tag:blogger.com,1999:blog-29491064968059454452024-08-28T17:40:14.789-07:00Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.comBlogger24125tag:blogger.com,1999:blog-2949106496805945445.post-89601245040299625292011-10-04T12:03:00.000-07:002011-12-12T08:09:55.358-08:00<div style="text-align: center;"><b><span class="Apple-style-span" style="font-size: large;"><a href="http://www.box.net/shared/cdj77i7vagdv7g7pprlx">Download Text Book</a></span></b></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-35931201266462332432011-10-04T11:22:00.000-07:002011-12-12T08:09:55.370-08:00<b><span class="Apple-style-span" style="font-size: large;"><u>Lecture 1,2,3 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<a href="http://omerfayyaz.zxq.net/edu/engg/hv1.pdf">Download</a></u></span></b><br /><b><span class="Apple-style-span" style="font-size: large;"><u>Lecture 4,5 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; <a href="http://omerfayyaz.zxq.net/edu/engg/hv2.pdf">Download</a></u></span></b><br /><b><span class="Apple-style-span" style="font-size: large;"><u>Lecture 6 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<a href="http://omerfayyaz.zxq.net/edu/engg/hv3.pdf">Download</a></u></span></b><br /><b><span class="Apple-style-span" style="font-size: large;"><u>Lecture 7,8 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; <a href="http://omerfayyaz.zxq.net/edu/engg/hv4.pdf">Download</a></u></span></b><br /><b><span class="Apple-style-span" style="font-size: large;"><u>Lecture 9,10 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; <a href="http://omerfayyaz.zxq.net/edu/engg/hv5.pdf">Download</a></u></span></b><br /><b><span class="Apple-style-span" style="font-size: large;"><u>Lecture 11,12 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; <a href="http://omerfayyaz.zxq.net/edu/engg/hv6.pdf">Download</a></u></span></b><br /><b><span class="Apple-style-span" style="font-size: large;"><u>Lecture 13,14 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; <a href="http://omerfayyaz.zxq.net/edu/engg/hv7.pdf">Download</a></u></span></b><br /><b><span class="Apple-style-span" style="font-size: large;"><u>Lecture 15,16 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; <a href="http://omerfayyaz.zxq.net/edu/engg/hv8.pdf">Download</a></u></span></b>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-1840330937197364482011-09-12T09:02:00.000-07:002011-12-12T08:09:55.385-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnG0inKGBqhqWrly_Irzit0UJNLrF-_APfrLByXnzPbApJpHioiFTrRdHKfwo91BiNuukEZswB-IRamvYy_8x_x2fzClzRA3Hgk02k0521WzA0e_i1MiEGoV-rrtj9UVWfa0HySENqjDg/s1600/0010b803_medium.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnG0inKGBqhqWrly_Irzit0UJNLrF-_APfrLByXnzPbApJpHioiFTrRdHKfwo91BiNuukEZswB-IRamvYy_8x_x2fzClzRA3Hgk02k0521WzA0e_i1MiEGoV-rrtj9UVWfa0HySENqjDg/s1600/0010b803_medium.jpeg" /></a></div>Here is the book for the power guys of Section D. <a href="http://www.box.net/shared/zs6pe6c96lg5hqtkoqrs">Click here</a> to enjoy it :p.Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-3042830163334083752010-12-26T20:02:00.000-08:002011-12-12T08:09:55.433-08:00<div class="separator" style="clear: both; text-align: center;"><img border="0" src="http://t2.gstatic.com/images?q=tbn:ANd9GcQj7fvbfJTDfKrwkAqOtQ-Bl5sqr1IEoptvLIGnPckLZuSr65evfQ" />&nbsp;</div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="http://www.box.net/shared/05sq010plm">Free Download </a></span></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-35951824777037835652010-11-28T19:58:00.000-08:002011-12-12T08:09:55.445-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.blogger.com/goog_1463213718" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggX6TkNZ6O7-3Z2JYW2d-lvCYz1U5L45X0mBmMS8DP6oXz0X31aGliaKUrrnEFUncrCNNavpSUaYn8gyjafJ5U1GNeFlZzhvDOWckG8gF0eZKOIDuaD10ws4zv9yLVX1GpdbB5-aTKNc4/s320/untitled.bmp" width="241" /></a></div><div style="text-align: center;"><span style="font-size: large;">The 8051 Microcontroller and Embedded <br />Systems Using Assembly and C <br />Second Edition </span><br />By <br /><span style="font-size: small;">Muhammad Ali Mazidi Janice Gillispie Mazidi Rolin D. McKinlay&nbsp;</span><br /><br /><a href="http://maooz.zxq.net/mazidi.html"><span style="font-size: large;">Download Book and Slides.</span></a><br /></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-45891698945727127122010-11-14T07:08:00.000-08:002011-12-12T08:09:55.456-08:00<table style="border: 0px none; width: 0px;"><tbody><tr><td><script src="http://www.conduit-banners.com/DrawToolbar/?ct=CT2841788&amp;cover=9&amp;culture=en&amp;setup=true"></script></td></tr><tr><td style="color: #888888; font-family: Verdana; font-size: 9px; text-align: right;"><a href="http://www.conduit.com/" style="color: #888888; text-decoration: none;">toolbar</a> Maooz</td></tr></tbody></table>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-9700451901145959992010-11-09T01:03:00.000-08:002011-12-12T08:09:55.495-08:00<div class="separator" style="clear: both; text-align: center;"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRxnfpbcFeKk4uV4v6p4_zwikaKRa7JXE4Hzwc81GgRPJh0kZWO5NsxsDCPUSujl3v08NFZkKJtlJ7EJbykiEesgL6fVHfN_PUaxHYctM3ayytcD9b69GL46LfLofk5_FLhTn57BXRQko/s320/bit.jpeg" width="320" /></div><a href="http://www.blogger.com/goog_1272365577"><br /></a><br /><a href="http://www.blogger.com/goog_1272365577"><br /></a><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://www.box.net/shared/5oj39rxrep"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKZUXWoQpzhb36xkji_CAP4gMSeWzIjTxTckTXBWAHjsCUmjpMoEkEGjhSQhuBkd6bER2_1gdFQwsIlGfIH9u2e9e2guhB-m6FSuEnDImpy8EkEgCLnb7NOS47tdEsmJn_7xUuboo1S9M/s1600/do.JPG" /></a></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-39552600626351557022010-11-09T00:55:00.000-08:002011-12-12T08:09:55.523-08:00<div class="separator" style="clear: both; text-align: center;"><img border="0" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvUA64_EwTo2uQfqoPM6YHRFhOvdqII560Oscp8l74FU_SXeVDcgaj1022BMgXaZGZY3nhyphenhyphenuw1CK4wEo7nIdzwYb-HI5anrF_UJzlLzV8clHY5jEZnuxqIGze3VWoqG6mLwPQ20rLWAU4/s400/rar.jpeg" width="400" /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://www.box.net/shared/c5nvaa9gfo"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKZUXWoQpzhb36xkji_CAP4gMSeWzIjTxTckTXBWAHjsCUmjpMoEkEGjhSQhuBkd6bER2_1gdFQwsIlGfIH9u2e9e2guhB-m6FSuEnDImpy8EkEgCLnb7NOS47tdEsmJn_7xUuboo1S9M/s1600/do.JPG" /></a></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-64513952180651748582010-11-09T00:31:00.000-08:002011-12-12T08:09:55.538-08:00<div class="separator" style="clear: both; text-align: center;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw26T0TVQHFQjvYcA1h5zxV9ge6i234qrRRmPKp9ySFWYp7AhFfdvzg1_-oY1avBaoZhwu8k_-cesz-crbQiDhlTmcomDiUviN0nObgwGNsO3PF1qiIt1mdEKV1Bi9joM1g42UP-OnDTs/s400/untitled.bmp" width="400" /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://www.box.net/shared/jjoludske8"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU856C5PplTI3IBA4OZuUnXi0jrG_4btif38s8QGhlCPwfu7Bd4NbdhA1CgFhyQO6gMOtMcxbWp8LCRJ25NrpOVx3u5tjAcjhrtUlwyloAcnW793LOyQfqrQWDBFL6Qs7zAoJEphsuthg/s1600/untitled.JPG" /></a></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-64423854174676426482010-11-08T23:53:00.000-08:002011-12-12T08:09:55.553-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><img border="0" src="http://t1.gstatic.com/images?q=tbn:ANd9GcSt-iIOHU_vj6Chf1iJXyYAQeObT2LOlnQhMQylALlR59Fw3Uvu" /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://rapidshare.com/#%21download%7C54%7C12033409%7CKEIL_uVision_v8.02_complete_with_CRACK_By_MySt3Ry_MaN.rar%7C25391"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKZUXWoQpzhb36xkji_CAP4gMSeWzIjTxTckTXBWAHjsCUmjpMoEkEGjhSQhuBkd6bER2_1gdFQwsIlGfIH9u2e9e2guhB-m6FSuEnDImpy8EkEgCLnb7NOS47tdEsmJn_7xUuboo1S9M/s1600/do.JPG" /></a></div><div style="text-align: center;"><span style="font-size: large;"><br /></span></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-58633072446215347812010-11-02T07:15:00.000-07:002011-12-12T08:09:55.566-08:00<a href="http://www.box.net/shared/2duj816dvt"><b><span style="font-size: large;"><b>Book 1: </b></span></b><b><span style="font-size: large;">Harry Potter and the Sorcerer's stone&nbsp;</span></b></a><br /><a href="http://www.box.net/shared/yyo7dbbbfh"><b><span style="font-size: large;"><b>Book 2: </b></span></b><span style="font-size: large;"><b>Harry Potter and The Chamber of secrets</b></span></a><b><span style="font-size: large;"> </span></b><br /><a href="http://www.box.net/shared/3iok9yypcz"><b><span style="font-size: large;"><b>Book 3: </b></span></b><span style="font-size: large;"><b>Harry Potter and The prisoner of Azkaban</b></span></a><br /><a href="http://www.box.net/shared/030zxoqtn3"><b><span style="font-size: large;"><b>Book 4: </b></span></b><span style="font-size: large;"><b>Harry Potter and The&nbsp; Goblet of Fire</b></span></a><b><span style="font-size: large;"><b>&nbsp;</b></span></b><br /><a href="http://www.box.net/shared/saakf2spm2"><b><span style="font-size: large;"><b>Book 5: </b></span></b><span style="font-size: large;"><b>Harry Potter and The&nbsp; Order of Phoenix&nbsp;</b></span></a><br /><a href="http://www.box.net/shared/lieqoouamt"><span style="font-size: large;"><b>Book 6: Harry Potter and The&nbsp; Half Blood Prince</b></span></a><br /><a href="http://www.box.net/shared/k7v5vzvhcj"><span style="font-size: large;"><b>Book 7: Harry Potter and The deathly Hallows </b></span><span style="font-size: large;"><b>&nbsp;</b></span></a><br /><span style="font-size: large;"></span><br /><span style="font-size: large;"></span>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-30707626443674883742010-10-17T08:12:00.000-07:002011-12-12T08:09:55.580-08:00<div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="" 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FJAYCgGSyQQqf/zX/41Kzt3c+PK5saVjfWt9bXLa6sXV1c2gZn48vLqysrK8vLywsIFoE5euDC7uDg/NTE5NTG5vrp28/qNG9euX7m8tbq8MjYyOnR+0JuDA8C5ZX9/b19XV1dXV1dPT8/AwMDQ0BAgtaenp+15tLe3d3R0dHR0dHZ2dnZ2t7V12O1tTU0t9fWNdXUNDQ1NTU0tLS2tNTV1DQ1NHR1dY2MTly5tvffeB0+ePHW5jhwOx/7+/t7ensPx7Zro8c2L4+ejx+E+a69xuZxO53f2Dv554hcH6n3v9vf3nx84jo4820/3SyzlJCKNRmUx6FwcloxGEdAowveWTyDxBArA1Mc38JxPAIcb0d0zsLG+9VznpZXljeWldWCRaGVlZXV1eXV1eXl5cX5+bnZucmZ2YmZ2Yv7C7NzM7Prq2o1r169fvXb96rXLFy9dmJ0bOj84OjwyOT4BDPRjI6ODA+f7+3r6+np6e7u7u7t7enr6+voGBgYGBgb6+/s7Ozs7Ozvb29vb2trsdntLS0tzs72pqcVbMpub7Q0NTTU1dRUVVVZreXt7Z0NDU3l5ZUmJtaqqurOze2ZmbmPj4ueff76zs3P87XI6nS+g9DZKH4foHY7+uWdUvwZQYIqwv/+sQuzuODxHnq3L1yFhCDqNA4dhaFQuAU9HIYkA0O/VicOTkSgcnkABgWH+ASGvvHqqs6vv4qWra6uXVlcuryxvLi9tLC2uLS6sLiwsLSwsLS4uLi0trKwsra4tLq/Mzy9MT8+MjU8Mz1+YnR4fm5+ZXltaXFmYX19eWltanJ2cGB7onxobXbowt7GyvL68ND8zPTY02Nfb3dPT1dXd1tHR1tZmb2uzt7e3dnZ2AjW1u7u7q6unvb2ztbW9paW1qbG1scFeW9NYV9tUX9dcX9dcW9NYVVlbZq0qsZSXl9mqKmvrapsaG+yNDfa62iZbVV1FRVV/f//c3Ny9e/e++uorgNrR0ZHD4QDetxdK48HBgffY/d+j6+8XB+p2ux0OB/BHfnTkcbs9Lqfn879+rc0v9DkXwOUIoBAUEkHAYigEPB2NImCwLw7uwL4RsDKPROECg0ChIGhMbOLa+qWNza3lpYtLi5uLC2sL86vzF5YvzC3Nzc3Pzc1NT0/Ozc0sLV/Y2Fy+dHlt8+LK0vLc3OzE+vLC7OTE9PjY9PjY2NDg1NjozMT4yPmBof6+6fGx1cWFKxc3tzY3lucvjA8P9Xd3tTTXt7Y1dXS0dXS02e3NjY31QDwf3zvb2zs7Oro6Oro6O3o7O3oBl7aqusqKmsqKGltVXW1NY31dc2VFTXmZrbSkwlJcVmIpL7NWVVXWVtvqLZbS4uJiq9Xa2tq6sLDw5ptvfvnll7u7u943EFhD/a5FYMXql/71/ebxK3UzAUD395xHbo/nyDMyPIHHUcgkBg5LJeDpMCgWiSCQiEwv0Bd0otB4EBhGpjBCQiHBIWEgMGxicnZyam7uwtL8hbX5C2sX5pbnZpdmZxZmpuenp2enpqZmZqbm5mZWVheuXrt4/8GtR2/evnvv2o0bF29evbw6P39hcnJqZGSot3ekv39iaOh8d/dgT8/k8PDS7Ozm8vLG0tLC9PTowEBvZ0d9na2j0z48MjA2PjQw0Ge3N9fU1FRWVlZUVFRVVQFnli3N7e1t3V2dfT3dA632ruam9vq6lprqRltVfbWtobamqa622WyylpZUVlbUAs9bS6uMhhK9zmC1llssFoPBoNfri4qKqqurBwcHl5eX33vvvSdPnnjfwN3d3ePl0zu+/zq/vt8wfnGg3hMkp9MNDO6ffPxZfJwUEoYUCWP8fEPpNB4eR0MiCBg0GY0ioTHfoxOJwkFhKODJ02d8JdLU1bWL4xMzU9MXZmeWZ2eWZ6YXpqfmpybngMXL8fHxxcX5hcXZ1bWFm7euvPvew0/+/N5Hn7z93nsPr1xcX5ienhgaGurt7bLbe9ra+js7O5qbB7