSsdqTNPVsPMLJ6vm/EovuNMnnfJH7XOHbciDlln95hkC8zS+aRrPhMgxSeGYJPcYJ3cbJ3UZJ3UZJXYaJXQaJrQTEtoI8a2E2FZCbAshtskwppkQ02h4ppFwpp5wps4wutbwTK1h9HnDqBrD6HOGUdWEyGpC5FlCRBU+vJIQxsKHleNDy/GhZfiQUoOQUnwIEx/CwJ+WZQAi/y3+NAMfwsCHMAghDEIIwzCEKWYUwjQKZRqFlRqFlckwhlYKZiIvXCSs1CSMCVJqElZq+mcwZZgpxIBkCimEEZTT/PynX6j1w8YhJcYhJdT64Vv3PzcOKQYAKWt0mj63sbP74LFhcFHb0OKXT587xFQQggvxwQX4kwW55wdu7n6GP0nDB9HwQbSWwYUvnz63jS7DBeQDZte2dj79ChuQBxzo++fp++d5p1Z//+OL7LN8PT+Knh+lqW/u0ZPvLcPoGN8ctE8O2icH7Z2t65Wl45Wp7Zmp7Z6u5UbSdEmBOyZpOCSq2sYr28YewZ9wjKtScs5WcslVcqMquRcoe9JVvRnqfmUafhUa/iyNgEpYYFVS1biSXcqBAhhOajEr4ITVjcOiq99hTr9du/JW5drhhjuH2R8e6v/80MzTQ0vPD23+/OatX9648+sbd35989YvhzZ/PrT0/NDM00P9nx9mf3i44c5blWtv1668w5yGR5+LaJiwKOKK61c2fTNB6SsfwGS2bm4XOq8HQ+Vg8rkYGh9TwNcr7NMv7NenA0PgYSxjBMcYZXVWLAymLw0QL/VlBvGvt288TB7eLZ17ED+w3b76wK1zeaA9aaztzEhL1FBz5GBjRH9DeF9dGL82lHc+lHMuBFMx3bnyII5zL7b3bkzP3ZalT3FV040VoR0VQR0VQTXVKeAAFi5+lq3fbVcuxIbPksrlKABuYNHW0MIBMm/blbflyt1y497z4G358u55997w7dn071o73bUS3r0c07OcwFmJ7FhwblnwENz3ENwHNqMWLtUWbf4sE8AeCgLYibvjxN0WkYneHUfujswLitwFW6EjNyPHNlNnFteGvT8q+stGjdZgb+JAX9rlHr/NdsPmbmJkzyB42yrxOmcbgFz9WovtF72WXfcs2WB3PzB1f/HxwE6l40HcK3dYKrDmpRqdC9PP9UZFWKqlI9+uVXuj9fjfa975W9Wbr1W8/teqN187d+RvTfD/asS+xTR+L9laOcNNszpMj5NkOJVjvlZse7fcYZvlKOIA6eVPkgAuv/pII6zArPUWZAA3bX4tsfFV08ZXUmdEMpqHUIYWKEOLjObh5muPha4/aQG7JpHZPAxcn9k83HLtsYzWa49brj2ROQN49ssfx2wCM2YeZEw/GN5+puwcEdB1PaDrulQAt92VDeD2O6IAvrNHAOudXdcDD36lAxhcv+Jtn6XTVwiyflGlV1GKxr/iBmYsIhlSDwBLNbAog5HMBRRzUZu5pF16Vafsqm75MqZiRQ9o4Kp1bNWGbAODHgzeY6gLkb5VUg2Ml75YQf2CulRiz4XTB9vgChTArxy9EpL3Hv3JAAY3sPSrgFfQDOkALlkGPfp7VVuugSU7P0MH8NI+ASya9Ipyd1GTJk5fIcUBPA8e/4oa+IomdV4LWAhNWwQaWBtoYNFCaEzxCqZY/klg8O7Q4gaWmwMzVg0Yq3IBvA6QC+BVA8aKAWPZoGQJT1/AF13GF8wSaBcNadMmtCmT/AnT/Anz/AkL2qRl4aRl4ZRlwZRlwZRl4TRwbLEnS2iTACsAbVJ8RnR+CmBZMGVJE/+VSYuCSQvapDlt0pw2aQEGSllz6oQ5dcIsb9wsb8w0d8yUMmJCGTEhD0sbAhiRh4xyxAbFjMGyB42zB4yzZBllDRhl9Rtl9Rtl9Rll9RlligkAhukCw3QBIZ1PSOdJpMngghmmcQ3TuUbpPKMMvkkG3zRTYJbdb5EzYEketKIMWecOW+eN2FBHbfNHbWmj9rQxe9qYfT40O4lRCFRZtuLj/FHgRvv8MWC+6kAbd6BNOBRMAAeOtAnHgoNyEKNN2OeP2+cLp6+2eaM2uaPWlGEr8pBlzoBFdr95Vp9ZZp9phsAkg2+SzjdJ48kzluAbp/GN03jGJJG0vXGNSDwRrhGRa0jkGhI5hqkcQiqXkMohpHAIKb2ElF58sliPUIpIsgQhuYeQ3PtqkqQ/pvQSUjiEFA4hmXPAX8BDAf+gYQrHMJVjlMo1JvJM0/hmGQKLzD7rnAH73CHn/BG3ojFvxmRAxczp6ktRdZfjmxeJHcvZPav5/A36wDXG0PWykZussVussVtlwzdLBm8U9V+j8jYyu1ZSWq/G1M+HVs8GVsx4F0+45I/YUQass/rM0/kmRK5RSo9hUg8+sQufwDaI7zCIbzeIa8fFtuJiW3ExLbiYJuyZRmxUPTaqHhtZj42s1Y84j404j404hw0/hw2rxoadFanChrKwoZW40HJsSAU2pAx7ugx7iok9xdQPZuifLNE/WawfVKwXRNcPKtILKtIL3EOhfmChfpAUbFAhNqhI4qQQLrgIF0zHBdMNFMCLyJ95JYTgIqFTBxD85xQeHD648Munz8UbU3/59LndmfLZte2WwQV8EM0gkGYQSLONLvvy6ff/+te/vnz6vW10qW00E/go/q+5/8ql1XvNfZf1/XL1/XKtI0oePZG6oKlvziK0CDj56Ml35qFF5iFFj558J77g0ZPvXOPKwGf+9a9/1fMuIt3TtNxIWq4kLReipksK3CkZ5pCoZhevahunZB173Cr2PfwJl+Ta4y65x92oxz0KlT2LVbwYqr7l6v4sjRNVGoFnYYHV8KAa4rlpqQCGyZFpYEJed1jDpEFK7Rvp3Yd5946wd9/t+ujQ8KO3Lj87tP7Tm3d+/cfu769/9PL1j17+Y/f3N+/8emj9p7cuPzs0/Ojdro+OsHcP8+69kdFjkFIX0TRtROuVqV/UHvUrH8DCVdAcDJWLyedjaHy9gj69wn49+oA+fVC/eBjLGMEyRrGl47iyCXzFNKHyon3P1uKDb5rXH3Vf/7p5/dH8p98Ytdwyrl8xblgxaVwzaVo3bd4wa9k0a71m3n7dvP2GRccN1aqVKx8/bb76RdPSo8alR4sfP0XWrDn2brlyt9242+68bXEAQ9Xvjht325UrCWCp7ZRFoevE2XHibIPsiAEZLPN6JAnRy4qAB3c9BLsefbueffe9+u779N/369v142958Hc8BLvuogCWNDAog0EBvOsOLNXm74IrXRzAjmIcCOB1zh6Ce0EDNwMGbkSMrtRNVc71uW126I53uTJ4jGDurPSOzRD1CzX43Sd9paP3niX7LsCCffcDM88XH/XtsJzEtvdzrcR+Ls+Kn2LcEIkrPalHsdHIxh3NQr6XB3urEPZWntpbFMRhMvpIrpkKwwtZH4HrTTSazDJfLrS5ybTfqnDcS7mQTACrh4IDmAsO4JZrX0tsft2y+XXLta9bQVqufd167XGmKICzWoZbrz9pE7vxpO0G6KNIVsuwtqGFtqFFdstw+/UnB/fslz+OWQdkXniQOQMEcHhA1/VAIIDzBfsHcNsdy5bb8gGMBQK4ekNPfvYLvP6XJVW/sq//LZeQfvcv0L1gigOYsYhkLGpJBzC4gbVKFrQY86JHghdRzEXxjtDo8hVMxaoeSzQErhIFcNUmruoVAxhydTHUfBhiAqxoZXLVBr5q49+vX4Li3a3kQ3cPihpYOoClG7h8r92wMOL6FZEO4GVxA2tLVkH/ewFc8G8HMPWKDEkA5y8Ac2CpAC4CrYIuBk+AV+UCWPIwMLh+xRQHsNQqaAPmigFjRTQEnscXzuELZg1pFw3zp42oE8bUcWPquAl13CRvzDRvzCR31Dhv1CR31Dh3xJgyYkQZMaIMG1GGjchyKMNGlGFjyrAxeT8UGSMmlBFjyoj4WyMx+b8CdKxYzqBh9qBh1gAha4CQ2Y/P7Mdn9OEz+gwyBAbpMvhguDQ+Lo0HjQTginCEiGC9OGIvltiLTQX0SKR0Y5PBuvShsfWTu7CAlG5cag+e2EsgcQzTuEYZfJNMvmmWwCynzzyn34I8YEEesCQPWpIHLSl7GJBFVixHwipnwIo8YEUelKAMgQxbA3JFKHsiD1uRh0QGgT8hKl6BaQbfOJ1nnMY1JHEIqb2EVKAwuw2Suw2SpOAkuhToliP6KrELK8HGJrKxCWx9KZ368WIdEnGKdCogvFEv7iA6/4xYENFJ4V+P78TGd2Lj2bgEtkFiFz6p2zC5xzi11yyNa5nJt8npc8wbcC8c9mWMBVZMhp6diambTW65ktm5lNu7XMBbLe5bLx3cLB+8xhzYLOnfoAvW8zmrWZ1XU5vnY2vnQqtmAkonPAuHHXP7rTN55mkc45QefCIbF9+BjW3Xi2nDRLdiopsxUY2YyEZ0ZAM6oh4dXocOr9UNO68bek439JxuSI1uSLVuSJXuaQBLN5iFDq7QDS5HB5ehg8vQJ0sxJ0vRJxnoIKZuUAk6qEQ3kK4bSNcNKNQ5UQDQ9afp+Ofr+Mmgiukq4k/V9aei/fOlnKABMCB6AdD0XxE2gIYNyIdCexWQvwBGhXBiD3kygJGsvn+eD7Hm/sOvrSJK9PxyARg/CsaPjPEjY3zJwsGscDwr5JlUufvgK/OQldgwKgAAGtFJREFUQmBaC9AGxraemdoeGSgRpHs6QAsoWyBuXUlariRNV6KmS6oYwiUV4ZwCd06BO6XAHJNhDokaDolq9glqtvHKNrFKVrHHLGOPWsa+iw90JzUed8tXcitS8ihW9mKq+Jar+rHUAs6qB9TAgs7BT56HB9el1V1Uskv9C4zYLG2vBtbN6jhVN+5bKlCJOf926dR7o58ennv6ztXv37r+4o3t3//+yX+/9tn/vPbZ//z9k/9+Y/v3t66/eOfq94fnnr43+unbZdMqMed9ywQh9ZN6ZLZWRptWRpvs1BcyfUXEm2DpkNk6lC5dSg86rxdN5aLz+RgaH1PQhyns1ysa0Csa1KMPY0tGsCWjWOY4rmzCoGLKgDVj2LBm2Hob33IL13xTv/EmpuEGtm7NqH7ZSD6A24QBrFu7rsxaPl6xfLxiWaliWaliGVO/6cLZFgYwd9udJ4peUP0KA5i74yoM4G1XcMcCDwBL6ldhAANcpBvYBTxM5oszWLzV1q4bX7jvNED8KiYPENkGlryvWBjArnIBDBm98unrwNl26N126N124W55CW578G/b927b924JSaevbP0Kn++VzHtt5B7rlU1f2e4V1q8FoPOuRefd9009XnzI2yl32il32j6IMqG7pY6bdPslqs2FbMuxdHNBigk30YiTYMRJMOIlGQ+mmk5kmM2SrVZoNjeK7e8yHbfKnLbKnLbKHPdR6rhVKh/ANIgAPp338Plv7Tcet1/fz43H2eKgbR1uv/Gk/eaTDqGnkHJah3UMLXQMLXJahztvPJFyE/C08+ZT0bHEs1//OGodkH3hQfaFB8M7z5SdwgO7bgR138hWFMDtd23bhQFs237Hpu2OZeueAVy9gamSewFS5Zpu5Rp0AFesyNevdvmyNnT9Km5gpjiAZRtYGMDFC5rFC1ol4gBeAAIYGAKjy5fRFaKF0OIAroIIYKkGrpJQ/GDt/gFM2Kt+JRn8b6YvoXKT8J+oX0kD7zcEVjAHlgpgYQMzVjBQASwzBAY3sDb9qjYogF9pFbSWzOO+NHADL0hTvApaLoAReVcQVGAh9IImEMC0RVTBknYBxJPAognwil7JinQDr2FL1rAlcq8IZqy9egBLhsAGxQt4+hV80Ry+4BKBNkPInyLkTRByJwiUMcPcUUPKMJ48jM8ZMsgexGUP4rIGcJn92D3h9pAhIveVAQgusx+XBXEBLrMfl9mHy5CFTRdg0wXYNL5+Gk+PxNMjcfWIXAyRg0mF1CuRApLcg0nuQUvplpXUJZEoxkYnsnUT2bqJnRIJgA6h+HZoCR26CR3ohA50QicmsVM/iY1N7sKldBsQe/BACafzjDP4JpkCk0yBaVafabYCWYKDygTJEJhmSJ/JFJhlCswy+ySy+kyz+kyz+gFmB5HZb5YJLDDuM8kQmKQLjNP5Rmk8ozSeIYlLIHIMUnpxyT3YpC79RLZeAlsvoRMT34mJ70DHd6Bj2xWKE9njmth2dGy7royYdt2YNhHQ8Zk23TOtYDryosHaQEQnIe+CuFf+F9qgf1B4GeTtEHSj23TPtKHPtKFj2jGx7XpxHdj4ToNEtmFytzGxxzydY5vDd6b2exQO+TNHT1dORp+7kNw0l9G+QOlaKuAsMwRrZf3rpX3rzL41hmCtkLtCZi+RWq7E182GV00Hlo55Fgzak/kW6RyT1G58Yqd+bDv6TAs6qkU3skk7ohEV1oAKq0eF1qFCa5Eh55AhNcjT1chTZ7VOVWkFV2kFVyKDWVonK7ROliODyrWCypCBZchAJjKQiQpgIAMYqIASVEAJ6gQddaIIdaIIdaIQ5V+A8itA+uUjffNRvvkoHyrSh4r0yUN658rTAg58cpE+uUjvXJQ3BeWdK+GTi/LJ1fbJE/KVoiPmB01XDnp/uWi/3ANctse9e6C8CrKQrzQfMtonR9c7B/gXJFvHS0jbK0vIM0vbMwvlkQlAumci3TNQ7hko9wyke7oWwC1NhKTpKoRwARDhLqlw51S4cyrMOQXmJOKYAnNMhjkmwxySNRySAOoOiWr2iWp2iWp2CWq2Caq28So2cUrWsUpWsUctY45axn5gGfsuPsg7q/24R9Exz+Lj3kwln3IVP5bqiWr1gBqNoPOw4Dp4cL3mqYasxjlle4gAboYRW8QZLL8WGpHWalssiGqecSnqUTtT83pG1z/Ya4cWv3hj+6e/f/HHX5/8778++d9//+KPN7Z/OrT4xT/Ya69ndqvG1LgW9US3XLBn9iEz2sT1K+nePdNXEsDZnTo5bJ0ctg65S5fSrZvbi87joKl8TL5sAOuXjOiXjOozxnGlEwblUwYVM/jKi/iqS/izs4Tqy4Y184bn5o1qF43qlo3qV4wb14xBAWwmCmDLjltW7Ns27Du2XXfsuu869Nxz6t1y4WyBA9idt+PO23bnbrtJ16+bpH63XbjbUvUrWvwsV78QAQyMgg/QwMA0eAe6geUyWKqBQeeFq6B5u+AAPlD69kqxlxCmLwCyfm179tjgaq/Z7771CwTwT1tdu1Vu26VO+2Dub+tAHPd2v8br5XcjQAA7sO+WLHwuCuBb4ABWO0V5+Py3zptPZAP1xuPOG48VVStb7Bbgmy6hp123nnbJfnzadVPOrafdt5523/qmW/rK7ltPu289/e7XP45aB5AvPqTOfda/9a2yU/jJ7punem9mTH6MyxdYtYoD+K6NsHtlA9iq9bZF8y3TxpsKA1jmDcCV8gEsUrGqU7GqIICXtRUGMNRCaOEzwHIBLEpfMVADL6KYotcCAwEsHAKvY6vWsVUbOCHZAMZJp++BAvggDbz/L4BeffRn6lfo36/fPQIYqoHX9w5gvdJVDHNVUQDLz4GFGSw3BFaQwQcIYNkGXjxQA0sPgeHUK3BwANMWtGiLWrRFZMEismAJJRoCSxZCS1ZBgwK4ZFW/ZE3/FQJ4XXEArxmIG7jkqkGxsIENCubwtEsG+TMGeVMGuZMGlDEceRSbPYzNGtLPGtTL6Mek96PT+9DpAjRJoEviK4I+oDQ+Ok0ghiGJ8TEkPiZNDmlPRB6ayNNN5eqmcnRTODrJvdrJvdpJPVISAd3aiV0KJbABqAQ2KoGNlBHfiYzvQMZ3IOMUaUfGtSNjAW1SYlqhxbahYttQsW3ace3aCR06iZ3oRDYmqUsvpRub2osjcvAkLj6NS0jjGabzjTL4RhkCaOlSDNP5ewOWZxsqxJdBAJH/VtH1eCIPT+QZpHINUrm4FA42uVc/qVsvsQuTwEbHd+rEdujEtmvHtKPOtIm0ImVEA1oUaJUSJdaiQLPkOLJFK7J5fxFiLdKatSL2vrdFCvSP7KH54JARLcjIFlRkCyqqVSe6VTemDRPboR/fiU/qMiH2WGZy7ch8N9qAP2PkNGvyzLkLyY1zme3z1O6rxbzV0r610r71sr71sr71Ev4qtftqZtt8UsNsVPVMUOmYZ8GgXQ7PjNRjmMzGxnfoRreiIpuQ4Y3IsAbN0HrE6TrE6VrEqfOIUzWI4Gp48Fn4ySr4yUp4EAsexIIFlsNPlMNPlMFOlML9S+EnmHB/JtyfgfAvQfiXIPyLNf2KEH50Tb9CTd9CTb8CTd8CTR+apnc+wouK8KJqeuVpeuUhvHIRnhSEJ1kMDoLwAk7miJC1IHkpQkEeGMqbLOS1B4q2BFnCez/CK3P+o7K1vbK1PaWgPLNRnlkApEcmmJY7WIaWe4amW4amWzrCFZCGkMQtCe5Cgok5E2HORA2nVJEUdccUdccUdYcUdYdkNYB9kkiiql2iql2iqm2iim2CmLJtnJJtnJJNnJJNrJJV7HHR4PeoZez7FrFHLOIOE076U7qPezKOe5cq+bCUfStV/M6qBpxTD6qFBdfDTzUgTjdphjRnNV1Rsie+egCTWhGkVmR6u22x4OT58fC6cTdalxGxQT3mrDKp6e8xNX+PqVEmNanHVhsRG9wKusLrxoNrx+0YAlRmh1a6VP0eMH1Fq6A7tLM7tXPY2jlsHXKXDqVbJ7dXN4+DpvLQ+Xw0rQ9d0I8pHMBIBzC2dAJXPmVQMY1nXcRXCgOYIBXAy8YNa8ZN6ybNG6bNm2Yt18zarpu3SQcwe88A5u64c7fduDtuUONfF+kAltrmSnYVNET9Qq6FdgEFsItsAANbT8tmsMIGFpFaBb1nAEOOfBXWbw90/dodqH7F+11tyQcwVP3ek6lfi867Ry18Hl2gP5nO/+ic3zbDEVrJgWy9AgdFPmo48f2Niq+unz1s4ODSfS9h/OOksQ9hkcVmrbfsOu+e6t+R7AJ9mrr19MXIzrOuW09k3RQedEtOCgNV4vY3Pbe+6bn1Tc/tPd36pufWN71it/cy+eH3j374p5JjWOHlz5s2H59d+kzFLfo051bC8M6Z/nsGBQOSAG6TCeC7cgF860ABXKk4gCtEAQxqYFD97hHAVyH2gpYKYFEGi16DJB3AC7IBXCoTwGv6VevYyg1s1Qa2agN6CCwXwP/+EHi/LZo3RU8CXyNUAf5M/YoaWMar1S9oFfQ+C6EVDYGlMpi5imHKToAVPQmsMIBfaQ68fwAvgkpY0TPAkAEs28DiANZWGMCifbBKJBQEsEwDr8uTBDBjzYAh3cAlSwb0RVzRFYOCORztEo56AZc3jaVM6OeM6eWMYrKGdTMGddL7dUj9KFIfiiRAEfnI1L2gpPCgEcX4AO1UECJfR462FJ52KkgKF5XCRSVzkMlcZBJHK6lXK7FXK7FXM7FHM7FbM7FbMwGsC0I8gK0Z17mnDs24DkRcByK2AxEjrx0R04aIaYPLQcS0IWJa4WJnxNoQZ9oQMW2aMW1ase3IuA5UfKdOYpduUjc6pUcvlaNP5GBJXKxwVTbfII1vkCb4s/gGJDDxYu/9EHkG0PjSeAZEnkEqDweCTeFiU7j6yRy9pF69xB50Qo9ufLdOXJd2bCcypkPrTJtmdJtmdCsiuhUR1YqIaoGDRUpBRLYgIpsRkc2ICEDLvuCAyGahiGa4+GREMzyiGR5+cC3wMLBmeJjiKyHs/a3oB+XAQBRdA0CENSPCWzTDW7QiW5FRbdrRbejYDlwi2zC1xyydY0sWuBcMBjDHQqum42ovkVrmKeyrdN5qWd9Gef9GxcBm5eC1sv6NQs4KuXOJ1Hwl9vzFUxUT3oVDdjl8U1IvIalLL64DFdWqGd6ECG2EhzRonK7XCK7TCK7VCD6ncbJG42S1etBZ9cAq9cBK9QCWegBL7US5un+5+okydf9Sdb9SdT+mhi9T3Zeh4VMC8y3W8KXDfIpgvnSYTyHMpxDuUwD3LoB502Be+TBPKswjD+aZB/PM1fCgaHhQNNzJMCk5Eh6gY9EFcBHhGQ8JOAjCg4zwpGhCIwMQnmSEB1nTA/iYsw8PspasHC2PHC3PV+GhSPYrypJwl9AUygQg3MQyEG4ZcNcMmGsGzDUd5poOc0mDuaSJKldCw4mk4UTUcCKqOxLVHIlqDqkiKapCyar2ySr2ySr2Scq2Qkq2iSIJSjZi8cet449bxR23ijtmFXfMKvaYlbB7P7CMfd8y9n3L2CMW8UcsEw4TTp8s4B/3Lj/uW6nkd1bpRI1ywHnVwFr14AbYqUZ4SAsitFUzrC2reUHZgaQwgCG3wgLqF0wns8OGzvdgDZ6qmzhdPxHXdjGu7eLp+olTdROerEHbEr5uVodmWqtmeptmepsogNuR0muedbLadbLbdbL/EwFcOIiRDmBs2RROHMBVs4Szlwk18wS5ADaWDeCbUgHcddeh565T75bMEmhQAAsb2I2rMIAhtnpWEL3yAezMk21gF0VDYJ7scmg3qAD2gA7gXeCNTS68XfEmWK9Uvw6vWL+2+77fSBjAW1ZCiva7EtWvdADDT5PDTvvdHcz74WbDz9udP293/LzT8fNux8/3O36+3/Hzhx0vPup48TH7xSedLz7pevFp1y8Pu375vPfXzzi/fsH99RHvn494//xS8M+v+/75ZOCfTwZ+ezr42zdDv30z/Pu3I78/G3v53djL78Zffj/+8vuJl8+nXv4w/fKH6Zc/zrz88YIivz0d+GipPCDAW9knufDK5zFD21gqF5XZHj50P7hvx6Z2QY85CQQwMq0ponHi1pfPHz7/TZHPnv/2+Q+A37/44fcvfvz90Y+/P/rx9y9/+v2rn15+9dPLxz+/fPzzyyeAFy+fvHj5zS9/fPPLH9+CPPv1j2e//vGdlP8GkZx/+OxFUv2QZhSDf/eb0suf6MSWaoYVpE18HMm/Y1QyblR2war1roIJsLCBxQFs3nTL5D8RwKIGlq/ffQNY+pVI4gAGiOfAJaKXIUkFMLBeegnFXNIpXdIpvYouW8aUr+hVrOqz1vQr17BVwiHw/4UAviYCHcD7vrUIFMAHa2CoAIZq4M2D1+/ec+A9A3hdv2xddg4MGcCgDIYIYDpUAB/8YeBXCOBFTdoCQp5cAAsbmHoFQZ1HUIWroGUDmC4MYJntoF8lgIUMGIoCeF0cwHgGMCUGFkKvGJQsGxQv4egLuMJ5XMFlLG1Wn3pRP3dGjzKJzhnXzRrVyRxGpQ8i0waQpAEtUp9Wap9mqmAPWtIUXpMCXNCnKSK5iyhAyktVLIWvlcLXSuZpJvM0k7iIJA4ikYNI5MATeyUSxHrgCd0S8XLiugAwGbFdsNhOiRhZGjEde2oXOiPWBjvTDjvTDotph8d0IGI7NePYWvFdyMRu7aRenWQOOpWLIfL0SHw9okCfJNAn9WHT/jQBNk2AJcnS3xsRSuq++HoSPEwKD53MRSdxdBN7dRJ6tBN6UPHdyLguzTOdiOgORHQHPKodHtUOi2yHRbZJaxWKaNWA1iatVSMcitQtLRoRLdCX7SEM0AYcqIOFHxjoLg3FpH48FFKLPA2xsFZYeCs8og0R2Y6M7tCNY2OTugmpHPNMviN10Lt47CRrOvrcbErzApm9TOevlw9cZw3dqBq5WT16q2r4JkOwmd+7mtVxNbHhSmjVjG/xmD2l3yydi0/uwcR1IqPa4GHNsJBmjdON6qcaVE/Wq56sUz1Zqxp0XjWoRjWwWjXwrEpAlcqJSpUTlSr+FSp+Far+5ap+Zap+ZSp+paq+paq+DFUfhpovQ823RN2HruZLV/cpUvcuUvcuVPcuVPeiqXvR1Dzz1Tyoah556p5UdY88dY9cNXeK+j7I6u5kDXeKIjBFPCgwj1wowFcUuAcF7g6QimdICHeKNFGKA7G9J02PHE2PHE13IcSryVYEDiEL7pYFc8uEAf+6SnPJ1HDJ0HBJ13BJ13BOVxdKU3dKU3dKU3NKU3MiqTmKOBBVHYiqDqmqDqkqDqkqDqnK9ilKYrYpSrbJIInHbYSO2SQetUoQiT9qFX/UEhD3gWXc+5Zx71vGHbGMF0k8Ypl42DA0tHgwnDkcVTZ2pmIi4exMcs2F1NpLafVzGY1XMhrnM5vms5oXs1oWlR1If4ETm0FaJA5Qv1LShDQhAQEsM/4F0ldUv/s0cHYHKrsTlcPWzmFrk7u0Kd3auT06eb26kAFcLBXAWJkArpYL4EaZAL75SgEMrHkWB7CrKIBdZAJYvoH/AwG868LflWpg3q7MEFh4LNh/COwu2HXj77jyd1xEQ2BwAL9C/fZsg+tXYQB37xXANtABvPVKAWzedhMRUXDMNvB9E7cjxq5HjF2PGLsIGbkcMXJ5z9D5PYLTewSn9wiOgHfxDu8a2L9rYP8uzg5wGGd7GGtzGGtzWN8a8I6e1Tt6lsJ/MRbCfxV7G+RdI1fVwEx83aZGKA1+pkw7p0eHwtHJ4+nSBvTLZgiN14EAxjdcQ2W0qYfmq5xIU/EnqfiTlH2Jyr6pyj4pyt7Jyt5JSp4JSp7xSh5xSu6xx91jldxijrtGH3eJOu4Sedw58rhzxHGn8GOOYcccQo87hB5zOH3M4fQx+9PH7IKP2p4Usgk8ahN41DrwqHXAQSi7RSPjKk2bbig5hat6xGlFM7G5HBxVgC8aMq64ZNlyWy6AZYkC+DYQwEbCAL6GrdnUr9kUBfCGfACjK9fQBwngslcNYFEGM6UbGLwQWkEAoxhL2syrOqVXdUqX0WUrmPJVvYo1fda6fqU4fUVLoP9jjwFfkyFZ0nzgBv5PBTBEErM28axNAmsDTKZ4Ib6qWMdXrOMrNgB7BvC6KIDX9cvWZN+HJJ2+wqeCS5bR/3YAo4qWkNLvBEYW/vsBvIDIX5B/DBie//9NAAMNzJRu4OJlHH0JV7SAK5rHFlzWz5/Vy7uAyZ3WJU/pZI+jMse0MkY004c104YQpEEEcQC+JwSxH5F6MESwAU0x0oAWGFFGvywgoVMEiJQ+RLIAnsyHJ/HhSXxYEheWyIUlcjUSuRoJYByRXlnxPbLiwLolYuV1qcey1WMgdULSiGFrxLBhsWxYbBc8rhse34NI6NVK6kUmc1HJPJ1UPpoowJD6MKQ+vbR+vbR+/fSBPylNXr9+Wr+eCAZAgkKEpicHkyqBFurTTenTTRboJPG1E3moBC4ygasV36sZ1wOP6YKdYcOi2RrRnRrRnepRnepRHRKRgHYpETI65KlFtEOIbFeLhDoPKVyRDrXwDrUwQLsQ5DXQZK6RuzfsVbVJhIqEtauHtWuEt8MiOhBRnajYLnRCDzaZY5wusM0dci8aDyifCa+ZS2pazOlapQuuVQzdqhq9UzN+t25q69zEvYqhW3T+tdyeNWLr1ciaOX/mlCN12DxTQEjlYuK7taI6YOGtGqGt6iHNqqeaVIIbVYIbVILrVU7WqZysVQk6pxJYoxxYrRxwVjmgStm/UtmvStm/UsWPpeLHUvGrUPEtU/EtVfUpVfVlqvky1XxK1HxL1HyK1Xzo6j50Ne8iNa9CNa8CNU+amgdN1SNfzZOq5pGv5kFVc887CHX3XHX3PEgaIjIfNTzyYIoJv3XPg7nnwtwhO1mae67kYjCPXPheKHCp0pZHlpNzcDB5btkaYq5ZGq5Z6q5Z6q6Z6q6Z6i6ZamLOYulqTulqTumqTumqTmkqjmkqjiQVR5KKA0kZRMmBqGRPVLJPVbJPVbJLVbJNPW6bAjhmm3LMNvmoTfJRm6SjNklHrROPWkn5wDLxfcsEwBGJxCOWiUcsk45YJh02Dj9sEvGuadS7pmfeMztzxCLuiEXc+1aJH1gnHbNJPm6betwuVcmBpOyQpmSX8n8AyWSvUKqFC0sAAAAASUVORK5CYII=" width="400" /&gt;&lt;/a&gt;Morning/Afternoon spi trade... not concentrating too much on the markets Durring SPI cash session as I have a day job during that time.&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;This trade was initially triggered by a stochastic dip below 5 (shown by blue arrow on stochastics)&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;Position added to as price approached and bounced off marked historical resistance (Dotted Redlines are inherited from the Hourly chart), Profit target caclulated as first historical upside resistance, coupled with price level where stochastics first hit that 5 OS level.&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-327102659111177781?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/327102659111177781/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=327102659111177781' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/327102659111177781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/327102659111177781'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2012/02/morningafternoon-spi-trade.html' title='Morning/Early Afternoon SPI trade 010212'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-1213078685283402617</id><published>2012-01-31T22:00:00.003+11:00</published><updated>2012-01-31T22:00:41.180+11:00</updated><title type='text'>DAX Congestion</title><content type='html'>I tried to short the dax&amp;nbsp; over the last couple of hours to minimal profit...&lt;br /&gt;&lt;br /&gt;Start of trade. looking for more shortside around 50%&lt;br /&gt;Breakev n on red bar as stop&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-wj50rp2CIEA/TyfJKhDGFNI/AAAAAAAABR4/S7gij90Hpug/s1600/DAX+sccalping+5+min.