tag:blogger.com,1999:blog-28000315416177569702024-03-14T01:48:01.336-07:00The Obscure LureOdd News, Out of the Box thought, Off-beat CommentaryUnknownnoreply@blogger.comBlogger54125tag:blogger.com,1999:blog-2800031541617756970.post-40279066671486477682014-06-15T19:13:00.000-07:002015-05-26T12:23:58.952-07:00Our Favorite Celebs Morphthinged<div class="separator" style="clear: both; text-align: center;">
<a href="http://img.morphthing.com/i/80492225/2/0/75722cfb/aaronc-JPG--rs1-JPG--bmd-JPG--NoName.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://img.morphthing.com/i/80492225/2/0/75722cfb/aaronc-JPG--rs1-JPG--bmd-JPG--NoName.jpeg" height="320" width="240" /></a></div>
Our top three political influences.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPRr3nBQh87uVZ5SGuA5o8hyphenhyphenB_zh-z7khrPv2wbA9F-P0gtN66cvkb9G7ntwEUTed2XnmkJrF412KmpCJBJgT7iwN9A4_ZN6P_OrwxwHx7B9zkcqMH8Fxm-2Jg4c5Pt0TWvY7NAYvI2kbg/s1600/top+4+celebs.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPRr3nBQh87uVZ5SGuA5o8hyphenhyphenB_zh-z7khrPv2wbA9F-P0gtN66cvkb9G7ntwEUTed2XnmkJrF412KmpCJBJgT7iwN9A4_ZN6P_OrwxwHx7B9zkcqMH8Fxm-2Jg4c5Pt0TWvY7NAYvI2kbg/s1600/top+4+celebs.jpg" width="240" /></a></div>
Our top four favorite famous ladies.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Rt_C81ZSaMFQtu4ETMp0V_11stLtcciMcgTnn4GW2Ofif3OXu7kRcfzqKMZLKAFv3X524IP6ngcm-uBVfBTrdFMuvbJdUCcWKQOLzJwwkLbYvhmwQs8KnOd0e5H9e9d80H1dI6g0fclm/s1600/hanley+upton+lohan.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Rt_C81ZSaMFQtu4ETMp0V_11stLtcciMcgTnn4GW2Ofif3OXu7kRcfzqKMZLKAFv3X524IP6ngcm-uBVfBTrdFMuvbJdUCcWKQOLzJwwkLbYvhmwQs8KnOd0e5H9e9d80H1dI6g0fclm/s1600/hanley+upton+lohan.jpeg" width="240" /></a></div>
Three of our favorite beauties. One of the faces is also used above. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXj8QovtZOb6mayekyEqCTBZZTxJnyWe5v5h6qJ2HGI9SqQ4P9aQwk_PlhlcDxngvywkxwTEkBKbq6PJzaFcce6ED093RjGXJmhZFLDXaRzUAW0Z9nMVXDkHYkgmK1NJ9DNsysAeD9fVo-/s1600/morph.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXj8QovtZOb6mayekyEqCTBZZTxJnyWe5v5h6qJ2HGI9SqQ4P9aQwk_PlhlcDxngvywkxwTEkBKbq6PJzaFcce6ED093RjGXJmhZFLDXaRzUAW0Z9nMVXDkHYkgmK1NJ9DNsysAeD9fVo-/s1600/morph.jpeg" width="240" /></a></div>
This is a morph of our favorite ladies.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyW0GvjT4awag0YUsmc5AxQBSTeboI4L5F495y-LBibBQ6iMRZBEnmOhfrn_1StD2T_4SO0aPQNTrrKxB5bTrSTHHEaO_UsiPFAJYAlkv-4M7b5kKWhHGWnqB9x6UfKAuwa-iH-kS9nAWW/s1600/riccoenricaalizeenora+1+x.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyW0GvjT4awag0YUsmc5AxQBSTeboI4L5F495y-LBibBQ6iMRZBEnmOhfrn_1StD2T_4SO0aPQNTrrKxB5bTrSTHHEaO_UsiPFAJYAlkv-4M7b5kKWhHGWnqB9x6UfKAuwa-iH-kS9nAWW/s320/riccoenricaalizeenora+1+x.jpeg" width="240" /></a> This is of four of our favorite European actresses/models.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitDoyUN7a9kYqupYKUii2G6W8Ci7scuS_Qd1AGSIaD2sMx1Ll_KYGi_EJKnxqHvnLJLFnARf5Im4HvjApKk8jWmrLgDnu8xBgAJCrl4QbtNT3tPADnRIp9MR2qBQU7Davkbr2KVQrfvexN/s1600/morphthing.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitDoyUN7a9kYqupYKUii2G6W8Ci7scuS_Qd1AGSIaD2sMx1Ll_KYGi_EJKnxqHvnLJLFnARf5Im4HvjApKk8jWmrLgDnu8xBgAJCrl4QbtNT3tPADnRIp9MR2qBQU7Davkbr2KVQrfvexN/s1600/morphthing.JPG" width="239" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCK6iHGI4ZAkJLi5jpZET9TNXGMuNFxJYg45n8Tec_FdHJ07JKIQFCq1yGw-kL0eu5ugNclH_lCiUrida75fexUOol4gDSdkMZqay7asT6wTIB2pAnC9WPPGmQbPXypmiLfwH-pjiln_H9/s1600/vintage.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCK6iHGI4ZAkJLi5jpZET9TNXGMuNFxJYg45n8Tec_FdHJ07JKIQFCq1yGw-kL0eu5ugNclH_lCiUrida75fexUOol4gDSdkMZqay7asT6wTIB2pAnC9WPPGmQbPXypmiLfwH-pjiln_H9/s1600/vintage.jpeg" width="240" /></a></div>
This is a morph of some of our favorite ladies. Unlike the pic above, we chose them from the Morphthing website. There are 16 ladies in total who were added together to make this morph. For an in-depth discussion of them and our thoughts on face morphs in general see our <a href="http://obscurelure.blogspot.com/2014/06/morphthing-again.html">previous article</a> featuring this face.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7z3CcxiJPZGssz4rvzYUvMODxmjotL-PeUkYYXK5Fk789GPsYyUlGHOxwGrTvz4j_HBvtVtyZigEKxOok4REVASXRZfcyo7zncI-DGyI3885NvAJJxZxdEDU21Q2lS1LhQEPUbr1LxqWG/s1600/actors.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7z3CcxiJPZGssz4rvzYUvMODxmjotL-PeUkYYXK5Fk789GPsYyUlGHOxwGrTvz4j_HBvtVtyZigEKxOok4REVASXRZfcyo7zncI-DGyI3885NvAJJxZxdEDU21Q2lS1LhQEPUbr1LxqWG/s1600/actors.jpg" width="239" /></a><br />
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Vintage beauties: Three of our favorite vintage actresses. <br />
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This is a morph of our favorite actors.<br />
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This is a morph of our top three favorite athletes.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCPfDNU5NyaFvpcuxWdxQggKKXJsFIIouHWROg4n0dqp8EI4RZDHV1VjV2YnQSCfodQh4gWrDFfCXp_x19Pe1u_xGSAwBl4tF5ga9FNJodaCDuPbitymchGMzq8QdXBBq6HOfxLGaHxt0D/s1600/the+quarterback.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCPfDNU5NyaFvpcuxWdxQggKKXJsFIIouHWROg4n0dqp8EI4RZDHV1VjV2YnQSCfodQh4gWrDFfCXp_x19Pe1u_xGSAwBl4tF5ga9FNJodaCDuPbitymchGMzq8QdXBBq6HOfxLGaHxt0D/s1600/the+quarterback.jpeg" width="240" /></a></div>
This is a morph of our favorite quaterbacks. It resembles the face above it because it contains some of its faces.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK_3y9LLgn0FydZPUhTYxki-n7qrbaajUA8wEUZUJx-KKOkuvf0jx_FoNju9PS21BVOvubEtNeESGXeFb0nG-NhSW749l2lHX6Y6Qrr2YVIpjZPUCuSiXMs5XXQ7aMrhzlfGgGEf6_qRk9/s1600/black+athletes+2.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK_3y9LLgn0FydZPUhTYxki-n7qrbaajUA8wEUZUJx-KKOkuvf0jx_FoNju9PS21BVOvubEtNeESGXeFb0nG-NhSW749l2lHX6Y6Qrr2YVIpjZPUCuSiXMs5XXQ7aMrhzlfGgGEf6_qRk9/s1600/black+athletes+2.jpeg" width="240" /></a></div>
This is a morph of our top three favorite black athletes.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR3DtXijags1Kt4z6NCB7zyVJsJOQRJngrP8cPWj2ahj0_X63d54ZVOwv1O7wPP41RTrQnP563Z6Fma-_GOr8FqxKXj7xrmAwLNWS5kuvSO6A9UVe6v3lhPeLjEMtrxOXD3XPJO-qVqC5z/s1600/multiracial+athlete+2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR3DtXijags1Kt4z6NCB7zyVJsJOQRJngrP8cPWj2ahj0_X63d54ZVOwv1O7wPP41RTrQnP563Z6Fma-_GOr8FqxKXj7xrmAwLNWS5kuvSO6A9UVe6v3lhPeLjEMtrxOXD3XPJO-qVqC5z/s1600/multiracial+athlete+2.jpg" width="240" /></a></div>
This is a multiracial morph of our top 9 athletes. A mixture of black and white, he looks Dominican or Brazillian.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjliRZjy9vu35dv8DSzsVWqNgWKHszlOqSLx-LE7R03HG3jrlfnpL6ytqv8vI36GnLviVpDMZApt3iqEWNM4ADiLM0QH1cg-CEhTB9zKSYjCYYpD9zf_UH0J-6e7CSYxvXciKFDCu073pHH/s1600/the+villain.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjliRZjy9vu35dv8DSzsVWqNgWKHszlOqSLx-LE7R03HG3jrlfnpL6ytqv8vI36GnLviVpDMZApt3iqEWNM4ADiLM0QH1cg-CEhTB9zKSYjCYYpD9zf_UH0J-6e7CSYxvXciKFDCu073pHH/s1600/the+villain.jpeg" width="240" /></a></div>