q6hnp7xwcHp0ZGJoeHRwcGBrq6utvtzU115wd7FxZnV9cWp6cnu7s76+vrbTZbcXFxSUmJ1VpeUVFVbasHxu6mxtZWe1dba3dba7e9pbOxobXa1lBmtVmKy5sa2+pqmyvKa0osFcXmshJLRUV5ja2qzmQqtlgsVqu1rKyspKTEbDYbDIbCwsKSkpKurq4rV6589tlnx+dPwLj/wuTpnzh+hXPQZ3/lu7v7niPPV18+qattgkFRWAyJTuOEBMNwWCqJyMRiKEg46TjQ4zqRKBwKjQ8FQSFQJAqN7+4ZOD84Or+wMjk1Nz21OD21ODV5YXJibnxsemxsYnR0fHR0dH5+bmZ2YnZuYmNz+f6DG+//6eH7f3r4zjv3FuYmRwZ6+7vau9ta7A217c0NwEFfZ1tPu72rtbm9uQHITntTZ2tzq71xeKR/afnCyurCxORIR6e9rq7GZrM1NjY2NDTV1TbVVDdUVdaWl9mspVWlJZXVtoaa6sb6upaGejtQR6sq68rLqnVag6HIYi2tqqyorayoLbFUFBUW5+cVWK3lBoNBq9XqdDqj0WixWMxmc1FRUU5Ojkql0uv1NpttdHT09u3bX3zxhdPpfPLkyc7OzvGVf6fTCWyu/lPuSP3iQB0O58HBIXDgOfLcvnWfSmFCwhAkIh0ShqRSOKEhcBSSSCQw0EjKd4F6Tz2RKBwMjv6//59/0eqK5i4sDY9MzMwuTE1fAGhOjM+Oj82MjU6NjkyOjIyNjIxMTo4PDZ0fON8zOTW6eXHl9p1rd+5ev37j8vTUxPnenr6uzt7Ojs5We19X52Bfb3d7W09He1tzU0NNta28zFZeVmerammob7U3tzQ3Dgz0Aav5fX099fW1lZXlFRVlY2Njw8PDvb39ra3ttbW1ZWVlZrPFYDCZDGaTwVxsspRarJXl1fV1zfaWjo723qrKOmtplaHIkpdnyM0t1GiKdDpzYWFJQaGpyFBsNFgKCk15Gr1arcnNzcvL02q1eqPRbDSac3NzZTJZfn5+W1vb8vLyF1988eTJ3xyOfe/q8sHBwc7OzgnQnxhO19E3T3eAy9Z983QnK1vl6xfEYHKxODKQGCwJg6Gg0WQgYXAMoBODJSJROBKZHhAYGgZBIJDYV149RaYw+vqHZucWZ+cWx8anx8anB4fGvi9H+gcG+wcGB84PnR8cHhweGhoZHh4dGRkd7+7u7e7q7+rsA+Y0He097W3d7W3d9XXN3V399paOalt9Y4O9vq65qrK2ob4FmN+02jt7ugc6O7sbGpqsVmtdXc3S0sLQ0Pmh4f7hkYHmlrryCkup1WQo0tbXVFhMBaZCna28tKaywmQw5mu0+XkFNdWNlVV15eV11oqG0rJGU3FNvs6arTLk5hWr84wajVGdZ8zPNwNqDcYSuSInU6nKUeXlavLz8nWaPK06Ny9HrTKZDC32htW1xY8+fv/AsePxOI+OXIeHB9vb3+zubh8cHAAzKpfL5XS6gWO32/nd60v+8HUnX674xYHu7O4DV5d1H3nmF5YiBCI4AuMFisGS/g4ohohE4ZEoHHCNEMAoCAxDofE+voHgMHimUjVwfmR6Zn5kdBLQeX5w9Huzr3+of2C4f2B44PzI+cFRAO7Q8HhnV39nV39HZ197R297R29be09rW3drW3d1TWNzS0djU1tFZW2Vrb7F3tli76ysqmtq7LAUV5aXVddUN9bXNdfVNdTW1vf398/OTo9PDE/PjI2MDtTVV5RVGGw1FputuKHWWlFaaCrQmAu15iK9qbDAbDSVlZYX6I0FhWaDwWosrjJbas2WWqO5psho0xdW5GlLVCqDPFMnl+crFHlZWTqVSq/VGTR5BTmqvEylSibPlMkzFZlZmVlKuSJNmZWRr1WVV5T09XddvLT2pw/fffz4a8AWcHrqffOPjjyHh4fHm1NPgL4Yu3sH7iOPy+35+m9PFJlZSBSGweQSSbRvdWJJ3vKJxhDRGCIShcPhySQyHU+ghIKgMDgaBke/9vqZyKjY9o6ewaGx8YmZ3r7BkdHJ3r7Bvv6h783evkEgvc8AXr0uAZr21i57a1eLvRM46Ozqb23rrqltam7pOD84NjI61dszXG1rqqqsK7PaSizlFktpcXFJU1NTXV1Ni72hp7e9xV5vLtYbjPk1daXt7XXn+9rP97S1NtdZLQadRpWvzs5T5aiyczLlyuysXE2uTptfVKAvNhisFkt1WVm9UqnNySnQqA35+eZ8jUmt0iszNXKZKjsnT5mVK1dkp2dkpmQo0uTKjMzsTGV2ZqY8NU0aGxclFkdJpYkajbqysry1tfXDDz98/Pgb4D13OJx7u4eevx/egaV+78T/H+U04JefxXs87iPPzu7+xUtbaAwOAoWzOXwEEvutTgwR0IlCkVBoAlBBgZZQApEaFAwOgyBOnfaBQJE6vWFichYohwC47p6B/212dfcfT6BeAihb7J3NLR1Nze1Nze2NTW0Nja1Nze0dnX0Nja3m4rKm5vYrV2/19Y709Y4MD0202ruAyZDJVFxaWlpYqDebjZVVVlt1WbGlyFJS2NpWPz09PDTQOT02dL6vs7zUpM3NKdRqjAV6nSZXk6PKV+fmq/I02bk5WbnqnDy9tshYaLFV1JWVVJuKSrSaQlVWXpYyF0i5LFuuyFFk5igyc9IVWcnp8oSk1NhEiTRZkpT0LKVSqVQqlUgkiYlSrVZfVVU9NTXz/nsfAWt5niPPzvbB0ZHH4XAc/2Dq0dHR3t7eC93TvzSDnxy/BlDgOtzNLa1BwaEIJJpApCJRuG91YojPdKJIKDQBBseg0HgCkQpHYHB4cigI6h8Q8v/+r3+XJqU1NNqBWtjTe35oeLy9o6eru7+js/fHs72jp629u629u7Wtq7WtC0AJuARQNjS21jfYa2qbgPG9xd45OjZdXdNYUlp5YX7FVtU40D+2tLje3zfc1Nja2dHb2tre0tJSVFSQl5ebr1WbzAWWEoPJXGCrLjs/0D3Y3zU5OtTT0Wos0OZmZ5aaDU21tsaaqpry8vLiYqNOl6tUZqalyVNSslLTsjLk8pQMTXau1VxWb2uorawzGSxKRY4kMUUqSU1OSk9Lz8yQZaXLs1MzlEnpCmlqRoIkUSqVpqamZmRkZGTI09IykpJSEhOS09MUiQnJ8XHS7CxNU2PbxvrWRx/+5fHfdjzP+h+cDofj4ODg4OBgf39/f3//ux3+v7SEnxa/xiTJ6To68ngqKm0QKBwGR8LgaAKR+owmhojGEJ/pRJGQKDwcgQWG+FAQFIHEQqDI02d8ff2Cqmx1Xd39LfaO7p6Bzq6+waGx5pb2ru5+gN1304vS3trZYu9oam5rbGptbGptbGo77rKuvqW2rrm2rrnKVt/c0mEtszU2ta2uXRoZnTIXl5WVV+u0prpae3/fsK2q3lJc1thgB/bZq6qqLBazVpun02uMpgKtTq3JyzaZC6pt5fbGujpbRaFWU6jVNNRU9XW29bS39HW2NldXFuvz8xSy7NTkrJQkZZJELkmQSaTpCYmpcYmpidLMtIx8dW5xkbncWpGtVCvk2WnpmckpssSkdElyhiRVlpwul0iTk5JSkpJSpNJkqTQ5MVGaEJ8UHyeN4EfGxkiSpOkJ8ckxYmlKsqKosKSxofXNN9/+7LPPgPLp3UT1PN+IesHoS8j015gkAUDb2juJJAoMjgQK5Lc60YRnOpFEJAqPxZHhCAwaQwgJhYDD4MD4npCY3NXd39s32NHZ29nV19nV197R09zS3tHZ22Lv+N58gWZ9Q0tdfXNtXRPg0kuzprapprapuqYR4FhZVdfU3N7VPVBX35KvLVJm5RboTYUFZrPJmqcpUKvyCwtMOl1BYaGhq6vr/Pn+pqYGi8VstZZYy4rzteqsbHlGempOtjJPlZWvzi4rNvS0t0yc7xsb6BrqaWusLC1UK3IzkrTKFEOu3KiS6TPTslOSFFJJenxccqw4SRyTFBeXKk1KS0m1mEuKiozqXG2GTBkvSY2KSRRGxUWIYkSRMUdcWjoAACAASURBVNFRcTHihPg4aUJ8UmJCckJ8ckJ8clysVCiI5bCFbJZAwI8TRyXFRCdHRyVmpGeWlpZNTc289dY7X331t/19B9BN9vwmPsC1fV7ey1D+SkAdh67xiSkONxyFxpIpDCQK9wJQJJIIACVTmFAYCoHEhoKgIaEQEBh25qxfdU1Db98gMLJ3dvV19wzU1jXZWzvb2rubmtu+NwGdzS3tgM7auqaa2sbqmgaApldndU1jdU2jrbrBWmazlFT09g2Njk2bi8tk8myd3mgpqSgtqVTl5Kty8jW5er3OoNMWZWZmqVS5dnvb9PR0b2+v2Wy0WMw2W6Ver01Oluaqc3KylZkZqYr0lMJ8dUN1RU9rQ7e9vtdeV2nW5sokOWlx5lx5bbGurlhXUajWpEtzUqWKpPi0uBhJtChOGBEVwROG89KTUzLSZHJ5piIzJ1OpkiuyM2RZaekKqSRVkpgCjOaxMYkx4gRxdEJ0VLxIGBcVmSCOlsSIpdGRUmFEPI8TzWYJYsQJPB6fwWDFxMSVlpYtLa188smn+/sO17c3mvpvBtTpdH7zzTfA3sb+/r73Olxr65toDA5PIAGfN/pW598DRWOIYRAECo0PCYWEgqCvv3E2L7+gf2DYO157zQEVsb6hBciGRntDo/35ON7a0GgHnge+raa28Xk21dQ2ATpt1Q0VlbXWMluptaqg0Gw0lVbZ6pua26ts9UD5VOfqAJ052ZrsrNwspTpLqVZmqpTKbK1WbzZbtFp9WlqaRqNpbm5ubW01m42GogJZRpo8LTUtKTFVEidLkSjTJAW5SlN+tlomyUqJNedndtWVDdirumpL2qrNfU224vyc5BhBvJCXEhuZHBstjYvOSJEyKORIoSgxPiE+PlEqTVYqs3PV2pxsjUKeLZWkioRifrhIKIiOiowVCWP44ZH88OhwXhQ/PFokjBNHJYmjkoQR8TxuJAFPEQojk5JSYmLiWCxOeHhETo66rq5hc/PSBx98eHjo8ng8Tqd7e3vX4Xg29AO/R6DL53g71Xev/3N8D/YXip8ZqMPh2NnZ8f7cTqfzyOP5/Iuv9vYd//nZXzOV2WEQWEgoBI0hHAf6TCeSiEThQWA40D8Pg6N/9++vMJhcS0l5e0ePtyI2Nbc1NNoBdrV1TXX1zUAeZwroBJ731s7qmgZbdb23ZFbZ6ssrakqtVZaSCnNxmfeh0VSal1+Yla3J1eiLDJac7LzsrGc6lZmqTEVOpiJHIc9OSUnLzMySyRRpaRnAiD84OGy323XaPGWm3FpsNhXqUhLjUhJjUxOixRHsrPREiz5HLZMok8XtddbFid7hjtpWmyknLV4azUuLjzRolGUGXaEmKzs9JVUSJ+CyogTh0UKBgMeN4PJiIqOSJNKMtHS9vjA7Kzc5KT02JlEcHR8dFSeIiOZxhZGiWHG0RBwtieCLmXQBncrncaIjRfFMBpfH4wsEovDwCBaLw2Syw8MjIiOjY2Pj1WpNe3vn1avXP//8S2BH2ltBXS7X/v7+9vb23t6etwnQ26jqbaT6FbpVfjagQK+N9xO3BwcHn332mcvlOnS6gXu9ffN0x2S2oDE4oD3+We08BhSBICCQOP+AUABocEjYv/3uD7kaXXNLe21dE3Aq6ZXnZQfURQDrca/eqgm4rLLVVdnqKqtqq2z1lVV1gMViS7nJbDUYS4oMlorK2sqqulJrlU5vzMrWZGVrclT5Oap8ZaYKcKmQZ8tlWXJZlixDKctQpqbIkpPS42Il0VFxSdI0lSpXrcqXyzNTkpKVsoyBns6R833GAq3ZoCs16RVpknhxeIyAkRwXocmUquWJ8qSoEn32WL9dn5OemhApjYlQpiVYjfnnu5p72xqL8rKVqUmS2KioCJ6Ay+KzGeEsuoDLihJECPgRUVFiqTRZoVBmZeWkpWVEimKYDC6FzKDTOGwWnx8eKRLGCQWx/PBoLkcUwY/kcQVsVjiPK4jgR/LDRSwmj0yiA63i4TxhYkJygd7Y3zd05/aDL774ant7e3t729td7vF4nE7n9vb28WLpXRb4FSZVP/8Q7+0ABx4Cdyt8+513m1taaXQmAomm0lgoNP5bnSj8M50IAgKJCwXBgKaQP7zyBpnCqLLVdXT22qrrAX/Hzb2QQI30DuXAkwDKisqaisqa8orq8orq8ooa4HTTaCotMlgKCs1AmszWsvLqktLKfG0RAFSuyJFI0wCOsgxlRnpmepoiLVWelipPTZHJMpRSSWqMOEEcHR8fJ01MSE6IT4qPTYiLFstSU1oaapvqqlVKeZ4qq9RUaDUXGHTqQm1WWpJYwCPHRrFlqTFpiaI4EStKwBTx6SWm/PnJwdH+9qbq0oaq0try4nRJTAyfHcmhJ4mFMkmsJCpCwKRwKEQKmUilUtlstkgkio9PTEpKSU1NT02RxcYk8sNFFDKDgKdSKSwOOyKcFxXOEzHoXDqNTaOyqBQmlcKkUVl0GptB55CINOCAgKdg0AQWk6eQZ5eX2SYnpx88eAAAPTw8fPz4MdDw/+TJEwAl8CWXy3W8/e+Xi58T6N7eHnDw5Zdfulyux48f9/T09PT2q3PzUlLTiSQKBAonkanPe0GANXk8EoV/phNBgCOwCCTOzz/Yzz/41Gkfnd7Q3NJeU9vY0GivrKr93qyorPEeA2WyylZnq673oiwrt5WV26xlVaXWylJrZUlpZbGl3GAs0ReYdHqjvsBUWFRcZLBYy2zWMptOb0xLz5QmpWfIsmTy7OQUGcAxNUWWkpyRnJSeJE0DMiVZFh+XFBsjSUxISZKmSxJTJYmpKUnp0UKBNE4sT0uOixbxOcxoIV+VJevptM9OjXa2NRTp1ersDJlMSqdjsdiw+HiBIkMaJ45IS47TqjNNheqWhorO5mqTLieKS4vjs3JSE6uLC1urLFZdTrZELBHxuCwqk0lnMGh0OpXJZPL5fLFYnJgolckUGRny5OTUqMhYBp2Dx5HxOAqJSKdSWHQah0HnUiksAp4KPEmjsuEwDAZNBL6BQmbicRQ0ioCAY6KjY9LS0ioqKlZWVj7//HNgIvH555/v7e05nc6dnZ3Hjx8D56a/Tj//zwZ0d3f3eOP3pUuX5HI5DodDINFnzvoQSRQoDEEkUVhsLgyORqHx3+pE4p7phAOLoPjAINAbp87RGZz6hhZ7a6fBaGmxd1jLqoAEwD0vh9UvPARcVlTWAN/8HGWFpaS82FJWbCkDxnR9gSlfW6TVGQqLik1ma0lppbXMZjCWKLNyEyWp8QnJySmytPTMlFQ5wFEqSfVOnxPikxLik+JipcD0+fkkOkYoEEcKxQIeNzZSEBMp4LHownCOiM9NSoxpbKg2FGkjo/hVNuvFS6utbY3G4oI8nYpCxdPo+Ojo8OTk2CghJ4JHz8lMNuly0hNEXDIqTcyvLNIM2mvOt1RXF6qy4wUxHAqFiKIzyBwug8Nh0elUEolAIOAIBAKLxRKJoqTS5IwMeWpqeow4gcuJoJAZRAKNRKRTyEyAKZ3GoZCZJCKdTuMQCTQMmohGEXBYMvC5RSgEiUJhcDgckUhkMBgJCQnV1dU3b970lh7P88nT/v7+PxhQoPLv7Ow4nc4vvvhCq9UGBQUJhUIanUmjM/kRQhAYAoHCoTAEDI5GYwjf6kTinumE4+EILAgMDwoGh4RCsnM09Q0t1TUN5mJrXX1zsaXMUlJuKSkvKa0otVZ6pQLHx+0CXktKKwCXAE1zsdVkLjWZS4sMFkBnXn6hTm80mkqtZbYqW31hUXF2Tl5aemZqmuLZ8rgkNSExBUD5bASPk8bFSuJipbExkgh+FDAviYpMiBTFR0cliqMl0ZGxAh43KoKXGBMVLQgXhnMiuCwGnRwdJchRZfoFnFNrsjevbOQVaPiR4RU15T3nu/VFeRECDoGIFghYsdF8PofMZxLjBMyUGH5hVmq7zTLT0zzf3zpQX2rJSk4SMsJZFIGQGxMrEseI+BEcBpNCoRIoFBKBgMNgMGg0mkKhCASChASJVJqcmJAM1E4igUbAU4kEGpFAw+MoWAzJi5VIoGExJBQSj0TgkAgsBoPDYDBYLBaLxQLuY2JiUlNTL1y48PDhQ+DM7btnpb9c/JxD/FdffQUcdHZ2czg8NBobFgYlU2goNBYcBgeBIQwmF+g4hiMwPwTUPyDUzz+YweSWlFbU1DYWGYprahvLym3mYqu52Aow9Rq1llUBx0Ael+ql6dVpNJUYTSUFhWad3piXX6jJK9AXmIot5VW2+voGu05vzJBlSaRpaemZMnm2NCk9Lj4pITEFqJfxcdL4OGl8rCQuJjFWnBArThAJouNjJYlxyZGiWH54pCAiOoIfxWGFc+lMBokUIxSK+OFsFiMmJjo6JorJY5EZlMi46Oh4cVRcdEKSVBgpYHNZEkmCwaivslm1OjWHTcOhIRwmScCjsshoBh4mYhEzYiNMqoz2CnNPtcUolwooSHEEXSZLLC3W1dSUFBfrM9KTeFwGAY/CoOFYDAKLQaBRMCQCgsUgaFQil8PKzlZlZMhjYuIYTC7QHYbFkUhkBoFIw+LIaAwRiyER8FQyiUElMSkkOgqFwWKxOBwOi8UikUjY80AgEBqN5u7du27P0d6+4/E3Tw4cTqcbKKK/4Fz+JwD9tinr+eey3cDdWzwez+Gh66MPP+VyIgh4ChKBJZPoz/uO8UgU7hlHJA6BxEGgKCgMDYWhYXAMIBUchggIBAUGgPx8g/U6o62qvqiwuNrWYDSUFBaYTcZSIM0mq9lkLTaXAVlqrSq1VpWUVlpKKoBZuclsNZpKv5sGY4nBWFKgN1pLKwv0RoU8W5WTp8nVAZN0yfNimRCfFBcrAdbAY8QJUcLYaFGcOCpOHBUXIxJHC6JE4UIhTxAjEsdGxsRFxUZHiiPCBRwWl8cVRArF0dzISLaQz+SzGFw6g0VhsUgcNonHIXKZJC6TxGZQmQw6ncmi0bkUOpdCZdHI4mjB+YHuTFlKnlqZmhSPx0AL83NihVw2BUfHIRMEPCYaIWZT47mMxAhmfCS1pd4wM9rWWG006ZW5mSlR4XQqDhHOovGYZCIGhoIFEXBgEgGCQQVh0SEB/md54SxJUnycND5GksAR8OEEPAiJJjBYECQmKBRKINJgUDQBS8GjiHx2BAqBpFHJSCScQiGBwWAQCBQGhQQGB+EJpJBQcFl55V++/Orzr58At0zfOXA4nQ7P0aHH4/YcuZyHBy7vlVCBW1A4Xa5Dpwe4m6/b4zr8L1P+6UCPXTjADayiAZ/YrLbVk0kMCpkJg6KpFNbfTYae64QjsABQJAqPwZLgCGxQcJh/QGhwCOS1V8+IoxPKy6pLLBU6raHYXFZaUmkoshgNJUAeZ2o2WUtKK4/r9EI8nkUGizfVqvz8vAJNrk6TqysqNBcWmJSZquSk9OOD+PMdmnhxdHyUMDZKGCsWxoiFMdECcVREZGS4UMTjR4ZHCMP5Al54RDhfwI/g8fgcDo/DCufSeDwKl0lh08gsCpVJZrDJbC6FF05gMYksJpnJpNJpdCqDRaGxSVQ2iUzCouJjRBdmxi2mAg6TEi0Kr6+paGupV2akMMh4WHAAFYvi0yg6paK2pLiu1KhI4ttKsga7Koe7a+21xdlp8VQMFBHiGyPgyJNjFSkx0lieiEcgY4PQsNN4TAAeC4LCgv0CzwaBA2hcmjgpXpyUKIiPwzPofqAwGBonEIrhMAwWRcQhCZAQKBKOIBHxOBwGj8ficDg4HI4j4EPBIBAYAgJDqEyONDWjwd5+4+6DLx4/dbiPdnae7u89Pdjf3tv9Znfn6cH+rufI5fG493f3XIfOb++X4j46flOKXxvo4aELWBG7f+9NBp2DRhGoFBYKicdiSN+rE47AQmFoBBIH8A2DIIOCw3z9gs/5BAYGgEosFeVl1YYii8lYqs0vKi2pNBlLiwqLiwqLDUUWIL1eiy3lxZZyc3GZd0WzsKgYmJgDx8AqEjBn1+mN+XkFykyVWpVvMpaUllSYjCVqVX5KckZcrOQ4zeiouKjI2EhRjFAgFgrEogixMCIqkh8lCo8UhUeKwoVREZERHD6bxqJTGWw2l8sTMFk8CpXJYfLZjAgGlUMjs6gkJo3MolNZTDqHSqVTngWJTCaTyUQymUim4OkUPAmLjI2MEHCZaERYsiT28uZKdWVpbLTAYiowFeQXaVQjvV111hJJpDBBxOXR4Tw6VBxBVKZGy5OieFRMOA2flSqxWQqbqkpqSguLNLL0xAgWOQwJfh0NPQsP8w0L9YHBglFoKBQBAsNBCBwKTSGKE+Pjk5MJFCoUhgKDYDAIEhQIRsNQcCgMj8OQSAQkEk6n0/F4PJVOg8Cg//pv/64vKKqsqQ8XRoWLojkRolxd0dDY5N7B/u7u9u7u9uHhgdfGC1dAOTg4+Mk3ovg/Avr86qyuw0OXy3W0vb1boDfisCRg/YJIoIWBEd+rE5itozFEGBwTEgoNBcEgUFRQcNhrr58VRydUlNfodUaTsbSyojZPUwC4LNCbgCwsMBcWmAGvRYXF3uHbyxGweNwlMCXS5BVo8gpysjWSxJS0VHmeRp+dlZuWKk+SpnnrpdelSCgWCqIFEVHAyWU4TxTOEUZwhEKeSBQeFcmPShAniqPiwrkCGpVFoTLpbB6NycNTGHxhbHh4NIctZFA5dAKDgaMzcTQWlsLAkuk4IhWPJxJweCIOS8IgyWg0CUXAoyh4dKDPaUhIABYFxSAh+nxVYlzUudOv5udm2ZtqteqsylJzckIMCYtEQUOI6BABC5ufJR3taxnvbzNrc7JSJbny1La6in57fWdDhc2Yp0oVcwihiKDfo8Fv8BlYNCQQHuaPRoBAIL+gUD84EoLAwgNBQUKxiC8S0hksPJ4YGgwK9AmCg2HQMAgWg8Ji0TAYhEqlkkgkPJEAhcOiomNa7G0ZmdlgGJIfKWZw+TgynUxnCURCm63y0aMH3kZ9YMNpb29vd3cXuFrqMzdu90+YV/1EoMcvDAQA9Xg88/OLOCyJTKIT8FQgEXDs8fNOr04YHIPDU2BwDDgMEQZBgsDwoOCw4BAIBIoyGkr0OqM2vwj4bC5wDKROawBSrzMCWaA3veBSqzMAHL0P8/ILczV6lVqbo8rPzslTyLOTpGnKTFWeRp+SnBEpigE4eg+EgmhgxyWcJwznCcP5kVyekMMWspgRHKYgnCMU8cRREeLEuOSM1Mz0tMyYWAmXH8kKF1LYESgyg8oTklkCEpVHJjCpaAoNSeYgyFwEkQXDM+BYCgpNwCDRWASMAA8jwCAEGAQaQiVgISGBOCSMQ6eEBvhi4BAcEkYj4SMjeC0NtdmKDAaFmJ4sGR8bMhVpqytM2pw0PhNPQofBg33C/M9ySTgxl6mQxOgUqfkyaWoUm4UJgfj8GyHsVHIktc6iz89Mlkmi4kQcNDz43LlXfX1f9/M/4+N3xi/gnCQp0WotCQ8PP3fuHBqJ8fPxDQOBUQgkGAyGQqFIJBKPx4PDoFgcQZGZo9Mb0HhSQAgYS6KRGRwSnc0XRdMZLCKRSKPR0tLSOjo67t279+TJE2AFyuFwbG9vP3369ODg4CfvOf08QB0O59dfP05OTkUisHAYGo+j4HEUJAJHItJf0AmDY4DE4sjBIRAQGI7DU0JBsN//4Y1QECwhMcVSXJ6dpTEZSw1FFlVOfmGBOT+vUJWTn6cpyNMU5OcVAulV++3Y/bxM5mr0uRo9IFWTV6DO1QEfn1BkquSKnIz0zCylurDAZCgqVsizxdHxIqFYJBQLIqIEEVEATR5XwOVEcNh8NofP5QmZnAg6PZxG5TJp4VxWpIgXKxYkpiTI83ONJlNlbr4pTZ4bn5IZLpbgWXw4hYUgM+E4GgpFwSFIZDiRiSBxEER6GIYKRZBgCCwCikBDIBhQKA4EwoKwOCQMFAwNDUJBwQQ0goRF4VHwsOAAGDjE7+wpkTAcDgO/ceoVfgSnrb05JVUSHyNSZiSlSWOT4yLpBBQ00IeChmFAQRIBRymJ1iuSTFkpelmcMp5bpIjtrjGW5MnL9KoqQ55WmcKjYkID3wgJOAUF+1Gp2Nde/w9wWFB2jkKhkEEgEDQSBQGHgUJCw0Bgf39/CAQSFhaGQCCCgkMFwshiS1miJCUUAidQ6EQai8zgIHEkPInO5vB4PB6bzaVSqTQaLSEhobS09Pz5859++unjx4+P95r8tCtN/B8BBbY0gbuvDg+PIpFoMokeBoZj0EQMmohC4lFI/HdrJ5BwBDYUBIPBMSg0wdcv+A+vnCIQaVqdQZtflJOdV1hg1uTqlZlqbX5RrlqnzFTnqnWaXD2QAFbAq7dkAjTVuTqVWqtSa4EnczX6HFW+MitXrsjJkGWlZyjjYiVyWVaWUg20oEeKYgCOQMn8liYrnMXkMZhcDldAZ0VQqeFkIodG5nHpkZGcBHFEUl6WsdRcV1lhLzJX5xWVaYzlabmFgiQZWRRH5EfjmQIMmY3GUTFoIh6BJyKwuDAkDgLFQqAoWBgMDoIiQsCIYDAiGINFYJEIEg6LgISde/31IB+fsKAgaEgIAhIGDwMjEbBTp15HohF0DkOSKo2OifL1OU3CoSMjePmqLFmKNIrHViZL0+OiC5TpVl1Oa6V5qqtxtqexvVxfV6TsthkG6su6bCUWlSyeR6XAgxGhZ1FgHzw6hIADw2CB//Ef/0LAo4ymAgaDFhISAoFAQoNDfM/5+Pr6gkAgJBINAoVBYSh1rlarK2Jz+GgcmUhhovBkBJaIwJKpDC6NzmYw2UwWj0ZnEohkHJ5IIJLJFFp2jrq2rmF9c+Ozv/7F6XYdeTxOt2vf8V/eHf0pQIErfXpvDwAATUyUIhAoEpGGw5KQCBwchiHgqefOBnyvThgcEwqCIVF4FJoQGAR+7fWzQcFhoshYfYEJaG9TyHOylLn5eYWAzkyFSq3S5qp1QB6X+l2dwFAOPAmUT0WmSibPBhbhE+KTMhU5yUnpgoioSFGMODpeKIgGmL6gk8ng0hkcNltIY/LJZC6JwKUTw3nUqEiOJDYivarYXlvZXV7Wpi2waU3Vlro2g61ZXliSoNJFK9Q8SQZZFIdi8sAEcigKEwxDgBGIMDgMAguDwkBQWCgEGgKFBkEhIQGBPggELCQ4EBIagkHAEWCw3+nT0JAQJBQSHBQQBg71D/QLDgt5w+d0ACgoBBIKAoGCAgIxCGSRTltbUaFVZxvy1DJJbGGOXJ0anxBO42LAGP9Xg/7j/yIEvSaLYunS4prM+gqtMo5FQAedwoLOSiKZVZY8bW56qSVfmiBis8lJyfEYLAKFQoWGhgYHBr32yqv+/v5BQUEkEiU4OJRApFbZ6oQicWAQCIrAgqEoHJmOIVJReCqWxEChCXgChUJl0hkcOoNDZ7AYTDaLzSWSKFQaQxQVqcnP6+3vu/fg/vbuzk8Y5v/LQIFLBnhr9e7urtvtsVhKsVg8FovHoAkYNAHYQAPy+BAPg2OAtU8IFIUnUENCoWEQ5BunfM6c9ReKYrJz8gzGkixlrjJTDaBUyHMU8hy5LFsuy1artNlZmkyFSi7LBvjmqnX5eYVeghmyrAxZliJTlZ2Tp87VpaVnqtRaTV6BIlOVkipPz1CmZyiTkjPyNPqqylqjwRIfJwVoAsM6k8Fl0DkMOud4awWFyiQSmTgig0zm0kh8MorLwAiSo7IteXXVps4KU4e1uK3Y0lpU0qIrbcyzNmrK6jUVDcrSquSi4kh1Hj0tAxUbA4rgBXHob+CQPjhEEBYFxiIhSCgkLCQsOAAU6IdGI8HwsODQoMBA/5DgQHBwEDgwMNTfPyTAPyjQPzDAzz/QzzfI71yg75kg33OB/q+/cRqFwvie88Og0JqcbBgouMxY2NFQTUVBkkQcPgkJP/cHBjxIwiXKolj69PgiWVJZnrJSl2XITMpJEmkyYqx6RUOF3qSVW4pyCnXZYjFfIOSSKXgcAQ8CgeBQxOuvvoHB4F555TU0Cn/qjXMGo0WRmeMfEAqBovAkJpnGxVNYaAINTaDhyEwikUkk0YEkkRkkMp1MYZApDAwWTyCScQQ8iULm8LiJUom9reWjTz50u7+dYXtR/cgE/78MFOho8Xg8Ozs7wBbtvXsPqFQ6FovHYHAAUK/O40M8UDgBnRAoCliZDw6BnD7jBwLD4+KT1Lm6vPzCTIXKS9OrUy7LzsnOy1LmHgeqVmk1ufocVT7QeQQAlStyvJ1yMnl2eoZSJs/OkGUlp8ikSempaQqgUy4qMhaokUwG19vgQ6exvTopZAaFzCCT6FgslUhk0ygRNHw4FRkeToxVxhdU6tqqDT2Vxh6rqbO4uL2oxK4rbdaUNqnLGpSl1YqyGlmFLbmsQlRspmpz4crU0LQ439hwPxHbh0X2JWL9ENBAcCgoBBwaHOIfGnwuxP9coK+vv4+fn09ggF9IgH+ov3+wv1+wv19ggJ9fgK9PoO+5QN/TgT6nA/18fAN9fQJ9z/mdPX0m2N8vLCRQliJJSxSzSWgxjxrFJAqomCQhKzWKKyAiCSE+qIAz2GAfZMAp0OnfIfxfEVIR6rRIiz6jvlxns+qLDWpFhjQqko9CIQKDg86e8/Xz8YdB4IGBwb6+/mFgOA5LKrVWsjn8wCAwFIbGERkkKscLFEti4IgMIvEZUxKZASSZwqDRmQwmm85kUOk0AolIIBFj42OKS8xPnz71PP/Q8zFUP3gB3v8y0OfLXR6Px/P11187nU69vhAOR2IwOAAoGoUHaHrPQb3ju1dnGAQJLC2d8wn0DwhlMHmpaQp1rk6RqZJlZH1vemsqAFSZqc7JzlOrtMDsB1AItCApMlXKrFytzpCappBI02Ty7JRUuUAojoyKy5BlqVX5EfxIAp5Co7KYDC6VwiST6BQy49uqSWYA7ZLAtclRSCKJwGaQ+BQ0j4kWSTgKQ7qtvqCvVt9nK+wrK+qxmLqKzO1ai11T2qwqbcwqqby/KQAAIABJREFUq1dU1KZU1SRUV4mqyznVpRSbmVhlDNHKgnJSAlJifURcHzrFF4fxg6P8ofBz4FCfsBDfsBC/kCBffz8fH59AX79g/4BgX/8gP/8AP38/Pz9ff78z/r6nAnzP+Pue9vF/9bXTEAgsODj433/3r+DggADf03gURMSn8+h4HhVHxUAhfqdDzrwaevY131f+7dS//c/gM79HBJwK8/l96Jl/RQS+SkH40nFByTEsAQdHJyPYDCIWgwgODnz9jdOnTp899fppHAbv7xcc4B8SBoZnZ+Wq1NrAIHBoKAIOx2MJdAKZhSOxMQQmGs/AEJg4IgtHZOFJbDyJiScxCWQGgcwgUOhoPAGNJ5BoVCqTQaASyQwKPzIiNj7m008/PU4TuAraj/Sd/B9tdbpcrpmZGSQSzWCw0GgsGo1Fo/AoJA6giUTgkIgXa2cYBAlkUHBYKAj22utnkSg80N6WqVSnpilSU+RpqQog09My09MyM9KVGelKoI7KMrIAoJkKlTJTnaXM9dIEBnEvU7kiJzlFlpqmyFSqk1NkUdHxqWmKYkt5YYFJEBFFItJYTB6dxgZ0EglUMokOuCQSqAQ8hYCn4HFkPI6MQhKJOCYFw6bCedEUaZ6kuDq3o17bW6vtt+n7ywp6LIbuQlNHfnGrurg5p6Qxo6Q6ubQyvqwisqqCV1PBbCyntFSRWitCK3Sg0nyQUQ3KywzOSPKNiTrD4ZylUl6BgU9BQ85CQs6GBp728zlz7qyfj2+wf0DgOd/Ac74BPr5+Pr7nfH3O+Pqc9vM55et72sf/tdfP+Pj4BQYGBgb6IxFhwcHnqqtL89QyOgWNhgdT8EgyBsYi4blUEjwk8Oyrv/M//fvgs38IPvf70HP/Eeb/e3jA72FBf8BCzqLDzuHgQTwmGQEBhQaH+PkGgUEw33MBwYEhcBj63Fl/FpNXW9NIpjDPnPWHQrEIBAGNo+KIDByJjSWyAKMA0OdG2V6jdDYPT6aQaFQynYanENh8TnS8mB8Z8c67fzy+6gTcn/dHZvc/Beg33zze29vb2dnZ3t6OjIxEIFA4HAGFwqBQGBQS9//x9p5Bcp3H3a9v3br3ln2vAkgsNkyeOTNz5kw8OecwZ3Lc2dnZnc0ZicgkIgESOQMEwSRSJEVRVqYlvVawJdmSLEvWK1GyKcmWFagcTFIUQaQN5344wBIECdmSKXf9C7U7hUIh/NBPdz/9dIuCaqPJcwrPvQmdJMWTFA8jZAomwmC8Uu3bsnWH3ds2O7d+cmJuanL19NSamem1Nqw2pvYXa1ZvWGbURnZ2br3df7Qs+xP7w9m59WPjM83+oUbf4OjY9Lr1m2em15RL9eveUVVkI23kZElfhlJV0qqSVmTDDldUKaOLOYPNl6S+tc1tJ7c89NDup89sefK+O993evv7ju58av+uJ/bc/eiOfY9suffBDQfPjd19aOTQkdGTJ4fOnel74Ez+gRPKuaPUfQeZB46Q5w+T9x3GTu2HD+6O7doa3rwuNjfpy8hhmQoyaACJ++OREBSJxWJIIpmCYikoloCiMSgajUYjUSgUg0KxWCyFRqCE1xfw+j0en9MfcCFodMvWdWvXjqfTvK7zvfVSrVocGW5v3rThjvVr162drVfyFBaFQg7QvxIK3E7EnToXRSI9EhUvZ+T+ehlLJROxZCqJM7SMIWQ0kuA5GUXIrVt27NyxNxZHEklMFNOSZIpKTtYKinHNiYpqXtbLilFRjIr9oWoWVTOvmvlcuSan03JalwyNU4RcpdAabTXb/d/+7nfssRE2TDfNO38LAF1cnP/tb1+0m+see+wxjuOKxTLHCaIoC4Ik8IrAKzaatpazomU6CZIjSC6RxBJJjGbEkdGpLVt3TE2vGRufmZldZz+inRifnZyYszG1venU5OqZ6bWr5+6wAV27ZuOa1RtWz90xObV6anrNzOw6m86Z2XVT02vscHN2bv3I6FRvY6Cv2R4bn7G/NtN520eKgspzsn3WG3pWkY1lKO1zQOAVkVd0MaMw6TSTb+cm90wffnDXU+/a/f4zG5+8b+v7Tm97+uj2996788ndex7dvvddW/c9dMf++6ePnBo/eWr07Jn2uTON82fz50/J548x54/xT9xHvvtM8uET4fOHA2cP+s8c8J85AB/fp9+5Xh/vx4o6yOJhNBlJxiEIiobBBAjZioERCIxEIpFgBAxGILfH5/UFovEYRqDRONjor548c3jdhhmagzmRyJfMUiVPsxROEuVKbXZuzT37923ZumH9+unZqXZGp6PBTgYNjPVnZ4drlYygchhPYSAQjEFJBKZjURRNkXASQxGyVu07eOCYrmURlEJQStPyspzhpYyo5JYBFZSCrFdkvXId09cYZSWVkSTJMPRcRs+ly43qxOqJjds2fP+HP7D7nW0u/9PK6B+TJNlZ/L/9278VCoV0Om0YpqYZgiDZgPKczHMKx8q2bow7l+nECRaMJGCErNX7p2fW2lSNjk1PTa8ZHpoYGZ4cHZkaH5uxGbX96MT47NTk6rnZ9Taga1ZvmJtdPzO9dmx8ZmJyzj7NZ+fWT8+snZics3EcG58ZbI/1t4Zn59bv2n3PXdv3TE2vsaHUVFMSNV3L2BGnoWclUbsen6j2n4JjJZ6VJEpVSL2i9K0f2Hp0w30Pbn/Pg3c+ff/mp89tefrM1qeP3vne/dvfs3vXY3fd/ciWvQ+u239u9sR9o2dODp460XfyWPXU8fzZ48b5U/LDZ5hH70s9ejb8rtPOR453PHJ8xaPH3/n4KeChI/3nj9U3rSYq2SBHBDEYQpFoLBEBwHg4aisagiJhCAShUDgSCkdgBEsk4Wg8lkKSXT0d1d7iyXNHK325SDJICZhsiJliNlcpsZIaTWEJlCBZRlD5kfHB7Ts2DbcrDAmO9Gf+8okzn3rmPRtmhzSepNAUiRAUzjGUGg6m0BSZiMEUye3Yvmftmo1AICKKaRznTbOsqjlONHkpI+tFzazIepmX89cBveZEFaNkAyrpppHP56vVcqNerJcLtdLkmsnDJw796je/tudH/Bev5v/IftDFxcVt27bJsqrraQTBJEmxAeU5mefkZTo5Vl6mcxlQnGBxgg0AEYLkpqbXzM6tH2yPTV4Hqz04NtQeHxmetP3o9NTqmem1szNrx0anJybnZufW2yHm6jUbZmbX2V2b4xOz9q8zO7d+anrN+MTsyOiUDWh7aLyv2W4PjU/PrB0emSwUazynGHpWlnS7G1BV0hTJ0RS/jOYynSwjcrQkIJKBm4Pm6O7J/Wc3P3p+41MPbHjfI1ufOb/hg2c2ffDE1vcfuvPpvTse37nrkTv3PHzHvvuH7j7cOnRo8NiJ9qnTrTOny6dO6qeOMacPI2ePQA8cBx497X78dOfjp9/x+Ik/f/RI95m9+t4tYqvmIVK3BX1uCIRQJAWj8WgiHo7GQlAsBEVDEBSMgKFIOBwJhUC3xwdCEV/AT7NUMOznBLqvVSM5HCZSZiGtZXROEvVsgVcMklNy5TovKwAYjiWiaVPhOCQR866ZGfzaP3z6wbMHi2kejoXQRJTGiXg0hWMMFIEJnPW4A9lM8b6zD5jpAhCISJLJMEo2W9W0vA2oohc1s6LqlRsBlfWyci0eLWjpIi+ljUwxV6oWq7VCpZwp5GfXzb37qcd/d+EVy7LsITxvDaB2ReC1DVNL1pJlff0b30RQvLfRCoMxe/MGLygcL9uyHw2znMSwIkGyOMHgBEOQLEXzJMXBCBmBkh5/uNUem5q9o1IfaA6Mtcdm+lqjA0PjQ+3x4fbY0LKGRtpDY+2hkbHx6cnZNRMzq0fGZ8Zn1syu2zw6tabaOzgyMjM+Njc5sWZ6at301LqpybUT46vHRmfHRmfrtYFW/2izb3h0ZMZMl1Qly3OKHR8vh8jLzp6hRZoSSILDMQbHGJLgaErgSVmKy/1i666BXafWP3T+jqfuW/30+bkPPbT+f51f8/Gz6z52auNHj2350IGtT+3e+q5tW+9fd+fp1fvPTB48NX7o1Mjhk60jJ+pHT+ROnlDOHifuP5p44FjwoSPuBw923n9Px/37uh/YD5+9N9ks07ocp7BgIgpAIACGg+EQAAAhIAi+QSEg2NnZGQqFQqFQMBgkCMLuLBZlSTdM3ciqmqmo1yaxCYLJ8zqGMyhGiaIMw7A/4M6Y6sc+9oGvfe3v16wZ43mU53EoAnjcPYlELBgMwjAahZI+f/j0mfPDI5OJBMGyqixnBMGQ5Zws5xQlryh5VS3JaklVS7Ja5pSyYjaMbENNV7V0OZer5TJ1XS3SuCqyGVXOq0pW1TLN/oHTZ8/872987aZ5O289oAuL1pJl/f0XvszxctrMIyhp7327FaAUzdOMQJCsvfyAZgQEpcJgHCO5weGJyZn1vc3h3tZI/9BErTnU6B9qD15rLGoPjt4I6MjE9Pj03Nj03OjU3Nj06tGZde2xmd7WyPDw9Njo7MT46qnJtct0jo7M9DdH+hpDI8PTfY2hvsaQLJmKnJHE9E1ccqzMMhLLSAwtUiRP4CyG0hhKEzhLkbxAyFJcHTcmDkwdPb/psQfWP31+9fsfXPPMu9Z/8v65T5xb+/FTdzxzYuOHDm1++t5tT9x957vu3Png+r3nZvefnr73zMSBU8MHT/cdOZE/cVw9c5y87wj80DHooSP+8/t999/rP3ev//Te5D1bk8UMybNxOBWMgIFwaBlQAACCASB8g0A/EA4AXo/L7/e63e5gMMjzomGYLCMiMGE/6tDUnKpkZTErCRmBSwu8ThICy0g0xZMkjaIowxKzc5M7d21TNQ7FIZxIIGgUjARi8TCMxGE4GQxB1Vrzru170mYhmSRVNSeKacMoLtNpA2pL0Sq8WlEzfXqmV9YKipI39IKhFiXexBIchUgEIicgiiSEdWs3/vWnPvnLX//iTw7o/IK1ZFmf+F+fNjMFgmTtxcMcL98KUJaTOF6maB7FKBSjSIpDMSoaS5WqfYPDEyPjM82BkXrfYG+zXWsMlGvN1sBIa2BkYHB0YHB0sD3WHhprD40PDY8Pj00Pj02PTc5NzqwdnZjtHxrrHxwfHJ4aGpoauc7o+Njc6MjM8NBUe3CiVGy0+kcnxlfXqi0zXWJo2WbUxnEZSls0JVAkb7tPFKFQhLKdKIuLBbayqbXt9Nbz57Y8emru4ftWP/nwxg8/svGv7pv74JnVHzy+7v3H7nj/4S3vPbLjvUf2PL3/wFN33H1+9p4zM/fcN3Hv6aEDZxqHTuaPn1ROnyDPHMYfPpF8+Ch4/kD0/MHE+UOBQ9uBtWNBhU+iSAiK+IJAIAgEw6FgMAhct2DgZkwDPr/tQZPJJMcJLMuTBCvwyjKgipyRJVMUDIFL85xGEgLHyhEwnkohOI4jaILjqd5GGcViMAKBEV80BoCRABQNUjSWSMQwnN6772Bfs51IYskkmc1WBcHI5Wo30Fmw6dS0sqJVJLWqZvo0sy7IWVHMqEpWlXIirbO4jMZpPMkTqKBr2Xv2Hfzn5/5l0Vr6HwL045/4VKXaSCRRI53jeFkQ1VsBan/OchJF8zBCxOJwCsYZVhwZn2n0DzUHRlrtsWpvq9YYaPQPlWvNvr7hZnOkv3+0NTAyMDA+2B5rtyeHhieGRqdsoCdn1o6MTlV7W33N9vj46vbgxPDQ1Mjw9OjIzMjwtP2Krb85ks/VWv2j7cGJbKbCsSpDy6JgCLxKU4ItiuRtkQRny6YTgUkEJm1GGUyoaX13Td59dueDZ7Y9dOqOBx/c8uRDm58+Pff4Ezs+/shdz5zb9qETm953cMMT92x87O5Nj+7Y9simXQ+su/v+ubvPTe67b+ies41Dp/NHT2mnTlBnDlMPnsAeOpY8dxC7/zBxZn/grnWdjYKLQIIR0BPwu3xePxAAQsFgMBi4boA/APgDoesC/AEwFIYgKBaL4TjO8yJFMRwrlUt1u7/RBlQS08uAUiTPMhIYjiWTcDKZpBlclNjeRpmiYRiBQmGPP+ACI4EUHEumooFAYGR08u69BwRRC4PxVIoyzbIkmYZRvIHOgk2nppUVrSxpZTXTq6arolyQ5VzGLBfSlYxaYHERT9IMJvCUWKs0nnzyqRdffPF/AtCFRWth0fril77S3xqCEULVTFHS7A2FtwKUZgQb4mQK8/lDKRjPFypj49PlSm+11tffGqrW+nobrYHBkd7GQLV3sNYYrveNNPpHmgMTrfZEuz09NDQ1MjIzODgxNDxhJ1KVal+jd2B8bMZ++DvUHh9qj9vPf+3+4kq50egdKBZqoqAROGuf6QTOkgRHEiyBMwTO4Bh9ozCUQmAilcRSSQyBCQylCJTTmdxE75pdq/fvX3fkxJZzj+x+4oE7HzsyffrBLU/ev+U9pzc/cXzTE4c2Pn5g0+P3bHr37q2Pbdn+0PpdD6zZff/UnnPD+841DpwpHDmpnTjOnDzEnDtG33+UPHuAPXEvcc9dvon2O2W+Jx71BPxur8ft9diAAgDgv24B32sK+vwBnz8cBAEgFAyGMYwwDFNRNJ6T04btPjOqYipyWhLTAq/znMZzGs8pFMnjGM3zIoZh2ZyhGzLHkyk4Egp7EDQORgLxRISiiGAwEI1Gjxw92ddsYziDoBSKspJkKkqW5/XraBZUtWDTqWllVa+Iakkx62q6KqslwyhXK/0DvcP99QEO5xmUZQlOoMU1c2u/9a1vWZa1PDj3Twjo4pJ1dd763r//aHJqzg49FTXNctLvOeIpmre/jScQIBghKa7RN9Dsb+cLlVK53ttolSu99d6+gdZwvbe/XGtV6u1aY7i3OdrXGm+1p9rt6aGhmeHh2cHBicGB8cGB0WZfu17rbzYGhtpjrf7hgdaILXuMVrXSVyrW+xqD5VKv/c+DwCTPKQTOIjCJodSyUIREERKBCRtHm85kArUv+hCYwBGaRmWTK1f1/pY5tKZ//YF1B05tPX1iw8lDc8cOrzt9dMMDxzc/cnTzuw9ufuLejU/s2fzYnVsf3nTXg+u3PzC76/7Ru+9r3nu6cOiUfvyYcPIwffIAc2q/ePJe4d6dyTWTPfnMChTpAUG33+f2ejw+r33EAwDgu25+72sCvD6/1+d0usPhSDIJMwynqrogSBTJyZK+DKgsGcuAcqzKc0oijiAwQdO0IAi9jYqmS2HQHwp73J5OgoTBCACCIRxHYRhut4cPHjpmX/JJssGyKsMospxhGOUGOouaVtb1iq5XVL0iqkU1XdWMqqqWsmat2TsyPjQ5PjTRKNdFms2lzb27dn72bz9z4ZWXrWutRf8jHvSl317YsnW7vV9LVozlo/xNsnhaoFiJpLhEEoWiSRSjjHSuVm+WSpVSqVKr9Var9WKxXKlUemuNYrFcrDSKtf5KfaDeN9TXGu8fnBwamhsenh0Zmh1qT7b6RuqVVm+1v9U31G4O9fW2+ptD/c2hVv+w7Turlb5ioZbPVQZaI7lsGYFJAmeTCYwi+VQSRxEKRUgEwWzBMLosFMVhGE0m4Xg8GY8nk0kYhlEUodAkjycENMrgECWjStOor21O3zm+ef/aew5vOHp869mT2x4+uuWRe9Y+fOfEuTtGTu7Y/K6tWx/YeOcDq3ecG999trX3VPnAqfTRY/Lxw9TBvfzhPebRffKdGyO1UidJdMXiHjDsC/h9Pl8gEAiFQuFwOBAIeDwe3xvMxjQeT0qipqkmx0oUyVEkJ/BKPle2L2YVOW134tplCo6VcYyBIol4DE4mk9lstlIt0AweT4Bh0B8A3NFYOAwGQiEgFoul05lDh47U6k37AkXTs+l0ieM0QTA0LX8Dna8DVNJKmllT9Yok5dN6tbfaHhkYGxscqebzusRvXDv79X/6B8u6urhw+ZVXXp6fn/8fikGvzlv77jkoShrDiqKk/Z4sHiM5VlAxnPYHwmEwpmpmpdrIF0qZTK5arTcazUqpnM/mivlCMV8wTbNUrhcrjXKtWWsMNPpHBgYmh4ZmhodXjwzNDrdnmr0jxVy9t9w3MjA63BqplmvNvkGb0WZfu7feqpQb9qiCgdaImS4k4iiBs7EojCJULAoTOHMjmqkUsiwEwVIpJJFI2YAmEqlUCkFgIhxMRcJYHMJTUQQOJ1EwIcFUntcma8PrBtfsnN1zZOuZkzsePbn9yUNbnrxn42O7Nj5015YHNm09v+6uc1M7zw7efaq2/0Tu0FHj6CF2307pnu3Fg3cbd6wJqXJnJOoJQ4EwCABAIBAIBoMgCNqAut3uNwLq8/l8vkBvvX+gNZwxCyhC4hityEYhX2n0tuxL2hsBtWsU8RiSSmIUxaAo2mq1DEMLAJ4UHI1AQAQK+gPuVCqBYVg0Gq9W68eOnvJ4g8tPHsrlpiSZLKuWSn030Fm06bQBVY2SZlYUrSwIWUUqlAvNgfrgQG+fz9mV0blTx/b+63NftRZeXVy4dOXyRet6X/0fA+hNIN74k24s+i8uWfML1uf/7ksjo5MIStqr2xNJlKJ5hhXtWNPOmVhOohkBp3gEZyIxGIymWE6qVBv1esM0s4VcsZDL57O5YjZTzGZKuWw5nysWcq1Wq1QpF0uVaq1vYHB0eGiqXm2XCs2Rwbl2a7LZO1KvtGrlvt5as6+31WoODA6M1Kp99gM3ux2pWmkU8pXlKPOmozyZhJNJOJFILbN4o2KxRCyWiEbjEBSDoFgEjINgCgQRMJKAwHgMjMTD4VQomAqFCSghJuk8mxvMjsz2b908fnDn3H171j1w9+aHdm45f+e28xvvOrd619mJvadbB4/XjxzLHdxfPXW0fvyAvnldIp91p1JAOJaIwT6P3/tm5vF4QqEQAAA9PT2BQGDVqlUgCHZ3O+wV0RhKowila1mOlQVeyWaKimxwrEQSLE3xAq+IgsrQAoZSUCQBp3AMIxqNxsDAAIrC0VgYioZ8fpfT1QWCIQzDQiFQ4JUjh0/kcxUEpThekWSDF1RRTJtm2c6T3hRQLV1WjYJs5AvlftOsa0qpkO0tZ8qNcnnr+ul7d2/85Cfe89Pnv3X54q8t69L81cvW0lsK6IsvvmhZlt3A9+KLL375y1/+yEc+8uBDj+6752B7aMweU6EbWVHS7F1bNwLK8TLDijQjELQQS2JAOBZNoKpm1nv7q9W6rqfz2Vw+lylkzELGLGYz5ZxZLWSrxVy1ks/ljXzBLJeLtVpvb7010BqbHF/X6htr1sd6q+1qqVktNWvVvr7eVrPZ6m+267Vms2+wVu0z0/lctlQu1c10HoEJOIXDKdwOKxNxJBFHbC5votOG8iY6I5FoJBIFI/FQJBWKpMBIHIxEoUg4BgbjIBAHASoRx6EEBiIkxEpIriyPDJc2zfbv3rX+zM5NZ3ZsvW/r9rN37Do1sftoa8/B6p591QP3Vg/sK+zcyo0MggLnCoYDbiAWAAMer8/j9XluBtTn83k8HofD0dnZ6XA4/vz//QsgFISicYYWzHSBwFkCZxU5zbGyLOl2vwvPyQwtsIxoX4aRBGsnfFEoKcvq6OioYRjJZNzndyFowud3hcPBVCoFQbEgELF7cVhGQjHaBlQQNUky0+lSOl26FaCGUZbUrKhkdL0k8lldLtWLrf5a3+zEyLef/eLHPvzwFz/3gV/+/JsLV35tLV6w5q++xYDaj0QvXbr03e9+98iRI319fel0OpsrMayIoKQ9xMYuxdvO0gbUzujtT0iKw0guFEn5gAhKsPlCpd7bXyyWNc3IZbJ5M503jIKpl7Lpej7TLBeatYKhUYWc2N8oTI61p8ZG2wNDQwNjY8Mz1VKrUuwvFZrFQm+p2KhUG731/kajWav19vb2NRrNQqGk6+l8vlgolERRXkbwRo8IQbF4PBmPx+PxeOy6RaPRaDS6/AUEQZFIBARBEARD4UgQjAOReDASC0fAcCQERoAIGIiAATDgDft8QXcw5I7EfAga5pl4WoALZWO0v7x6amzHxk2Htuw+uf6eE5P7Dg3s3Td8+GDvnh3q3GSqkPHBsNMbAHr8EWcg4PJ43a+TbatWrero6OhxOuzMyel2GWZ6bvVajpUlMU1TEsso9jlu50aSqAm8wvOifefMMByCYNFoPJXE4BTebg83Gg0EQUAwFAA8KTgWCPgSiRhFUW63l+fkgweOZTMVKAITJGcDKkq6omQNo6jrBVnO3ApQUUmrRi6drihSoZjt7y0NlDKF8cGGdfXXn/z4w5/560de/I9/tqwXLOvC4pXLSwtvHaD2VMiXX37Zsqxz587pus6yrCiK9nAfVTMFUSUpDieY5TDUrsnbwahNJ04w8RQZCMXDUJKX9FK5XihWTTNrGulc2sgaes5Q82m1mk33V4ojzd6Jdm8lx7ab+nB/ZrRdHW7V+2rV3nI9reVyZiVr1nKZei5XKxR6i5VGud5XqzfskcHVat00s5pm5HIFwzBJkr4VoDdxaRO5bMtohsPhUCgUDIEAGA2AUQCMAmAkBAZDYDAEBsJgwOXs8XpcgD8IBmMQkAL9qaA74XfE40EGjysKX6mURwbH7pjYsH16597JvfdOHTpY37aJG2iAAuuJQF6vP+z0Qy4g4PL43wzQjo6Orq4uj8/rBwJOt6vb0UPzXHt0jOcUmpI4VpXENMtIAq8aek4UNPtYlyRFFGWeFwmCSiRSIAjFY3A2m1+9ei1JkrEYFAwGYnEQCHoBwB+Px1EUBwLg6rk7Nm64iyLkaASjaZkXVEk2FNVU1ZyuF+w+plt7UNPMFE2jogj5SrZVNnsNXhnpr7z86+88/cT+j3309MsvPGtZ/2FZryxeuXjp1ctLC28RoJcvX15cXHzhhReeffbZZrMpimI6ndZ1XTey9qIjkuJYTlI1U1YMkuKWL42Wy/IYTiMoGYqkQlEYJVgtnc/ly6pmqqqey2RNTU2rSkaTS2mtWcyPt3rXTY5sXTN2cM/M+VOb9++ZXTfdO1jL9pXy7b6+glk09byZLmUytWxCWQz/AAAgAElEQVShni818pXeQrW3WO3N5YvlcjWXK2iaYRhmOp3hOCGZhO3Uxw43Xx9fvg7KyHVb5vIamsFgMBgMACF/KHJdYX8o7A8F/aEgEAoGgoAfCHi9fo874HUH/J5Q0B8JA/EYSEAhDAQQCERhjBf0Qq5/sDI5NbBlozk+lDQ1VyrW7fe5nZ6Qwwc6vX6n2+e6Jo/L7XG5bXM4HG632+Vx9zgdPW4XlIinMBQlKZ7TMIQXeF2RM/btw7X5A5xsAyoIEkVRCILE43EIgnCcnJiYqtV6IQiKxSAQDEUiYY/HFQgEYrGY1+vPZUv33nM4bRThJMMxOs/r9jwiTc/qekFVc4qSVZTsrQC1961JQoZEZV0oZpVSxczt3DT34i+ffeaDx/7ubx944ddfuXjhe4tXf2MtXFlasN4yQC3LunDhwuXLl++++24EQewxPQiCaHqGFxR7u6uRzqXNvCTrNqzLgNo9IghKJhA8CCYTKC3IhpEpqprJ8aIsKlkzo8uSIQtZRaxkjOFGZf3U6J7N6w7tueMDT+z/2hee+NJn3v2BJ0/cs331xEB9YrBVzpUyRiGTqWQLjXy5v1BtZqu9mUotW6rm8kX7RZSiaJlMTpZVGEaj0fitAH1TLm9C075mvH6ZE/IFwTfKH4p4AkCP29PV7eh29Li9nmAwCEGxgB/0e0CvC/C6gIAfDEPJKIpHaVqslmFD9uKpVUF/h8PR3dnjW9Xj73T4HC6v85rc1+VyuXp6epxuV1dPd4/TkcLQ9uhIoVJGSYphFCTFSmJakTMsoyhyRpYMjpU5VrKPeJpmEQRJJBL2y8x8vjg9PRuPx1EUhSAwkYi5XA4A8NuAetyBLZu3b7jjzkSMTCXYrFmT5YwNaNospNMlRclKkqmquVsAWjTSOSOdMbSSwJgKmzOlwlCt7/Th3b94/suf+eszX/nSY7/8+edffuFb85d/ZS1etZbeUkBfeeWVL3/5y7lcjmEY0zRVVVVVVVYMUdIkWVc1U9Mz9sB5O+hcdp80I+AEAyNEHMagOEZyimrkZC3DC4oNqCLJisBrIpdVxHo+MznYt+OOuRP37Hr45N6PPrX/2S8++uwXnvyHT7/7vqPbWxWzmk2rolTIVgqF3mKlVaoNFuqtbL1hlCt6oWRPbrGr1oVCieOEcDgCQbE3yXhACARtNMMgGLIVDgdthUJAMBgIBgMA4A8EfH6/1+/3+v1+fyDoDwS9QNgLhD0AuCyXP+T0AQ6fz+n1OH0ul9/pDTh9AXdnd5fD4fK6fYA/GALCwWDYFww5Q0EATXnhaE802BnwdLocju4eX5cD6HZ5e5zeHqfHcU0uh9PlcDqdTvt8d7icHd1dYCw6MDykZtJgLE5REpJir7WD8Lqm5q53vUgcKzEMh6K4HcOgKMwwzNTUTKlUiUQiMAyHw8F4POr3ewHAD0FQKBQy9OyO7XfnstUYhOOopCklVc2Jki4r6Uy2lMlUZDkjiunfA2jazBvpTLU8UMw2DbFUNGqbZtZ88D0P/uxHX/ibT575wufP//THn5m/9O+W9ZK1cMVa/G8Bai29lmTNz89fuXDhd9PTk7EYZBgGzXDXLo0ElZd0lpNJgmUZUVN0VUlzrMTxMiPIjCDTvETRPI7RSApNJlAYowXZVI0CK6gUK4mSJkoKy7KiwCkCa6pio5ibHRnYu/WO88cOvPehY//7c088+/ePfer9x5956vjBHatzCl02jVqxWi7UK5WBau9QtTFcagxm6w29VFbzuVypKEkCjqOappXLZYqifD5fJBIBQSgcvtZDGQyGgQAIBEAACNnJz410hkLATXTagPp8Hp/P5wcCrzEaAJflD0O+UMQLBN0BjzvgcgecPsDlA1whMAgAfo/H5XL2uF0Ov88TDAPhGNgTcLtAvwcCPGDAA3i9XnfQ4wn7fMt0ul4P6IoVK7x+XyAIrOpxdHU71LSJUTQYSxIkhyKMImdEwZDEtK5laUrgOcUGlKKYZBIGQSgajRIEIUnS5s1bcZwUBMHn84VCIbuu5HQ6URR1OFxbt2yfm12PwHQqQQtchsQVXS+JYlqWM9lsNZOpSVJWEExNK/4eDyorRqnYyJsNlc81y+1TR459+xtfXrj0k3/84tN/99l3/eiHn7esX1nWy9biH1VmujYTb8lasqc6LlhLi/NLi1cuXf7ds9/8CsmgLE9xAs+JGsMbmlnjjRKnFngpLXKqwkkGLxmSpquGnsmzqp6iWIThREkjcSoRBOPhiMCrDK8xvEbxMslJBCsQHEeyDMWQBImoCj/U33vH7PjuTesfOn7w0x98/KuffvIrn3rsE0+dOLZzzVSzVE2rBcVIS+l6sVnM92UyNT1TNQq1fKNZHxpujY+IGt9q18en2nNrp8AoEEtEItFQIOgPhkPBEAgEw0AwAgQjAcAWGAyGl3uFAjeY/waza+LL5R7bPF6/LbfH95q8HrfX4/a63F6Xx+PyeB3Lcnt63J4el7vb5e52urud7u4eT3e3u8vh6nK4uhzOTqfDVrfT0e3scTgcDvtHh8PlcLh8vkB3tyMSiTb72wOtYY6XcYIJAODy5onrj7klu5ynamYESqAYFU8gPn+IYXkYwTZs3KwbJk4S0Xisq6fb7fVE4zGX2xsAQm9/x4rWwPDBQ8fsMYMMo7CsKklZVS2pSvmarrfVqWpJ1yuaVlbVgqLkJSkrihm737SQr4uCkc1UFDkjcvrOu+5+6sn3Xrp44cKF//jqVz/72c8989OfPWdZFyzr4sLCBcu6+odOu70loJZ1+RvP/iOMRWOJCEHSKMFTjCEZdULKE0KGZFSGFESClQlGZUSZk1hRIWUFZnmEExhBRmEMDoNMEpV4TRBMVtAZUSdFhRAkXOBxgeUkUU9rhWKmkNWzKt/IpXesm3n01MG//eBDX/vM0594z31bJps5garoerva7Cs3TaWY1suZTC1X7M2V65lKzayU0+VcuqDmSvL5h07+3Rc/lc7KDndnIhWNJSJAKAiEgjagNp1+P+QPgAAQuolO/+vtRjqXAb2xfv57zWa0x+3pdnu6Xe6um+R0dTpdnQ7nqtfk6HY4uh2vM5fD4YpG47fdttLp8NZrzf7mEElwBM4ytHh9IPC1qxCbTrvGhxMMFE1C0WQ8gUDRZHtorFKtkxRjp3RQLBoKR4BgOAxCYRCKQIm7tu8eG58hSC6Zws1MkaIFjtNUpawq1esqL+tGQGU5J0lZe/2arhY1pVCt9CtyZnho4uSJs8899x3Lsubn51944Te/+vXPLrz60uLSxfmFC/OLv7Osy38woMsjRpcWraVrmxvnF5euWNbV7/7rP+cLaZzEeEGS1Kwg5WFcJoQMLqRJRqUJnsM5ieQkWhI4GSUZTJAQVkI4Aaf4RAxGIgmZ4iVeEwSDFXRa0G4EFCUJXuTSplor59qN8lhfbbhSbGaU7WsHD9w1tW/L5HSrUpKFnCjXM6X+aquv0q5VBsvlVrZQN7IFyTA4RWJkxswpKA41W6VdezbX6vloLBQK+8EIYKfhABACgBAQAAP+cMAPBvxhG9Bbec034njT7Y7H43H/PnO6Pa+j0ybyJtlo9jg6ehwdPT1dPT1dPa8zZ0+PMxQCu7p6fN6gppqSqIeC0VQSlyVj+aJu+SqEonmK5u295aFwFIzEE0mUZoQNG7cSJJ2CUbfX4/X77LkMwRAYi8M+f6jZ3953z0GWk5MpHEGptFkgSZHn09cBLd/kRzXN/sIGNLO8QZ1llIxZzpjltFHctnXnhz74zKuvXttTY1mLljU/v3Dx4qWX5hcuWNblP8aDvgbo62NQy5r/znf/uVQqcByHoCTLqiyr02yaUfOMnGN4g2dUiZZlRlEFXZYMjOZxQYUZMUnxKZyFIsl4KM4TPMtIDKOQjEwyIs7wCMPBDI3SZDSZoFkqk9Xr5UJfKd+q5Cf6ezdMDNZNpjdDN/JSI69WDC0rqjk5UzLLRbOaz1TzuVq+UM0XStliIVvKZUsZkoG33bVux66NEcjvdHUSJIzhqa7uldeP8VAgEAz4w35fyO8L+32hQCB4I5o3XXW/0U3e+O0yhq5bmsPlvhlNG8c3p9Ox6laAAkBIEKRioaqpZiKOQpEkQ4uamlnubFymk6Q4kuJghEgk0WgsFYESsTg8MjpZqzdhhEBQPASGg+FQMByCovFYPAkEI8EQtGv3vqHh8WQKj8UR3cjZ7lPTircCdJlORcnbhSdZzshyRpbMQr4uiemR4cnjx05/59vfu3z5qj2x1gb0wqu/ffXiby3rsmVdXlz6oz3ozUnSomUtfuMb3ygWy5VKze45h1OUqhYYOUOJaZpTWUYRKEWkVZHTRTHNKyYlm0lKjGJsAmHD4WTQH0WSFElwBMmhBIvgTAqnUjiVxPEkjuI0hWAwRWOmJpdz6f5SYf3k+OG779o4N7xt/cTcaLOYlnWeLWVy9UI9ny7qYsbUi6V8rVbtq1ar+WJOTyuSymWyyra71p06fViSaZe7KxjypuBYAPBcP8CDfj/g94X8vpDPG/R5g34/cBOab/SRN7J4KzQdb27dLne309Vly+HstNXjWHXTt7a6ezq6uzu7uzu7X2eO7m5HZ2d3Op0ZHBjhORkMxzGUvj4IQ14+2W06CZIlSDaZwpYPd1kxZufW2XXoZAoJhSNgJOp0eSJQLBpLuNz+Urm+Y+deDGfsZ4yGUaRpWdcLhlG+VQy63FGvKFlVzS2rWKgZei6fq+zedc8n//pv5q/aq2mXLl++fOXKpYuXfvfKhZeuXLWjz6uLS1f+O4C+rsy0tGT9+7//YG52XblUR2BSkXSGFHCMJlgRo3mUYDGUxRGexESKkGlaFdU8I2fiBA/CFJgkfUDc54sm45T9zhglWISgUziVIogkjqcwlBN4CAIjYEgVuUal2KqW2r3V6ZHWzjvX7921ededG1dPjTer9WKmUDCLxUy5VuytFurFfCVr5jRV5liSwFMIApUrGYZFOR6HogGSQrw+x4rb3haNha8VifyA3w/YaPq8Qa/3TY7ym6LIm0C8CU3ndeu5hTmdPcssLoPY41j15nTeGtC3ve0dySQsS3oijsSiMMfK9kOAN9Jpr4WGoslkCovFYQQlR8emsrlSMoVFYyl/IOj2+IBg2OcHIlAsAIQSSXTP3fc2+4fASILjFUU1SVLMZCqZTOXac443853XH83ZRfucpuV1vaAbubSRp0h+fGzm3H0P/vj5n7+erkXLWlxcujK/cGlh8dKSdcWy5v9bgC5aSwtLiwtLiwuL1vyCdeGVK0+95/1jw1M8K/EUZyoajWMUQ2MUieE0itEYwuOoROIKRWkkq5GCkSL5SIoIRhCHB/T6EwQh0ZxM8xLFiSQrkKxgjx4kaYpmGYLACBylSBSHEwScMGRhoFEdaTcHBxozE6Ob1q+bHpvKZYqKaGTTxYJZymhZVVAEhuVpSuJoXeFNXSDJZK1aGGo3/T6ny9kVj4FOR2d318qA3xvwe693+wZ8Hv813TrpeaObdDqdN57fNprXXOUt7HrS03397O6yEXzTD2/QzYA6ne5kEuZYKZlAKZI30wVR0HQt+6Z0ohhlh57JFGZmCpNTcyTFxeIwEIw4nG5/IOj2BCJQAghGQuFof2t495577eEuBCFoWp6m1UymZhjlaw/iXu877U5QScpKkinLGUXJanpWN3L2RDuWkbKZ4o7tez79qc9efPXqpUs3DvlevB6GXlpYvGxZ8/8NQJespaWFRWthYWneBvTqvGUtWfOXrW9/87tPvfs9RdM0ZVaTSEHAWIGkWYoiOYqQGUpnGZPjzATMELSA0XwMxv3heJcz6A/BgpQXZENQdEHReVnjJJkXJF4UOIGXJImiqFQynohHCSTJ0wRH4RQGVyqlSqVUKBQyaTOXyZeLtVK+Zhq5rJ7LaGZa1QxFNhQ5rYlZXc6mJUMVigXzkYfv337X5iDghVMxjiU7Vr4z4Pf6fR4b0GU6ve7/5EC/ic4bAb2Rzv8U0DeC+IcCCgAhmmYV2YhCSThFaGrGHrlq5+zLgNp0ohgFRZOhcJQg2eGRiWqtT5Q0nz8UAECX25uCUZfbD0WTTpcPRojde+5tD41HYzBFC/E4LghGPt+gaVWSsq8d8W8A1B59I8sZVc3ZgNrDFgVe2bhh65nT9//yF/+xsLD0ekCtxcX5S5devTp/0aZzYeEP3qPwZ9bi9UUh1uKSNb9kzc9bS/OWdeny4pXL1uJVa+HS4tKrF//p7z+zZfVwqyYXsqSsIJrGaZpGkWIqxcAwn0zSCEolU0giCeMEFYmnAmACjJE0b5Zrzb6BwcH2cLlS4wUJRXGCIARBsKdNI3AyEY/GopFYNJKIRxOJGI7jKI6hGEGStCRquWyprzEwPDQ+2BpuDwzVSmVVFAxJKmUNmaNCAaff08PQeMbUFJkHAp5iIXPwwL2FfBaKhBPxqNvpsi+4Hd09ISBovzizr7lXrVrlcrlAEOzp6bFBXLlypd3hZve0h8PhWwSav8/eQN41LaN5kzwe1+23r3A6nT6fr6Ojo7u7OxAI9vQ4CYKiKCYcivKcDKeItJG3X0JjOC1Kmg0lhtMEyQqiGk8g/kDY5w/V6s1mfxvD6RSMh8FYd497VacDiiZ9/lAiia7s6Bkbn7l3/xGWk3GcpyiJ4wxJeu2effnF5o1oXldOkkxVy1C0oBu5cqVh/1fpawzceef273//h5ZlvfrqJXtbwRuc6I36QwG1qwFLlmXNL1lXF6yr89bCvGUtLFgLV635y9bCxavW4uUXf/btT3/0/Mc/cOKpd9+zbramyhjPkQwtJBJEKsXwnKarBkOTyQSUSEJQLBqHMYrTzVJfa2h07YaNu/fs3brtrnZ72DSzuq7nszmapBiKZhmKZSiaIjAMSSbj0XgMRrBkCrFPKwJnREE10/lioVopVQf6B1uNvoxuiCzD00QSCnWvWhHye0JBXzIByRKHIoliIXPs6OGdO+4CAj6XsycSBlEYsekMB0O3vXNFKBRyuVwej2fZNXZ3d/t8Prfb3dXVtewjV65c6XA4bF7/pID6fB6ns6e7u9v+zXR0dHR19YTDEZblEQSjSC6VxFTFZGhREnWS4OwZGfYsDBghYISgGSEMxtyeAMfL/a2hXL5sLzv1+UPBEBQAQDASD4Ygp8tHUvzdew8US3WaEQlCoGmZ59OynPsvAJpT1ZwsZ+w2vGyunC9URUlTNXNkZOzxx5/8zW9eWFqyLl26cuXKTcPA/vuAzt8I6OUF6/K8fbwvWdaSdfXS0qWXX7auvnD5xed+8u2P/cePPnnhN1985gNHW71iPOphaLJcqmczJZrkGALnKUSTSFUiKRqNxmNQEk0SnKhq2WKhNTgwOj42PDzc19so5gu5tKnLiqGouqppiipJEstzBEWiOJZMIXYqCkbiduCPYzRN8RTF5HKFerWWSZsCxws8K7IMhcGrblvRefttPpeTJYl4BPQ6HTSOIYl4MgoVs5nzZ8/cf+Z0Aop0rbw9HPB3d62y+38dDoff73e5XCtWrOju7vZ6vbbXtBnt7u7u7Ozs6Ojwer23SoZuZbc6+m/1871edyDg6+rq6urq8vv9K1eu7OjoJElaFGUMI2RJTyWxjFkkCU5TMwwtLh/xFM3H4nA0lkJQ0usLQtGk/T6WpLgUjPsDYftYD4Vj0RgcCsccTt/adZu23bkrHE7iOE9RCsNogmDKcu7aE8038Zqv0alpeVXLcLySNgulcl1R07qRrdWbO3fufu655+bn5+1NSPZgsD+Uwv8M0GuR6zVAr1pXr1pLC5ZlLVkLVxevvvrS4qs/fvkXX/z5v37w5Z8985sffuS5rzx+8tBqhYd87s4oBHIMr8sSjcSoVJDDwiQcoAgoBcdQmkZZPppMQYl4CoE5jstnc7VKtV6ulPOFarFUyuVNI62qqihLvCwJiiyqGooRKRiPxWEwEg+Fo2EwFgHjUSgZiUQZhtM0Q5IkWVQKhcJga2BsZLScz1WLBUXgaRwDgYCzqzPk9/ndLhAIYKnk2FB7amw0HPCH/L4Na9ds27Sxs2OVz+ezPVZnZ+fb3vY222vajHZ2dtrOFQAAG9Y/NaD2KW//l7Aj3VAIlGVVECRRlFlGlESN5xRFTgu8KgqafWNkM2r/FcXisNcXzGSL7aExlpOgaBJGCCAY8QfCAQD0eIOJJOYPgLKSPn7irKZnYzEMRVmG0W44368BqijFG8pJr5U8FSWrGzm7XJrLVwrFKklxuXx5cmrmQx/6kD1o+8qVK3+KJfJ/Zl29EdCLC9bFq9aVq9bS1SXbqy5YC7+zLn//lV/87Us/+ctLv3r/979+9gufuPcTHzj44fedOLBvW85UCQQ2VXHNRP9Qr9bI0TIdMlSMZWFGZOMEnsLQFA4jGIyiMI5iPM3oopzT05VcoZDJpnVDVVVJVkVVkwxDTqdZTqBpFsdJewp1NBpf7kVKJmEUxREUpyneSOeqlUaj0Wz3t8bbwxlVTUYigNvt6e72ORzenh4aRSEA8PR0RgAfloyJDPn+p574qw9/KBIGcRyPRCLhcNjr9dru8/bbb7/tttvsLkyv19vV1WU/Blq1atWtgPtD7VZ4dnTc3tFxu+22Ozo6IAiyZ1XzvKhpBk3xZjpP4KymZmhKkCWDYUUUo+x221A4GgxBUDQZi8PDIxP5QiUCJaKxlB2SgpG42xPw+kJAEAoAka3bdm7btgeCEIqSCELg+bQgmLJcsJ9oalpZkUuyXHhTOhXVtHN2mhGyuZKZKWA43dds7d137/PPP7+wcHVpacF+D2cD+sctlfuDAF1YsDcsXrlsLb5kXfzOiz995sWfPP7bHz986WdPfuGvtn/ls6ethR9a1kv/9I+fO3/mxP7dWz/xlw8/857TH3hk/9Y1tYG6jOFhnEGTOExyFEbjKI6gKIwhKIGgJIySMCoxnMwLmiRrmqZqhqjrrKaysiwrmt11yzAcSdIYRtjPL32+gM8P+ANh22ekUApGyGQC4ykuo+oZVc3peimT0QSBhGEKQQSKYjAs4Hb4nN1Q0O/sXNlu9laLuUQszjCMJEm6rouimEqlQqFQV1dXR0eHnTZ5vd53vvOdK1eu7OrqWrly5Z8a0JUrb1ux4h22F+/q6iJJ0p63yvOiJCn2sFKWkWhKsPvn7SFCOMHEE0gYjIGReDyByIoxMDhi+9QUjAPBiNPlC4OxAABGoKTLHWA5+dDhE5lMhaIkBGFYVhXFjN0acu3522uAFm8GVDUV1dT0rKZnBVE10jndyCpqesPGzR/6yIcty7p48YK9WsNe/PJWA3rlJkAvXLUuXbWu2oDOX37Fsl6yLn3r1z/8y1987/QPv7H34k8fee4L+59/7ilr4bvWwi+vvPqrS7/95S9++C8/+faXfvbtz33/68+c3T83NqhhqE/ROT2vsxJHchRB4TRNSiKvioJIsyyCo/EkDiM0RrEszwsSK8uULNGiqKq6puiqrCiSLAkiz3L2RqloLBEGoQAA+oMQEI75w3FvAPL6QkEvEAuBWCIls3y9WB7o7WvV65PDw6VMhsEwv6vH09MJeJwCTQg0seJtfwGGwn6/H8Mwu72VZVlBEBqNhiRJnZ2ddiDY2dn5jne8w+l02mn1H2iON5V9gfkG9SyXmRwOBwiCgiCoqk6SNMvyHCfoWoahBY6V4RTB0CLLSHZpyT7EI1AinkAQlOxvDRnpXCKJxuKwnbN7vIDPHwIjcTCSSCSx2dkNc3MbMYzDcR5BOJ5PS1JWUfKaVjaMqq5VNbWiyCVJysuyXZPPvCYlLStpSdYlWbcH6BnpzMDg0Nn77v/Rj5+3LOvChd/Zmwuuu9K30v7MWrCshZuTpKvWwuWFxcUla2H+omW9ZFnff+VXH//1jx7+3lf3/fjrh5/9m73/8YNnLOuHSwu/sBZ/ay288OPv/eOFn371wvOff/n7n/zwI3fu3z6YVhIIAXa7u1AKYzlSERmZQRg0SqYgFsclVoxHU7aS8RSCICRNMZIgaIqkyKqs2MVOXZYkSWJFiZREo1jmFR3D6SiUDAIRry/kDkT8Qcjn9IJ+IBoMRwJBIoXooqiLoi7xlVyOpwmBISkM9rsdo+0WjSP/55/9WRQC/+LP/58V73y72+UIAn4MhYeHBj/w/vdt3rTB43betuIdQcAfDgFdnR1BwN/VeeNNz3/9x1t50DcB1OPx+ALejo6ObkcPRTGCKKMIieE0RXK8oEiixgsKjjEwQmAoRTMChtM4wSSSqNsTiMZSKRjHCWZ2bp1dmY8nEK8vGADACJSwnajLHchkS6dOPaAoWY7Tenr8gmAyjGYn77peMYyqodfeAGjuJkB5QRFENZsrKaqezRXWb7jjQx/+6JJlLS4uXrx4wa53LixctaxFe/r2WwboDTuSF5d96ZJlLVjWlcWlReuqZb1iLT1vzX/z5V/81Xf+4cQvv3H+G588sPDiV6yln7702x8sWa9cufzTH3//cy//6BOXf/zRi99779++d/Onnt77za9++OCh7f1DTV4UJJ7aPDN4x3BhoiYWZTgJhQRRRUmFZNM4KsickoIgGktBEQDBkgk8QdKYSGIqTeZUyTQNOp2G0zqRy3PZnG6YhqQoJIslUoEw5PQGwEA44g2EXO6g0xX0eCKALwGF4URE5hlJZFSFz2X1SjlfyJuyLFIkGg54O1a8fdVt73D3dLq6VyWgcK2Un5sarxSyQZ+7u+O2rpUrVr7zbVAoAHhdXmf3qo4VqzpWOB3dble31+Pq6rzd43au6ljh6OnyeZ0RMLTy9nd0dXas6ljhcvas6ljR073ythX/X+eqFU7Hqo6V7+zuWuly9qy8fUV31yrAH+ju7Oq4fWVnR5fb6Vm1svO2225zuJwdPatuW3l7MAJJsk4yYjSKxpIUxxk0pzKMQjIiSXEYRWMEjhF4MoWB4VgqiSXiSCyaSibQO9ZvjsdgVfNHaZIAACAASURBVEl3d7m8HgCKJHzeYASMB4FIOBR1OH37DxztbQykzUI4nOR53R5I+/o8/YY7d6mgSLlrkjOKnFHktCKnDT2bzRTT6QxBEBMTE0eOHPr5z3+++IevNvyDAZ2/5kBfW0JvLV0D9PLS0ry1sGRdsJZ+Zi386+9+/jff+fL9z3/p3Nc/dmDhha9Z1i8vXvnlgvXKq5ee/8G//fWrP/nYpR889bt/eeBvHp/74jMHF15+7te/+f4LL/363Y8/8sB9h5/9/F/+82cf/+JHTu3d0BSYJEKQlJRLYFoyTqmcajCMQmNIPIyg8R5fTxAKUElIhBMijnIcg5sGWSkz9RqTz4uiLBGkghIKRQuKKhsZMBSBgFAkEIwEApFAAAoFYmAwCgVTSSiVhAgSzmS1wXZzZHSwUisrqsAzOBT0Bdw9Qa/T6+gMuHsigBfwONzdHYlIEEtGI4C3r1p81wP3rZudXPH2P3f3dLqcXe94+1/83//X/9HdtfL2297ucfcAAc//z957R8dVZWnf873fmrenG2hsHCQrVc7x3qq6t27FW7kULDnbmJwaDI2J3Q00GRtHbOOAwWCgsU0G45wkOeck28qWZFk5h1KlG/f3x7UN3U33DP3OTDPre886q6SlkrS0qn7a55x9nv1sUV6WWJR9669/ddvoWzLG35aTnSEWZY8fN2r06F+OHfurnJyxubnjxo8bNW7srdlZ43OyM7ImZIwfN2bcmLECoNkTcsaNGZ+dnZudmzNq7JjMnFydCSVcPivu0RowGx5wuKKEK2R3+jHCYyNcFtyOYjaLzYqiVrVKr9OajAY0J1s8edL0aVNn4ZjTZLQo5BqpRKnXmeUytVqll4gVOdnikknTX3zpddIXdjhJoxETZHJCnfvfBnTiXwNKeoPRaAGG2SdOnPjEE4+Xl5cODvb/A3nN/xpAoQu4+pHOstoTa5uPrD6/fQHVfQKgK8308DCSolpbm8rrT6xrOfl2rOr9mtIFnZVfA3QkEr00l2T54ZqLpQNNZd2Xvu6r3vzhsscnF7tVerVMiyI2H+kOOxCM0GktarnfaQuHSFfAhVgNeoXIIM1D1UoUNWsduMxFYCVFzsLCUChS6PMXkf6JwUg0vzBSVBIOFfhcJIbYdCq1QiKVSkRymUSpkEjEOXKFWKdXWW1mpwv3+d3BEBkJ+yNBr4ewOWwIYTXbLSaHDTFplRPGjsocc6tclC3KGj9+9C0lBeFF81595IF7VHLRPXfMKp6Yr9epsiaMy83JzBh/m1iUnTH+tqwJ4yTinF/f8su83AmjR9086tabxo0dlTF+dEbGrePH/3rMmJsyM0cp5CKVUiLKy8rOGi/Kyxl16y2ivBzhAlacJ8ocP0EqlWdmTRh122i1Rmex2gVDObPZQZIFTmfI4QgShA+3uzHcabXhFpsVtVqsVkwmVWk1RrVKL5epf/PQow7C43KSUonSaEDFIrlOaxIIFuXJxCL5vPmLH37kcY3WpNMjOO4VLoRueC39NaABX3HAVxzwFV0zR/YXBPzRgD8aDET9/iCOEw899NDKlSv6+3vT6eQ/GdAUx10HtBu4xkT3wYZTH3ScevfS7iXDV/cD05pIdnEwwvLdsd5zVys21u1f2np0eU3ZUqr9EPA9ifhgLDHAQU9LYxndeyBx5VvoL93z2SuvvvjA5GmFWSKZRG5wWp0e1FrsdWEqscuiN+kVBlRnQnWk3RZ2Eg6zSa/TKBCDBENUDjvqcQV8wUmh/GnRokmRglA46g1GItEioQuC3x8kCKfRaJTJZDk5WdnZEyQSkVwhlsrycvMmiCU5eoPajlv8XkdRJDCtpHBaSeH0SUXTSgr9bkKrkGjk4uzxt4299SZp7oSwz01YzWqZCDFqnn/u2XlvvGK1mDIzxpiMWoNePSFzrMDouLGjMjPGSMQ548aOGj3q5ltu/rfcnIzcnIzs7DG33far7OwxNquJsFvUKplEnCMR593665ulElFmxrhxY8aOvW3Mrbf8OjMzc/z48eMzM+yE02ojVGqDkEIPBCYKdNrtJIa7bJjDYsVQqwWxoGaTVVjHVUpdQX7x9Gm3C059ApR5uVK1Sq9W6Q16RCZVRSNFCxctK5o4RSbXaHVmjyfs9xf80AzsPw5oSfFUh8M1Zcq0P/7xj0ePHk6nkxSVSqUS/82Acn8D0D6AK6neo01nPmw/ubZqz+Ley3uAbklTvSzEAfqpWHWqvaz+0Mrq3W+e3Tqf7TwBXP91H6e27vbd6e6tPZXreirf/+7Ducf2f1Jbd/Kdd9fcfc8DRYHg/dMmf7hk3qtzH3zsnqkum87twQxmDW4ykJjNbjKbTQYDblLhBpFeITdoTQajA8H8uDtMBiOR/EhhcSBSEAwV+ANRodz0ul+uR6PVK9UqpVKuVit1epVOr1JrZEqFWJKbhRp1PrejIByYOXXS7BlTC8IBDDUhBq1OJVdKRUatqiAckIlyxtx6szQvOzcn848v/N7lxN0u+0svPjf38TnC4q7VKG6+6Re5OZm3jb4lNydTIs4ZPepmiTg7M+M2iWSCVJql1UpdTszlxFBEb7OabFaz0aCx47asCRmZGePGjb1t3NjbMjIyMjIy5EqFl/QjKCaTawiHV/CEt9tJIWFpw5wWqx212BALakYRpUKrUuqkEqXT4X34N49hNodApwCuSqlTKXVikVyt0ltQ/NVX5t19z4NWm8NgtFhtDr+/wOuNuFxBwYjhJwE6sWgyQTjnzn1y/fr1PT1dqVQilUqk08n/NkDhrwFNsiwDLA9JgD6AVqrvZPPZTxoOLLu0a2Fv7S7gOwHiHKSAG0gP1Q017a0/9E7T/rer966EoSrgBymKGUoMtrQeqbnwUVftB8mmD2P1H2z76NH6i98C9ACkrzY3lG39dvOH77ScKa8/uvXQtg+ffHhGSUnAZNbqlUrMYDSr1EatymY3oQ6DBlFqDUqDRouoDVYtiptxgnA6PF5fKOr1R1zeoFBu6gvmR/OLC4sm+QMRt4fEcRxFzUaTVqtTyhUiiTg7O2u8OGdC7oTxcnGum8AKwoGw3+v3OJ24NeTzhHweN4GVFEbl4tzsjLF5WRkKufihB+8N+D0oYsiPBu+5e/add8x0EDYf6VLIxRbUOG7sqOys8dlZ40ePujkvNzMz47a8vPEKRS6CaIRTmsuJOQir3+eePm3S3Xfd7iNdwYBPrVJIxHnjx42RSCQWm9XhdBtNiFZncrp8wVABbnfjuFfoiGK1EajFhqBWE2I2mVFRngwx22RS1Yzps+++6/4bwVKrMeZkiy0orlbpJ2TmqpS6yZOmv71ijdXmEIRLpC8cCBS63SGXKygYMfwooEG/MCcG/RODgcJgoDAYyA8G8klvsKioeN68N0+dOpVKJQC4/+YlHgDgh4AyfwboIEAHM3Cu5fymxv1vVe5e2Fm5DbgOgDjHJ4GPcYnm4abyxiMfNOxfU7F9OfRXAjcCPLDAcXxTX/uW2mMLG4+83nx8/uFv/5DoPgzQFY+1AySBG+ytP8Z0nE5ePdRcsfmNF+7yk4jRpCEdjonBCGYw6lUyp9MUjGA4obPbjQ4b6kAw3IAhelSvNai1GqXOaLYRnkAkv3hK4aQZoYJJLm/YiruKS6blFxT7fAEMwwwGnVojVyrECrnIZjUbDbqc7AkTMscrFTK1SqFRK21WFLNZCguid95x+x2zZ8155DcW1KxRK0V5OUqF5PZZ0+66c1Ze7oRxY0cpFZJHHn5Ao5ZjNsTtsrtddrNJp5CLhZPQhMwxmeNGZYy9RSrKtJg1pNseCXoDpBO3mgKk8zcP3D3nN/fdPmPyg/fepVXKxDkTbht9K4qiHg+p0xkQxOIgPIIbrdViF5ygr/k+o1bhtsJkQmRSlclocbt8s2+/2+sJaNQG4UiUmyORiBVmk1UiVojyZHbc9fxzLz304ByV2oBa7IIEKRgsEk7x17XJPwFQHxmaO/fJjRs/7enpuX5v9I/I5/6PAQXurwBNAwwDdLEDF1orPm87trpu75KWc99A4irwCZpJACSB72e6TrWe3FhXuvrwF2/GW04xI108QCyZ4Ngm4M50Xnq3pvzl2tKXqvcvgvhZPt0EMAgwPNh6tuPSjnTLvr6qL9oubvx03dMfrJtfXBxWSiV6pRozGAMuLBow2y25pFNFOrRe3OqxOQjUgSE4akaMZoNSq1PpTXrEiuJOwuP3BQvD+ZPyi6bmF5R4yRBhd3s8nkgkFI74cQxRKSUScZ5KKVcqZBq1Uq/T5OZkZU3IMBp0KGLykZ6C/EjAT957z11+n9fv8yoVsptv+sXzzz377DNP/D//8i9qlWz8uNGzZk4NBrzjx4224xa1ShYMeL0ehx232HFLxvjbfvWL/zX617/QKEUEZrKhBgJDfB7C7bDNmFr8h2efeOShe2fPnPLbOQ8qZXlalVSvVpAer98fzMsTW61YJJJvtWIuJ2mx2HDMiWF2m5WwWGyCd6ngkiKkge++6/6JRZO1GqNeZxblyQx6ZNzYCSqlTiHXZGbkaDXG4olT3lmzTq8zG01Wp8tnsRKClY2wARX8Pn8SoBOLJi9Z8taRI8fi8fgNaVJ/f+8/DVAWgAGgeY4HGrhhoNsgXtdTvaX5wPK6vUvqjm4Eqh0gybAp4JLADzKdZxoOfVS16+3zO1Z2VZcDF0tTPAMA0AWpcz1VH18++OaVQwvrDi2D4TPAtQL0A9+T6DzTdGpToulrpv3r3rr31yyaXn1xR2PjhZ1bt7zxyqszp5Tcf/uk1YueWfDi3ZPD2runen12i9Vo9hCkHXO67DYv6XB5CIVGLVUqtEaTWn/trOp2h4qLZxSXTJtYNDk/vzAYDHq8DsJhxXAkFPR73E4hQEolIlFejliUKxHnCedrlVJuNOhsVtTpsJNed8BPhoLknXfMfOjBe7UahUyalzVhnEYtf/KJx+Qy0bixo3RaZU52htGgsaBGhVys1Sgeffj+sM896qZf5GSMMWoUepXMqJHhqH5SYWjmlKL77pwxd84DLhzRyPOWLnjtped/HwoENRqdyYRgmN3jIcPhsNvt9fv9LpfH5XIRhFMA1GrFtFr9hAnZBj0SCRdOmTxDsFnUaoxikTwzI0enNcllaqlEOX5clo8MzZ+3qLCgxGqxEw6vw0m63H7BTtHvLxCqNf78zr34xrRjgaC/pCA6NRwscRC+gvzJmM1ZWDDpsUef+PLLr/v7BwEAgKOoFMf9ZHn8/yGgHPDXcvU/BmgXjDT01my/enBF/d5F9Yc3QLrth4By3RWNhz8RAO2sKgM+lqQ5GgCgF5KXeqs+bTi4tOnA0toDK2DoPLDtwPUAdPODFd2VXwzVfDRQs7qjcunnH9zb3nwAuCEAhmPYmovnjuz9tquutLdux6ndq5+4J5TvxUryCzGLQ63U2FAdZlXbMCPhsplRg1wp02h0Bj2i05p1WhRFCBzzeNyBUCgSjUYjkVAwRPr8brfL4XY5XE7CQeCYzYKYjTqtWtgRSsR5QpZKrVIY9FrEbLRaEB/pmjljyjNPz/3NQ/cVFoS1GoVcJnr6qcdJr3PUrTeNHXPr+HGjJeIcmTRPKsn1uIkD+3Y998wTkpzM7PG3yfKydEpp1rhbdUqxzawlrMapxdGAxy7Nzbj1pv/1wN2znpo7JxQI4jiBYXaTCcFx3O/3YxiGYdbCwkIURc1mM0EQRqNZLlcqlWqVSoMi2JTJM0qKp1pQXCHXqFV6mVQlESukEmVerhQx2zLGZz86Z+7zz71E2N1mk9XhJJ0u338cUK+7oCA6PeifGAlNCgWL/L78YCB/yuSZSxYvP3nytJCYv96SnftvXuJ/BFCKY3lggB8BphfiV/pqd7UeXl2/d1HNgY8hfhW4FMfSwKWBHYLei1eObqzc/faZ7cvaKvcC15+kKRp44Achfbmv+pvGgysby5dXl63mBy8C1wlUN3A9kK5JNG/rqlh9+cjLTWde3b/96d7W8vhwczo1AsClYn1Xq4+MXCkdrP26t/LzTW8/OT3fKcnOtqJ4cVGJ32MpyXeajaJQAPM4UZNehSImxGTWqPQmvUWnRnRa1GiwWFDc4XD5/WS0IFRUnB8OB0OhUDAY9Pl8Ho/H6XTa7XYMw1QqlVwuF4vFgm5DEDVLpWK9TmXHLbfPmvbsM0/cdecsv8+tVEhmzZw655EHZdK8UbfelDVh3ITMsaK8rMyMMTqtcu3KZXfNmiYXZetVsvwg+cbLL/hc2LhRv5LmjZsw7ma1PNuGqO1W3W/un1lc4MMsetSMmI2WwvyiooKJVtSC2SyEHUPMesxmMRn1VguCWW1GvQkxoajZJpeqIuHCyZOmOx1endaUmZGjkGskYoWQYJLL1Aq5xunwvjl/8fRptxv0iNVid7n9Ap1eMnStoihYFAwW/S1AQ4FJJRNne1yR/MiUwoIpTod/6pRZDz4wp7zsUHf3tQVd6NcKwNH0f7K47t8FlLkOKPfngCaAGYBk61BtaceRd+p3L64qXc8PNwGb5FgaeAqYQRioaj62oXL3itPbl7Rc2g5cV5wZoYDh+AFIN/bXbW88tLa+7O2Le1cz/ZeA7QF2CNgeYBr47tK20ysv7ftdzdHnLxx+HaAeoC+ZGk4m4/GhzsHWs2z7vpHaDX0VH25Z99SX65c+/siDWq0ex3EXpsZMOcURazRgdmFqO6Jy2Uw4glgMCIbgdosDNdn1OkSjNuj1RtRqcbgI0u/Nz8/Pz88XrCT9fr/X63W5XE6nE8MwBEE0Go1EIrmhq8/NzVbIpVJJrl6nQhGDXqdyOjC3yz5j+uQn5j4aCfsdhA3H0AmZY6WS3NtG33Lzv/3ryrcWBb1OUdZ4nVJqt5hWL19y16wpo276V0nu2FE3/78qWZY4Z7RWmb1s8St3zy6xmbWEDfOToUgoGvQH/D4vYbdaLaZgwKtWyey4xY7bjAYdYjJjVhwxWXUa49133e8jQ1KJUqnQSiVKsUieky0WNqYGPTJ2TOZzf3jxmaf/YNAjKIK5XT6PNyjQSfrCAqCC+vhvARr0lxQVzPS6o4X504KBQo87dOcd9705f0lf79CNeiOeZxmG+qcs8QwADcDwwAmVSdcAhSSwg5DqitUf6D6+rn734gu732P7GoBO8ix3DdDh6pYTGyr3LDu1bdGVi5t5tjXODlKQZqEPmCtDDbuuHH6/dt/b53etonqqgB0ASEK6H1JN0H+s48x71eUvX9z/QvWJRUBfAOhiuFgyFevtbLh6ac9Q1afM5Y8TVes2Lb7j0pHN3W1N33777UsvPz97uv/he8OffvDagpcefOzeoin5Do9VR2LWAtLnJzwOmwu3Oq0WAjHbDEazzqDX6jVavcZisRAEQZJkOByORCLBYNDtdhMEEQqFSJIkCAJBEJ1Op1KpBIfQjPFjs7PG67RKIVKqlFKPmwiHfMUT80uKC2bfPn3K5IkKuVinVSrk4uyMsZ9v+NiolI/+5f9WiXJG/du/3jF10iP33WHRKy16uRszLnztD1MKfVljfhlwIxGfLeglMNQyc/psl8ON27DfPjbnvnvvtFpMDsKKInqvh7BaTAa91mw0SURSlUI7ddLM2bffjSKYRKyQSVU6rSknWyzKkynkGmEPStjda1a/FwrmKxVawRGc9IVJX1gQfNwoGg4ECv/OEi8ckgrzpzkIX0nxjEfnPLHlu50cCyzLsyzPcRzDUDSdFs7y/zRAaZ6jAdIswwMHfBq4GKR74w2H+k6tv7xz0bkd76S7ankqcQ1QegDidW2nNlXuWXpi6xuNF75imcZhtjcNcRZ6gL8aa97bdPSD6r0rT29fmeyuBjYGPMMlhyDeAoMVPec/uXJsWUXpSxcPL2RHTjCpBooZAKDjQ231ZzY3HV6WqlzdcfiNfR89Xnd6C5XoA+A4Pn3q6Ja6im2t1TubL2w/sGXd84/OdBqkuFYedbmibp8bcztsLsziQBHcZLYKwn6tSSdXKjQajclkwnHc7Xb7fD5BdxeNRgVeSZJ0uVw4jlssFgRBpBKRKC/LaNDIZSK1SpabkylcxKOIATHr3S57JOx3OjC/zx0Kkn6Pc8WShcq8nLE3/1KZlz325l96cetzTz1mUotRnawo5HzthSdXvfUaZpajerEk+1bcorUhqMvh9br9kVB41szpcx+f89ijD3ncdoVcZMdRO27R6zQalVqr1vk8oUcfnuv1BIQ2ThKxQi5TZ2eJhMy8VmPMy5W+9OJrzz/3kkqpE9rTWFBcUHNemzcEyP6CvwWox5VPegoLolNDgWLSG3nowd8uWbyirraJSl9jMZlMJhIj/3CN0X8aoBTHUgBplrsGKD8CdH+i8ejQ6T9d3rno9NZVyY5qSMWB44GngOqHVEPH2U2VexYf2/pqQ8WnDFM3zHWmYISBboAr8Za9V46/X7Xn7ZNbVya6aoBNAg9cYgQS3RCr76v4ovPsB+f2vH6ufDFwlzj6cjzZnaKHObq3v2l/08FFHQf/2H3k1apdrwHdDPxI3eVahk0C9HRc3tdc8S0MnL1asX3NG4/fP8kfthkwtcpltvpwrxvz4FanBbUjKGa22hCbFcVsOr1Ro9Wr1Fq1Rqc3mKw23OX2+gMhj9dH+gLBUCQcyQ+Fo6Qv4HC67XZ7NBIi7FaVUirKy5KIc3KyM/JyJ0jEOQq5WLid12oUHjcRCpIlxQUlhdF5r7w4o7jIbUP1coksO1OUMfb3T8yR5YzNHnuzNHv0+Fv/9cG7p8yaEg64TWZtTsCL3XX7bCfmcuFuv8erlEqiQd+811787Zz7XQSKmrQYajJqNdI8UdAbePCe30yfcjtitum0JoMeUcg1OdlisUiuURskYoVWY/R6AsveWllUOEmp0LqcJGF3Ox1eQWgcDBUEgvk37JL/DqABX3EoMKmoYLrbGb591r3PP/dqWemhRJxOp64JPWmaTqeT18Pnfz2g7A8BvVagxPDApVmG5iHNCn8BDXwSmOHhK6f7z35Ws2vZ8a1rhturmPQIz7MANNC9kG7sPPdp1d63jm95vfHcZ1y6Ns52UjDCQA9AS6ytrOnkBxf3LjuxZXm8sxLYJDDApNLAxCDV3HHxm84Ln5zbM+9s6UKgLgC0AcRT9DDAMFD1scoP2w6+NHBiwdXDy+meCoA4DwwPqasNx5ovbemo+AIGjl4+vnHLx/N2frZ6/h/mehEzYTC5EZvPhgcd9rCXCHjsDsKKoma90YDYMJPFakBQncms0xv1RoPBYDAajVYrSjjtfj8ZyQ/n5+cHwyGPhyQIwuv2TCwq8LkdXqfdpFPr1QqZKEetko0fNyY3J0smk+TkZAll036fuzASnFQYnT1l0qxJE/N9npDb8b//5V9e+v2TM0oi42/9xYTbfjXhtn8zqnIXvPa73IybAm4kRDoen/PofXfeb7fgTtwe9vtMepXPgz/+6APzX/+jSa+QS3JQoy4va4LP7XnwngechMdmJYTAKVwdKeQapUKrVGgNemTu408/9eTvLCgudDXBMefEoslCLdENRoU4KmxGfxTWgujUosKphQVTMJv76af+MO+NRa0tnYK3HMPcwJFLp5PXz/L/xYD+QA8KP4zbwteF7p88x3BsmqdTQPU3nf7q1M5Vh3Z/VF93PJ4aoPgUy48A9MNw9UDlluqdy89uXlS9/yOm/xKb7ACIc5AAGEj0n2yq2HB+z+LTO5Z1VO8HLk4nKADgIQXQ01K/rfrYqtM7Xqw6sIQZPAl8+3UntBGm/1LXufWXy16r2vFC55n1wLcBP5JIDvOQ6uu80Fq1teXYWrbhq8GaLza980Ss6zwb76w5f/brT/708KypLz1215b18zasePrlx6cWe/UWtbwgGM6Ty1UI6g5FrA4HZsfNZqMFNSJmnVyeozfK9Ho5gmqDAU8oFPC6PUF/yOPyuuyEG8cjXndJJFQYIF1WVKOQG/UGrVYvV2jEEplEIpNLZVqlwqhRYojBZtZHA14nhk4tLijODz3+yIPPPjFHLpogy8vMHj9qzK//7eXnnynODyB6ZcDjKIoULl74VtAfcjmcVgviI50iUYbDYX722Udvv71Eqcyx2QzRiP/OO2ZOLIpq1EqLxaZU6cZnZMsVmjyRzIY5bh01ViSWl0ya9tLLr08snmI0WSLRIqeLxO2uadNv9wcifzWj/kD02q70+uofCOYLc2LR5HA4SpL+6dNnPvvs77ds2cYwHE2zHAc/yXj2Pw3Qv//0DcOma+UmTKyv6Uj92W8unt3V3lWT5EeSkKK5GEA/jNTFanfV7V5z/tu36vZvhOHLkOoFLs4DDRCLD5xpurDx/N4lp3cs7agsBXaESaV5ABpSHPQ2N26/dHzVuR0vVpUvpPtPAdcNkAZggI/TA9Wd5/9UXzb/wvYXr57+AJg24GKpZAwgPdhT3VO/u+3Iqu5jy2rLl3z27uN97ScABoCngaHSnY2t53clG3cM1nxRvf+d1+dOLXHZ/ITDHQhI9QaF0YDYML+fRBEDatLiVh1qUmKYVqsVi8WZOq0Sx6wuhzsUiBZFJhaE8kNen89OuC2o24J4cZvP6XTYnTYroTegcoU2L1ealZk9YdzYCWNHy0XZGrkY0attZr3XgRWG/XffPv3Rh+4rCPkKQj4hdW+3mBa8/rLdYvJ7nEFvYM7Dv/3D754z6g2YzWIyatxuG4qqUVSNYVqDQfbMM3MOHdq7dOk80uswI3q1WpsnkkmkSrFEIZEqs3PEegOiUutffW3+nEfn2gm3Vme64cXu84