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-wj50rp2CIEA/TyfJKhDGFNI/AAAAAAAABR4/S7gij90Hpug/s320/DAX+sccalping+5+min.gif" width="319" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Stopped out&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-kvIPA9vG8Ro/TyfJQuTfUHI/AAAAAAAABSA/yCv9L7bBBaA/s1600/DAX+sccalping+5+minOut.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="254" src="http://2.bp.blogspot.com/-kvIPA9vG8Ro/TyfJQuTfUHI/AAAAAAAABSA/yCv9L7bBBaA/s320/DAX+sccalping+5+minOut.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Blah Congestion...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-mxopY1CY4p8/TyfJZTh8sZI/AAAAAAAABSI/zYfAFO0heyg/s1600/DAXCongestion5min.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="189" src="http://2.bp.blogspot.com/-mxopY1CY4p8/TyfJZTh8sZI/AAAAAAAABSI/zYfAFO0heyg/s320/DAXCongestion5min.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-1213078685283402617?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/1213078685283402617/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=1213078685283402617' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/1213078685283402617'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/1213078685283402617'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2012/01/dax-congestion.html' title='DAX Congestion'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-wj50rp2CIEA/TyfJKhDGFNI/AAAAAAAABR4/S7gij90Hpug/s72-c/DAX+sccalping+5+min.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-8435880090606116055</id><published>2012-01-30T23:16:00.003+11:00</published><updated>2012-01-30T23:16:43.099+11:00</updated><title type='text'>Just One Good DAX Trick trade...</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;When played well an opening trick trade for the DAX can pay ok.&lt;br /&gt;&lt;br /&gt;This time it worked in my favour.&lt;br /&gt;Buys are marked by green arrows Column of sells (red arrows) denotes where/when the trade was closed in profit.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-iUEwMpXuVT0/TyaHXUvCwgI/AAAAAAAABRw/CIzBvlWk4eQ/s1600/DaxTrickTradewithHistory.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="231" src="http://1.bp.blogspot.com/-iUEwMpXuVT0/TyaHXUvCwgI/AAAAAAAABRw/CIzBvlWk4eQ/s400/DaxTrickTradewithHistory.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;The DAX trick trade is based on IGMarket data. They are market makers who often make prices on the underlying futures instruments even when said instruments are in cash close.&lt;br /&gt;&lt;br /&gt;This MAY be the reason these trick trades seem viable.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;The Gist of the Good DAX Trick trade is:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Mark the level of price on OPEN of the 18:10 AEDST 5 min bar...&lt;/li&gt;&lt;li&gt;Observe price at the open of the18:30 5 minute bar&lt;/li&gt;&lt;li&gt;trade in the opposite direction.&lt;/li&gt;&lt;li&gt;(meaning trade with the expectation that the 16:10 price will be hit.) &lt;/li&gt;&lt;li&gt;Profit target the original price level (less spread) at 16:10&lt;/li&gt;&lt;/ol&gt;&lt;br /&gt;&lt;br /&gt;If done well situations like tonight can be seen as opportunities to add appropriately as a trade goes against one, for some rather stellar returns.&lt;br /&gt;&lt;br /&gt;Learning how to add appropriately I still don't have sorted but in this particular trade&amp;nbsp; distracted myself for 30 minutes at a time between adding to the position.&lt;br /&gt;&lt;br /&gt;By distracting myself whilst the position (eventually) came good I was able to reap full benefit of the trick trade.&lt;br /&gt;&lt;br /&gt;By distracting myself as the position (initially) went against me, I was able to hold back from adding at inappropriate times.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-8435880090606116055?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/8435880090606116055/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=8435880090606116055' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/8435880090606116055'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/8435880090606116055'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2012/01/just-one-good-dax-trick-trade.html' title='Just One Good DAX Trick trade...'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-iUEwMpXuVT0/TyaHXUvCwgI/AAAAAAAABRw/CIzBvlWk4eQ/s72-c/DaxTrickTradewithHistory.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-8350137734246044679</id><published>2012-01-30T22:48:00.000+11:00</published><updated>2012-01-30T22:57:32.906+11:00</updated><title type='text'>Summary of SPI Trades and interday price machinations</title><content type='html'>Summary of SPI Trades and interday price machinations&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Complete marked up 5 min chart at end of day for SPI&lt;/b&gt;&lt;br /&gt; &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-AOmZpWjHZsM/TyaEppRAHpI/AAAAAAAABRo/_WqKpmXU9SI/s1600/Complete+5+min+chart+day3001.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="235" src="http://1.bp.blogspot.com/-AOmZpWjHZsM/TyaEppRAHpI/AAAAAAAABRo/_WqKpmXU9SI/s400/Complete+5+min+chart+day3001.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;This shows a bit of historical data from the previous trading session and includes (too much) detail of what I was looking at as day unfolded.&lt;br /&gt;&lt;br /&gt;Badly enough, primarily due to that three position short stop out marked by the column of green up arrows, all trading for the day resulted in around 6 dollars in loss.&lt;br /&gt;I've detailed a couple of trades as they occurred along with the analysis markings as they were placed on the charts&lt;br /&gt;&lt;br /&gt;&lt;b&gt;5 minute to the shortside Actual Trading not so well played&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-HNcdRB53IwQ/TyaCgLwHPtI/AAAAAAAABRA/Bi4vcxVt9Bc/s1600/Trade15min.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://2.bp.blogspot.com/-HNcdRB53IwQ/TyaCgLwHPtI/AAAAAAAABRA/Bi4vcxVt9Bc/s320/Trade15min.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-TAM7zEvXLog/TyaCiOqowQI/AAAAAAAABRM/W2xdUf26CX8/s1600/Trade15mincontd.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-TAM7zEvXLog/TyaCiOqowQI/AAAAAAAABRM/W2xdUf26CX8/s320/Trade15mincontd.gif" width="297" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-jturT40_Acs/TyaChIKRXUI/AAAAAAAABRI/tdk7WeuSikY/s1600/Trade15mincmplete.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="210" src="http://1.bp.blogspot.com/-jturT40_Acs/TyaChIKRXUI/AAAAAAAABRI/tdk7WeuSikY/s320/Trade15mincmplete.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Another 5 minute trade on SPI&lt;/b&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-C0PlhbvsjKs/TyaCcTq5w0I/AAAAAAAABQo/2OS0IlL4c1k/s1600/Trade2_5min.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="250" src="http://2.bp.blogspot.com/-C0PlhbvsjKs/TyaCcTq5w0I/AAAAAAAABQo/2OS0IlL4c1k/s320/Trade2_5min.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-W_MH8WBRSMI/TyaCdexDxyI/AAAAAAAABQw/kFr7JdSLLQs/s1600/Trade2_5minStoch+Pipped+95.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://3.bp.blogspot.com/-W_MH8WBRSMI/TyaCdexDxyI/AAAAAAAABQw/kFr7JdSLLQs/s320/Trade2_5minStoch+Pipped+95.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-bO7m9-a72YM/TyaCezLCuiI/AAAAAAAABQ4/n_xH_iPQ084/s1600/Trade3_5min.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="281" src="http://4.bp.blogspot.com/-bO7m9-a72YM/TyaCezLCuiI/AAAAAAAABQ4/n_xH_iPQ084/s320/Trade3_5min.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-8350137734246044679?