The Villain: Our 12 least favorite people in politics.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDkcxhVYW_8XkGatM4G28AHZoJSIV996mksmScp0broTNix93DlUcrJgwh0ThRkOLn3ujMSLxUqbtVLLcC7bGT-J2sDDMGtsaNYrqXjG4OfK3FU7frAmsW1WKSZf9hrSNMc06KLbjHRMJL/s1600/jewish.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDkcxhVYW_8XkGatM4G28AHZoJSIV996mksmScp0broTNix93DlUcrJgwh0ThRkOLn3ujMSLxUqbtVLLcC7bGT-J2sDDMGtsaNYrqXjG4OfK3FU7frAmsW1WKSZf9hrSNMc06KLbjHRMJL/s1600/jewish.jpeg" width="240" /></a></div>
Jewish Influences: The top 8 Jewish political writers who have influenced our views.<br />
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Sages: some of our intellectual influences.<br />
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Favorite Authors/Poets<br />
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Favorite Scientists/Inventors<br />
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Joan of Arc: Our top 3 most favorite women in politics.<br />
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Wicked Witch: Our top 4 most evil women in politics and entertainment.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-10072688568974312902014-06-15T16:54:00.000-07:002014-06-15T17:27:57.797-07:00morphthing againWe did another morphthing, this time using pre-made faces on the site. We chose our favorites lumping them together in groups of four as they appeared alphabetically. We merged the top four out of twelve morphs and ended up with the beauty you see below. Her ingredients include: Sophie Ellis Bextor, Rachel McAdams, Rachel HurdWood, Selena Gomez, Elisha Cuthbert, Eva Green, Heather Graham, Dakota Rose, Jessica Simpson, Jessica Biel, Allison Mack, Alicia Silverstone, Avril Lavigne, AJ Cook, AnnaSophia Robb, and Amanda Michalka.<br />
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EFnYEcLEISILC83CgD9rUx+axb93mU9t6kOD+FuX+eSpuR57EujIRM70udOhcN7nTgf82dQhXDEbaYWZVZzbJEAYKAicfacmMbfJZYleONTUJACVEXPuCdlQRkIZCaR8IOVjtQDhyjGS+Yswzs3iusTsqvyuym8r3MqhFxZ5aEqJgcO/FSjIskTPbbJLfoIgFMIY8KJt8rSOfehQKUhi+kx+yKE9OtchM10q22MyAB64UE/BfZXwFPzYBB5T0MRiFja3KfPbirCtCKsSl1hUYBCuhrkaFphF3yB8HfeUgi+hvoQGEhpIqC9hicXMS/yPBE7kdGggUwdPbNxTc66MRkZxZgtzRwTqAp10FRyyUFC/oYD02OxQQCAdPT7s8UiPR/ocVG7A54d8fsjnR2xmzGU9KRfr2J+mA58a6NxCEz0XKulQScdadmYiMxOZGvldjdrX6f9N4FVXuOlLd0Plbqhc90TA76YvPYy1iza3a9CXHf66J152+EOLvWhz6zqzqJCLCglRzbJK7Vr8zVC7HemvUeUtrt6O9Ku+8uBar1HlNaq8xrXXuPYcVh4853Zs3o7NR7/0ElWPBH5dtH/fDv6xH/2xG/62GwGB78vhy6z3PO0+T7sA4f9wof+8CP7rKvq/1/H/vQn/6zr415X7z8vJb7vBL5vel1XrfdF4nVWOLvQtLj96JgS+t0PrbmRf962Ljv7oVm+HzlVPvx0ZT37pJSzfT/SrvnTRU64G2kVPWTe42MYDA00cYlVnobWDLPRqoEFSCtoIiMLUYVVnE4cYSelFlY5tPLIwIDA0C76OAIGd4s8D5mTInjYK/9Em/j4RUkP21BXTQ/a0U/y5S34YMCcTIeWK6YmQ8oQs6JUnZAfU6YRLA1Ezg1ja1LrELCwyVguhjEQKOtVxeBgpKGgdwLawyIVFTnU8UlBfzLl8xhdzII++nI+0wtwm1xV2W+O3NX5dYVdlZlflEw3zxRz82FgtBFLek3JDPt2lT5vEhzr29wb+c6v4sVU8aRVPquiHLp2GCLRLZftMfsAifSZ/dJtgOAE5XyWO7Z8rY/BSoBWnBr0p85syu3LohUMlVjGyiMDCfRObVujQJhKHXFbYmVV0+YzLpEK5kOjU1GbBhQZaIbHxxMZCA4lMNDSQ0EBDA42MYmJRU4uf2QIYzsikIQsNDSqx2dhiOnS6z+VcBQeD2qZSHTp91MABjw54FDpD+K8dMukJnwMNBDcxN/G5ha3LxMJGpkY2UlOhch5r6ZmZW9jI0kGvO9xli9nViocGta0S+zr54urXHe62J9z1xZsuf9Vmr9rsXV98HCkPQ/m2J8C3XDTpfZ1clQozG4UgdFEhYVaxbwvgQqEJfA5K0Ac+uNaXWeMfu8FLVH0OK1B3E+t6qD8F5V/XvV/XvXvXfo1r/7qY/L4dfFt2/rEf/dd18Mfe+7Z1P69Gb4sBgAdB6I95zE+/bsa/79x/HPx/Xnr/uvL/eTn55+Xk9/3wmMQAgVAPrnE31qA3vR87D5PS/bh8O3QeJpWbgX3V02+G+qPnPPnO3Vi76kvQ4O070rLGgG9c1VkAEuYN4EWP07/EIRZVelljoM2DeaCvI56WnyhZV81FFhbbuKvmRlJ6LGe65Icm9p9D9nQipLrkhz79yZMyI+4MOOzTnwA/X876ctaTMomGQWMWKWgg5WHSABSFMgIcHtOXpU1tKxy8f+XQoGZLm9pV+ZlBAEUun3H5DOhkpKC+nA9VFNzswqHmNgm2dmlToYx4QhaAn+o4iKorZvvseZv81CQ+tIofO9RJhzprk6dN4rTHZPpMvl1Mt4tpUMIBi8DUAeqYfIL5TCxm5nAzh0ssBpzkqsTNzeLaotYlBk4EiVX09cJYzUdOcaLkJ1IuNomVQ88MYqoUpnpxYXPLirisiDOHmjnUqsaASkwdPLGxyCwEOuKrmKcUPLnoycXQoGYlfupw0OyNpQJYUGgLoQ8cSwUA0lOJsUIMJWzAoz022+dyw+8njoInIoBfrMNpDpkZ2NIh1mVi6aAzMxdr6VhLJ3pmbuWXDrp00EOD2lTwValw2WKAq8eR8jhS7vridYe7arPXHe6my990+esO9zzR7vriRZPe1YrbKrGtEpsKvqngixI2LxeXVQoIhNhm1+JvR/qjZ79GFWgFH1zrJSx/nTeBQFDCR790OzafgvK3ZeeXVfduYr1E1X/sR7+sup9nzd82/T8OE9BAaPygA/xl5/2696FgIPHTL+vRb9vJH3sPCPzXlfuvK/fbuvtlCUFo/aiB74vazVC5n+iPnv3kOzCRvxuVoK771mVXux5o9xPrfmLeDJWL7veB+74jge7NyuSmyV/2VUhZjsnnssYAkDB8n5aKcDCvUIlDuGpuomTHcsbXkT/HgPk/Cfy5TfxtIpwHSrZPfxwwnybCeY/6MGRPoOClUM2Fas6Xs7FamGv4TMWOkclUKXhs2mVSAZ+dKoW1RR0q/KHCbx1mZZLw6QQyjwQevSWoGVhQyGzCP4cZME6MDDyB0jBPyPpcZqoUvk/qZTSUEV/OH8OYLn3aY8669HmHOusxmR6T6ZCZBnbWIlLfRxEs8m8n75BeTm12URYWZWFe4qc2O7XZhc2sLWptF5d2ceEU5zYRWxiczsBZ9LlTT80t7eLKIZcmPtfwRKdmDjcv8VObnDnUus5uGuyySi0q5LxcTGw8MgtAoCsRrkR4KgFzDl8rwtRhLBVADGE26GvFsVQ4OlLfICcqDqa0x2aHYs5TCoFWiHUMzlmJUQikbCBn5ha2q1GbCr4qI3M7OzXTUzM9szILJ7cqI8tSflvDZlZmZmWuOvRNj71okfdD4c1VHwfCTZu+adP3Pe6hz992mMtG8UtgPA3Fy0ZxU0LWTn5bRvdVbFcrLsv4okICgTC+h7rqK/cTE1pB6LkePfs5KL3ElZe48jatfZ43XuLKvWc9haUvi+a3VfvONV/iym/b3ud54zWpflu1v64631bDYwT6l1n8cSDx05dF/+ty8Mt69Ot2+Ntu9Ntu8Ntu8JLUnuPqU1x+isvPSel1VoGp4O1IffItODfcjezLrnZoaxcdHebyFx31qq/eDPWboXbZE/dtDgg8dOV1g4OB3qxMLqo0hJkgdIAfhDTAJLwTpn8AG3xuIJKJLGwsZ4ZiaiJnJsL5gPnkSWlfznSKf+8U/96nPzax/+hRH/r0xzF/5suZUM1FWj5Uc6GSnTCnAZ+NxHzAZ2MJWegEQAhYzlRsZZL7Mrcvc2uLmqkYRKCgnEubAoO0LjGwBANqdpxJLEs0pJ0w0gi0QmTg0HMmGvbd6Qm5REYjMR+JedDMkZDps+c95qzHnPXZcyBwwOX6bLZDZlpEqkfn4OPeZ/J9NttnswAh9IHQ9X1v/MoCKNh3CA1yX+Z2DrUwsFhFQjUf6EhsYfBX8HVkJKY8KROryExDp3I+EvO+hMGPik3iRwL/hJCcOkRiUYlFJSaXmNyAz4Pz9FQC+jpXwSER9bUiQDiRMZA7TyUCk/J0fCJjIyk/kvJjOQczj1jHliVyW2NXZTLRkVjLrkrFyxYHBC6c3NzOzu0s4LeuoAsnt6vjCyc3szKHZvGiRe7q+G2fexnLT0Pxoc8f667L3naYr6H5PJKumuS2jK6d/NrJb0rIuozNnQK40FWNBgJBAyEOBfBAA0F1gMD3Wf3rsvU+qz+Fpaew9DatfV227j3rNan+su68TWsvceXLovk+b36e9z6vRl83k79M5MGUvi0Gr/P+T++z7tu08zbtvM1ab7PW26zxNmu8TuvPcfUxKj2Ezn1gPoTWY2Q/xc71QH5wDZjIX/eNfUveNuRtQ77sGhcd/dCGIFS56Er7NrdtMjBUOA4eEocIzUJoFo4Sd1Q/KIhMIQ6FSWBkYZDEeFre0/KumhuKqTb9scN8GompQMmO2I+eeOYKp83C/9fC/s+A/rlD/EeH+I8B/bMrnAZyKlIzkZoJlXQgZybMaSwhMxULhZzPZRIZXVvUrsQCcnMNX+jE2qK2DrO2qIVO/EjdpsxCB7gps8doNJDyvpgLpHwoI6GKTqTcWM6NpOxIyrpyPvzz1D43i76Ym9DnLpPy2bTHpEI+O1UKPxIIXzvUWat40mMyAy7XZ/J9Jj8R8VCjXYno0bkekwEIgUAYSIQ6CcK1qkqburJtqJu6sqyIS4fd2PTGKq4sYmZgUxOLzEJsYbGFRWYhMguRhnhSxuVTgZCOxWwk5kOFgCRmXqJXVe7QkY7rXes6s6zS8zIJ04jE5KYW3+dyvlaMLcZVcBi7w5gBjChkMyCPIIOuhrk66ut4YGCBgfn694FHoOSWpeKhyR9aLPR+2yp53eHWFRQUb+HkFk5uWcqvK+imWpjbWaBuWcpvqoVVGVmVkds+d9dln0fSu6e9ThTA73EgvLnqZ19/Hkk3bfqiTuwqhbWTX5iZRM8kZj6xsVmJWFapTYPdtXiYXsDBRVe66ivXAxX08D2pvSbll7j0Pqt+WzW/LOpPof0YWC9x6euy8RhYb9PKt1XzJS7BMy/T6vus+74cHgkE0fu8Gr3Mesds5qdfN+Nf1qOvy8GXZffLsvtl2f666nxbdz8vWi/T6kPo3Hr69US9GitXY+WyJ14PZJi3XPX0i466b/1Y8r4t7tvitsltGvS6TkHbdtznBHsZmoWj+h2nDjBzB78KQ0KIT8GjAooQwAzFVIf5NBDOAz3viqkB/fOY+zTmPrWw/9Mj/+aJZ2PuU7f4n0PmgyeeQYwWyKlAToVKdqahW4fZl7m5hgd8NpHRjU1fVIV9mdvY9EIn5hoO07xdid2V2KMGQmcI4Sc0gUCgL+Y8IQvlitkec9Zlz7rsWY87H/JpV87DkGNuFkMZ8di0x6aPBM5ULFCQsZgd8ukBlxpwqT57DgR2qNSAy434wogvTEQ8UKkfNRBk8EcjGps0DACBw1VVWpSFhc0kMrrUsV2ZPtT5fY1blkgY0kzkTGigUxMLlFwoZhIlv9AKcw33JQx6SCBw3xZhQg1J/arGzErF2CRDnQhUyldIMJyQxEAfOJYKxw2YsVSApBRsZ5/PjNW8q6Oh+X2xKXaw0EACPR+quUUJ2zeZQ4ve1YrrMrarFS+a9LKUP+IHBIIGzu3sVYe+aJHrCgoPl6X83YC/apLPI+lraH729Yc+f9Omn4YiWFB4eNUkL+rEtowuzEykpn4k8C+tIJx0Ng320BHvxsZrVPk6b75NKy9x6TUpf1nUP89rT6H94JtPof0+qz74Jjz/FNqvSfnrsvGcVD7Pe+/L4Y+DeJgBAoFQP/2x937fub9uxuBCf98P/ziMftn0vizbr7PaY1S6840bV7ueqNcT9W6s3QyVq75y1VeuegChvm+pu6ayayr7lrxrCdsmv64zqxq5rBbBSUYWBgU7Zf92wg6Ibpo8wAYrL/DtR1MK7wwMFHrCRYV0xdSQ+QDzogH984j9GCppVzgdMh9c4TRU0n+qXypU0rGWX5o4KN7SKILn3DoMKB6ssMAyJ8jgvsxB4AnUTXU8kPKekA2kPDyE1BQgdPnMRMh0mNM2ewoEwqonzBsTDQukPMjvXMUSCZlJ6FInIq0AO3FQQz7dY1Jt8rRVPAMCQQZHfGEsYLAX+uP6C8ggjOBhLAF6CA3hwmbmemFt4rsyta+z+zq7KpOJjQV63lUykYlOzUKk5RdGYVemdg451wueWIgMauZwM4daVthdS4AtrSOB8zKZWFRskpHOhBoNntPXihMZA8UDOwoDQDCl/z2Rl5GJhngGEhhoZBeSEp6U8KmDT53C1EIWJXRdxddVfFUqgNZta9jRfP5IIKjiZZsCDdzV8U21sK6gt30OkAMNvO9x0A0+j6TbDnPdoi4bRahDDd+UkLmVhyTmOI041rbJrevMskqtavS+LcBI8C2ufp7XXuLSc+S8TStv08pjYN17xmNgPUfOnas/R85rUr73jOfI+bKoP4TOl0X/x+E7TAWfp92npPOUdL5r4JdF//O89z7rfl50viy739bdXyyNLTQAACAASURBVLf9z4vW26zxktSeozKY3aew9ByV3+Lqo2ffDDXYfbnsavuWvK7x24a8a0q7prRrCev69959USG3LWFRpSMLAw8JIwQ4/4G9hGempeKqzm5bwrLGBAY6UbKBgQYGOhRTff4MQhdXzSU2DquJrpL1tfysRABvUyM/t9AJfzLhT3zp/Og/Yy0ba1kgMFIzUwOdqsjCwJYmvjCwtV08VNldmYbjfYW5rPOHKrtxyKWJL018aRdXDg2N3KrMLEt0rGMwdQANBCDHbGpInw2o0x51MuBSsHkD2zbun+WLOV/MzVQMgF/qxELDVyaZGHigI3DNBCypDbgUyCAIXZs8b2BnXSoLYgjTs7/kMa6MTW0WlmMSi1lWxG1D3TbUXU26rPOHMr22iYVRmBro3MbXFWpXZ2cWtnCImYVNDXRXpm5a4qFMx3JuqhdXJW5XF3Z14aIl3vSUm55yaPK7Orurs5sqva7Q6wq7rrDrMr+pCCMhNxbzYzE/kZDIKC7K3NSmJxLiKYUhnx1wmbGYd2V0IiGujIY6Fhiob+R9Ix+YSGxBD0asauSqgi3LhbmDTK3c1MjOrMzCRpal/MLMLa3s0srP7ezKRpal/NJBV2VkXcYOzeLSQed29rLFXLapfZ286fL3PeFxID0N5aehfN8TbjvcdYu5atKXDepQK+4q+L5KXNTJywZ1USe3VWJTI1c1elOlVzV6XaEWFXJZKs5KxL7BrevMpkqv68xFS7geqI9j88l3vsxqz5HzFNqvUek1Kj36+oOnPQXGg6fdjKTHwHgK7Zux+hTa74vafWB/W/c/rwbvy+HrvPsje3dB4y5o3IfN+7j10/uq+77qvi077/P2+7x9XLF5ieqPfuVubN6OjLux+eDaj55zP7Geg/KTX7oeaJc95WaoXw+0bZPfNaVDR9o2+WWVXtUYUMJFhZqWioFVCKxCXCKScjFy8LhEzGv0tEIm5SLUtEIu6syqyW3aQlTCQqcQWmjsYEkJj+yCq2QG/OlYSrlKBiLNQMkGSjbS8lMD9aXzUDwPhLMJ87FP/Oeg+DeX/RRJqbmen+v5mZababmpmk2UTCynIykFq4ZTA51b2KpUXJfJhY1PDfSiye9qzKpUhCfXZRI2EpcVduYwoU54SsGVUV/FpgY5t+hIxQO54PK5EZMe0qkhnXKZzITLumJ2zKdHXGrMpwE8l8+M2RToZKSgkKnOVCyWkEhBPSkzEs+HwvlITI2l9EhM9diTVvHjkE/DB7dLn3eo1EhAgK5EZ2KNDhXSlwhfIgK5GCpkpFJTg41UKlTIWKPnFr8qSauStHT4ixp3qDK7MrVximubWNg4FEjivs4eX12a2MIoLE0MLvbZ19ldjblosjdd8bYnXba4Q4PZ1SjYBdvX2W2VXpeoqV4I5ZzLp8bsmcunIiU/N/GVQ064c5dPTbjzEXM6oD6NmNNAyk71QmKggZ71tUxo5OZOYVnG504hMfOhlknM/NwpzGy4SCK3KGGbCr40kIWeXZnotoxd1ZnrFnNZZ/ZVYmYi6zJ20WQvW8y+yeybFOy7XHeE54nx4po3XfGiyV53hJuuCMP6XY3aVIq7GgUPt1VyZiK7GrMqk0uHWDjEqlRclcl1mVw4xK7G7OrsocEdmvxlS7jpKS+u/Tmqwqraa1R6j0ovvvHkKs+u8uKpT67y4mvPof4YGA+++RBaD3H5aVr9ZTP4suxCyPI+674m7fuwfu2W76Lmfdx6iLv3095PXzZ9qK+r3tdV79uy923Ze5+23pLma1h/9qvPbvlx7DyM7PuhBcOGu7F56Ei7lnDoSPu2COuC2yb/pwDSqxqzqFCwxRI5eFIuzqrUtEKGNpaUi6sml5SLcYmIHDy0seMbFnUmLuNAYGihkV0ILdRVMkPhbMyfeVI61pHEQGMtD6u6gZwJhLNAOPP50wnzcUx/GNMfPO4kFM9nWi5RMpGUCoSzSEpN1ezSRDcOPrfQuYXCctO6TCwdbGYisZadW+jUyCd6bmYiqxK+qRTXZWJZKs5L9LTEJA4d21RskpFRjIxiqBNjLjtiMyMmPWLSYzbj8rlQQGKpMGLOB9TpgDod0mcun4E1Gl/MQesIQ4uZQYB3DeVcoGTHUmoonI3EcxB2T825SnYsZn0VBSXps+mJhEQGFZs0YBbIxb8QOLf4RGcilYo1emZyC1uYW/zcYA5V9lBl9hV6V6a2JRI4XFn48SHUrkztK/ShyixNdFsi9hVyVy5uHByOD1Xqss4cqtSuXNyVi4cqBccbB18YhYVRmGlIKKYnzMmEOQnF9FTNH5+PpIzHnXncWSRlZhqysAuxkQvUdKhlphayKGFQUwuZ2ejMRhMzHxu5qYWsKsS+Tl/W6IsyuS8XDxXyqs5c1ZlDldqWiG2VhNpUiqsKsamR+yZz2eGv2uLDUH8cGdcdCda1b7oyrIzu6yxcS3HR5C+a/LZKL2x8U6GWzvcT06pUPF70dNkS4Iy8LpMXTf6urz6NzaeJBUr4Fjqvgfni6k8T+XUiv7nK00R68uQXX3uOjZe49JA491HpJrTfZq2XpPEc11+Sxuu0+TptPkSNW78KBN4l3ftp76eXeetl3npdtEEDP89+qKT1HjffgtrTpHQ/tG77xv3EevScB9e+6quHjnTRlfdtcV1nI7OwrrNwPCt9Hxx5Wn5aKsYlAuj6kUBgL7AKvon6JhpYBZBHIDAwESjfyMNW1Ig7BQKnZiHRkUDOuML5hD/z+VOPO3HZTx534vOnAKTHnYDiRVIqltOJkpnr+aWJrm0s0XNzC12V8CN+iZ6LtSxENWBcF3ZhXSbWZWJVJqc2OSuzywq/rPCLMpdYVKhgnogMqPMhnQL8fC4XCkgkorFUmHBpOOsPqE9j9swT0r6Y8cXMwiISDY2UfKKhiYYGUjaQsomGwvU4vpzxpHSgZGMdSYzC1MSOy6u+nHeFfKhgsUZEKh6IWCBivlAIRCyU8EgmYqWYqORMpxOVPB4vTHZpcQuL3leYiwpzWWUvq+xFhdmXqK1d3FgEHKxNfGVgaxPfOeRllb1pCJc1+rJGX9WZyxq9Lxd3JWJXIg4V8qJK7cvFrYPvSgTwsCsRGxubyrmlXlib+EzJu/TJkPjZpU8iIb3Q0LmKTOVcyKc85tRjTgPuPJIyqxI+tZBQywRqOjZyc6ewqhDranFVIZZl/EjgzEY3NfKiyV432MsKBf8l3//dcnHj4Fdtflej4C84s9FVhdg16EOLPTS4m65821MuW8KhwV21xeuOdNkSbrryocEBYLDPva3SYHkWNj63sL8QeNUW12USvNK+zt72lNuectkW7wba3dh49sxnT38aq49j6WUsvU7kZ1d+dKUnV3mOjfdZ9XleuQudw0R7CCr3fvneLz+GVYDwKWk9RI3/QeDzrPk8a77MW0Dgl3nny7zzFwJfvMrTpPQ4dp780pNfenDtm6EOK6C7lrBpcEcCl1U6NFBfywc64uvIvEIBbLMqNa/RYESnFTIuEaGN+Sbq6nko4PBIoKfnvpea9dTsRDj35Uyk5SMtD/iNudMRe+Lzpy77acJ89PlTgC0Uz132Uyiex3IawFua6FzPx3I6FM+nRh4AWzpYouciNQPbhomeO9bUyH/fPzQLU5uclphFmVuUuZnDREbRl9AJnxuzmQmX9YS8LyKRiEYiGgpIKORmGhpI2Ql3PmbPwIlBBVLW5VO+mIlVZKoXIiUfq983/edOITFQmFgGShbWdwIFgVF+qKKBXIhUHMj3eNTjUSAQ8Jtq1FSjYqUYyUQkE4lKzg1maXFrR9iV+H2JvqgwVzXupiHcNITLKnso0zuHPJTpI4Qbi9jaxUOZvqgwN00OpOa6wV7WaCDwiN/GxjY2BhxubGxloh5zGvKpqZxLpGzIp3z2LODOIyEdCWl46DGnLn3is2chn4qkzNxCpxYSGzkQOjCiqwoBBC5KGCjhooRtauS+Tu9KxNbCVia6NJCViW5sbFsiduXiVZvfVklwLosStq1TsGkN1woeC9Tvqi3e9hTQPZDBXY3ZVmm4wHfpEHMLO3Yl6zIJ114sHWJmFpYOsa+zwPOmSl91pOuB+jAyHsbaw1B+GInPI/F1Ir8F2qMr3Y/EB19/Tcp/EqjfeaV7v/wQVJ6iGijhU9J6jJv/g8DvFnQ7+HU7/HU7/H07+n07+jLvvE9b4EJfvMqrX30P65+jxoNr346M64F20ZV3LQEGRLNScV4mwYVOHcJVsp6ai8xCbOOLKu2b6FjNRg6+qDOzKhVYBVfPgwUNrIJnIECgZyC+iYZOIbBRINDVsq6W9dSsr+V8ORMoWV/OuGJqzJ0OmU9j7nTCn/n8ucueuuwpmB+wPS57OlXz8BBqquYTJRfLWTjbwXWf4GMTHTn6EDgdwn0QEh2JdWRqk4lVjE0i1DHY1XbF7ET4cxNNyMUSkshoIqNTGU1kdK4XEiUfiplASEdSNpZzsZyLpKzHnbvsWShmIAeaqkgs52Itn+jIzETAGx+1fcydhnIu0VBYXoPsJ5QLEy7rc7mAz0cimsjYVMHnWnGhkwudnGvF4/HSoFYmvbHZXYk9lJnLKntd52+b4l1LumkIVzXuosJs7eLOIfcl6lCmf6zLGr2x0Y2NHirERbW4sdG1hezL+KFC7ErY2kLWFgJvWJn5hZ4HwIDDmZKfKflISHvMaSxmIiEdcOcBdx7yqUhIx2ImlrORmgEbAo3Awi4s7MLcQpcOtirh4E02lSJ0ARsH35WInY0D7SsTXVuFjYPvysVdjVqV8IVdWJXwXYO+aHPfL3eos8eLBi9bwhFC8KK7GgMqd9Q6UEL4u8N1T3Aca/m5hR0Fc1dj1mVyWSruG/yhI9721fuRej+QHkbiy1h6c5VvU/vZV24H/PVIegysx6RyH5WvfOshqDyG1ee4DvUU1R6ixl818EjgL5vBL5vBr+vBb5vh51n7LWm+BLVHt/zsll/96ueo8W3afg7Kd2PzeqBd9dV9W1xUKLh3yLJKb5s82FFXyQY6kth44hDzCuUZyJHAaYUEIIFA30SBQMAvsAqukfMtJLTQwERcLTtRM0cCAb8Rd9qnPvSpDyP2xBXOAyEFFUmZRMklSi4U0z5/vrJwaE5c9tTjzmI5u7LwfYWGexwkOhKpuVDJwo0PFjY+MwsLG4c/ALxnZhbmNjE1seO9ZMZ8esynJ0JmImRGzPmYTflcBnZcZiq21ImVgQN7gZCO5dxcL0CmujCwSMqGYmaqIhuH3DjkVEVCMRNJmUA4i9QMfAT/vBgn44kp8KuwehrKSKJhkYJ5bBbs7lTCZiqx1MilQa10amlQG5PZ2OzWYtcWs9KphU6uDXpr0xcVFgTwriXdt+W7lnTbFG8awsrAwIsCnzcN4brOXzfYmyazdQobG72qUzdNBsC7btCXNXJfxuElwHKhZ6dKKpHTAXfu0ichn5qryFxFAu58gP/9KIkec+qzZ0cxPP7/rkr40sFAxKZGHq45WpXwbZXc1ahtlVyV8IWBXNWZmzp7VWcOFXLr4GursLaxbYkAdNdlYlejLtocXOuwa9BHoQMLetHkAUXwosASqN+6TILtPGrg8QMwt7BAzszMwq7GwHfBtyxLxW2N3bWE6658N1TuB8rDUH6dKO+e+m1qv/ja3VC6Goq3E+M2sO/C0k3ogPq9JI2XpPEU1R6Cyl1Quw/r/4PAYxb6edH5vPhuQd+nrde48aMGvvrVt6D2ntRBBm9HxmVPWVbpWakISghfwYLGFpbYOAweoMeD/BNEL7AK0AR6BjLRchMtd4RwpKZdIwcZjKfnJmrGVTKemh3zZxPhfCKcj7jTAf1xQH8cMp8m/JkvZkI5Fyn5SMkHUhaarkDKLiwCYjpPSHtCOpRzU72wsIhQzkElGgoXoU31AjjDuYkv7SJ8I7w6t4lQzXtqzpMyEyE15s/H/Pl3b8meQXncecinEyk3V9GljnnM2VEQ4FO+NvGlXljqhbmKLPXCziF3DrkysIWGLk1sqmaXVn5bIrYlYmUV5vp36Z7rhYWBTVUkkrLHVdJIzCcSMpXRhYKtjOLGINcmuTHIlVFc68WNRe1tZmvTW5Pa2vRFibupCTd1/qbO3ja4uyZ/3xIe2uJjR3rsSIdS8VAqXpTJywp1XWOOb3juSZeV4qGEP7T55550XaMuK8X7FnfbYK6q5N7Btha6tdC1kZ8r6UQ8m8mZRExF/FkipmZyZiqlA/ZkXPx7yJ169McJ+bNLffCZTwF74jOfJvQHnz8NlTTIPkRf4PmhLwBNAw0EAi+q1HXtuzcGCEEDZyaydLDvuNapTY3c1qltnbruSEAL3DnmosmDhzzWfwvan4o3MwuJjoDhPN79aWYWwJcer8Hf19lNld5UmW2Tv+7KtwP5Yag+jhRYuHkPjRdfe3K124lyOzGuPfPGt2+C8q3rPASV7+oXVO680q1f/SuBX7eDr9vBMQv9uuh+XXRf48Zr3HiPm29R49gHPozs56AMHeBVX921hMTGQwOdOkRsYVOHgIeRWYBnJkrW15G4RMCkIS4RYzXr6vlZlQL1m2i5sZodq9mJlgMCB/I5EBg7mG/kJ2pmIqddJdOnP464U4AQXChAGEjZWEUg5PCE9IQ794Q0CMjMwBYWsbSLcxOPlPyEOx9Qn45d2czA1iVqXaISDfWE9Pz79I9cWESsIkB1oqGelJnIGU/KeFIGrm+acOcT7jySsoGQdtmzCXPq0qcecxby6VjMQiMUi5m5iqwMbGVgcxWJxczaxBcaCgQeO7GbJndRLV42qOsGu6+Qa6sw03JzFVkYhZWBL018rqKxnJur2Nqi1iY5UwpzubBQ0JVGbAxia1Jbs7gxyLWOx3xuLiNrvbizyIPDXlW4h5b22jdvGxwUAPbYkZ57yktffWiLd03+usZclMmLMnlVpW/q7F2Tfe5JhxK+tdC7JvvQ5g8lfGcXrmvUfYu7rlEXZWJnF7YWutJzMzkVC6fA3lRKA4qxcB7xZxF/FrAnHv3RpT6E3OlMziy1/FLLz9RsKJ6DEYU5baikoTMHVwntN8TUqxK+sgoLPb+1sIsqdVmjIf6BMHZuoSCA2yq5KGHQT25q5G1PAasJ6QuQ82NPeNkS9nUWCIRmJFJzYIWg/Tv6WBhTLWwc0p2rtrirs+sKu22IVx35tq8+DNWnsfruGV8C49lVnj31NTAfA+ves65c88q1rzzncmgAhN/xc51/Q+Drov09Dp02X6dNYO81brxE9Sev8jApPYzsu4F5NzBv+wb4T2gC13UWLpqeOgTYUdg2TGw8trBAR8ZyZlGlF3VmXqNnVQomEDB4OCI3VrN98bwnnI2UDGjgRM/C0NY38sckBjatB8ynIXsy4c+OFSg5uBRwzJ8vnOJlW1qVqRF3FmlIrKOxjnpSZsiewjVKoZqfmziIXijnvl8CYxc3ZXpbYdYlCgQwUvJHqYx11JeznpAGgZ1w5x53HknZhVaYq2gi5SIhE/OZRMjOZWShoDMlH0upgD/1uZNQOJup2Y2NHSokZAkLPT9Ts1MlM9dya6uwKxEbG12Z2ZWe29joZaV4VacuK9TWwTcmvjbxDcQkZnFjFbdmcWMQO4u8sMkrh7mpsLcV/qbCXpfY6zKzktGtjl3a9H1deO3onwfml4H9eWC+97WXjvjQYB+b3HNbgOPbKvXSEaGeWvxDg72vMw8N9qHBbvX8hYPeVImbKnFVxq7K2E2VuKuTt7XidQW/cNCdmdvomY2e2RrZrZFdyumFlJoJZ1P+dCacLaTUWs1utBw8mXAnU/50Lp7PxfOZcBbxJ5F4HsvpqZqN5TSk1jAu2jj42sYWBgIvTdXsyirAWWmp5adKZqHntw5+zEK/j4scbGEXAL91tbitU3AnC9AuoA7wg1AUVHFToSB02VZpuPfMsTGBu7BdtcWlQ8ANaZYOcdUW7wfaTVfe1dltjZ+X6FWZumyLjyPteaJ99s1f4tJtT3gYK8+e+eCbtxPjcmJce85tWIEk5jGs/iWJeUjaL4v+28b9vPN/ekzqUE9R7SmqPYff6ymoPrrlu5F9P7QAP5hGQB940ZWh8ft+7xCHmJWKxzkEKCFcULuoM5u2sGkLizpzHMofGz+IQ8GaRg6eVAjfQiZqZqJmIIkZS6kBfzrmz0bc6YD51Kc/DplP0AR6YmrAnCRGYVWmYh2dCClPyiRGYW4TiVGINMSXs66Y/rEgogSiAEKQ0IVFzE0ctBRGBVDf6eXOAdeZga0sYl9h5io6U5CpnE+k3EzKz2VkqRZWemGuZKdKZqpkEjk9VTIzNbvQ80sDOVRIiBPXVgFQXBrI2kI2JrI2sxsT2dmFQwm/KBN7h9jZ+KFE7R1yaxFrA1tp2ErD1jq+1vGDVbywyasSfV1mbios1HWZee8bLx31vi7cVrnbKvfQEJ/bymtXAa4eGuxTi3/tSu995fNAfe8rfzl+avH3dea2Vrxw0OsKflcn7+rkdQU/EvjQpO8bFHB4WSpcOCjUSskcYTvytpBSf3lyyp/G7CeP/rmP/8eQ/DtMbkfUzyPqZ5f9BAsVPn8Kk9uZllua6K5cvKoze+d7Fvo9hrGxtY2trAI41e8clnGQwblTAG953Kw43k7m+/pBg7vuSHd9FYYNsZaHIQT0hMexBKSgEA0cW8qrtnjREi9a8qrKbarcVUd+GOoPQ/VlpL97xl1f/JNA+25iXbnmjV+6DSugfkcCn+M6JDGP087rcvC+9T7v/J9ugzIUxKZw/5kHr3zvwq3Q/hu/u4F5M9RhErhpcNAEgvmEfTFAMTTQQEemDrGsMZGFLRvsxUC9GKirJheXCFiRGSmZoZweKZmxmgUaXT0/0XKzGulbyFA6H0rnrpb19NxIPO/QHzwpPebPBsynHvVhQH8csSeemArkTJ/+FBn4ssJGBt5nz/vseaAVFmUm1DFXzsN2GNwBbSxmh+z5iDl3+QxcqA63mTheOHu81gEqlBFoFyGwmVsYpDszDVmaGLR2Sw1dauhCReZKfinn50o+Fs6nUnqh5lY6sjbQlY4s1NxMzlyUyUOpuHe+A7az8a2FbS10o+V2Zu5gIwcb2ZvozkB2BrI30ZsKfVUiD1Zxq2NrFV2r6FoprJXChVm8tIhrh7wpUbdl+q7CQL225eem+Fjn76vsY51/bctfB8ZvE+e9r3weyp+H8vtAeunyzx3uucO9dPnPQ/nrWP3F1X/1jG8T7a0vPraY21rxtla8b5CPLfqhSd3VizdV/KaK39YIOLip4tcV7KpcuHCQg53fW7mNnlmpqbl0mvAfY+5DxP4ccx9i7gM8ORU+TYVPM/FkKnyKuQ8+82FY/NuY+nlCf5jQH8bUz2PqZ5f56HMnkXg+U7PgC7YODgWjiJ2NH89cSwOBuS5kV+sysa2Smxq5qhAwyQAL+mO8CRxetgQIXQ4N7mGoPwz1bZUOlSywCjcdhUUfsKaJjixs/Di3gD2hy7Z03dW2DXFXF6468l1fve1JDz35eajdD5SHsfY4Nu/+f8ressmtPFv3rK8zMTH39ilwglLMzNqkLWZm2lvMUkqpZOY0M9tlZpfLxdV9znybebHSu/NU97kRE7HCkSm7K6K68udn/Rc8K4H1Y1gnQXQTtl7a8Rf8GALHxcBSOXJKYC9FQkDrcD5pA/wGcesgSgCBEMMIDikoTJ/BYw8yTxBAoBHehJRdUXapM5gICGyGTJRLBa2IFCaMmjhhw1xIz4qaOElUkEQFURMnoJ2JI9yIaS5iYMVMbOgHgl1sVDMT1czA0m1MM5PQsdJGTtrESxn54P8ZN/AyiDiPyzKImLFCAwJh5DKq4wRVs2D0Aj6fsPeQ0vPiGjYU/SFgFBtGWOA/SQEVFlBh3sSD8Y6Mnn3ay0bFZUREmQUFA7egZec1s/AuKpm4QGAFFdIWPmXmlUxcwLKGi+Hd1XEo23ZZxcJu4HxQlRrCr5i5NYTfxEUdUt4h5W2rokXIm7isjkqqZnHVIuoQMsBvYFcNHep5p2bk0o5c2hYm6duUCx79StCyHsE2Y8RW3LqTsm7ELFspbCuFrcctk4B25FWNvKpJQLuRQAC/7TS+ncY3Eshy2LDg1yz41ZOAZhLQLPjVI69y6JYPXLK+U9q1iwFFoLFjEwGBTUJQx3gVC5syzgJmWfW3WfW3FQubNrFKhpmSYYY2seDrgm4qr5/LGeYyutmUZjqm+DYi+zok+VtI8re8kU0h/Aougq5jBReB4sEbsoKLypiwZOGVLDzITpmuRpk8zT9Pw6GENgMjhtD0G4TMdacKZK3l0cITsUzKmLp3xSaHisvZTiA0DxlnxIZb2w1Yqi5Dzalt+wz9gLkXMA78+lHINAybBhHTIGzpRi2dMNqKYe2YtZ0g/20WOs57J1QICFyuJb8aZOwQp4qZso9S9mGCHCbIfyUQyjB1rw7mzgC8IikrO1UFqzSNCLKYiLIrqm5N2amCnQbKpap4tbRbnSHEUPZMYcIMIWb6EFAXjZm5Qd2sT3MubGTB5G7czAnpZoLqqaB6KiD/FooxCf0cmLdmTNy0iVfApDE9P6RmJ4xC2FuL6fle2XRAyYpouTA0DCPC8G1KL0gbhBmjKGsSZ03ijFGUNghTekHOLMmZJXmLNG+RFhDZl5DkLPyEbiauOgdjNwn1VM4wR6OCopFTNHKAK9rIpQyckp5d1M1VzPyKmVs2cZiomLkVMxcysZKeVbXwOqR04FQOnMqeXV5HuG1C0LNJuqS4ifHrCLeBCtqEuImKO4Ssb1MOHeqhQ9u3qTuEooXJ5u2qkUM5cigXXOqJW7Pk1S379Ct+w6JHuxowbkaQrSi6EbasBU1rQdNq2LwU0K1FTJtxZDOOrEVM8PVumthJ4VsJdDOObCXQ3TSxl7HupomtBLoWMa6GDSsh/XJQtxTQTnzqkVsxdMrGHuWCVzXxqRf9molPPfYoh07ZwCHt26VdUtwmhA2UvPOubAAAIABJREFUVzWzacNsSTdd0k2XjSxKP1PSTVP6mbKRVTHN0YbZkmGmaOTAOzmhOheRfR0U/28v//92c/+vkORvUfk3oIdn38+QUEDeDuk9hQqqVgkzPlHEBBQprjhk0BUE6hhNg5oKaCAz98t0+ZpuTeHLkGMeEZRJGTPyCnUakFDmH1WxK1sec9mhq9jVLa8eCBwGDOOweRg29UKGbsDYDBpaQUs9bGmEsXoE68bwfsI6TNmgJ7FY8EyK/knRDwQuVROLlfjpO3A+5xxnnaOMY5x2jNMO0MB+BO+FsX4I7QURCBiCgT0xSD7hBVhxqXO4GBrx/xyOwUQluwImQqH7xzz5mBcgdCOiJk5IzwpoZ/zaqTjCzVnFGVwY1s+65V+7pf/hlZ8uv4PlBBgnZ0zclJGbQ8RpiySLynKYPGkSwWpPQMkKKFlRHQ+Gm8MaDhhRpy0ScAQDAvMWaRGV04SqbFX/hb28RZo1ibMmYVI/F1Z+G5L+B/N6yehmKYQPFXZQPNrIrVoEdVTUwMR9h6JDShuYsGrhMQRWLbwawi+bOLSRXbXw2lZJzy7v2mRtUtTCBR2rsGeTAIQdq6hjlXRJKaSa807Ngke/6DNPvKaRSz/v1Cx6tIseLYC3GjCuh8ybEWQ7hu0miN0EsRPH10NmYHIriu6nyK0Eup3EdtMEULeTwnfTxH6W3M+S20lsI2bZSqD7WfKo4DgqOPaz5FYC2YiZ1yJGBkWAEPCDWPCqxh7lyK2Yd8nnXYqhU36WwzrCrVk4gGJROwUQ0oZZSj9T0E0xBKY00ynNdFI9BUqYUJ1LqM4xqWlaO1Oy8GpWSQUVVjFRGRMCgXkjO2/iFMxcaMeDbxrM1sB0KPN4Y0qgAA+016E2A/090DeY1IcfJ+jCA3VnB2WgIVF3qso2Rd1pKJFa2qpuuPU9v6kXMEIWOh8x90KGtk9f9+mbAXM9hNZDeC2MdqPW/4nARTo8KccW6OhXk5J3oegZF9xAIGhgP0b0ong3hLYDlrbP1PIaIUD6oOsAipcnJCCDOVwMnYmKS111a4qkLIUIKIcyb5OBysEQNrAHTYiYmRs2zAV1swHtTEA7E9KzoBaaRHgxE9uvPueWf+2Rfe2VfxPVzMS0swn9XNrEPRVAIydp4GQtopRZnLZI0hZJWMPxSKcCSlbKLIZ1GCAQlmUyiDSPKwCwIiovovISpgD8ylY1SGLOLMmaxGmDMKnjxzXcqIqV1s3BzHdSM53STMMDJq2dyWhmMpqZvGa2oGVRBk7VImhhkg4hGziVAGGLEDdxURMXta2SDikdulQdUgpvvK7tyx+ziXs2ycAmHtjE8w7p2KlYcClHDvm8XbbgUi+41BO3btGjX/YZVwPmtQC6HkLWA6b1oGE9aNgIGbci5t04epAiDtPW3Ti6n8T3k/hODNkMm7ajluOs7UrZd7HsPU+5j4vOo4IDfj3I2YDAnRS+ncT2MtbjovM85T7M23fTxE4K20qaN+JGiPWYYTmkWfApIMZe+cgjm3dLRx7ZyCMbuRXzrtMADns2SccqahNC0POKaQ4CJDGvPVcycaF/CA9mpp1YMnELBnZWOwtdxKTyXE7Hosy8Jimr4WLQQAiYuWeGaUq4EGowFCmmbRIQLhC6s2UYeNQBgTCiDdkpPBoZCJm2BFNTZQZo6k5V3aVpuIyUTQcEdn3Grt8AWehCHB1ETB2/oeE3tIKWZgRvRqz1CDZM/vUpOMp5RjnPQik4oUILdHRUCn81oXwLJe+o4J7POYdZxzBlGyTJbgxvR9BW0FL3GWtufdWlqzi1Fae26tKVnaoSqcwTkjwuK5Iy2q6uuNRZVJLDxUWrgrIraLu6ZJPnMGkKEdBOVd4my2CirFVStMmLDkWOkCQQfsLMS6KCFCKImbkR/VxIz4qbuGlclER4UeNcUDvtU33nU33nV58LqqdCmmnYSIIJ5oR+LqGfS+rnEnp2HpeFNRwm7YzqeEmTqEAo87giZRbD3lrOIi3hSopQlfBT26Wz+7WwXAvVl6yen9Hxkmp2TDEblk4FJd9EZd/B39B5I7tk4kKnK6udpS38sokHyWdJzy6beHWLsIkJO1YJiFjfLh86lWOPZuLTLfr1SwHDvEsFvzt0Khe82gWvdt6lGDnkA1IyICUjh3zRo172aRc92pFDuR4yrwaMS14DQLgaMG9FrLsJciti3oqYtsPm7ah5L4YepPCTjO183r4XQ4+z5OWi+1LJdZKx7SexwyRxnLVdKLqOc/ajrO1C0XWtGrjVjNxshK/XgocZcj9F7KeIk7zjMu29RHkOM+RWzLyfRrdTlq2YcTNh2kmYNxOm9bBuMaBaD+tWwtqVgHriVy75lIsB1UpAvRbSjl1yJkZO2bxDOrRLBjbxglsx75D2rMIOzm9jvIaFXTXOlnTTRd1sTj2TUU6lVFN5zWxOx4LefVT6dUz2DRNJ5bm8nkNb+A2rtIIKSxYehfCrhLhOSqtWCY0Jc8ZT+9AyKfnnbDcpK9vkNCmjcGmJkNCErGyT1+yqukvd9ugbbk3NrqKsUgqX0qSs7lC3PFqmcFrERDAmVUCFZVKWMrBLuBiSWMhIaw5lx2+sewwwo99w69s+Q9tn6Pj0/aBhMUXOR9F20NQMGDthtBu1tmPWZgQfZ9wLOddC1rOQc40z7lHaNUg7+ynHQiGwUApOSpFxIfRVL+cYFFyDgms+7xrmnIOso5+xVwLGRgTpJ6z9hLUdQesBU91nrPuMZZc2b5VncXnRpqSdugKpyOLyLC7NYLI0Ks5gshwhK5CqvFWewWRJizCDiTK4MIsJ86SkZJMVbNI0wo8YWAWrJI0JEiZO1DgXN7ITFm7KwksiPFiTi+hYfuU5t/Rrj+ybsHaW2dkJqqfd0q/9ynMpCz+HCGMGdhaVpFExnI6AAgzcgQgpZ2JadsYsLOIycFWC/SAKl2bMp/2GpI4dVc3EVTNpHTuumklp53J6bkbLTihnYvKphHImo2FllFNpxbcp+Tdpxbc59RS0vKAET+lZVTO3Y5W0CXHNwmvhonmXqouKmmZOy8Kdt0mXPOpFt2riUjK/LnnUKz7tql8HIrYRMsJrbS1iYWIjim/GiPUIthZGV4KWidcwdusmXsNaGN2J44dJfD9hOYghR2nsSsF5ueS4lLMfpbHzaev5nPVKwXmVdt0s+25UvbergRsV/5WS+0rJfY32Xi/7mLhGey8VnCcZcj+O7sfR47T1Yt5xqeC8mHccZfCjHHGUwXeTls2wfiOi342b99PoXsKyHTdthHTLftWSR7HoVSx5FMte5cQlW/Wr14PaFZ9q2atc9ioXnNI+wZ+4ZGOHZEgKezivg3KYyMr+o2LidKySGsLPKr+Lif93Sv5dSc9OKqczGlZWO5dWz8YVU1HZdzH5VFI1k9dzKLOgikmqX0aLqri0blNk9OyiRQD8QNmzREhoUpZDhHlCQlkVRVJWIuQlm7zh1ndCZsqqoOyKqkNTcalrTm3ZqSrbVJRVxgwDMwF9iIyJCwQyMzSwPVjzaGteQ81rgMUgGE3phEzjFDnJ2AdxvOE3NAPGYYIcZRz9hHUh61nIesYZ7yjtmk+5h0nXIOEcJJzzKfcw45nPeuez3q86OXs37+gVnL2co5u1dzK2dpqshS2NKNqO480oWguZKwFjPWBqhixVj7FAqjKYLG9VluyaAqkqkKqSXZMjFBlMlsFkWVwOR0KyuDyNivOEJIeL4DxNwSrJ4ae3eMAoIWaYg5sECRMnbmTHDKf4gRF9UD0d1s6GtbMRHcun+A6sTYBG8MMOqqejBm5Ezwlp50LaOSh7ZhBxDpPCYgGUNE+d5FFZhZAVUGHKyIFORsrAjmlmYHUtpZ6NK6Yi0m/Dkm9isu/gB6KgZeVVM3n1VF49VdTOUHpW2ciumDgVE6eBCiomTh3h9+3ykVs9dCoHDsXErRmSkh4q6GPCRady1atd8WiW3eoVj2bJpYIv1ny6db9+I2DYCpk2w6b1kHktYlmPYOtRBH7diOKbcWwtjK5HkbUwuhIyLQfMaxHLdoI8zNgPk/j5NH4pR14p2K8WHRDXSs5bFe/tqu9OzQ9xq+K9WfZcp1x3akEmblcDtyr+G7T3Bu29VnJfzjsuZMiLWduVgvNayX2t5L5cdF2lXVfL7qtl98Wi/SCFbkeNm2H9Zli/EzNBbEeNWxHDRki3HtSuBTSrPsVmSLMRVC97ZEtu6YpXvuSWju3CsV04T/KHVl4f5/Qwdh/nDAhun+DXjaymhdvEhHWEXzayS7rZkp5NG7klPbdo5BWNvJyOnVDORGXnorJzMflUwcAtmfhlRFRBxTQioixCGC0qWgQUKgJ+Tnt3VmnFroDULI/LwGUDsraaW18ilcy3kNBBpgYlU2Y0n+EQlPCf82h2RZmU0aSs5tGCyS1cQIHbe3ARDA5jtkPmTtgySpHjtG0Qtw6TjmHSNUy65lPus7GQ9U1y/sV8YKkQ/KqVITsZG4DXSllbcbwZw5pRtBlF62FLNWiqePVlj67qMzSC5prXVLSpM5gsRygY/ABLBsIcoYCV1iwuLZIyMF1OI/w0wk9ZeAkTJ6pnRfWsiG42rJ2J6GZjhjnAL6KbjRnYcAEipJmJGzkJExf00Cv/NmnmlWxycKlIWfgxAzusnQUrUbAeSln4WUxEk/KKXVkhFTQhK6LivEVYMAuKFiFMWmZM3NPFQgMbZrjTurm8iZfTc2Lyc37+//Lx/p+w+OuUaiavmctrZosaFqVn0Ya5iolTNXNrFh4E/ABVzdyeTfYlpVTN2xWLbtXYJl2wy1a9mo2Afs2nXfVq1v26Va9m1atZ82k3AvrNoGErZNwOm7ajls2IeTNi3owgW1HLVhTdjiHbMWw7hmyELVtRy04c301guwliL4kfZR0XCs6TDHmt5Lxd9d2u+m7Q7uuU61bFe68RfNSJQjxsRx60wvcawTs1/+2q734zcr8ZedCKwhd36yFA8WbZd4P2Xqc8N2jvrYof4Lxe9l3Ik5cp5/Wq90bNBxweZ4nDNLYbN+8lLAcp9CiDH6ax/SSyEzNtRQxbYe1OVL8Z0gCBqz7Fml+57JFNnOIFh2hkEwCEED2c18X4dROb1k6XdTMVE6dm4ZWN7IJ2hjZyyyZeycQvGLgZDSupnI4rphPKmYKBW9JzSyY+bRFC76do4uf0HFgsLuMScN8oYqIyKas6lKdeUrgYqoMwuQVDy2WnqurW1DzamkcLtXr6y4pgmZT9BUKmF8+8G8ukjLJKq1+cpus+fcNvAALhMl83gsCBBrhWNEqRg7i1FyN7MXs/7hgknAyHo7QHCFwqBFdK4a+aaWszSTQSeD2O1WJoLWypAXgBY9lvoLw62q2lXBoI2qkDfQP2GAJLdk3eqkyj0jQqZWQwb5UDgWnkdNEWboBE9SyYdIFOw1kIo/q5sHYWzjzEDOy4kQOfJM08sExPmnnwOSjhqQHUGQe+PCrKoyKY6ixhEgqX0pikaBFm9JyUdi6pn4tpZmKambSRkzNy07o5WGvKG7hJ1UxE8k1I9B8RyTdJ5XRWNZtT/zfdgy/qCL+JCYHGFi4aOpUTn27i0409molbtRbQrXjUKx41YLYR0K/7dVsh42bQwIC3EzHvRi17MWQvhuwl0J0EshNDdhLIXgLbS2F7CQw+2UthRxnyKEceZ23HeduFgvNSyXWFct6qeO/WA3frAZC7+80QgPeoE33cjX3fiz/pJ570E08HyaeD5INW9EEr+rAde9SJP+rEH7ZjQCMjjHfroXuN8L1G+G49dLMauFi0X6FdN2q+283g7WbwZt1/reK5QrsO09hRBj/OEsdZ4iiDH6TQvYRlN27ejRn2E6a9uHEjqF4PqDZDms2QZtWn2AiqAcUFh2ho5fUwdgdhtcysPiFsmDm0dprWTlfN3AYqqJq5lJ5V0LKKurm8npPXc3I6dlY7B+N+BS07r5nL6diUWVDDpTVcWjILsjp2g/znyj+z4V62yZue00J9kZRRdkXFpa641GWnCqqDsEAHFipVt6biUjP4MVsRoKhQhoEx0VNLDpucskorLjWcPwF7W4ZAOL7Qi6LdCNKNIL0oOojjwwTZjVq7UVsvZj/LIaA4zngBwq+aSaIex6pRpBa2VIKmcsBYDhgLLnXRraHdWsCvYFdmcWkaFcOvOUJGOdSUQ523ynOErGhTFm3KHCFLo+IUIspgkhwhg9/KE5IsJkxZeCBxIHpRPQtuYgXVU37ldyHNdMwwB1tIjGMKc24lbuTArhNcRAprZ6P6OVhBTFn44OxwaoOJCFNGbkzLCqumYR02b+IXzAJYxsto2UkNK2Vgw1ZhzsiFVaacnlM08ePycynVTEbDymhYWdVsTs0q6jhlE482zFUNrKqBVdbN0Nrpin62hfD6VnEb5Y8c8tWAfj1kXPHrVgP6jbBpO4Zsho3rft1GQL8TMe9EzEDdKWwxBN5dBwnsMIkfpYijFHGSIQ/T2EECO0ihx2nrcZY4ShH7SeQwiR9niUsF56WS41LBeaFgu1RwXi457jSDt+r+mzXf7UbgfifysBd72Ivd70QedKMPe7FH/fjjQeLJfOrZOPNiknu5mH/cT0E86iUfdhP327G7zcidRvhOI3y3GbnXikIwHz7oxe53o3fbYcDvetV7tey+TDkvU86LRfv5PAn47ScRiL248TiDnmSxg6R5P2E6SJp3ovr1gGonqt+O6DaC6lWfYuIUz5P8Ps7popyxQzYkxR1M0Eb5HUzQxYVtQtzCRQUtiwmGw5yOnVXNwn8O2siv4dImqajhUsoihBUTMNcAD44yKSsRkrbv1CsMlBAq862AkVG/s1F1a84KIOAH0xc5Cx/GsmGkBroXZZu87FSdNZhmCITL0HACrOE3gCSOUnbQQCb6cQcEo4SL+cBXjQRei6HlsLkcMNJ+A+XTUz59zqHMOZRFh6rkVJec6rxNkUJEUQM3YRYkzIIsLqUc6qJNCVWQDCbJW+UZTJJCRAyBWVyawUSQfMIFrJBmOqieCmtn4B0YN7KZT+JGNkxgg/QlTFzwLAppZhImbp6QJEzckGYmqJ5mXoNAKYghbGMUcQlAGNfN5cyCtIGb0s7FVTMJ9WxKO5c38EpmQd7ESxnY4FkC67xZHbtg5AWFf0sqp4tGHm0Rlk2CsklQQ8RtXFrWsWrGuYaZUzPOVQ2suondxYUjh7yLC5d92u0Ysh4yLnk1yz7tVtRykMJ3oxZQuf04uhdDtsOmvRhykiGP09bjtPUkQ55kyPNZ2/ms7ULOfiFPXi45LuSJ4wx+ksUuFmyXiuSFPHmURi7kycsl27Wy+1rZeZV2XaUd18ru6xXPw17sTjN4s+a70ww+6sefjtLfD5MPe7Fn48yzcebpKP10lH42zjxfyAKBrxZLLyfF5+P80/nso17yXit6ux66WQ3cb8cedOIPu4kHnTgQeK8VfdCJPx4m73ejgN+tRuBOK3S3Hb7bDt9qBK5XvZcpJ0D4Tz1MIxcL1iuU/WLBeiFPnM/hhynLdkS3E9UDhFthLXC47JEtuiQju3Rkl87bZX3rKYdNTNgmxFUTnzZyYaoB8MtoWCnVTFoxnVHO5NSskp5bRkR1QtawyuuEDDaM6zZFy6luuzRtlwaGzlpePbSsKbsCVuSqbk0nZAbe/hINt5ZZ1f0LhLAwAbNp0IqoOZRlm5w+c14Wzn4BgcME0YuicIMI/KnbIfM47ejHbQx1Z2Oc8QJ+pxrYiKKVoIn2G0peHeXVQeZZcqoLdmXBrizalHmrPI2K4yZ+3MQ93TkiJGlUGDWwowY2+MmnEEEKEaRRIWSGaVSYtPDB4wyKLiHNdEB1LqSZjuhmv+ScLMg/40Z2VM8Ka2diWhbcOYKFoKSBkzbxMmZ+RD0TVJyLamZziLCAiQGzpIEDB1BLhKRESCirtPTl/0QaEwNgKS3r7LoQhYqY2V8aFcCEVN7ITirPZbWztJFbQ4QNTFxHRQ1EVEf4lGaqaWb3CeGQFA+soj4hHNmli27lyC5dD+q3IqYVn2biUqz6tdtR824cOUhg+wnLQRI5zuCHKXQ/YTnO4Fco56WiHeJyyQFxhXJeoZy3Ku5rFHkpR1wu4Ncpx42y/WrRdiGLXCvZb5Tttyru2zXX7arnTt19vxl40A0/6sfvd6P3OpH73eijQeL7+dTTcebpOPN6pfRqufhiMf98koN4uVR4uVR4uVR6uVR6sVh8Pik8GWUfD9MPeon73fijQerxMP14mH7YT95tR++2ow96icfD9INeDHi73Qw+6MWejNLPFrLPFrJ3WiHA8kbNd63iuVp2X6FdV2jX5ZLtesV1veK6XLJdKpKXS7aLBetRGjlImiH2E6bdmAH0cD2gGjtkI7t03iYZkuIeIWqj/IaZUzWz6wi/YuJAdwdmjPJ6TkbDSsm/yyqmcuqZgpYFXZ8qJmqSp0Y1sC3Rdqk6bnXLqaw55E2PtunRNtyamlNVdSirDmXdpWbcFusudc2pqjlVzLeQZMI0KcMhzCHCzsTZ6VCalFF2BVhI/4VASEShJAM3GlpB0zjt6Eat/zYFHaU9AOEk5/8ngZRPX/LqSh5tyaOtB0y0W5u3KbJWWd4qz1vlWVyaQkRQ+UiYeXDOIaiZCetY4AUKwRCYtPBjxlOjQeANCISHH1ODSVl4UBcNqqc8sq9jWlZUMxvVzKaMXPAsSpt4MS2L2TDKWgTwScrIpUk5TcoKVgnjswIWhkVMBF5dNCYu4xJYhy2a+AUTp0qIKVRAoYIKIS5jQiAwq2dVMVEZEZRNvKpF0MDEDUxcMfJK6mlKfa6NcIGxZa964lIsupXLXvVGyLAbR3ZilrWAbi2g240jh2liP4kdpbHDFHqcwS/kyZMscZTGLhZsN6reKxRI2WlcK7tB3+42PDfK9itF4mrJerPiuF1zXadtl/LYddp2s+K4U3ffbXjuNb0P2v4ng8izceJBN/x4mHwySn8/n3rYjz8aJJ4tZN+sUkDgF+oKr1dKb9fod+vlJ6Ps03Hu2UL+xWKRofHFYvHpOPd0nHsyyj4apO51Yvc6sUeD1LOF/IvF/JNR+mE//qAXezxMfj+fejxMPujFQAzvd6NMmnqrEbhZ99+seW43fDeqbmDvCmVn9BAk8TiDQmoKL8NVv3rJo5q4FBOXYuJSzttlHUxQN7HrJi5tmKN0bBhvqKOiqkVEG7kZ+bmccrqgns2pZ7Kq6YKWVTHzG1Zp16lq2GRgWtNyKDpuddej6bjVzS/sNdyajt/Q8RvqLjVllTLsAZYMh8zaLjz2gMOzeSnMxEAxhrJKS2cunTBX2TthC5wAa4fMgzgO3wKB7TDeiZDdqK0fdwyTLga8s7WZrzpJK9NygK5DI2iu+4wVt452aminBkq3OUyaNAnAND5m5IDoBTUzEf0cXIMA9sAGmzm0Ag88JhGFRyDkn0kzN4sJk2ZuUD3llX8TUJ2LGeayFkFCOwf2kmWrvGpT5i3CqGompeckdeyEdg4W3mG/tu7SZC38PMYH3xEYUwKD0JpV8s9ZXkRQxUQw3JQ3sksWDvidlBFeycQuGudKJjYsJTQxYRMTtnBRmxB3cXGPkAxJydghW/KoVnyaVb921a9dD+o3Qob9JAZxkMLPBmSSl0u2K5T9Ku24Qtkvl2yXS7YbVfeNqvtmzXOr7r3d8N1p+u+2Avfawfst3/2W527DdafuPBv3W55HXf+TQejpMPxkEIIvno7ijwexp+PMi8X803Hm0SDxsB9/Mkq/Wi6+WaXOxqvl4rOF7JNR+u1a5fUKDeABgc8nhafj3PNJAeLZQv5sPJ/k4H/4eJh8NEicDQDyYT8Or8S77fCDXuxeOwgEXqUd8G8K/+KXiuSFPHGSxU6y2Pkcfj6HgzDuxkyrPtWSW77qV6/4NENS3MX4XUJQM87RhtmCZjqnOkfpWXVUUEOERd1cQT0LfSDaMFc2smHQjzJzqpigYRW37bKuW9n3qvtedc+j6niUvYC+6VaBhxptFTdcSnAH7fp1/aCh6VbBz0nTrer4tA2XsuXRwlI8jLBBUtr26lIGNizswpANOM3UwYnTpS7ZFfCjDhVRyqEEGkEMIXpRdJggezGyHba2QkQnQg4SzlHaM0p7mKIoSOJXrTjeiCC1kLkaNNVC5lYYaUfQZsDc8JuqHn3Fras4tZRNVSDkWVSSMPNiRg7IYNTADmlngUa49g6+9FlcnDDzEmZeBhNBCgodiJBmGoouKQsvpJkGFCH/PE1QlefA3g8qmbAsC33zs3t9zO+emr5gfMbjrIDyQeKqhJhGBUBgBRXWcDFEwyZp2CR1UlzG+Ax+tIXbtkraVkmbEEO0cFEHE3UwQZ8Qjh2yZa96xadZ8WnWg/q9BHqSsx2mCYijjPUoYz3OksdZ8iR3KgJXaQfEtbIT4nbDdzbuNP0QQOC9pvt+y3O/5XnY8T3q+h/3Ag/a3se9wNNh+Nl85OkwDF88Gycez8efT3Igd0/Hme/nU88nOVC8j1u1H3ebn3Ya7zcqwOG79fKPu+2PW433G7V361X4FYB8vUK/WqaYBBX08MkoCwTCP/nxMMkEpLsA58N+HMTw0SDxeBB72IsAhzdrHuavmOsVF4gh4AdieJiyHKbQrbB+PaDZCuvXg/oFp3xIiudtkqFN2iNEVTO3pJulDXN1hE8buTnVuaJqqqiaKmimi9qZkm6W0rNg37eOCioon7ZwaQu3gguadmnfqx4F9X2fruvX1Z0KMLxoezXga9h0q/pBQy+grznkFCGqOeSnN3d9ehh8gfV50MCGS82sDsKYKEyZ1pwq2qGknaqSXQGXF4BAeBZCYQYuhX0pjeLtMN4IYFWvpeq1NAJYM4g3AljNhzSDOEQjgH3ViCDQ94OeOxDYCaPtENLym2tuPW1XF60KyqooWhVZXFywSfOkBExcMrgQ3P/LblWelKQxQQYXgrtEwsLN4MKkmcvgF1CMvrkFAAAgAElEQVSdC2tn4GIB1GAgI2VyVL/sm6hqJm/iVwgZjUkyek5MOR1TTic1rKSGldax8yY+tPWKFmHOyIPRIcbzs2DmUqigjIuqVgnM8lJmHm3h13BxwyptW2UNq7TvVXdcsqZNVEY5RdNsycyqY7yOTdwmhBAdq6hvFUMMSMnILl32KNYDGojtiOEkS1wru48z+HEGP8kSF/LkxYINHnhXKOeNqvt6xXWt7AT8rldckKfdawfvtgIQDH53mv57bf+9tv9+J/CgG3zUDz+Zjz0bJ15MUg97oe+H0WfjxLNx4uko/nQUh8+fjJMvlgtvN8pvN8qvVksvlgsvV4pv1ukXy4X3W9Uf91s/7DberNPw4ced+sed5vut+tuN6pv1CsTLFer5UvH9Vv3dZo359slC7vtx9vEo82Ix/2IxDxA+GaWZeDrOMOQ/n+QgDf5+PsUQeKfp/8vfLzeqboAQ4nwOP8liF7P4UcK8GzPtxc27MdN6QLPoVk5cikWPeuxU9AhR3cRmuhQFzXRBea6g/Lag/Lao+i6vPo2c5jvYOczqzuX0UyUzq0bwOy7ZwKfpuNWjkGng14Pd8DBgGAYMdZus69EsRCyLMbTn1cI+fsMubzmVHZ8e2u5dv6Hj0zMWhtCUh748s1Nfd6khC4WlH4ZAKL1AdRQOs39JUJFWCKv70arXUvGYaz4EouIxA40QX9W/dP9qfmPNb6wHTPWAqR1COmG0HbDU3PqiVZHDpCVCTtkVRVJa8agppwLcBIt2Ge1S5kkJ5VRkCVES4QGE8Lswd8ZUWeBNmLLwspgwrJ1hCqHwUIzqWVHNTEI7V7QIy7i0aBEm1LMR+bmEehaaCmA9ViFkZVwKLkY5IxfGc0/9RTBh5YufJAggrOTVCUnLJu/aFB1S2nZImnZx3SoooxzKMlfBuF27ZN6jrJrZNQunifE7VtHQJh07FRO3asmj2ghqt8L67YgBfmgOUyhQB/idz1kvFmyXS46rtOt6xXO94rpV996ouhkCb1Tdd5r+e+0gxP1OiIkH3fCDbvhhL/SgH3rUDz+ejz4dxZ9Nkq+WMq9Wsk/mY88myZeL6ZfLmReT1PPF1MvF9Mvl3NNJ9uVK8d1m5cN27d1m5c06/WadfrtRfr1GvdusfNypw+dvN8rvt6o/7DYAs1er9Ou18pv1ytuN6uu18ssV6sN2AyCEb58vFZ9O8k8WThmDig7UYKCu82whC89LeHMCpU9G6e+H8Uf96MNe5H4nBH/LMP+mjBIyGcEVyn6lQF7M4vBaPkgiO1HjWkC34tMsOBVjp6JvFbcQHozXwqwfpZkqqc8VVd8VlN/mVP+MuPR/pRT/kdWdK5lZZZRTxXkVnFfBeXW7ZD5onA8a4cdgIWJZiFgadjngtxhDhwFD06GoWiVlXFTGRX+xNoQBNLhlAGaWkItCj77h1hRJWeFLwKEhoI7p0QOQX4ZmzBWPsew2ld2misdc9VrqfhTYa4UIiHbY+lUtZK4HTFWfoezR0W5t2aUtu7RNn6nlNze8xrJDU8CkWYuogEmLpCyHi0oOaZ4URY2zUeNszios2MRJhJMlBAkLO26eyxKCgk2cwflJhJNC/9mFh9GzU+tBCw/GYmAyBqqjCRMnhwhOr0maBRk9B5zI8iZ+GZdCgPNfCRF9CWEJF9JWYZUUwVGOul1SJ8U1q4i2cCkzh7Zwq5gAtoFgIahuFUDUCH4N5dYxXpsU9Z2yqpldR7gdTNC3ikcO+cStWvFp1wK63ZhpL6LfjxpOUsiVAnmtZL+UI46TlgsZ7GIWv5QjrhZt1ynHzbLrdtVzu+q5VfferLmuVxzXyvbrFcetuvtuy/egGzwrdI8HkSfzMVC2J+Pk9+Pkk3HyyULq2ST9fCn7cjn3ciX/fDHzciX/Zq34eq34erXwciX/aiX/eq34fCn/Yq30drv6frf+frf+drv6ZqvyZqvy6bD9cb/5frf+Ya/x+bj78/n+5+Pup8P2u+3Gm83a643q2636h93Wx732x732+53m26362606/Nar9crLtfLLtfKrVfpfizqvlouvlotQXGUenK9XSs8nuafjzMvF7ItJ5vlC+tk49XSUZAKE8Vbdy+Sltxu+W3XvtZL9atF2KUecT6MA4XbEsOpXQ20GCjNdXDi0SXs2WQsX1YxzNQOrrJsBDhklTCu/zqq/LeqnaROLRtg0wqYsc0Uzi8J4Xa+q79fU7ZKmU7YQNS3GLT2fehIzz4f0fb8GouNR1mxiGhMyVtnMGi7IYAkXw+wULO8CgXWXumCVwvEvOONFOZRVj7YZMIIANgNGIPBLy95UcmhLDj0TtMtYdptAEoHJqtfy3wikXBrKoS7ZVcz4HGVTFXEZjFkWMHGRlBbtkpxVmEK5aYyXJ0U5qxBgixpnYyZWlhCUHFL4A0mEc5ZAwA86E39pQkR0s0kzt4CJCogob+Kndewk44mEimukgtG9rIGbNXDhBFIZl9BWcZkUNRzSplMGx3FqVhFUWWgLt4zw6oSoa5P1HYqeXd4hpQ1S2LSJWnZxgxTWMR7YDTVwfs8m6dul83bZqfp5Nat+3apfuxcx7kX0h3HTpRwBmF0r2S9ksEs54nLeeha/OzXv3brvdsNzu+G5VXffqrtvNzz32n6g7mEv9LAXAvaejRMvF9OgdS9X8i9X8i+WcxAvV/KvVguv14qvVgtv1kvvt8rvNum3G9TrteKb9dLbDerlOvV6s/x2u/phr/Fxv/lxv/lhr/Fhr/HTSe/DXuP1ZvndTu3zcfeXC4PPx90Pew0g8M1m7d124+Ne+9NB94f9zse9NhD4b2KNfrt2yiEo3ptV6u0aDUy+Wi7Cm/PNKgXp6ItJBuL5Qho4BBQhOz2r9ndbgdsN3w3aeYN2Xi3aLmQwyOT3E5aNoHYtoFsP6pe8GngQDkhJl5S2UWEH5bcs3JpxrqybOdVD7VRRO1WzcGgTq6ifzmvPZXXnCsYZGmFXcF7JwqnZxE2nDG4kDQLaccQ4ChuGQV3TKauSoo5HOR/SD4O6jkfZdMpgFwnGu2mrlCl7FlBhUj8X185mTFzYOaQICU3KwIMTDJAKpCxvlUIZBgQQCKx6tF8O1xrqfkvdj9b9aMVjppyGkkNPOQ2giiCMFY/5q0bQDJlnzWuA0kvZpS07NLRdTZNKiBIhLyCSrEVQdauLdkmeFFFOWdmtKNolWUKQJQQ5qzBunosYZlIoN0+KsoQACITZF6jBQPsBkGM08GzDMKadTek5wBgMkWX0HEhK4e2XN/HBiLqEiCqErEbKa6S0ZhOfhlUEZrJljF9B+RWUX0cFLULcs8v7DkXfLu+QUsCvYxO3rMIGzq+h3CbGb+GCiVu16FEveTUrXxYXYA9oP2pi1O9q0XalQF4t2q6V7Ncpx3XKcYN23qq4gb37zcD9ZuBuy/cXuft+GH0yHwPRg7fcq6XM6+Xsm5Xcm7X82w3q1QbNxOvN8putytvtKmDGCB3z+bud2rud2vvd+sf95qfD9o9Hnc/HXZC797t10MMPe40fDlogiT/sdz7stt7vNN/vND/utQG/9zvNd9uNd9sN+Py/xUbl3XoZOIR+xrv18vuNyts1+vVK6Wyf47TiOk6djaej5JP5xJP5BNAIXz+ZTzzqR+FleKvqvFtz3yy7LuetF7P45bz1OINvhfU7McteAt0MGxfdyqFNOrRJB6SkiwsHVnEPF7Ys3JqBRWunKc0UpZkq6abrCLdqZjNWNJRxtoxyqgS/jPFLKLdMCJpOWcslbzikXa9qEjP3fOq6XVIlRW23Ak6atd2KrlcFVhRgEFrEROAHU3MowUQUJqhgT6KEi9Mmbg4XQ9MbLltCY5yZ1QYBhLOzlENZdmmbQbQdtrbD1kYAq3jMtMsID8JGAGsEMIDzK2g/NIJmqH82/Ka6z0jb1SVSWSDkJVJZdWgqdnURl2XM/IpLlcZ4aYxXdisqHiUknymUS7vkKZQbMczEzXPwB5IIJ4lw0ggfrJa88m9gAA0ehBHdbFg1BSfgC5gojwpj2lmP+G8R1VRGzy5ahAUzKOFsRs8pWgQUKi4hQsg8KVRctcoadlXLqW45ZA2bqEoIaZRDW7g0wi4jvArGraOCOsZrYMI2Kerb5QOHrGeTdayiFi5oWQVtQtjC+U2M38L5A1IydsknbtWST73q122EDDsxZD+JHaatJxnyOGm5RpF3676bFcf5NHoQ11/IYDcrjlsV962q83bVc7fhudfw32/5HrSCDzuBszUVQA7i5WL6VPe+4Pd2Nf9mrfhus/Jmq/Jus/J2u/phu/Z+t/5pr/nDQevdZgW+/rDX+LBde7tdfb9V/bBd+3G/9Wmv+Wmv/eN+6+ej/q8n/d8vjH6/MPz5qP/TYeenw96P+y343Z8Oe78cD/5+efLHxfGvJ0Mmfj7q/7jf+bTX/mG3BfFxp8nE+40KQMiw92GzCgFK+Hql9G69/GGzCli+XMy/Wsq9Wiq8Xs6/Wiq8XMy+XMy/mGReLxdfLeXg62fjzKN+9Fbdf4Wy36l57zcDd2req0Xb5bz1Wsl+PmfdiRr3EhaY9l7xqRac8gW3YsEph959nxC2zdyagVX+QuApivqZspEF1okVC7tsnisa52pWUdHMphBu2ylvOWQ0zm84pItxyyCghROCwF6VFNVs4q5XVXPIATmouzAEgiRmzbyIaiqhY0FhJqyaOktgBhPFTdwMJgLFAw7hWjtcpy3ZVZRTB1pXdpsgES27TX8lECbZ4IBmN4J0wha45A59j7xVSjuUTb+h4lKnEUEWE8LJ35JNlsWEaYSfJ8SUXQ6dPUgvUxZeDhflCTGzixRQnfMrv4O6S0Q9DeCB8W5cO5s2cmBDOaFjUagoZ2QnNbMJNaDIo1ARjQnLuIRCBUWLoITwaUxcIcQVQlrBRW1S1MTAoWSGNsxWzXNNjN+xCjtWUc8mHjhkQ6ds3i7rk6IOJmginC7G7xP8ISkeksJ5m2TskCx5VGsBzXpQvxnW70YtB0nkKEUcZ/CjFHGUxk7S5ss55HqJvF4irhaIK3n0WtF6kyZvULbbFfu9uudR2/d9N/R9N/B9N/SoG/x+GP1+GH8yn4Dn0LNxCtKz18v518v5NyuFNyuFt6tFiHdrpXfr5bcb5fcblXeblfcblfdb1Q+b1fdb1Y9btY879R+26z/sNj7tND7tNX/cbX7ea/203/1pv/vTfu/ng97PB/2fD3q/HA5+Oex/3ut+3uv866+/n8z/ejT4ab/7aaf1aaf1ea/zy2H/t+Phzwe9n/a7n/c6Px/0fjsewh/75bD/23H/56P2p736x53qh+3KD7u1zwfNn4/akAy/WS+9Xiu+Xiu+3aDeb5U/btU+bFTerdFvlulXS4WXk+Lr5eLblfL79fLrJerlYv75OP98IftiofB0lL7fjt2q+x90o3eawRtV71XadYVywlDeSRbbixu3I7qdqHY/YdiJape8krGdP7YLl9zykU3UR3htM6eL8LoYv4Py2gi3opupGlgV/VxJN1sxcWDdqaibbeKnVe6CcaaMcloOyTikW00iA5+q7ZTWbMKGQ9z2KboBVdMjq9olFCFiViIg24RVepBB8I9hvGQysAyAicAON6qfi+rn0oigSMrAHLDiUtc8WvBMyuHiLC7NkyrKaYAaTN2PQi207j8VRmgVflVxawC2ilsDg21VjxaemzBZViBl0OKouDUFq6RISks2WZGUwuIfnOGm7PIcLoLeA7TgmX2IsHbGr/zOp/j2dCRNPR1WTaUMbNgPSuvmkppZuL6S1MzC8aO0bjajZ8H4GFi4lnERjQkpVABnAGuktGqVVAlhCxfACnbNxKqb55oIp4Pze1bh0C6Zd0jHLvmCWzFyygY2cZcQtDHe0CqYJ4Vju3hsFy84JEtuOfQYoNq5n7DARAvUOc/n8GtF6/UScYOy3qCs10vEtSJ+vUTcpMnbFfvdmvNhy/t9N/C0H3o2CD/th77vB5/PJyEfe76QfjHJvFzMvlzMvlrK/Tfq1krv1ymID5vVj1s1iB+26z9s1z/tND7tNH7cbUJ83mt93mv9tN/+ab/980Hnl/0+xK8Hg18PBr8dDiHg23+Nv58f/3E8/+tB/+e97ued9k+7nZ/3ur/s934/Gv6y34Nvfz3o/340/ON4/rfj/q8n/V+OO58Pmp/26j/s1j7t1X/cb3w+aH7YrrzfKgOE8CJ9t0m/3yp/3Ki/X6u+XSm/XqJeLZZeL1FvV8rvVivwyctJ8eWk+GKh8HQ++6ATv10PPehG77ZCN2u+6xXPtbL7CuW8WLCeZLFLReIkixxljMdZ00FKvxlWrAdlmyHVmke+5JDO4/wByu2h/D4m6GJ8ILBmYFUN7KqBDUsqNbOgpJsFMaSMs5CXNm2inkcxCmpHQW3fq2y5pG23rONXdvzKhltaJkVdvw7OS0AiCvb1cOG0hIthNBQ+z1n4BUyUNvHACzdp5kV0rIiOlbLwwSoJTqfA4VpANIWI8lZlwab9C4QVjxm+hm+/ggPuUNiBQirtVMHIS8zIiRrYWVwMs96dsIWyy4E9ULmCVQJaV7Kd7gFCqTNl4TH4BdVTPsW3DIHgOwiGn7AfFFNOhWXfxpRTKS0rrZ3J6GZzhjnwui1ZeDnDXEozzdyvglHA03tauLCJ8dsYr4VyWyi3jfE6OL9LCHpW4YJbseBWTDzKiUc5dsmHdknPKuwSAgBv4pQuumRLbvmaX70TNR4kERjmPEgizEzZpaL9csl2r+65XbEDgTdp8lbZdrtiv1W23W+4Ab9ng/CL+SjE81H01UIGwHu1lAPRA/A+bNAQHzfLHzfLP2xVIM7yBrABbz8fdJj45bAL8esRKN7gl8PBr0fDX4+Gvx3P/5/jzwvjPy+Mfz+Z/+14+MthH3Tvx932H+dHoI0/7Xd/PRr8fjL/+8n87ycDIPCX485Ph63PB80f9xs/7jc+7dUBSODw3SbNxKet5lkIXy9Rb5bptytl+OTNMg1kPhvlHvdT99uxh73YvXaY2fC4XvFcLtnO5/ArFHk+hx6mDYdpw15CuxlWbIYVO1Htpl+16pZNbOIRIRgQ/D7OAwKr+tmGid0wc+omdh3ht3BRHeFTehawRxlnoUZaI/gNm6jlkAx8qp5H0XbLul5FP6TphzQtr7xql7S9p30IcG1i/EWbbg1FSOC41T9nRK3StImXRgRpRACbq1H9XMrCzxMSyq6A/UNYRzz1rcYkeasyS6jypIZ2Get+tBnEaz4EgISo+ZCvaKcK2vyQvBZIGQx2phABzGFncXHZpYaCT8WlKpJSkLg8IQbwYPU2jfBBEgFFSEoh//QpvvUrvwMCY9rZmHY2KP82opoC6YurpmPKKfDhBALzRjaMsxRMnKyeldJMg0tPGRPWSSlcmQQCGygPwOtZhX1SBK5HA5t40ata9KomHiVo4NAu6ZOinlXIsLfsUax4lRtB7V7cDFPUUBxnCLxcclylHQ+avtsVO0jf7Yr9fsN9v+G+V3c97vhB/V7MR1+OYq/G8Vfj+MuF+JvF3Fn23q9TAN6n7SrEjzu1H3dqn3frp3GGurPgAW//Gv8Tgb+fjP5t/HF+9Mf5EXD4x/kRk38Ck78eDX47HsIfgET015P+ryfd3873fjvfAw5/3G/8sFtjgPxht/Zxp/p+q/x+q/xus/J5p30WwjfLNMTblTIEQMjsZzweJGCd6l47fLcVulX3X6UdFwvWS0XiOGM5TBuOMsb9pG4rotwIybejqu2gZsOnXHHJJzbx0Cro4zzIQptmTgfltxBezThXNXNhlrBm4YEG0iYWZZylLHNQnqmTQoiGQwwEDiO6fkjT8akbLiXYFjKHzcDuHsydTo/YWfgghjQpy5j5DIGwpwr5J8ggZVdAwCp5ya4qkKoMrszgypJDX/ejrRABBIIAQm/wlEBm1gbwY3YdcoSkaJODTpbsippHUySloHKQf0LyGTPMpRF+wSoBkUwj/IhuNqA6x7AHM9lAYEI/F1VPh5XnwrJvo4pzSc0s5KJx1XRWz8oZ5vJG9tmAQwtAIGjg6S0rlN9AeUzaOXLKmAD8xi454x3UJ0V9UrToki17FKs+1ZpfDbNRsL7wPxF4t+a+QVmvFrDrJeJO1fGo7Xvc8T/u+J/0gk/7oefDyIv56Ktx/PVC4vVC4tUk8Wbxr/iB1gFvP+01IH7eb0IAeAx7jNz9dtz//0XgH+fH/zbgjffnhfE/Lk3+cWny94sLwCF8/sf50T8uTf7rytI/Lk1+P5n/+aD360n/t/OD3y8M/7g4//uF4S/Hvc8H7R/3W78c93457v181P3psAOTNx+2a++3qj/tds5CCPnnX/SQwfLNMs2sUz3oRu93IneaQZgpvVQkLuSxCwXkMoVfLKIHKf1OTL0b12wHNVsB9bpXseyUjGyi/hfXmT4hHFhFbZRf0c/ShtkGygMXrDYpauB8cBCGZn2dFLYckgrOqxL8mk3Ydsu6ARXIYNev6fp1vYCx6zc03RpoxEMN5qx5dtbMSxnYGRO3iItziBBcApNmHmyo5nAxnNCEK5qUXUE7lBAlu4pyaHNWdRpT5ElN1WsBDQQ9BAIbAewrmK+BEioQWLTJQf0ymAjGwEt2BQwBMATCXHWeEMMCLlOSgQpNVM/yyr9xiv83k3zCEExYOxPXsZIGdtrIiWlmIvLvgMCUlhVTToWk3zD45Qxz8DVYKcPlALii2rDJYC6+jPBauKBLCE7d/lzyiUcJ6rfoVTHqN7CJ4Vk4cp5mnlth/U7UuBM1Mm8/iKM0dpzBmUmXK5T9Jn2agkLm+bjjh1cfpJ2gfq8XEm8mybeLqTdLqXfLhTcrBXjpfdwsg+h93q0zyP283/zloPXLQevXw/avh+2/JJm/HvV+O+7/dtz//WTABHzyhcl/gndG6MZ/Xlj4twES9/eLC/95efG/riz95+VFhkP4/L+uLP2/V5f/8/LiH+dHfyHwj4vzv50fAHi/nR/8dh5y1N7PR93PB+1Pe82PO/XPO+3PO+0ft1sA4Yf12vu16vu1KvMmZAiE1PTVUuHZOPN4kHjQjT7oRu+1w3ea/ps1DxB4sYheLVsvU/hRxrgb1+zGNTth9U5Iux3UrHsVE6d0nhT2CX6f4M/bJCO7tEeIYKS7gfJ6NlnfLu87ZR2buI7xyuY5yjJXxXlNu7jjkjXt4qZd3HRKWi5p0yNreeVtn6LtVbU8aripBIkojKTBkgRYhoKHGhwpyVr4BUwMBKYsfFgNh/uZ4HkBXhhwTKVIyjKYhHbq8qQmjSnSmKJg0zJ1UdplhO582W36ClQOqqhpVJhCBHmrFFaNcoQEyqzMIFzVrS7ZJBmUlzSz0wg3i/EzKC+NcPOEsEiKC1ZRBuVF9TN+5Tce2d88sr9BBwJaf9CHAAKT+rmE7vT8LURMORVVnMvoTi/RwTG6kolbQYUNq7RJyr7cWhAz1xdqCL9jFUHyOXLKFtyKJZ96JaBdDeqWfOqJR8n4542cMoBz1afaCmsPkubjDHqURg5TFlhjO0xZjtLISRa7WLAyA/5XacdN2n6n6rhXdz1oQtnz9OH3ZpKEeLuYereUfr+c+bCSfb+a/bB6yt4PW5Ufd2o/7TWAt39l79fD9m9HnbO8/XF+CPHnhfm/XxxB/Hlh/s8L8/D57yeD38+P/7iwAPHnxcmfFyd/v7T4f4g/Ly38/fLkH1cW/xL/dW35H1cW/7y0AH/g75cnf15a+P3C6NeT4W/n53+/MPrj4piJ3y+Mfjs/D5//dn4eWhqfD7qf9to/breY+LTV/GGz8XGj/nGj/maZfrdagdQUtoRfL1HvVivv1uiXi/nvh0nQwPud03G2a2X75ZL1MoVfq5BXaOIkZz5MG46zpr2odj+m248adkLaFa984hSPHZIFpxQWNecd0g7OryPcFi7okuIuKYZrM01C0MD5NYJftwqadnHbKe24ZB2XrOWSNp2SukvS9Mg6fmU/qGu4lC2PuuPTdnzalkfddAOTmppDXrFJ4YhaHuEldDNx7XTKyMmjorMCeLoaTsrgfhHtUEI5FJb006gYCEwisphJHDdLMriyaNeV3aaiXcfEVwVSRjmUFbemaJPHjJyIfg7qn9D4//9oe8+uNg9t39cf59y991qJbYwxXaj3LtR7r6g31LvoEogiOjaYXg24p60kdtyN6dhO2edz3BcTP1FwvO45Y+w7xhwajx4geZH8xn/2GVHTwyoa5EV9UnxYSQpIcW4BysFrdPAana1NLn6zi9/sFaG9IrSztQnw0xAvG6jXLMwbSO+1jd0AY4FAoIFYZaHWOBn1DnodxIEOep2X1eSk1niZ9dBRjfRVJySErJKakpEAPATIuACdkWARiQMCS0bmoIlV1NH6NBTwQgHOoo42YKAN6iljVhaQNusVQcP+RBsHwW8hKEMGGpZCMoj97mX097OGexk9EPhNl/XHoguxn/rdPw94npS8T4Z8T4dCIH2ge4DZm5nM5wS+nk6/nk4DYJXI7d/u3r/dfbjQezDfczDfA18RGoGr/fnC/nzhYKEIdrjY/0VbKh4uFQ8WCwAewPZuvvdsfehwqYggt3e7Z3+h72CxAKQhECJ8Ii8RCJ9PZZ9NZp6OJAA/UEKEwx9LkZ8Goz8Pxf41EIYg8HGP77tC8OfhyHdF//1OBxC4nbFAx8xuzrSZ1K7FFesJ5VpcsRgSL4bEqzH5pI05bWfP2HkTFtb5RjY1qaghp/nNXTJ8j4rUIcNBP/2nYi