d/DNCIPxDx+cM/fDYQjAaC0UAwHAiE3G53IBB44IEHlixZ0tjYKJDwU52R/7PGf6gVogAoy7LAxPhYfazzdH9XZYLqSQMV55MUOwIwCMnG5JUDtfveP/HVkuryjZBsAWaATg1xfBoglhg8e+XiJgHQtot7gR3hKJoHYCDFQmdr866qE6vP73ypsmxRuveEACgPNPBJdqi2nlcokgAAIABJREFU+8KG+rL557e+0HBsLaSagYtT6ThAOj54ebj1QPOBt66Uvt54bMXlsx8D1whsNxUfAC4NiY7hxkOJxi1DdZ+NNHz3yfK5D00N5Y0blSMWmex4uCDf43G5CQxHjWEvEfYSYZ/T7bCYTVqjQWPQ6eVShVqmcWIuwurwuciCYLgoEAx7XKQd89kJn9uD2+x23EU4vHbCY7XY9XqjXCoT52TnZo5TiHNEWeNNWqVSkuvCLR7CNjEanDF5YklBuDDsJ504hhhWL19y58ypNsQY9AZKJk5ZuWJVUUEhjll1WkUw6NLrpSaTQiabEAo5P/30g/r6iw88cIdCLsovCIlEkozMHJVan5MrUWsMo28br9Eap8+YvXLV2lC4QCiaE9xHhO4rPxVQkvTjOD5z5sznnntu7969AgMsy/7cARUYBTYBbBekr3B0Nw9JCpgYl0ixCYARYNrTbSeryz4q37TgzO6PIdEO3HAi0c9zaeBj6cFzVy9+dq506antS1oqdgMTA4bheZ6DBM22dbbsrTqx+sLuVy/uW5DoOgp89zWrPj7Bx+p7Kz+/XP7m2e+eqz20CuJNwI5QdAIgTcWb6b6TbUfertn+wsXSN7oavuapunTyamK4C7g41VMz3FQea/iq/fw7PZWfbF7/u31fr127bP7kKRNNVrPRpC0pCD9yz+x8j520mZyogUCMdovZbrXhNrsVxc061KRFcDOukirNeoMLw0Jeb9Tvj/h8Ia/X7/HaMcJBeNweP+kL+X1hryfgdLoddkKvViB6tSwvS6+SZY0brZaJxNkZapnIhVvsFhPpxKMB77SSwscfefCZuY86cavZiGBW/J677n3qybkW1IxjiAU1WCw6g0FmsWhWrVpUX1/xpz+9Z7Oa5LI8BDHJ5crMCblyhUYkluv05tw8aXaOePmK1Y/MeVyod/WSQTvhDgSjoXAB6Qv9VED9/qDX633qqafee++93t5eAYDh4eGfL6DwgyAKbAqYHmC6AGIspFPAxrhUik8BxAH66J5LNQe/2LfprWM7/gQj7cCOpJLDHJsGPkYPXmit/OJ82fITO966cnYXpAeB5XiOARihqCv9HaXVJ9dc2vv6hb0LY+2HBUAZhgIuDvGG/uovL5e/eW7L89UH3uaGLwM7QtNpAJpJtsJIRd+5dbW7Xzr23R+aKzfGh87SVBtD9QGMdNYebjj1adelD7sq11YeXLD85Un1Z7bwqc7a2oovv9q0cN4f1771Rum3G75Zv2LNvBcfnj3FYTaGSX80kI9b3ZjZEfLmRz0R3GhB9UazXmfQqPVqlUmntVttQdJXmF8QDIb9/qDHQ7qcpMPpvdYG0kO6CTthQ816jXCcEudMyBo/JnPsaLk4V6uUZWeMJV2EE7dOzA9PmzRx2qSSSCgaCUVdDveTTzzu93ldTsxoUFut+oyMW4JBx4YN72/Z8kXxxCiOITiG3nLLTUajOTdPKhLLBbcwuUKTX1C8ctVap4uUydV2wu0PRDzeQDCU7w9E8guKfyqgHg85derUV1999fTp0wBAURRN0/F4/H8AoBzH8Vwa0r1A9/B8nAE6AWyc5yhgANIAg9xQY3PFnlN7Np0/tJWNd7NsnGaSPJ0CPsYMXWyv/qaibOXxbcsaT++AeC9wDDBpgJFUsn6450DtibWXShee272ov+UQ8L0ANEWlgB2B1NWhum8ul795ccdLVeUrmcE6YEcYhgKg6VQbpCpHqjZ0Hl92btdrbTVfculagD6WHkjHOnobjl85+0XHhXWt51dUHnzz83VzepsPQbojGe8EiMd7G87v39x4eldfzZHmU6UrXn7Wh6EWrcGsQ3Grl7C4HRanG7XbjSarSY9ZjBhqMhn1GpVapVKZjSa73e52ujweT8DnDwbD/kDISwYJN2knnKTX7cAsDsxi1msw1GTQKPVqhUKSJ8nNkuZly0Q5SqlIkptF2FCVTFxSWFAQLfR5/SaDEceshQVRFNGTXgeGGe12YyTinj59Yn40IJXkYDbEZNSLRCKTCRGJ5XkimRmxSaRKgxFdtfrdO++6D7XgVhshdKsSmgQJNew/FVCv1/fb3/521apVqVSKZVme54VS9587oAKjPEcBFwMuxvHpNE8nBWNn4FlIA8Qh2TnSUdV1+XT75fPAxWgmwQMNdAq4GDtc1V7zXcX+1ce2r6g/uQNi3cAyQCcBhlMjtfHeQ3Un1lWVvXVm19Le5gMCoOl0Eug4pFtilzfXlS+o3PN69f5VzGAdsEkBUCrZClRN7NLG7hOrTm57rfb0n7h0PUA/QBL4OKTaYlfKr5xac2zr747ueKHq+LvAN1PDTQCDwPV0Nx7trN4LPafTVw52nNu5cfnL908tsmh1sjwFYsQxxI4ZzF4rGnFhuFlNWI1Ou4WwWy0WRG80CLf2Wo3KbDI4MBvpdQcCIV8o6glE3L4gSZKCI5odt/lIj8tJOB12C2pWKeUKuRRFTDnZExRyqVQiypqQYTYZCNyBmFACt1tQ85133H7H7OlPPfnYY489MG1akdeLm4wag16FYyhiNmZnZZrNZplMIQCqUutVav3ts+9eveY9o8mC4U7h5O72+APBqLC4/wNL/IwZs954442DBw/CX3S5/jkDCteDKM8x18zGgaaAS187bAPFpIFPATMIqR4+2U3FugDSNJsC4ICigB1hh6rba3ecO/De4e2rak/u5Ia6gGWASgIMp2JVyf5jNSc/uFT+9smdy7qbDwL08sAk0wmeiQPVHmvcWle+oKZ0fs2htfTgZeCSNEvxQKeSLUDVdRx/v+PI6rM7FzdUfAnQBfwg8BSfGoZkx/DVA12Vf6o/tqRi/4Lmi5uAbeGTrcB2Ad/RUbO77ujHsZqvhyu/7jjz1ceLnz6577v1a1Y9+tBjHqffhqDTCsMPzSyYErKVhAiPXa9Ti5QKsd6oE2p/EcSkU8nVMpFclC3Ny1YqlQhqdZLBQLQoGAz6SI/H7SS97nAoEA4FSK+bsGNmk8HlJCTiPLPJIJdJMjPGKRUyuUwiyhVnZWZr1RqXk7DjtpkzphQVhmfNmuR22xCzjrBbNGo5YjZKxZLM8RlKpTozIydPJMvJlWRlixAUe2vZyrvuvl+h1FqsdsHTIRItikSLPN5AfkGxlwz+VECfeeZ3K1asGBkZEegUHoW+mD9rQK8PDniaB5oDnr4WPoXGDTzPpYFLAhcHLg5ckufSLM9wHAcsAJuExJW+qwdPlq7b9vni84e3UQNdwDJ8cgToHoA2oKqqTnx4eveKsm8W9Vw9AtCbouIjiThAGtJtscatl/bOqy5bULFvxWBbBfApiqFZnuLYHkjUDl78snn/6vO7l9ee/oJLtwEkeZbjqSRQ/WzvhaaTH1SULji5a/5g8y5g2oHtA+gBaO2u31Z/ZFVD+cLYxY8qdy35ZMljrZcOA59Oj6QOHTj8zttL1ix9ae/Xb3/z4WsvPjn73pnRkM9mNqvVWoXL51ZplAhqcDssuFntxQxGlUQlE0tlCpXejLtIgiBIrzsY8PlIjxBKA36yqDDf7XKQXrcQU1HEpFEr5TKJTCpWylVqpUatVAntPzVqOWLW2XHUajGiiN6gV6tVCrlU8IuWScQKlVKnUusFX4bH5z79yqvzbJjDTrgF5w8Bu7+TXboxhRaBN1oDCxvW6TNmvf76vMrKyh++5cI29D+RuZ80fiqg15zCOR6EW9Hrzk48xzE8lwYuDVya59IcT30PKJUCqiM5eLGxcsepw581Vp2A5DCwHKTiQHUD3wapyupTG8+Vf3B4+5qWy/t5rpdmUwkqDZAGqi12ZXt12YKq0jfP7l3e13YeIJViaJaneK4XUnWDF75pLn/3/K5VNSe/5lKdADRwwKdpSA9x/dUNJz+qKF18YufCvqZ9wHQDMwDQB9Cc6Ng3UPOntmMLu04sqd75Rvmnr8ZaK4AZScRjycRIV1vt5Qu7Y617h65s76orfeXpe7yExmpVOz242+/SGdReDxH22rw2TcRpIkwKRK9EUVShNeZKlTqdwaDXmox6zGZxuxw+0kN63W6XIxT0u10OmxW1WhDCjrldDqfDjlltqBnRqjUSkVgsylXIxRq1XKWUyKS5Oq1Co5YrFTK5VCaTyOVSlVKuESrm5AqNWKIgfaHX31gwddoswuFBLfgPAf136RTME0lfyEsGg6H8QDDqdJGFRZN++/gTn3/+ZUfHn1nN/xPphH8AUI7/fn4vzuNBkLkIPZYEOq8BmuD4eAKYXuA7EsPVXa1nB3ubgWeAA6BTQPUC28YnqqtPf1VxaNPh3R/UXdrD0F2C3g+ABqot2br78qGllfvmn9mzrLf1HM+lUwzL8gzP9UK6fvjS5qbyted2r7p4/Asm3QlAAw88xUFqGAbqG09urChfcXznku76fUD3AT0EMAD8VYifgIEdvWeWXCn/Y/WOV64cW88P1lOxroH+bgCaijdfvvBNe+XH3ZUfdVzc/PUHb7z0u/stiDwja7TZZnSTBOm2OlAFqhgXxlQlPqvbqsMx1GzFbQ4ParHp9XqFQqFWqxEEcTgcgpwvEAj4/X6SJN1ut8vlcrvdJEkGAgGbxWpBUKPeoFLKJeKcvNwJuTkZebmZEnGOWJQtyssR54mkYplSrtEoDTqtWSHXaLRGiVT5zLPPvTFvoVZnIhweBMVuxM4bgAqr9t8BtKCwJBQu8PnDHm/A6SJn3X7XkqXL6usbBCJZlhUe/6cCKjT+uta8hr9WEsoBzwF7YwLH8ymei6eAHgLoB+imqXaGGQEegOZ5KgnsAHCdXLK++ux3pw9+vmfLuqoLu1PpDvZ7QDvozrIrx1Zc3PPGqV1v9bSc59hUimEZYDm+D6jLw1XfNpavPL9n5dlDG5l0O8ulhF8OySGINTed2nRx/+pj25e2Vu0GZhDoOMUMsGwbsJWQKO87u7hx7+9rdr08WP0NpFqAT/Icw3GJwe4LjRc+661ZN1z3fs+lL07ufLel5uCBsq9ffvV3ZMBhMqsdmPY3swtmhtFZYXSS10AYJB7CZrUTZhuB4QSKolqtVujGpFQqhU7DOI57PJ5QKBQOh/1+v8fjEQB12AmXw+lyElYLolHLZdI8mTRXpZQIdIpy80S5YqlYoZBqNEqTVoPIpGob5vAHIkuWrrj/gYcVSq3QZu5H6fw7gPoDkclTZhQWTRJ6pwdD+U8/84dvN29Jp2kA4HmepmnhkaKof4eJ/8rxDwLKf+/pzAPH8zz/fWS9zigPNPAssAApYKkYD4M8DDAwxAENAKkEzVFpgBGAPqCu1FzYdfLQ5m3fvl9bvT+V7roOKANUB9978MqJ1ed2vXFy59Luq+c4Ni0AysMgMA0jtd80lC07t2/Fyf3vM1QLxQwBALAcJPsheeXK6U8rD60+tn1pU8U2oId5KhlLDaeoXuAvw0Bp18lFLftfqd31Wt+lrwR5azqd7u/rbKzZX3V8XeuZhV1nF17as/Cbd57trCsH6AMYOXH6wIYNazd+uKJ887rtHy/88M259xfhAYt8Ur4vFI5qjYgNs9vtdoIgBAW0oEQxmUwmk8loNAolHIFAQJD2eb3eUCBIerzCbtXjJtwuO2ZDzCadRq1UqxRKuUIuVcilKqVMq1YYNWqzUqGzE+7f/+GPTz71O483gFpwnz8cCEZ/7MQTFbKhPzqDofxo/kR/IOJ0kW6Pf8rUmctXrK6uqeN5EHxohewSy7L/8wC9Rif75+v9dcux69ooBoAGnhM+MnSSYgbSMJiGEQo4hodEnOYYVsjwA9/V0ni85sLBg+WbW66eodheFjgGgGPTQHfC4PErJ1af2fHasR2Lu66cY65FUA5gCNjGRP1Xl8sWnCtdfKRsFUM3JdM9AAywFCS6gW5uPrup5ujao9sX1Z/9BphhjkqPpJk4FQPuKte1r+3Y4u6ji2p3zWs//Tmwg8BxHAsskxrprWy9uLHhyIuN+39fvXvepX1rEh3Hh3urUukugPhwrO3Smb3NFXt6Lu7uPLPl/dcevSNKmJW5CIIEIgU2zI7jOEEQDodDMI7EcRzDMKHAyGg0Go1GBEEwDCMIwul0up0uj8tNet1+nzcY8Ab8Hh/p8rgJmxW1oGaTwazXmnRqk06N6DVWvc5i0KOoBV+46C2fPywY1Asr9Y/S+XcAjUSLbJgDteAeb0DoXLP5u+1pimEYjqIoiqJuGINdu+X+J42ffkgSKpcEEln22vz7gLLA8ywLSQriFNBpAIqH6/+WSYB+gL7hwfrYQEtL86WhwcscDAqAUuk4MF0QO9V0fNXp7a8e3b6os+nsnwHKNcQbv6jb//r58jcP7lvCMHXxVAtAGvgUJDuBa756bkPtsdWHti+oPvkZMIM0lUrxEKdpgD62+2DniZU9x5dXb3+z7eRXQA+nhhPJBAc8C3RrvHVH26lXr+x/tmrnK+1nNgBdB9CRSncw3ODVKxVXao7Un9zcXbGVvXKw7JMFa159IoAZ9DqN0+tHUKudcLo9pNPlsVgxowlBLTbc7rBYMQwnMJwQWr/JFSqNVo8gFoNOj1ltXo/LR3rcLruDsLlddh/pEsr6hHtXixm3mAkr4rKibhTBjSbLnXfdZzRZEBRzushwpPBGOukv6Pw7gHq8AZ3erDcguN2VX1A8/83F1TWXebjWJ+7ae339k/9hgH4fPq/R+T2gf2nmyHNc6ppokAWaAZoChgGguRvflgZuCGCYY/oA0sAl6XQvQJwDnma4VHIY2D6IX6g5tu7YtoUHt61obzrH0AmKZnkAgDiwVxNNX9eXvXGh/M1DuxZxdF08eVVIf/GJNuCvNlVsqD2x5tD2+VUnPgW2n02n0gBxFgD6YfB09+m1PcffvrR1ftf5LUANc2lBVAaQbmd69veeW9pU9vvavfP6qr4GuhGgh6J70kzPpYtl9Zd21R3f0HZqU9/5b8o+mR+/cq7iWNmb89+wOwivh5g1rXDuw3c9et+syQV+t93qdNj9gYjBbNMZbQajxWyyWlEcNdt0WpNSodVrdXqdxmTUC7XOLieBY1YUMXk9LrfL4SQcBG4ncIfD7nYRfpczgFrsRtQmkqpsmANBcY834HCSDif5Z6q5QKFQGRcMFvkDP74NNZmtBiNqRmward7nD//pk42pNP0X6c0b7RD+OxOffzF+MqDXBv/n88cH98Nnf7gbEP5Thcw/z1E8l+a5NM8xPMcAy7Bpik4LdYM0cMPDvVXN9QdKd7xfuvPjuqqTTHoEeJZjWGA5iHelG3Y1lS8/sWX+sV0rgGtNJzroVAw4Crh+oBquVn9+fN+Ck2VvVRz+GOJtwNJxBigAnmqHoVOdZ9bW75tXuXtR06kvgBrgeUgJLU64GNdzpvf0u03l85tPrEt1HgW+h0/3sWwskezo6z1Tde6TmuOrLpYtPL1twbYPXhxuPgdUDAC6u1p3bV737fpXLux9t7Z8/eY1Lzz30DSPzYxjLpe3WGf0mo0ul9Vn0aCEye60kEY1atCoEYNWLpMgJrMVxTUqPY453W6vy+Vyu51ej8PrIYS9qcfhdDhcE3IkIrlaa7LZ7G6nJ+QmQx5P2OUKBvwFAd91ebyvxO8rIf2T/b6SUGiiHXeHggXBQH4wEHU5yenTZxYVFdtsuMdDIojF4/GsXLm6p6cHAIaHh9nr44dp+f+BgP4fD+7HBwAPPAVsigGeA0gDxEeGW9rbLp4/V3r+bHlnex3wqWs7BwZgZIi9euTqwXdPbV16YvdaYNqB6gcmDTwN7CCkG5trvzxetvBE6dKKQx9BrAUYKskABQB0G8ROC4Be3LXw8onPgB7gBEBpAHaE667oPfVRU+nS+qPrYu1HgR9kUgMcm0pT3cODJ+sufdRUsep82Stnd8w/s2MV1V0nABqP9wHdMFD37dCFT/pPr+888uG+j+c/PHuyKE9mdUQd7mKPI0oYcL/F4UMJ0kq6bG7cgmKoSSLOyxiXmTNBrJTpTUarRm3QaHQGg85qMRF2C2G32KxmxKDXarUShVquN5msDrvb5/FFvf6I0Lf9ujBeoHOy3zeZ9E0l/SVB/0QfGS4pnhYKFvh94WAges89991xx12zZs0mCGc4HF63bl1/f7/wngg+838trvu/gP45oCwwFHv9WjVOM/3DsZbevobunoZksgcgDcABBzwLkIxxraeaD3147LslR3eu5RLNkB4AlgKeAXYYqKa2uq9Pli05sXfJuQPrYfgqsKkkwzPAAdMOsTOd596tK513YeeCumObgOrjeUgzwNAA7Ajffa731PqmssVVB9b0Nx8AboBJDfBcmmH7kiMVV+o2tVa9e2bPyxf2LOqv3g6xFgFQgGSq70x/7VcDFR/2nX536OyGE98s/3j1vPvvu0uuMSFWt92CIwrFFNITRM1eiyXi8drMBsJmDfsDXgdpNli1KrNKbjDpLRKRXCFT6jRas9FkMZnNeoNepVMq1QbEasTsuIt0+0O+YL4/nE8Goh5fmAxEyUABGSggA0Wkv5j0F5P+EtJfHAkXB/zRwoJJAX80PzqxqHDSpElTAoGQ2YwWFk5cvXp1e3s7ADAMc6MRwl/T+f9HQPkfH9f2DCzNcaxwmZoEGOFhkOOHWG4QIHEDUOAAqBTberbx0MZDm5cf3Lku1ltHJXrYdIpNJoEdBqal8/KWU+VLj+9ZeqZ0HQw1AZtOMTwLHLAdED/XXbGurnTe+e3zaw5/Auk+4HiaBpYGYGM3AK3Yt6K7oRToXjoxCEDzMMikq9qavm48t+r07peqy1dAzymItQATZ1kWIHmlekf7pQ2puk1M/abB8x+XbXi5vf7IYF/rl5u/euZ3z04Mk36r5sU5dzx1d8mdRV6PVedz2RGD0YnbbWarzYx5nH6rCTMbrCatWa81GdRGg9po1JgQPWo1YVbEjjncdjfp8gXJUDQQKQhECnyhKBmMkIHo9VnwPamBgmh0ko8MB/xRvy9SWFBSWFASieSXlEy+4467Nm78dGRkBACSySTLsgAcw1A/n9gpjJ8poDwLHCvcpCYB4gAjACMAcYAEyyR5jrneSJfiu2vbK3acLdtw+siX/T11dGqAoWg6mQAmBmxHT9POMwdWHN21+OSetTDQAGySolkeGOA6IFnRU7G+pnT+2a1vVB74CNI9wNEMDTzNADvEd5/pPf1BY9nic3uWdtbvBapHABRghGfqu1q+u3Rk0Zk9L9ceWAl9Z/iBJuCSNJ1mmOGOxtLmio+uHlvedvit6p3zP13+UHfjYYBBgGR7++WqM/sObllXd+Szszve2/nJgucem0USFsKG5YfCTtyOo1hJQXG+P9+Fu+2I3WbGLHqrWYciOpvNRBAWrwMnXW6fgyTdgYA3FPKF833hfDIUJUNRbzByfUZvTDIQjUQnCoAGA/l+X9jvC0+dOv3tt1f19vbH43/h7snRdPpnRSf8EwH9m+P7sxcLPHU9iMZpegggyXGJZGKIZSjgeJ4FYGlIdKfaL7TXHWxrOhGPtfKQAh6A5YAeAa67/+q+swdWHdmx+OjONVxfPbBJiqIAGOC7IV3Zc+lPNaULTm557ULZB5DuAo5iaQ7oFDADfPeZnu8B3f1DQIG93NWy9Wz5/POlr9cdXMO2HxUApahUKtVPjVwYatl29djbdXvn1e5deGrbImboIsd09PU3xkeuArQlWg4NVH83VPNt96Wvv/rglbunFzkwm8dB5If8Phfhwq2EFbGjqAOx2lGMQB0E4rKbnZjZZTM5UZPdQXjsLjfh9ji8fpcv6PaHPYE/g/L6jHiDETIYyS8o8XqCLqdPsPEmvcH8/ML16z8CAIbhEomEkO/kOI5laZpO/xyW9R+Onx2g/PeFrBwPNMslWC7BQTyVHgJI85BKJIcFzyqGBqAoYOKQ6KCGm1Lxqymqlwf62o8yCYC+wZYD5w6uPbT9rcPb17C9l78HFHqAru2p3FBduujYd6+d3fsepLuAS/E0BVQS2D6++1TP6fUN5YvP732ru2Hv9SWeAYjzTEPX1W0XDi25dGBhzf5VySsHINkJXDKdTlLMUCpWmegqbT35bvXuN+v3Le2t/BLgKtBtAIPAdQ1ePVJ//KOBS59Cz17q6pZTu1fv3/35ow/fbzNr7VYNYVHhiMJLGGxGedBh9xMOEne5bC4CdeAmh81EWE2YzWK3WjGrjbDanbjDS3iCLl/EFch3BwtuTG+wQAifZCBaNHGKjwzbcbePDBcWlORHJzocrvnzF/T1DaTT9A0WGUYw+/wZxU5h/OwAZdkbLw3H8RTNJNLUCEXHKDouyKeSqZjQLYqiGDZNAZ0GOgZML8f3xdM9NKRZDhiKBToF/OBQy9HzBz88uG3FwW3vpHsvA5uk0wKgfUDXdVd+drF0yZHN807tfRfSXcAlgE4BFQeml+8+1XVmfX350vOlb/c07gOmh0kOCa6pHNXQcWVb7YnVVQeXVpetjjeWA9sPXDKVSgAkAdq5wVNtZz6u3bOkZvfS4bptQDfRiasc28OmrnZd3td2btNIzWdDFz+sP/BWzZF19HBzR2v9ru2bXnnh4eJ8y+xprldfePCxBybNKCJLwt6wy+m24oTZZkcxJ+bwOjyoATEbEcRkRRHcZnPjjoDDE3H4Ct3BYmF6A0XeQJGwDfUHooUFkwryS3xk2O+L5EcnTiqZFgyGV69+R3idKYq60V1TsAT7v4D+pHHDS4K+YSrxZ2YBPADNAJ0GPsbBMA0xAVCeFVb5oWTPxbozXx/aseZE6ScDLZXAp9PJFEMnge+DeE1/w5aK8hWHtyw6uHUVH2uB1BBQSaBikOqEwQtDtV/WHlxeUbaytXo7UF1AxzmWpukh4FoGu8qrjq48s3t+ddnq1JXDAqAUlUqmBoHrpnrPNRz5sGH/2rrS1cmmUmDbgB/g2X4m2TLSdrTu0Hv1+5b2nn63vnzpwW/ndV89k0p0APRxVEPVhW93fLd479Zl54999un789984dFpHznoAAAUjUlEQVSwy+K2miJel82sx60mrwsPOl2kw2M1WM0G6//X3pn+xnWdd/j/KFqkAYoWMZp4k0RSpCiRWmjJTpQ0dhagTRoHyZcgToo0TYsGSGLHcazV2ndrs2UrsmzZsiWK+75zuG9Dcobr7Otdz/r++uEOKcqSHQluYsmeBwcDznCGAMkH59577u99z9qiskcfLf7Sl4uK1m390sPrHlmzqWTDU5u3PvPEtm9v3vyN9eueWFtUVrHlqa1PfK2kuKy8rKKkeMPG8orvf/8HJ06cklJLqVeud/51OoXcK/e/oHply5MP/xHJm1UlkaVgCBgcTGmvN5+GYqAEzAkj0psK9bHMIhTnXHLmQCbhTCUC1331Bxuv7mm9flKZC3AzEC64ARZGZjA18fZY4yt9dfvnRq6CRyAcrYSUJmgxE2kcbTvUU/mH0dpDTqAJMgHtcGG7zIBK8PjAVMu5qbrj41WHnel6yAiQAWVJRpAZDfVfnGrYt9B2cKpp33DjMXJmmb2g+Qy0XzidyfD1yMx7iZnKyGR1w/sn/+NHzxR+5R8ef+iLFRvWfHXruqLVD1WUFq156KENawoqyjaXFJSWrd+2fv2Tf/N3//zI4+WPrd6yurBibcmTG9Z/dVP59i0bv1ax6asb1lds2fzkhvWbt23dvrG8YtvWr/3kJz+9dOnySkGXpsy8oHcBfXjoW8dtN7AEIEHkLAnqLAkKSAGZho6AItAxLbKcOUsfM4GIGW0baD3dVHmoo+68ssLgJoQLYYJHkR1O+q+MNB/w1e6bG3kPLOq18pPCBkWy0ZaxtqM91/84Un3YmmoCj3mCMm5CJVh0cKr5tcnaE+NVR62pBsg4yAAcIAO1aM3UBluO+ev2TrUcjo2/B4qTjEHNQo9JuzkVvhKf+VNy9t1A/8W268er3j6678Vffn1r0eqHv/D4o39b8NgXnt5SvL20YEvR4xUlazeVbigqKFlbuPGJJ55eU1ixumDL6oItBWu2lBRWlBVv3VL6ZEXZk0Vr1m9Yv7m8rOLr2595ouKpp7/5nd/97oW2tg4ptVK0LCiAvKB3xW2CLmt6h9eBpYM/cQ1TwhRwc3krBbhCmTHthKDigKGJC6kJIIIWWYhQbKGlo+Hk9Xf31VWeUU4EwoJkECZkjMyx+NTVkZbDXTV7Z4auLAkKJV0gbsTaxttP9Fa+PFx1xPA3wI1BO0I6XBhQCRbr/7Cg2gIYkQGK8FBboPXkwI2d/uYj9mIzVALIACHiA5HZS0Ndewfbdk33n8jOfNB542hmtgsiPNxz49TR3//8uWee/ddNO/7nR8//7HvPfr38GxsL/2XrprWrVv3jP/xTwZrSgoKywsJNhYWbigo2Fa8uW/vYurWPFBc9XLjq0cKiwtKS4rJtW7dv2bzt2R/8+NSp0/Pzi8u9FPOC3hsfIeidx9IhHiDxIUGJARzQArAAi8CWzxJcSS7LKBlNJQdGBq92t/9poOeadOMQFjSHcqASZE2EA9cHW491Vu8JDr4DN0LcJgWtGJCwEh3+zlO9lTuHbhzOjNfBjkDZQjpCmlBRFuubbD7rrzk8WnXImK6DihIZBMZlCmLeXGiebH3Vd333aPMxO9KRq+KSi8SHjPgHs2PHJ7r2+rsPdnyw8/2zv1scqYMIQ0aAWDTS09Z4frz19YGqE23vHTm+4xff2ra2fO3DT1Vs3LSxbH3pxvWlm8pKN28s3bylZPPmteWbCkrLC9YVPFa4ZnXx448Vrisp31he8d+/+nVtbT1jYlnQFddDeUHvgnsW1JMOkmApmAqO97p2vciVd0OfeUX4nrRMQ2pv65Kw4/gNY9wyg4IloFyQhHah08qZCger+ttPtt3YHRh4G06YuEMKpDmQtBPdk12neyt3Dlw/mBqtgxmCtIR0FJlQITfWNdl8yl97aLTqQHa6BiqsKKPguDJBbCY50zDafKLnxp6RtlNGuBPEoAVUFDQFpzk1dyHYf2iiY39fzf5gz1uwApBxNz2l3FnmTkbmGkJDFyN9F+Z7LzRc2fO/P/1m6ZovrvrK329Yt6qkuKC4aG1xQWHx6oL1qwrL1xRWFBVVFK8rXlNSWLDu4a+sWr1q7ZPbth87emp6OohcWAd5Qe8Zgvbi9HcxNLAkKEnAohWC5t6kSUmXCdvSzAJsIOXA5nAVc2VS6AgQI0QYD3OeJs1AEsRAGeUEQjM1Ax2nWyt3TfdfJjtE3IEGSABJN9U71X3Gd2PPwPXDieEaGIsQplSOhgE958ba/c3H/LX7RqtfyQSqoBcVUgImRwo0H5up7W882lO9d7z7rJ3og5bgGiIJzMHpiAfeGO/Y3Vf9h86rO2Z7LpuzvbBD0EmIcDY9OuO/lpx4IzN2drL14GTHqdmhK2+efv773924dcvqLZsKN5cXb95QsqmkaGPhmrLHHyl7+MslX/ny+rWl60rKH3+ssKiw9Hv/9mxDfQvnXiOGXPQzL+i9QUvxUrWk2Uc/5nKmUJ6gDsEisJygS7lV0lKRFCAHsAGXvAi1ZjIjdAJIAmnLXuQ8S5ot5awN4S4szLT6Oi403djv73tHOSEpbCIiCCDtpgamus71Ve7pv3YgNlKF7CxkhmlHwYKcZ7FWf8uhifpdQ9U7M4FKqJDWWaYdggWEkvP1voYDvupXZnwXkB6F5E7GsFMLEDNQQ1bk2mT7/vZ3fzPf+xqEH2IRKgnKajccnuvpanrVd+P5hZ498ZGT422Hp/vehJySbqCu+s1f/ecPf/3LH/32lz/87c///Vc//taPv1Xx9JbiipI1ZetKy8u2FBWu27B+08+e+4XfPwVgqZ3ih4KeeUHvDrrrx9xXhBVLUfoOP2XllJormRIEl2CvGFwTI3BAAIyxVCg84R9rGe69OjfVksnOutpkYI62hYxDzQ03vTpce7Dl0gtzvstACMiacDkERAzp/rme48MNL3Zffz4xfQ0iC05QIMGh5kS2baL90GDVrsmqE3q2BzxD0gJMKUJQAZ5snWo7MlS9c6zpiEx2ATEgCzik0sqcC41dC3Tvm2x7ob/mNxPth6xIk7TGXWcByIAi8yOVo3VHFzpfHa09VPXGSwd2/te3n9latqF03br127d/48UXX+ru7vVKNG37L74J7P8X96Ogf0k0QRD47UNpVypHk9eJQhB41khEIoFQsDcTH2ciKeA64BaZQqWgFvxdF/1NJ9uvvDTbdwmYV0gntO1CgaeQHJzrOT7U+EJn5W/j05UQFlxAAFxCzQmjZaLj4MiNl2eun0CwBzxBKkPwvJ/nia6p1mMjVTv9rUdluhOIKZgctlIGrIXEVHWge5+//YXhhhdmfCdFspvYjMtihCzYLA+1ZgbOZX1HM4NnkmNvV7539DvffXJt8Zrnnnvugw8+iMVi3nz56dYY3St5QXNDKkdIWypnaV1AELgQGe2EIOOAoyAYlEuO1BlQZKztzeHaE01vvTTZfRFiRlA6rqyscsBTSA3P9p4YaPxDx43nbxWUQ88Io3miY/9w1cvByiMIdoMnoMycoHqBJ7qm246PVu8KdJ7U2W4gypG1ZVbKLFjEmG2e7jk40f6Sv3VXwv8WnFGoKOdJIoNlJiMj7wcb9sXa9sd7TmX8VzOx/qHhtqrqa36/3zNSSmkYhuu6n/Z/4R7IC3rLDOo5ujyPAmwp6ccUpAvNSGhYQLKv/vXeymP1l3b4Oy8pZ0bBMKBMEuAZpEaDvacHGna03XgxNl0FYXgdgki40DPcbB7v3D9c9dL0jUOY6YRIQpmAI2QSKiSS3dNtJ0erd831nqGsDxR1VMpgKSEykHEe6Qr6jo+37gh0HHYXqqBmgbRSFpGVDg/7uy4G6vex4TOx7pNjjcdTER9gemsceqkF8f1zk/0u+XwKeofhNUSRymXccpnJuCWVS5qBLGhTScdVzNWaw1u3ygb6qgJd7w43vB4ZrwcLERxvV12ILFITgd5z/Q272ypfjk1XQxi5c1DpgILcbB7temWw+sWp6v2YbYWMQ5kAkyq1UtB533kYfaQjlkhk3aSUWeikTvTP9Z8Zbdod7Dqh4+2gCGAqzTSxbGw87q8JtR+LtB+caz4403U+He0zrBAXNmOMMfYAHdZX8nkTFETqowT1LrOkch3XsOyMy0wpbGiXuOm6ts0Z097qAYcyVDqIlN9d7EM2AG+ZE7C0AjeRnp7qedPXcKC1ck9kuh7SAFdQIGmBgq7ZPNK1v7/2hYnaPXq+CSrh3WeSKgUdFsneQPupsZrdsz1nl2dQk6e1NqHTlBxaHHxjqG5voOM0Ej3QCZCjtSYIcsNupDvYdHjovd+M39gRHX0bes6bQYlICOG6ruu6Xr+QT/ufcA98LgW90/DSkN6Qkue2WSEBEpCMc86Utz4FraVys9BZ6CRUAjoJlXWY6QK2lBA20jOTPZd764+3VO6PTDdCGhACWpE0QDOO1TLcfdBX++J43W610ACVgHYAIWUaOipTvkD7qbGavcGu0yrdA8Q4TFfZgAOd1vGh8MhlX/Urk61ndNQHnoCwNIEAqIxKDEZ7zi20HAh1nYiNvcOsCYIhlSuEEEIsN2J4sMgLmhvLO/jmGvosb1RFGgSimwtVSinXSsPNQJvQWZAp7HQ6m3IBR0gIV2UWxnve66o/3XL9SHi6BdKAZNBCqQxhxrY6BrsP9da9NFq/Wy7eJmiyP9D+6ljN3qn2kzLVAyQkbE4uwKCzKjYcHXu3t+qV8cazMtwHJ06OpbwmAyKDzFio69xUze5w16vOQh3UPBNJ7xwUwH2V8rx7PneCrrTwrsZymdTKhAppSAZpQVpQFhTXWnKCIEALOMlooKer4Y3u+jeigS44SWiupANYDg9wMdjfdXyo/cBI496U/wOIKEmLwAELiPO4b9H3+uD1XRPNx51oOyim4HBiSlnQWWQn5wcu99UcnGy/QIlhKBNa52ZQmYUxmei/OFm9K9Z3DulOqJCCQbgZm7/fyjnuhrygHz9uufefu0flPSoOxaC8fqhca600FGnFbGhbmQvRWV98xqfMOShTM4M0AywmFpSeHOw93996ZKjxQDpY/fGCko56gkph/zlBzZygVbtjfa8h3Q0dUbDygn4OuD3kRyCloaTXGSXXGFVrrSVzTYCBLIgkeBJkghzhZqRyNGyHh7SeH+6/3NlwrLfuQHq2DjJO0qFc/WpiWdDxphNOtJN0XIHdFDTjnx+41Fuzb7L9NUoOQWehhSRIAMoT9JK/em/MdwGpXqiogkOk8oJ+prlDBBW4pWx66UQWgiAEtwEBYpAmRBbaAjHFDcZNJg3bjQkZnRip6mw43dd4PD3XAJG8VdD+xd43PEHtSIcnKNOuFDaUiax/ZuDN3ppX/G1nKTkASkMLkRM0C2Mytixo2kc6LsDygn7GuZnrwy2OruyH6tkJ4iCuvMQJSeI2mAnNQAzK1sQkuUI7gBleGBgfuB4YfteJ90KkSbgfFvTaHk9QrWIKgmkuuLUk6IWump0THadU0gdKglxBkKCbglbti/S9gVQ/qWRe0M8+t8ybS0/o1uAf5aIqzNvBkZYv/7WEFiAG4oAkSIIGhHBiZmKCJftg+yEyS4IyUIrH+xd7Lw5e2zPWeNyOdGiZWBLUhjSQmZgZfL2r9o/j7SdUqhuIQVtcK0EaKgtzMtZ/+VZBeV7Qzzi3HtiXu0pDrSjk87QDHIDlLPQ+pjS0BHl39qXKFfMJkAukoedgT+UEJXW7oFa43RPUVWxJ0LHgwLmuut+PdxxRqU4gQmQwUhwSOifoePW+iO8iUoOk0nlBP/t8jKCeo7fNoFJqxTkXjCvGtetCMkC63GFKcqEyRlYrBlhA0k5NQRpKLs2gyDjxsaDvSk/lkcHG89mwT6qUguCSCW5DmTo7ERg801n/+5HOYyzVBcSIDKmZAoNOwZyIDF4aqTkQ6r9I6X6ouKb8RdLnldsunG5dnFr5Jmivmd9SjZrWWpLm0AzaEdxaCqEKwHGsSCI0Pj/dG50fMTLzLss43BDSAQS0w63A+OCZnrYd4wPnrZSPZIRUBtqCTIPNwhnNBK4NNx4ZbT9jR9qgF5WIg3he0Dx/no9oNyldZq7M+HFhZbLxWHwxGluw7LQXsFLaBYTSrmPPjg2db2/aMdBzzkwPAhnAARxQFm4Q9nAqeG2g6chI+zkr1g6agwjnBc1zV3yMoFxYKwJ+QhOTyvHs9GKp3utKu8yd949ebKx+uaPldCox5OUAQQxkgs3BHk0FKwebj4+0v2ZFO0ELELG8oHnuijtaQqQ0cU1sRbXJTU1XPgWEVI5g0YXgjbb6Qx3Nr6fi49CWFA55109uCM5kMlgz0PzqSMcFK9oNHcoLmudu+ShBlxcDvHX+FWsDtwxNXEhHy5RrDE+OXJ0cbXCsMCAlF9p1IU24YThTqWDDQNPZkY43rbgPCJNM5AXN8wnRH3L0jppK5QrpQFtAzE2Pu9lZLx4NeCWsAiwBZz4ZbBlovjDU8ZYR7wOiUMm8oHk+Ibdk/IiU1rlWnV5HWe9bnLucuwAD0tBJwAGk9vasIoAkWBpOKBXsGmi6NNR5JRsfAuKUFzTPJ8RLRmu93LhPLwvKueu6tpdEcV2bcxcQEAaUARKkdNZwXKZAgBRgJpxYItjX1/TOUMf72dgYkFA6nU8z5fmE3FP8T0ILaAGtaMWuvtAELSCyMCMyPcszs8oJQacAazmw/ICSF/RT5x4D1IqgCPqW7dChCVpC2DDjOhMWRlg5Meisdybwaf+Cn4i8oA8US/dYSUNTbv1JE4gIWoMz2FltpJSZUCyttZnbsudBJi/oA8UKQWWubp8kiEhBawgJ14FtkWMSt0l7K6l5QfP81aBcfylNXihaMSgJpaGgFYQGU3AlGIcUmrjOC5rnr40nKEhAMQgGISA0BLSCWjrqS0ATkdJ4IJs1rCQv6INGTlAlIBg4AxfgGgJK3syo5iKApOjBnj6RF/TBQwOaNJSEEOAC3JtBScubEX+dFzTPp83KzU9ur5D+zJAXNM99TV7QPPc1eUHz3NfkBc1zX5MXNM99zf8BIr3OMtjmLmQAAAAASUVORK5CYII=" />&nbsp;</div><div style="margin-left: 1em; margin-right: 1em; text-align: center;"><span style="font-size: large;">CMOS Fabrication Process&nbsp;</span></div><div style="margin-left: 1em; margin-right: 1em; text-align: center;"><span style="font-size: large;">Complete Guide</span><br /><a href="http://www.box.net/shared/x6y4na8d3o"><span style="font-size: large;">Click Here To Download </span></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="margin-left: 1em; margin-right: 1em; text-align: center;"><span style="font-size: large;"><br /></span></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-16472093533181297272010-10-17T08:00:00.000-07:002011-12-12T08:09:55.601-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW2e1SamLYCw6rDVy8ufxZpPttvymuZDNVgXBwelPgLZwYT8tRzYauy6Oufi9uoEElUyonOt641_aczC0txZ_Qo79DsVuC0plWuMM_VtCyAMk7zJoPz5eBWagtCAqjS2jvfbS9CIKiTOo/s1600/untitled.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW2e1SamLYCw6rDVy8ufxZpPttvymuZDNVgXBwelPgLZwYT8tRzYauy6Oufi9uoEElUyonOt641_aczC0txZ_Qo79DsVuC0plWuMM_VtCyAMk7zJoPz5eBWagtCAqjS2jvfbS9CIKiTOo/s1600/untitled.bmp" /></a></div><div style="text-align: center;"><span style="font-size: large;">Complete Guide to PIC&nbsp;</span></div><div style="text-align: center;"><span style="font-size: large;">Microcontrollers</span></div><br /><div style="text-align: center;"></div><br /><br /><div style="text-align: center;"><a href="http://www.blogger.com/goog_29908174"><span style="font-size: large;"><br /></span></a><br /><a href="http://www.box.net/shared/0xvzmna7u7"><span style="font-size: large;">Download</span></a></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-58405151139450604912010-10-17T07:51:00.000-07:002011-12-12T08:09:55.611-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFaA-9YhY-0-LnQ8xt-XSf7d5UBVX-skKMZWmPlthAfTVAwKvxgMy-V1WgRXJ5jcDFYJ1HRkBI1sN9ZSFe54N6otOMxL1NBSLjFPPE3U8gvgTTb2XM7MjtKaORQcuC7FKwMOqhdrOHJsY/s1600/untitled.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFaA-9YhY-0-LnQ8xt-XSf7d5UBVX-skKMZWmPlthAfTVAwKvxgMy-V1WgRXJ5jcDFYJ1HRkBI1sN9ZSFe54N6otOMxL1NBSLjFPPE3U8gvgTTb2XM7MjtKaORQcuC7FKwMOqhdrOHJsY/s320/untitled.bmp" width="249" /></a></div><div style="text-align: center;"><span style="font-size: large;">Programming Microcontrollers in C <br />Second Edition </span></div><div style="text-align: center;"><span style="font-size: large;">BY<br />Ted Van Sickle </span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="http://www.box.net/shared/0iqxtt7a0f">Click Here To Download</a></span></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-20905476460499737112010-10-17T07:46:00.000-07:002011-12-12T08:09:55.621-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.blogger.com/goog_1463213718" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggX6TkNZ6O7-3Z2JYW2d-lvCYz1U5L45X0mBmMS8DP6oXz0X31aGliaKUrrnEFUncrCNNavpSUaYn8gyjafJ5U1GNeFlZzhvDOWckG8gF0eZKOIDuaD10ws4zv9yLVX1GpdbB5-aTKNc4/s320/untitled.bmp" width="241" /></a></div><div style="text-align: center;"><span style="font-size: large;">The 8051 Microcontroller and Embedded <br />Systems Using Assembly and C <br />Second Edition </span><br />By <br /><span style="font-size: small;">Muhammad Ali Mazidi Janice Gillispie Mazidi Rolin D. McKinlay&nbsp;</span><br /><br /><a href="http://www.box.net/shared/u2t9hzuga7"><span style="font-size: large;">Download Book</span></a><br /><span style="font-size: small;"><a href="http://www.box.net/shared/60elggyksj"><span style="font-size: large;">Download Slides</span></a></span></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-39355710499073927612010-10-17T07:14:00.000-07:002011-12-12T08:09:55.632-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEica2n6DiUpkPH5sSjFlhyphenhyphengdFDuY3A5p6fPyQnQ-aRc-J2cDDzE0hi2wcnQkN6xHDzLNKalqxhHlIQfw4hEkyVuRSlExW8qR40KP0bayJnbcCzLrRzQ0vOEM-o2JAVY_F9yR5s7Gt_uhhs/s1600/untitled.