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/8350137734246044679/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=8350137734246044679' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/8350137734246044679'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/8350137734246044679'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2012/01/spi-trades-and-interday-machinations-5.html' title='Summary of SPI Trades and interday price machinations'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-AOmZpWjHZsM/TyaEppRAHpI/AAAAAAAABRo/_WqKpmXU9SI/s72-c/Complete+5+min+chart+day3001.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-9046147621527290510</id><published>2012-01-30T11:11:00.003+11:00</published><updated>2012-01-30T12:03:36.719+11:00</updated><title type='text'>Intraday Trade 1 SPI</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-PXmuM-xAjmc/TyXfm0FILnI/AAAAAAAABP4/SDoECy8ZICI/s1600/Trade15min.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="331" src="http://3.bp.blogspot.com/-PXmuM-xAjmc/TyXfm0FILnI/AAAAAAAABP4/SDoECy8ZICI/s400/Trade15min.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;As per the Downside trade plan mentioned in below post... Sold on Price break and close below 5 MA.&lt;br /&gt;Ideal plan would be to open on three contrects sold seperately.&lt;br /&gt;Profit take 1 on touch of 21 MA Wait for retest of 5ma to adjust stop&lt;br /&gt;Profit take 2/ move stop on Red Trendline touch. &lt;br /&gt;&lt;br /&gt;Final target for 3 bottom of range/ B/e +&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Actual Trade:&lt;br /&gt;&lt;br /&gt;Note to self.. When using multiple contracts, open each one as an individual position so stops and limits can be set per contract.&lt;br /&gt;&lt;br /&gt;Details of intraday plan were too slow... so it wasn't there to follow while price action did its stuff&lt;br /&gt;So trade went as follows&lt;br /&gt;Bought two at marked level closed 1 on 21 MA, closed 2 too early on a profit limit on original contract.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Did not start with sell of three so Only 9 points&amp;nbsp; +ve.&lt;br /&gt;&lt;br /&gt;Price action 10 mins later:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-A2BuUT3b_YA/TyXjghYG7NI/AAAAAAAABQA/oqNjHxRyUH4/s1600/Trade15mincontd.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-A2BuUT3b_YA/TyXjghYG7NI/AAAAAAAABQA/oqNjHxRyUH4/s400/Trade15mincontd.gif" width="371" /&gt;&lt;/a&gt;&lt;/div&gt;Note a more solid trade plan would have seen a better capture :)&lt;br /&gt;&lt;br /&gt;Looking at stochastics as we come to the bottom of the range mentioned in the start of the post... on this instrument and this timespan, using an os level of 5 is often a good entry level for a bounce trade...&lt;br /&gt;&lt;br /&gt;Resistance appproaching... Stochs in OS... hmmmm longside soon? :)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-xn5mCC2ze0E/TyXkq8H7o-I/AAAAAAAABQI/qkEzid7rbhk/s1600/Trade15mincmplete.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="262" src="http://4.bp.blogspot.com/-xn5mCC2ze0E/TyXkq8H7o-I/AAAAAAAABQI/qkEzid7rbhk/s400/Trade15mincmplete.gif" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;Initial downside tradeplan target complete&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;SPI 5 min at Midday&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-YhL1HpVDn0c/TyXr_RlNaDI/AAAAAAAABQQ/CbG3y42HQ_Y/s1600/5+minute+chart+Midday.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="237" src="http://3.bp.blogspot.com/-YhL1HpVDn0c/TyXr_RlNaDI/AAAAAAAABQQ/CbG3y42HQ_Y/s400/5+minute+chart+Midday.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;SPI Hrly at midday&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-eu_2vuNjDcc/TyXsLdI_LHI/AAAAAAAABQY/xuVp4i_FSOs/s1600/hrly+at+Middday.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="235" src="http://4.bp.blogspot.com/-eu_2vuNjDcc/TyXsLdI_LHI/AAAAAAAABQY/xuVp4i_FSOs/s400/hrly+at+Middday.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-9046147621527290510?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/9046147621527290510/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=9046147621527290510' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/9046147621527290510'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/9046147621527290510'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2012/01/intraday-trade-1-spi.html' title='Intraday Trade 1 SPI'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-PXmuM-xAjmc/TyXfm0FILnI/AAAAAAAABP4/SDoECy8ZICI/s72-c/Trade15min.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-8411339492183006412</id><published>2012-01-29T22:57:00.000+11:00</published><updated>2012-01-29T22:57:54.001+11:00</updated><title type='text'>Top Down Analysis 290112</title><content type='html'>SPI&lt;br /&gt;Weekly big Picture &lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-r-rpgeIA5eI/TyUr4iv8xHI/AAAAAAAABPQ/pQRsdlE70D0/s1600/Weekly290112.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="226" src="http://4.bp.blogspot.com/-r-rpgeIA5eI/TyUr4iv8xHI/AAAAAAAABPQ/pQRsdlE70D0/s400/Weekly290112.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;Since the initial decline starting in 2007,,, the index has made a weak bounce and failed to hold above 50% of the initial decline, since the March 2009&lt;br /&gt;&lt;br /&gt;Current MACD and Stochastic cycles at this time suggest Upside is still valid... and to satisfy the potential of these indicators another 700 points from current is possible.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;SPI Daily Big Picture&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-TjhEYxkksgU/TyUtrS5IJ3I/AAAAAAAABPg/v6LEFCOdc9M/s1600/Dailyy290112.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="242" src="http://4.bp.blogspot.com/-TjhEYxkksgU/TyUtrS5IJ3I/AAAAAAAABPg/v6LEFCOdc9M/s400/Dailyy290112.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;Price is currently contained in a mildly upsloping channel...marked in black and drawn on the weekly.&lt;br /&gt;&lt;br /&gt; Price action since the October lows Could be described as being in a pennant or triangle...The Green Arrow shows the length of the initial price surge..&lt;br /&gt;If a pennant or triangle, the breaking of the marked red trendlines seems to suggest upwards movement will enventuate.&lt;br /&gt;&lt;br /&gt;Stochastics are high in the overbought area but there is room for an extreme...&lt;br /&gt;Stochastics are hinting some caution to the upside with a lower High near the exrteme overbought area... &lt;br /&gt;&lt;br /&gt;SPI Hourly&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-dUOt74Gjtqg/TyUvgFsh0YI/AAAAAAAABPo/JE6fcbsHpHI/s1600/Hourly290112.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="233" src="http://3.bp.blogspot.com/-dUOt74Gjtqg/TyUvgFsh0YI/AAAAAAAABPo/JE6fcbsHpHI/s400/Hourly290112.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Price has been making a steady advance and momentum is weakening&lt;br /&gt;The advancing structure is overlapping... &lt;br /&gt;Personally I beleive price is biding its time before a rapid move in either direction... Right now I beleive that rapid direction has a high chance to be up.&lt;br /&gt;&lt;br /&gt;Between 4500 and 4700 is my current target upside.&lt;br /&gt;&lt;br /&gt;Downside,... god bless us all if the current congestion (last 6 months) is setting up for a ne leg down in the second half of 2011.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-8411339492183006412?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/8411339492183006412/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=8411339492183006412' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/8411339492183006412'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/8411339492183006412'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2012/01/top-down-analysis-290112.html' title='Top Down Analysis 290112'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-r-rpgeIA5eI/TyUr4iv8xHI/AAAAAAAABPQ/pQRsdlE70D0/s72-c/Weekly290112.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-1353205228862646803</id><published>2011-11-16T23:25:00.001+11:00</published><updated>2011-11-16T23:29:53.948+11:00</updated><title type='text'>Counting Daily SPI Bars... n Symmetry n stuff</title><content type='html'>Taking a squizz at the SPI Daily...&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-gAwetIJzj40/TsOsDOooSPI/AAAAAAAABO0/aAAzPYJPmnk/s1600/Symmetry+on+SPI.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-gAwetIJzj40/TsOsDOooSPI/AAAAAAAABO0/aAAzPYJPmnk/s400/Symmetry+on+SPI.jpg" width="396" /&gt;&lt;/a&gt;&lt;/div&gt;17 bars on one side of the peak, 17 bars just completed on t'other...&lt;br /&gt;&lt;br /&gt;Few hundred points Up or Down in the next coupla days?&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ref previous post for the direction I'm reckoning...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Nothing is certain... Just sayin'&lt;br /&gt;&lt;br /&gt;;)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-1353205228862646803?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/1353205228862646803/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=1353205228862646803' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/1353205228862646803'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/1353205228862646803'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2011/11/counting-daily-spi-bars-n-symmetry-n.html' title='Counting Daily SPI Bars... n Symmetry n stuff'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-gAwetIJzj40/TsOsDOooSPI/AAAAAAAABO0/aAAzPYJPmnk/s72-c/Symmetry+on+SPI.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-4300829137826082287</id><published>2011-11-14T07:05:00.001+11:00</published><updated>2011-11-14T08:40:34.692+11:00</updated><title type='text'>SPI - Three Peaks Domed House... Domed House Three Peaks</title><content type='html'>The three peaks domed house pattern, as found n documented by George Lindsay in the mid 1900's (which included a bunch of iterations from BEFORE that time) appears to be taken by the majority of anlaysts as beeing a DJIA only pattern.&lt;br /&gt;&lt;br /&gt;Yet... on the SPI or futures contract for the ASX200 index (Australian top 200 companies by market capitalisation) over the last couple of years, this 28 point complex pattern appears to have occurred.&lt;br /&gt;&lt;br /&gt;I did a bit of a "final Summary" of this occurrence in this post &lt;a href="http://winkinatcha.blogspot.com/2011/09/three-peaks-domed-house-pattern-on-spi.html" target="_blank"&gt;here&lt;/a&gt;, most interesting thing to me being that a predictive part of the pattern, that the high would occur at a set time after the halfway or 14th point of the pattern pretty much panned out, the predicted time for the high was ONE WEEK before the actual high... out by 1 week over 100 plus weeks of pattern... that's a pretty good margin of error in my book.&lt;br /&gt;&lt;br /&gt;Bulkowski, at &lt;a href="http://thepatternsite.com/3peaksdome.html" target="_blank"&gt;his pattern site&lt;/a&gt;, goes into a bit of detail about George Lindsay's pattern...&lt;br /&gt;&lt;br /&gt;At the very bottom of Bulkowski's description,&amp;nbsp; there is a mention of a mirror pattern, the &lt;a href="http://thepatternsite.com/3peaksdome.html#TDHATP" target="_blank"&gt;Domed house 3 peaks...&amp;nbsp;&lt;/a&gt;&lt;br /&gt;Another George Lindsay pattern.&lt;br /&gt;&lt;br /&gt;Here's the chart for that pattern from bulkowski's site...&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-NLlG33Ab1ug/TsAnJma1AUI/AAAAAAAABNk/jSRFbAi-Bfc/s1600/DomedHouseThreePeaks.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="307" src="http://4.bp.blogspot.com/-NLlG33Ab1ug/TsAnJma1AUI/AAAAAAAABNk/jSRFbAi-Bfc/s400/DomedHouseThreePeaks.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;and here's the current daily chart for the SPI&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-HfeuPhSHQxo/TsAoB4RASnI/AAAAAAAABNs/ap1HfZlxGR8/s1600/DomedHouseThreePeaks.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-2JukGELaWvc/TsAoafAP-iI/AAAAAAAABOE/rh2Oral00e0/s1600/3peaksdomedhouseonspi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="238" src="http://4.bp.blogspot.com/-2JukGELaWvc/TsAoafAP-iI/AAAAAAAABOE/rh2Oral00e0/s320/3peaksdomedhouseonspi.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/-aHs_jwr8T8A/TsAoFJWpZsI/AAAAAAAABN0/fVJ8PScEbco/s1600/3peaksdomedhouseonspi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;Being a futures contract (and being a market maker's representation of a futures contract with 24 hr data) extremes at various points are pretty extreme. So bearing that in mind, and looking slightly crosseyed at this chart, I reckon a correlation between point 28 on the bukowski/lindsay chart and the SPI chart can be seen.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Looking at the current spi Daily chart as a LINE chart... and with a bit of license...&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-D1R1fArHbQI/TsAqj_gXSgI/AAAAAAAABOU/RtG71eHPXbs/s1600/3peaksdomedhouseonspLinei.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-D1R1fArHbQI/TsAqj_gXSgI/AAAAAAAABOU/RtG71eHPXbs/s400/3peaksdomedhouseonspLinei.jpg" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;It is not impossible that we could maybe, sorta, ish, be looking at price embarking on that mirror pattern Domed House 3 Peaks now... Suggesting perhaps that Point 2 of the mirror pattern MAY be in place.&amp;nbsp; If so, rough comparison with the equally rough Bulkowski/Lindsay Chart chart suggests price is due for a bit of a splurge back up to the high 4900s in the next few months... to Point three... And so forth as below, if this mirror pattern plays out...&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-TjXonx2XFbY/TsAtY6dJsiI/AAAAAAAABOc/sTmwgo6rO5Y/s1600/DomedHouseThreePeaksSPIWithFuture.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="197" src="http://3.bp.blogspot.com/-TjXonx2XFbY/TsAtY6dJsiI/AAAAAAAABOc/sTmwgo6rO5Y/s400/DomedHouseThreePeaksSPIWithFuture.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;This means that a major war or calamatous natural disaster should break out or occur around about August 2012...&lt;br /&gt;&lt;br /&gt;(Just kidding... but hmmmmm if it happens, remember you heard it first here :) )&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I aint the only analyst suggesting that price is on an upsurge...&lt;br /&gt;... n here's some other stuff which MAY support the conjecture...&lt;br /&gt;&lt;br /&gt;Here's the Daily SPI (IGMarkets representation) looking at localised price. &lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ghHaV0dVu1Q/TsAxJJE9AXI/AAAAAAAABOk/nuu1PzWYEsc/s1600/Daily14Nov.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="282" src="http://4.bp.blogspot.com/-ghHaV0dVu1Q/TsAxJJE9AXI/AAAAAAAABOk/nuu1PzWYEsc/s400/Daily14Nov.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;First up, Ellipse on MACD...&lt;br /&gt;&lt;br /&gt;That was a Buy Signal for this timespan... Higher lows on MACD whilst Price made lower lows, followed by a break up and hold above the zero line.&lt;br /&gt;&lt;br /&gt;Now according to my esoteric MACD analysis, this trend UP as per the daily continues until an oppposite SELL signal appears via the MACD.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;(opposite being Lower High on MACD whilst price makes a Higher High.&lt;br /&gt;With current levels occurring on price and bearing the position of the MACD in mind, it is not impossible that a quick splort to the upside by price, say up to that dashed red thin line representing the 200 period moving average, would satisfy a sell signal... Round about the 4500 level...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;BUT...at this stage I am contending it is unlikely that that will be the level at which price stalls n fails... sure a stall can be expected, that 200 period MA is a biggy in the minds of a lot of traders.&lt;br /&gt;&lt;br /&gt;Coupla things...&lt;br /&gt;&lt;br /&gt;A declining 200ma like we currently have, is oft an initial barrier BUT also tends to be just that.. an initial barrier and then whammo price pops through and remains abovce the 200 MA n in fact runs away from it.&lt;br /&gt;&lt;br /&gt;The ellipsed area on price, and all them Arrows populating the Ellipse are there to highlight a potential of a symetrical pattern occurring... with the Mirror image being centred around the time area of the head of the dashed Horizontal Blue arrow.&lt;br /&gt;&lt;br /&gt;The Green Mostly vertical arrows give an Equal Measure Move for a potential upper price area based on the leftmost Green arrow.. and the Solid Blue gives a rough Time based idea of WHEN this upper level might occur.&lt;br /&gt;&lt;br /&gt;All HIGH CONJECTURE... &lt;br /&gt;&lt;br /&gt;the thick horizontal light blue line on price marks the bottom of a purty strong resistance area... with the current level of the 200 MA at an even stronger historical restance area that was bounced off three times (march, June n July of this year) befor the break down in august this year... &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Anyways... Here's the potential I am seeing, relating back to an oft occurring pattern of "mine" the "&lt;a href="http://winkinatcha.blogspot.com/2010/11/hmmm-interesting-pattern.html" target="_blank"&gt;elongated S&lt;/a&gt;"&lt;br /&gt;&lt;br /&gt;Kinda sorta something like this (as marked by dotted red lines)&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-CW4ifHJVIM4/TsA28lMBfiI/AAAAAAAABOs/V-4_oHqBiPg/s1600/ElongatedSDaily.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="308" src="http://1.bp.blogspot.com/-CW4ifHJVIM4/TsA28lMBfiI/AAAAAAAABOs/V-4_oHqBiPg/s400/ElongatedSDaily.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;So Santa Rally till around 3 days B4 Christmas... Nice :)&lt;br /&gt;&lt;br /&gt;;)&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-4300829137826082287?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/4300829137826082287/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=4300829137826082287' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/4300829137826082287'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/4300829137826082287'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2011/11/spi-three-peaks-domed-house-domed-house.html' title='SPI - Three Peaks Domed House... Domed House Three Peaks'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-NLlG33Ab1ug/TsAnJma1AUI/AAAAAAAABNk/jSRFbAi-Bfc/s72-c/DomedHouseThreePeaks.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-3841886068470558954</id><published>2011-09-30T08:04:00.002+10:00</published><updated>2011-09-30T08:07:17.422+10:00</updated><title type='text'>SPI view Fri3011AEDST</title><content type='html'>SPI overview...&lt;br /&gt;&lt;br /&gt;Note I am using the charts provided by IGMarkets so they are a market maker's representation of the underlying spi (ASX200 futures) contract... as such prices will be at different levels to the actual contract but movements are the same)&lt;br /&gt;&lt;br /&gt;Hourly Chart&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-w0KF7zp3wvo/ToTlmYd8X3I/AAAAAAAABM4/dreLq9Xmfs0/s1600/Hrly30Sept11.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="271" src="http://1.bp.blogspot.com/-w0KF7zp3wvo/ToTlmYd8X3I/AAAAAAAABM4/dreLq9Xmfs0/s400/Hrly30Sept11.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;After a minor high from the start of september, price has completed 5 distinct waves down (Red Wave Counts in Purple Channel) during this month. &lt;br /&gt;&lt;br /&gt;Price action during this down trend has been corrective, with overlapping highs and lows.&lt;br /&gt;&lt;br /&gt;The bottom of the 5th wave gave a MACD based Uptrend signal which would be consistant with termination of this trend.&lt;br /&gt;&lt;br /&gt;In an idealised world, 5 waves down would be followed by 3 waves up or an ABC style Correction to the main trend. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Localised Price Action (Hourly Zoom)&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-V8GibUS9doQ/ToTo9ftqd4I/AAAAAAAABNI/HVqJbjethQk/s1600/Hrly30Sept11zoom.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="251" src="http://2.bp.blogspot.com/-V8GibUS9doQ/ToTo9ftqd4I/AAAAAAAABNI/HVqJbjethQk/s400/Hrly30Sept11zoom.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/-SDCb3aJtlt4/ToToT2xu5yI/AAAAAAAABNA/MkphiBJvSSU/s1600/Hrly30Sept11zoom.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-SCzJ61rzZ9U/ToTndpwHkVI/AAAAAAAABM8/wvGN2BCI-yU/s1600/Hrly30Sept11zoom.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;An inital strong burst up from the 5th wave low and the MACD Uptrend signal has been followed by a corrective 5 wave down trend (small red wave counts in Black Downsloping channel).&lt;br /&gt;A MACD based Continuation signal appears to have occurred in the last two trading days, suggesting completion of a B wave. This continuation signal has occurred at a retracemetn level of between 50 an 61.8 percent retrace of the marked A wave, an oft good launching area for a wave C or wave 3 up.&lt;br /&gt;&lt;br /&gt;Final action on the US markets was strongly up in the last 2 hours.&lt;br /&gt;&lt;br /&gt;This suggests that INITIALLY from futures open some s/t downsid will occur.&lt;br /&gt;&lt;br /&gt;The 38.2 % retrace level , around 4000 on this chart appears to be an interesting level of support, as does the 4040 Resistance level, equivalent to the 23.6% Fibb retrace, roughly coincident with the marked black channel.&lt;br /&gt;&lt;br /&gt;A friday combined with End of month could well see some great intraday volatility.&lt;br /&gt;&lt;br /&gt;Good Luck n Let the games commence :)&lt;br /&gt;&lt;br /&gt;;).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-3841886068470558954?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/3841886068470558954/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=3841886068470558954' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/3841886068470558954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/3841886068470558954'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2011/09/spi-view-fri3011aedst.html' title='SPI view Fri3011AEDST'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-w0KF7zp3wvo/ToTlmYd8X3I/AAAAAAAABM4/dreLq9Xmfs0/s72-c/Hrly30Sept11.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-6967116366137519142</id><published>2011-09-24T21:31:00.001+10:00</published><updated>2011-09-24T21:46:06.106+10:00</updated><title type='text'>Three Peaks Domed House Pattern On SPI (Revisited)</title><content type='html'>Hmmmmmmmmmmmmmm&lt;br /&gt;&lt;br /&gt;from late 2010 I began writing posts and bringing to peoples attention a very complex pattern called the three peaks domed house pattern that I conjectured was potentially playing out on the SPI... I kept following this pattern with sporadic updates from around point 10... search this blog for "Three Peaks Domed House" for all the posts...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I finally gave up on the thing around mid march, after point 22 appeared to break the pattern...