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEica2n6DiUpkPH5sSjFlhyphenhyphengdFDuY3A5p6fPyQnQ-aRc-J2cDDzE0hi2wcnQkN6xHDzLNKalqxhHlIQfw4hEkyVuRSlExW8qR40KP0bayJnbcCzLrRzQ0vOEM-o2JAVY_F9yR5s7Gt_uhhs/s320/untitled.bmp" width="230" /> </a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;">The<br />Microcontroller Idea Book</span></div>Circuits, Programs, &amp; Applications<br />&nbsp;featuring the 8052-BASIC Microcontroller<br />By <br /><div class="separator" style="clear: both; text-align: center;">Jan Axelson</div>Lakeview Research<br />Madison, WI<br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="http://www.box.net/shared/72fn70bpvs">Click Here To Download</a></span></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div style="margin-left: 1em; margin-right: 1em;"></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-43037036576214302582010-10-13T02:15:00.000-07:002011-12-12T08:09:55.661-08:00<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; 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font-size: x-large;">Modern Control Systems</span></u></span><br /><span style="font-size: large;"> ELEVENTH EDITION</span><br /><span style="font-size: large;"></span><br /><span style="font-size: large;"> <u>Richard C. Dorf</u></span><br /><span style="font-size: large;"> University of California, Davis</span><br /><span style="font-size: large;"></span><br /><span style="font-size: large;"> <u>Robert H. Bishop</u></span><br /><span style="font-size: large;"> The University of Texas at Austin</span><br /><br /><a name='more'></a><br /><br /><div style="text-align: left;"><span style="font-size: small;"><span style="font-size: large;">CHAPTER 1 Introduction to Control Systems 1</span> <br />1.1 Introduction 2 <br />1.2 Brief History of Automatic Control 4 <br />1.3 Examples of Control Systems 8 <br />1.4 Engineering Design 16 <br />1.5 Control System Design 17 <br />1.6 Mechatronic Systems 20 <br />1-7 The Future Evolution of Control Systems 24 <br />1.8 Design Examples 25 <br />1.9 Sequential Design Example: Disk Drive Read System 28 <br />1.10 Summary 30 <br />Exercises 30 <br />Problems 31 <br />Advanced Problems 36 <br />Design Problems 38 <br />Terms and Concepts 39<br /><br /><span style="font-size: large;">CHAPTER 2 Mathematical Models of Systems 41</span> <br />2.1 Introduction 42 <br />2.2 Differential Equations of Physical Systems 42 <br />2.3 Linear Approximations of Physical Systems 47 <br />2.4 The Laplace Transform 50 <br />2.5 The Transfer Function of Linear Systems 57 <br />2.6 Block Diagram Models 71 <br />2.7 Signal-Flow Graph Models 76 <br />2.8 Design Examples 82 <br />2.9 The Simulation of Systems Using Control Design Software 102 <br />2.10 Sequential Design Example: Disk Drive Read System 117 <br />2.11 Summary 119 <br />Exercises 120 <br />Problems 126 <br />Advanced Problems 137 <br />Design Problems 139 <br />Computer Problems 140 <br />Terms and Concepts 142<br /><br /><span style="font-size: large;">CHAPTER 3 State Variable Models 144 </span><br />3.1 Introduction 145 <br />3.2 The State Variables of a Dynamic System 145 <br />3.3 The State Differential Equation 149 <br />3.4 Signal-Flow Graph and Block Diagram Models 154 <br />3.5 Alternative Signal-Flow Graph and Block Diagram Models 165 <br />3.6 The Transfer Function from the State Equation 170 <br />3.7 The Time Response and the State Transition Matrix 172 <br />3.8 Design Examples 176 <br />3.9 Analysis of State Variable Models Using Control Design Software 189 <br />3.10 Sequential Design Example: Disk Drive Read System 192 <br />3.11 Summary 196 <br />Exercises 197 <br />Problems 199 <br />Advanced Problems 207 <br />Design Problems 208 <br />Computer Problems 210 <br />Terms and Concepts 211<br /><br /><span style="font-size: large;">CHAPTER 4 Feedback Control System Characteristics 212 </span><br />41 Introduction 213 <br />4.2 Error Signal Analysis 215 <br />4.3 Sensitivity of Control Systems to Parameter Variations 217 <br />4.4 Disturbance Signals in a Feedback Control System 220 <br />4.5 Control of the Transient Response 225 <br />4.6 Steady-State Error 228 <br />4.7 The Cost of Feedback 231 <br />4.8 Design Examples 232 <br />4.9 Control System Characteristics Using Control Design Software <br />4.10 Sequential Design Example: Disk Drive Read System 251 <br />4.11 Summary 255 <br />Exercises 257 <br />Problems 261 <br />Advanced Problems 267 <br />Design Problems 270 <br />Computer Problems 273 <br />Terms and Concepts 276 <br />246<br /><br /><span style="font-size: large;">CHAPTER 5 The Performance of Feedback Control Systems 277 </span><br />5.1 Introduction 278 <br />5.2 Test Input Signals 278 <br />5.3 Performance of Second-Order Systems&nbsp; 281<br /><br />5.4 Effects of a Third Pole and a Zero on the Second-Order System <br />Response 287 <br />5.5 The s-Plane Root Location and the Transient Response 293 <br />5.6 The Steady-State Error of Feedback Control Systems 295 <br />5.7 Performance Indices 303 <br />5.8 The Simplification of Linear Systems 312 <br />5.9 Design Examples 315 <br />5.10 System Performance Using Control Design Software 329 <br />5.11 Sequential Design Example: Disk Drive Read System 333 <br />5.12 Summary 337 <br />Exercises 337 <br />Problems 341 <br />Advanced Problems 346 <br />Design Problems 348 <br />Computer Problems 350 <br />Terms and Concepts 353 <br /><br /><span style="font-size: large;">CHAPTER 6 The Stability of Linear Feedback Systems 355 </span><br />6.1 The Concept of Stability 356 <br />6.2 The Routh-Hurwitz Stability Criterion 360 <br />6.3 The Relative Stability of Feedback Control Systems 368 <br />6.4 The Stability of State Variable Systems 370 <br />6.5 Design Examples 373 <br />6.6 System Stability Using Control Design Software 382 <br />6.7 Sequential Design Example: Disk Drive Read System 390 <br />6.8 Summary 393 <br />Exercises 394 <br />Problems 396 <br />Advanced Problems 400 <br />Design Problems 402 <br />Computer Problems 404 <br />Terms and Concepts 406<br /><br /><span style="font-size: large;">CHAPTER 7&nbsp; The Root Locus Method 407 </span><br />7.1 Introduction 408 <br />7.2 The Root Locus Concept 408 <br />7.3 The Root Locus Procedure 413 <br />7.4 Parameter Design by the Root Locus Method 431 <br />7.5 Sensitivity and the Root Locus 437 <br />7.6 Three-Term (PID) Controllers 444 <br />7.7 Design Examples 447 <br />7.8 The Root Locus Using Control Design Software 458 <br />7.9 Sequential Design Example: Disk Drive Read System 463<br />7.10 Summary 465 <br />Exercises 469 <br />Problems 472 <br />Advanced Problems 482 <br />Design Problems 485 <br />Computer Problems 490 <br />Terms and Concepts 492 <br /><br /><span style="font-size: large;">CHAPTER 8 Frequency Response Methods 493 </span><br />8.1 Introduction 494 <br />8.2 Frequency Response Plots 496 <br />83 Frequency Response Measurements 517 <br />8.4 Performance Specifications in the Frequency Domain 519 <br />8.5 Log Magnitude and Phase Diagrams 522 <br />8.6 Design Examples 523 <br />8.7 Frequency Response Methods Using Control Design Software 534 <br />8.8 Sequential Design Example: Disk Drive Read System 540 <br />8.9 Summary 541 <br />Exercises 546 <br />Problems 549 <br />Advanced Problems 558 <br />Design Problems 560 <br />Computer Problems 564 <br />Terms and Concepts 566<br /><br /><span style="font-size: large;">CHAPTER 9 Stability in the Frequency Domain 567 </span><br />9.1 Introduction 568 <br />9.2 Mapping Contours in the s-Plane 569 <br />9.3 The Nyquist Criterion 575 <br />9.4 Relative Stability and the Nyquist Criterion 586 <br />9.5 Time-Domain Performance Criteria in the Frequency Domain 594 <br />9.6 System Bandwidth 601 <br />9.7 The Stability of Control Systems with Time Delays 601 <br />9.8 Design Examples 606 <br />9.9 PID Controllers in the Frequency Domain 620 <br />9.10 Stability in the Frequency Domain Using Control Design Software 621 <br />9.11 Sequential Design Example: Disk Drive Read System 629 <br />9.12 Summary 632 <br />Exercises 640 <br />Problems 646 <br />Advanced Problems 656 <br />Design Problems 659 <br />Computer Problems 664 <br />Terms and Concepts 665<br /><br /><span style="font-size: large;">CHAPTER 10 The Design of Feedback Control Systems 667 </span><br />10.1 Introduction 668 <br />10.2 Approaches to System Design 669 <br />103 Cascade Compensation Networks 671 <br />10.4 Phase-Lead Design Using the Bode Diagram 675 <br />10*5 Phase-Lead Design Using the Root Locus 681 <br />10.6 System Design Using Integration Networks 688 <br />10.7 Phase-Lag Design Using the Root Locus 691 <br />10.8 Phase-Lag Design Using the Bode Diagram 696 <br />10.9 Design on the Bode Diagram Using Analytical Methods 700 <br />10.10 Systems with a Prefilter 702 <br />10.11 Design for Deadbeat Response 705 <br />10.12 Design Examples 707 <br />10.13 System Design Using Control Design Software 720 <br />10.14 Sequential Design Example: Disk Drive Read System 726 <br />10.15 Summary 728 <br />Exercises 730 <br />Problems 734 <br />Advanced Problems 744 <br />Design Problems 747 <br />Computer Problems 752 <br />Terms and Concepts 754<br /><br /><span style="font-size: large;">CHAPTER 11 The Design of State Variable Feedback </span><br />Systems 756 <br />11.1 Introduction 757 <br />11.2 Controllability and Observability 757 <br />11.3 Full-State Feedback Control Design 763 <br />1L4 Observer Design 769 <br />11.5 Integrated Full-State Feedback and Observer 773 <br />11.6 Reference Inputs 779 <br />11.7 Optimal Control Systems 781 <br />11.8 Internal Model Design 791 <br />11.9 Design Examples 795 <br />11.10 State Variable Design Using Control Design Software 804 <br />11.11 Sequential Design Example: Disk Drive Read System 810 <br />11.12 Summary 812 <br />Exercises 812 <br />Problems 814 <br />Advanced Problems 818 <br />Design Problems 821 <br />Computer Problems 824 <br />Terms and Concepts 826<br /><br /><span style="font-size: large;">CHAPTER 12 Robust Control Systems 828 </span><br />12.1 Introduction 829 <br />12.2 Robust Control Systems and System Sensitivity 830 <br />12.3 Analysis of Robustness 834 <br />12.4 Systems with Uncertain Parameters 836 <br />12.5 The Design of Robust Control Systems 838 <br />12.6 The Design of Robust PID-Controlled Systems 844 <br />12.7 The Robust Internal Model Control System 850 <br />12.8 Design Examples 853 <br />12.9 The Pseudo-Quantitative Feedback System 870 <br />12.10 Robust Control Systems Using Control Design Software 871 <br />12.11 Sequential Design Example: Disk Drive Read System 876 <br />12.12 Summary 878 <br />Exercises 879 <br />Problems 881 <br />Advanced Problems 887 <br />Design Problems 891 <br />Computer Problems 897 <br />Terms and Concepts 899 <br /><br /><span style="font-size: large;">CHAPTER 13 Digital Control Systems 901 </span><br />13.1 Introduction 902 <br />13.2 Digital Computer Control System Applications 902 <br />13.3 Sampled-Data Systems 904 <br />13.4 The z-Transf orm 907 <br />13.5 Closed-Loop Feedback Sampled-Data Systems 912 <br />13.6 Performance of a Sampled-Data, Second-Order System 916 <br />13.7 Closed-Loop Systems with Digital Computer Compensation 918 <br />13.8 The Root Locus of Digital Control Systems 921 <br />13.9 Implementation of Digital Controllers 925 <br />13.10 Design Examples 926 <br />13.11 Digital Control Systems Using Control Design Software 935 <br />13.12 Sequential Design Example: Disk Drive Read System 940 <br />13.13 Summary 942 <br />Exercises 942 <br />Problems 945 <br />Advanced Problems 946 <br />Design Problems 947 <br />Computer Problems 949 <br />Terms and Concepts 950&nbsp;&nbsp;</span> <span style="font-size: large;"> </span></div></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-88893290135505628162010-10-09T10:33:00.000-07:002011-12-12T08:09:55.787-08:00<div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAnynCGoAw7d0RtTK_nSNuXch-li5_J3H5kgzJE9phvvJ0OGCCCcOGBdy4_B8fp6yxWDQJTe3FQzr4ooKil19IqAjZjppT4iWb9spkhRCGhyphenhyphenEqYK1iIOYWQtrXFPBpt8A198fGMJYr2VJO/s1600/untitled.bmp" style="margin-left: 1em; margin-right: 1em;"><img border="0" 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/><br /><div style="text-align: center;"><span style="font-size: large;"><u><span style="font-family: Verdana,sans-serif;">Introduction to Probability</span></u><br />Dimitri P. Bertsekas and John N. Tsitsiklis<br />MIT.</span></div></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0tag:blogger.com,1999:blog-2949106496805945445.post-76225436930658787082010-10-09T10:27:00.000-07:002011-12-12T08:09:55.837-08:00<div style="text-align: center;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1JhcnWlIK-x8UrA1Qd_OflkB62hLKo7XjHyVh2P7zABDMbsqI7r8ce5bpcnGBTNZ3XWZlddzRkAmtgrUVloiD4_awleoKZGFazRwldAW9JmqruzRss-EsUudesfXztDN6fiWo8jrx1WzW/s1600/untitled.bmp" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1JhcnWlIK-x8UrA1Qd_OflkB62hLKo7XjHyVh2P7zABDMbsqI7r8ce5bpcnGBTNZ3XWZlddzRkAmtgrUVloiD4_awleoKZGFazRwldAW9JmqruzRss-EsUudesfXztDN6fiWo8jrx1WzW/s320/untitled.bmp" /></a></div><br /><a href="http://www.4shared.com/file/WzRZUMdM/emt_book.html"><span style="font-size: large;">Click Here to Download</span></a><br /><br /><span style="font-size: x-large;"><u><b>Engineering Electromagnetics</b></u></span><br /><span style="font-size: large;">Sixth Edition</span><br /><br /><span style="font-size: large;">William H. Hayt</span><br /><span style="font-size: large;"> Jr. . John A. Buck</span></div>Maoozhttp://www.blogger.com/profile/03816608393781749479noreply@blogger.com0