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;this (I think) was the last post on it === &lt;a href="http://winkinatcha.blogspot.com/2011/02/three-peaks-domed-house-on-spixjo.html"&gt;Last post here&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Just prior to a dip in price which took out the perceived point 22 &lt;br /&gt;&lt;br /&gt;A rough mapped out conjecture I drew at the time was this&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-5GGV1vvVeMI/TWo1tZhht9I/AAAAAAAAA94/PALr4Eq1zDg/s1600/ConjecturedFutureMoves.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="228" src="http://1.bp.blogspot.com/-5GGV1vvVeMI/TWo1tZhht9I/AAAAAAAAA94/PALr4Eq1zDg/s320/ConjecturedFutureMoves.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;I JUST noticed something uncanny, looking specifically at the marked thin verticle line and brown arrow on this chart... via information on the pattern calculating from the low of point 14, the predicted high date would occur 7months and 10 to 12 days after that number 14 low... In reality the high occurred 7 months and &lt;b&gt;17&lt;/b&gt; days after that date....&lt;br /&gt;&lt;br /&gt;That's not too bad a margin of error considering this pattern was discovered by George Lindsay around the mid 1900s from his observations of the Dow Jones Industrial average, and this patttern had/has formed from early 2009 on the Australin ASX200&lt;br /&gt;Anyways... check this Just renumbered daily chart&lt;br /&gt;&lt;br /&gt;Full pattern:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-oQl3ij1IRnQ/Tn2-lsngZBI/AAAAAAAABMw/AdDMkwinerw/s1600/3peaksDomedHouseComplete.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="164" src="http://1.bp.blogspot.com/-oQl3ij1IRnQ/Tn2-lsngZBI/AAAAAAAABMw/AdDMkwinerw/s640/3peaksDomedHouseComplete.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;And zoomed in a bit on th eleft hand side to elongate the y scale to fit in with the last conjecture shown From February 2011 above:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-HYpyGt9Y8-U/Tn2_QMcPOQI/AAAAAAAABM0/eralUzde5YQ/s1600/3peaksDomedHouseCompleteZoom.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="242" src="http://1.bp.blogspot.com/-HYpyGt9Y8-U/Tn2_QMcPOQI/AAAAAAAABM0/eralUzde5YQ/s400/3peaksDomedHouseCompleteZoom.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Personally, I think that is pretty Freakin amazing...&lt;br /&gt;&lt;br /&gt;;)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5510818617371223888-6967116366137519142?l=winkinatcha.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://winkinatcha.blogspot.com/feeds/6967116366137519142/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5510818617371223888&amp;postID=6967116366137519142' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/6967116366137519142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5510818617371223888/posts/default/6967116366137519142'/><link rel='alternate' type='text/html' href='http://winkinatcha.blogspot.com/2011/09/three-peaks-domed-house-pattern-on-spi.html' title='Three Peaks Domed House Pattern On SPI (Revisited)'/><author><name>Winkinatcha</name><uri>http://www.blogger.com/profile/13749577818292171063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://3.bp.blogspot.com/_HqBXELoM0iU/SRTIwmZKG7I/AAAAAAAAAAM/dT-tMYI4kV8/S220/GunsMehIPreferKnives1.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-5GGV1vvVeMI/TWo1tZhht9I/AAAAAAAAA94/PALr4Eq1zDg/s72-c/ConjecturedFutureMoves.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5510818617371223888.post-3662840910859660925</id><published>2011-09-24T10:44:00.000+10:00</published><updated>2011-09-25T20:24:04.081+10:00</updated><title type='text'>Transitions</title><content type='html'>Something occurred a few months back that APPARENTLY has enabled me to move from a crap trader (consistant overall negative returns) to a less crap trader (consistant overall positive returns).&lt;br /&gt;&lt;br /&gt;I say &lt;b&gt;apparantly&lt;/b&gt;, cos I've been at this game for roughly 5 years but overall positive, trading returns wise only for roughly 6 months. Many many downs n ups along the way, with the weight towards the downs, many times in the past where I thought I had "got it" only to wipe myself out and prove that I didn't really "have it" at all.&lt;br /&gt;&lt;br /&gt;So perhaps this is but a flash in the pan, albeit the longest flash in my trader career... we'll see.&lt;br /&gt;&lt;br /&gt;this post is about the changes that apparently have set me right &lt;br /&gt;&lt;br /&gt;Now in many ways I beleive my "journey" to positive trader returns has been a helluva lot more complicated than it could have been. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Here are the main things that FINALLY got me sorted. These worked for ME... I am an individual of the human species, some bits of the individual will mean that how I got to where I am are unique and exclusive and nigh impossible for other individuals to take the same path, some other bits related to being a human will mean there is commonality and what works for a majority of humans will work for me and vice versa.&lt;br /&gt;&lt;br /&gt;The following stuff is in order based on my personal views of IMPORTANCE... unfortunately NOT in the order of how my path has occurred. If I had my time again, I'd do it sequentially as below.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;===================================&lt;/span&gt;&lt;br /&gt;Apparently simple, but to me THE FUNDAMENTAL part of being successful is &lt;span style="font-size: small;"&gt;Creation of the true beleif and Steadfast holding to it that &lt;b&gt;trading can provide positive returns&lt;/b&gt;&lt;/span&gt;.&lt;br /&gt;A beleif needs SOME reality for it to "true"..&amp;nbsp; &lt;br /&gt;&lt;br /&gt;There are many parts to this... &lt;br /&gt;&lt;br /&gt;&lt;b&gt;1.&amp;nbsp; Finding the right Senseis, coaches, guiding traders.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;An individual humans learning ability is unique, yet has common parts with other humans. What I needed to learn and how I learnt WILL work for others, but there are faster and slower learners all with specific areas that will work for them.&lt;br /&gt;&amp;nbsp;I tried for years to get other traders to teach me... Many didn't know I was trying to learn, I didn't even know myself... and... these traders were not proffessional teachers or coaches with a track record of succssful TEACHING AND COACHING. &lt;br /&gt;&lt;br /&gt;Finally, I found a couple of paid trading rooms where proffessional trader/coachs worked and proved through live trading and transparent accounts that successful trading was real.&lt;br /&gt;&lt;br /&gt;I have been coached by around 12 proffessional trader coaches.&lt;br /&gt;None of this coaching was directed personally to me but was gained through being present in live trading webinars, watching videos and reading descriptions of the trading that these trader coaches did, consistantly and over many trades.&lt;br /&gt;&lt;br /&gt;This aspect of becoming a successful trader had little to do with specific ANALYSIS techniques.&amp;nbsp;&amp;nbsp; I can happily say that each of the 12 or so used different setups for their trades, different philosophies and different analysis... some aligned and some even at total odds to each other. ALL however proved time and time again through both positive nad negative trades that they had the required to consistantly return positive equity.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;2.&amp;nbsp; Acceptance that Price action "does certain things" time and time again.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Fundamental to "My" beleif that trading can be a successful pursuit. I had to beleive this, HAD TO. This required Dispassionate Observation of the market, Recording the market and&amp;nbsp; recording price action to compare it with future occurences.&lt;br /&gt;Analysis... Seeing correlations between price action now and what occurs after with previous price action and what occurred before. Seeing these actions again, and again&amp;nbsp; and again oops not that time, and again and again ooops and again.&lt;br /&gt;&lt;br /&gt;Without any BS I will state I am a bloody good analyst and have been for quite some time... I am an okay trader... to me, now, getting the analysis right is secondary to getting the trading right, even though they do go hand in hand. THAT focus (concentrating on getting the trading right) has been a big influence on changing my trading to net positive.&lt;br /&gt;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;&lt;b&gt;3.&amp;nbsp; Creating generic Trade Plans&lt;/b&gt;&lt;br /&gt;The percieved repitition of price action through analysis "Price does certain things" time and time again&amp;nbsp; have been translated into Basic "if this happens, do that" style trading "game play" plans.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;EG, for evolving trending price action define areas of support/resistance within the evolving trend,&amp;nbsp; buy/sell support resistance until the trend is done. &lt;br /&gt;&lt;br /&gt;&lt;b&gt;5. Trading to the plans&lt;/b&gt;&lt;br /&gt;Ultimately, my beleif is that success in trading is not random. entering trades "randomly" is therefore outside my beleif. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;6. Enforcing a feedback loop.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Noting at the time of a trade the reasons behind it, then following up AFTER the trade as to what actually occurred.&lt;br /&gt;&lt;br /&gt;I have a propensity to be influenced by my own perceptions... this is not a unique propensity :) Perceptions are BASED on reality but they are not reality. I have found I need to cut through the perceptions. Knwing (noting) the reasons for entry, and then reviewing the ACTUAL outcomes for a trade have POSITIVELY influenced my equity.&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Here's two true examples of why...&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Example 1&lt;/b&gt;&lt;br /&gt;&lt;b&gt;I make a pearler of a trade. &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;I add to a growing negative position. Over a period of time the trade becomes increasingly negative, I make my final additions, sit back and within minutes I am looking at a massive profit.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Example 2&lt;/b&gt;&lt;br /&gt;&lt;b&gt;I blow up an account.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;I add to a growing negative position. &lt;/b&gt;&lt;b&gt;Over a period of time the trade becomes increasingly negative, I make my final additions, sit back and within minutes I am looking at a massive negative position then realised loss when my broker closes me out as I frantically try to close positions or pump more money into my account.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Two DIFFERENT trades, Two apparantly similar techniques,&lt;br /&gt;&lt;br /&gt;Perceptions after example 1... adding to a negative posion is GOOD... I could not have made as big a profit with my current skills n knowledge just by creating the position in the final minutes before the positivity, that specific trade (all to plan) either results in a good little profit early on without an opportunity to add, or a VERY good profit if the opportunity to add occurs.&lt;br /&gt;&lt;br /&gt;Perceptions after example 2... If I had not added to the negative position my loss would have been MUCH less, I got "sucked in", why didn't I listen to all those traders who say never add to a negative position... I blew an account AGAIN, I am a crap trader. &lt;br /&gt;&lt;br /&gt;Reality... the trade in example 1 is a very specific time and price action trade that requires a number of factors to be in place and is a "plunge" technique that I have refined and refined and refined and has proven time n time again to work for me. The trade in example 2 is a "loose" trade, where occassionally" a specific indicator "might" be suggesting a trend change, little certainty behind it and little to suggest it's a definate working solution.&lt;br /&gt;&lt;br /&gt;'Cos I have reviewed Many past trades, I am confidant that example 1 will "work" for me, and example 2 is ultimately a trap that I need to avoid or get out of when I fnd myself in it.&lt;br /&gt;&lt;br /&gt;The feedback loop has reinforced example 1 to the point now that trades based on specifics of that trade plan provide at least half of my daily income from trading.&lt;br /&gt;&lt;br /&gt;The feedback loop has helped me get the hell out of trades like example 2 cos I cant deny that the ducks are lining up for my account about to get a nasty shock.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Ultimately the feedback loop is a form of "journalling". Every truly dedicated trader COACH I have come across cant say enough about journalling ones trades particularly whilst one is learning to trade. I have to agree&lt;br /&gt;&lt;br /&gt;&lt;b&gt;7. Trade review...&amp;nbsp;&lt;/b&gt;&lt;br /&gt;Each days trades are (conveniently thanks to my broker platform) downloaded into excel and reviewed. Fundamental to this is knowing WHY I took a certain trade. I did this cos of this -&amp;nbsp; that occurred, do I want to do that again?&lt;br /&gt;&lt;br /&gt;Disspassionate again. the trades don't lie, so if I entered into a trade for a specific reason, and that trade "worked" I want to be able to do that again... positive reinforcement.&lt;br /&gt;&lt;br /&gt;If the trade didn't work, I want to know why, so can I avoid it in future.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;8. Self Beleif and ownership of my trading plans, style, analysis etc&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;Maybe this should be closer to the top of the list... It's a tough one for me 'cos there are inherent pitfalls and emotional sub texts within.&lt;br /&gt;&lt;br /&gt;Truth is tho, This step could not have occurred without all the other above steps.&lt;br /&gt;&lt;br /&gt;there have been many times along the way where listening to and beleiving self-proclaimed Professional traders would have seen me on the right track a lot sooner, and conversely just as many times when listening to and beleiveing proffessional and other traders was the most head-wrecking and account negative course of action that I took.&lt;br /&gt;&lt;br /&gt;I now have plans and techniques and "systems" in place that work. Many times the stuff I disseminate is COUNTERED by other active traders with their own thoughts presented in apparent dispute of what I am saying. Just a many times active traders I communicate with have thoughts ALIGNED with mine popped up as suggestions for future price action.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;In either case, traders who are not me are trading THEIR accounts, not mine. We are ALL wrong or right at some time. I would contend that there is no way that any other trader is always right, just as much as my own "calls" are NEVER always right.&lt;br /&gt;&lt;br /&gt;Now, if one of my trader "buddies" presents an opposing view, that's fine... or if they are aligned with my view, that's fine too.&amp;nbsp; If they end up being "right" and I was "wrong" that is a great thing, I can look at what they say in hindsight and see if I can work with it in the future.&amp;nbsp; If I am "right" and they are "wrong"... meh no real surprise there, i wouldn't get positive returns by being wrong all the time :) &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Post the Paid Lea