86KUanJJiUBJOQYhJSTFyKiUsxKQU+KcclFLi4HBtX4dM6cqeF2Wvndlu5PTZ+t7U1b2Qn1VS4HNouxsJlwpiCFFOQAkJ0G+OGlXbdzq7ztLY4eCjYDAa7i2BtPMzjB6TEiIqW0LFgZ7xHRAAvtI2HNzFbDPRmKwfrEVPblWwEP5+UfikgIwXlZK8YD8nPNm4zPEACBprczouMMoJPjKYagjAAACAASURBVHELm3ySlnYFziNqNjOrHa31MS3ZJ2lxCRrbuLUW1nUT45qJcc1IrzJQr5noN6AZ7c/FhMx6uAFopd2wUWpslJo26g0HvQ6G2X2sBhiIhln1MBcV4bWkxIROFT0jJSWEuLgAmxITsjJyRkpKiXFdKjKoXLeSWNTRSkbmgIFR1NEGTax+Pb2gpRZ1tCEze9jCGTSx+vXUUQtz3MactLNnXLyb7lbEbnn4s17Bbb9oISiBls6ViGIlotiKKSHtCbEfCCAQCOD91O+Gh2fDgZfjYSDwgga+mko9G4u9nEy+mcm8vZl9M5MBLPdu5T5nDBQPAfKC7c31vrnd+3a+b2+h8G6xuL/Uf7A8cLA88G6xiHzdX+rfWyi8ud37eq5nf6n4brHwdr73ze2et/O9ewt9+0vFg+V++DxcGXi3WHg91/1qtuvtfO/Bcv/hUvH1rc5fJtLPp7Lv5nuPlvv3F/oQ9QP2Xs7kX0znnk9ln09lwQutxA/s56HYk+E48FmZqnlajoEMPuhy3u903O903Ouw3c1b7+bNO1njZkq9GpODDILNeXizbu6MgzNhZQwbKYN6UslAGTRSu+W4XiWhU45NCRqTQlSHgtChICSFqA4VqVNN7tZSO9XkmLglwK0LC5uzalJOQ85pyCkVISbDhKQtUQU2o6d0WVmdZnaHiZUzMNJaakJFiiuJcSUxoSJFZLioHB+V40MSjI/f5OLUOdm1Dk69m4eCHUWwLR45WwT4gRcK1i4ntytoTj7eK6H5pHQHn2jlYO2tBPBFfVL6nxoIKVBosUFG4Nu4zW4hFlZiBOVkn4TgEeE8YqxfgvWKUW5hk0vQaOPcsLCuuwSNISXeK0bZeXVGepWOcllPvWKkVwGEVlYtSB+M6rZxGi20GwbSNSvthoVaYyVft5KvQyUQCPQy6xECE0JctBUd42PSEiJc80qJCSkxIS2BQQdiSozrlBE65fhOOb5XTe7X0wdNLCAQqUYAjSNW7oiVO2Jlj1lZE22sKQenksAZFw8hcLFduhyWr0aVq1HlWky1nVBfwA8CP4RAsCcl7/OR4Mvx8LORP3OegB/A9nw8/moq9fZmdu9W7u3NLDzsz3X8rdDtzXbC+wu2v9CzN9f7dr7vAoGHKyXkAWx/qf/dYvHtfB8Q+G6xsLfQt7fQ926xsL9U3F8qHq4MHK2WjlZL+0vFt/O9b+d73y0WjlZLB4uFt3PdL2fyr252vJvvBf0EZ3Xvdk+lRwoovpzIvpzIvhjPvBjPPB9Lg0FuBsEPXFMIEZ+WYz8Ohr7p8yKLbe53tt3rsAGBdzLajaRqNSZfjkiXwpLFkHjBL5j38ec8/BkHZ8zKKJtpw2b6kInWqyQU1KRuJT4naclKsXDEIi1Gwx24jAyXU5zPoIUETUk5LqXApxT4uBwbkbQExc3tEhQoYc7AyBuZeSMzZ2BkdLSkmhxXEmMKAnCYUJGicnxQ1OJtbXRz6128RiCwjdMEdXnY3wcX+yAlA9EgpEN9EpJHRALY3CKKvZXgFJD8MkZYzfVJ6WB+GeOSV4yH5CfMucMMLky4e8V4YA9+wS3CBGQYvxTl5NeZGFeN9Ct23g2PqNErbnILG8zMKhXhP5X4/9BRvjIzqyysa2ZmtZ3boCVVqQlXbOwGtwBtZdXriVU6wlULtQYh0Eq+bqPU2Gm1Tlqdh1HnpdUGmA3RVnRShE8IcUkRPisjJ0V4AC8jJVVwSOiQ4sH/BAEEAgtaKiRmkLBwyMwu23hjdt6knQ0p7xk356aHi9gtL2/Oz4c4ZDUmX08oN5KqjaQKkp9I+IckXX4sun4e8Dwd9D0d9D0peZ8O+l6U219NRF6OxZGEJ4Lf25vZFxOJ19NpoO7dbP7dbP7gdufRQvefdN3uruTwaLHvcztc6nt3u29voXBBAIG6o9VBxA5XSiCGwNvBcj8YfAXYjtcGj9cGD1cGECaP1wbBv0XCyEovF57hp3tzvRCLvpnuAHs9lX89lX81mQMDIC8Ehz8PxYDA74r+x70esEc9zgdd9rt58928eTdv2M7qttKajaRqLa5YicpWw9KVkGQpKJr38W+6Wyft7LKVPmymFjSEfh2pT0PqURG61IReHblLRcpIMFCNiAmas3J8RklISDFRcQskYzIqYlpNTKkIMeV5KAjNMVkDNW+id1qYHWZG1kBNqAkxJS6tI2f0FGidCcvQfmGjl1/v4f9JINTlHTwULPJr4zTBA6RDoSToEuA8IhJoIGREHXwi1AaDChZil6D052htgQl3gBCa36ANHN57RDivBOeTtARkLS5BvZF+xcys8oqbfJJmG+d6G7fGQLusxP+HmvhfJsbVNm6NjXPdxLhmZdUqcV+r8JdhLFBPqVZhvjKQrsEdXIgAESUEAv2M+nZ2U4yPAcyyMnJeQU2K8BkpKSsjp8SEhBCXEOKyMnK3mtYlJ4LQAX4lI7OgpYL69evpQ2b2kJk9YGAMGBjDFs6YnTft5Fbid8vLA5v1td4OCBZD4pWobD2h3Eypt9KarbQGCAQB/KbL+n2vHcm7PCl5fxnyPxsOwOfL0dCricir8b/kPF9Pp0HuQAD35zoO57vAjhd7Tpf7/lbrDuZ7vkjgJ2/z3+CHQHi4UgL8gLej1RLwBgQidrgyAHa0WtqfLxwtDZysDB4tDQBvh4v98PVoaQA4RBDdm+vdu9n1dqYTrBLF11P5lxNZEMMnw3GwpyOJp+XYT0Ph7/sD3xX9YN8WPI97Xef9613m+13mux3G7axuM6VeTyg3Yoq1iAwghL6ZcTtrxELr15H6daSijlLUUfr0lD49pUtFykqxKQkG5l3SUmxOTcooCaB+GRUxqyZlteSslpzWkZMaYkJNSKgJgBlA2GFm5E30tI4M77MGatZATWqIYRk6IGryCRo8/EZPawt4oUhnDHikyM4+JCvjFeHgjoODT3QJyW4RxcEntvHwACHiggbkzEvQegbNppDzBDEEcwux8D4gIwUVJLewKSBr8UmaHa21bmFDuwLjFTcZaJfNzCoD7bKO8pWJcdXOu+Hk19k41yEUVOEv6ynVLn5LG6dRgf1Kif6nlV57fgeXVmuj1FhI1RZSdRv1hpvR4GfUh1hNUW4LHNDLyyidClqngpaTknNSclZCSgpw8VZMSojvUtL7jZyChgbO55CZDQkYKEIAfmUbr2zjAYdlG2/CyZ9x8WbcHCAQwJv1tYL6LbSLliPStbhiI6naSmvuZLTbWd1OUoOkQCsJBAF8PhJ8UW6Hz1dj4deT0dcTyUoCX02lkNjv3Wz+cL7raKEb7GSp93S573Ch9//cDhZ7D5YH9lfO7WC19O/tcG3wYHXgcK10vDEEdrhW2l/p31sqHKwO7K/076/0wy8crpUOVgcOlvsPFoonK8Pv10dPV0cOF0v78/1HS4OnqyNHS4NHS4OHi6WDhYH9+f53t4t7c4W9ud4L+CEEvp3pfD2VfzGeqQwOfyknfxmN/zwc+VepHezHwdAPA/7vil7oX3/Ua3vUa3vQbQEIt9KazbhiPSpbCUmW28UL7aI5P3/SySlb6YNG6oCeXNSRBgyUopHWqyN3qvA5Ga5bS02K0ZHWxoSoJSXHpeS4pByXVhJiEnRcikkocCkVIakhxlX4iBwTkrbkjDQAMqUlAYc5Iy2jp3yugUCgT4BB6hAIgbBI2sFDufhouKUZUlACUqJbiHcLieB8eiU0SMm08fCgh04BCYr1l5D9LuBzej/NIILnCbUKmLYIyIkuQaNP0hyUo9sVmJASG1Jinfw6PfVrI/2KiXHVyq4G/ByttVZ2tZFepSVd0ZKqYPzPSKuRof+hxn5tY9Sd92Qz6u20WtBAO63Wy2oKMBsAv6QAlxETu5T0bhWjQ07tkFPzMkpGTEwJ8SkhHu42l8y8fh1j0MQatnCGLRwQQOiDGTAwIPwr23ijba1jdv6kSzTtEV0gEGFvKSxZicou4IcQeD9reNRh/rbbhvifPw94fhnyvxwNvRoLvxwNvRwNvR6PvJmKvZlMvZpKITlPxAvdu5UDt/N4sQcIPF7sOVn6ky5E6I6XCsdLhS9p4OHKRcbA4GslnIdrg0frQyebw4gBgcBeJYFH64MInIeLJSDwbK18vDx0sDBwtDR4sjL8ZQK7/pbAvZtdb6Y7kH5UJE/zy2j8yUj0p6HwT0PhJyPRJyPRn4ba/1UKwNTINwX74762B92We50m8EjvJFXrUdlyu3gpKIJS4YynddzOGrWxSgZKUUcqGan9JjoQ2KnC9xkYGRkOZq/P57DFLQkZFjKiCQUurSYifaEROQZULqrAxlX4jJ6SN9HzJjq8TGlJKS0JCAyImvzCRp+wOSDCQewHt6Lhigm8gV4ZrwgH7WntcrJXTAzK6S4h2SOmQunPJSRDYdAtonjEVLBLISUVGmJA/cDzBDGEWWDohvGK8S4h2i1scgsbgnJ0XEeKaYnggpqZVWZmlY1z3dFa6+TXtXFrLKxrZmaVmVmtp1TBZKCRVqMlVWmIVw2kaxbaDRj6cLManYx68EWdjHo/BxXiNMMhPjhh2a1i9KiZQCBoYF5GgTvpRT23aGAXtfSSkTls4YC3CclP8DlB+kas3DE7f8IpnHAKxx2t4IWCIwodGEthCUgfxH6AH2JIEAgC+GPRBVHfk5L32XDg1Vj49XgE7M1E9M1U7N1M9s1MBsl2AnvvZvPgf54s9QKBB7c7QQ8r8QP2TpaLX7LjleLR6iBCXaUdrQ8hKH5ib+R0q/x+e/TsThnwO1ofBLmDh4PVAcDvdGvk7E75eGPoYPWct7O18tlaGcA7XCwdLpaOl4eOl4cuQPjudt/eze69m11glSgiz+COPh9Lgzv6y2j8aTkG7P0yGv9lNP5kJPzTUPu/Sr4fBrzfFh2Pem3giO7mDbt5w05asxGTLwWFS5/+S90OCmc83CkXd8RCGzBQhsz0koXepyf1aEl9ekqvnp5TEKAaEZegI8LmiAiVkGGTclxSjksq8dCVljfRM3oK+KJRBTYsQ8dV+KyBCt1qAB5AmFATInJMuwQVFDcHxC3tEgKcSICD7YgeekU4qBO6+GjYlh9SUPxSckjJBNhgKsIjpjr4RAgLPWKqV0LzSmiXYLlFSEn1iHDIzk8oP8AoPjTEOPloK6fBK0Y5+XV+KSppoMR1JCe/DtizsqsdrbUuQb2dd8PEuKqnfm1iXLOyayz06zZGnZlaoyNc1RGuWmg3rLQbRtI1KAZ62E0uZgO0hrqYDQFuSzsPlRLjMlJCUoRNS/Bdalq3hg4T7tD00K2m9Rs5JTOvaGD3aOgFLXXAwBgyskpG5oCO3q+nDxqYI1bupEM42tY6YuYMWzhjtlZ4HjTQpxycKSdr2smdcXNmvYKFdtFyWL4ak28kNHeS6u2Ubiet3Unr4XM7pbmXM9zPGx92mr/tbfuh6Px50Pt02P+sHPx50PusHHw1EXk9GX09GX01EXk9GX8zlXg3m387m9u7lXtzK7t3K7c3l9+f63h3u+PgdufhYvfJUu/xcu/hfBe8OZjv+YRf8XipcLzUf7JcPFkeOF3pP10pff55slo6Xhs6Wh86Whs5Wh86XB0+XBuEz5ON0eONYXh/tDZysjlytjX+fnvs4+7E++2x060ygujR+tDxxvDxxjB8Pdkceb899mFn/HSrfLg2eLgydLIyfLIyfLo6cro6crw8BL4ovKyE8JzDud53cz3vbnXvzXbvQRvqTOebm53wuXez683NztdT+ecTGahJIAQ+LceejSWejSWeliNQv/lx0P9d0f2wu+1eh+Vu3rybM+3mDTs5/XpCCS7ockS6GpMvhmVzAdGsXzhqYwyaaCNW5oiVWTCQizrKgJnRp6NBXrRbTc4rCcBhWoEHPQQaMxpSTkfJaEhJ5bkvGpZikxpih4nVaWFmdLS4Ch9XEpMaYkpDSWiIUTk+JEOHJJiQDBuWkXxinF+I80vwARHe2YpycVFuAdovxDl4zXZWo53bFBDhQwpyRE4JykjtCoaDj3cJyRENJ6ptdQmJbTy8R0y2crA2LsbGxdm4mEvtclJERQ3KiM5WFAz42blNASkhqqZBD5pPjIOBQBe/uY1b4xU3tivQISUmosaFVViPqNHEuGrj3LDz6hyt9XZeHVQpLMwbbaxaB6vBQqo24K5YSNU2So2ZeM2Iv2oiVPl5LXbKDSux2kWv97GbXfR6J63Ow6qPiNDQyJdREfMacl5DzqlJWRUxqyJm5fisHN+pJhdNrJKVWzJzSkbmsIk9YmaNWthDRkZJRx3QUctm1ngbr2xmjZhZZTOrbGGPWTljNu64jTvRxpt2tk47uTMu/i0P/7ZfshSSrYVV5xupE9rthH4nqdtNGe9ljA9y1od5y/0u04Nu8+M+2/cDzh+HPD+P+J6UA09Hg8/GIs/Ho8/Hoy8mYi8n46+mEq+n069m0m9nc29mO/ZmO/dud+3f7n433w1VBPg8Wuw7Wi4cLxWOlgvgVR4sFg6XikdLA8crA8fLJfg8Wu4/XR06XRu88Hm8NrS/PPhudehgffRwo3y0OX64UT5YH91fGz7bmT65M468OVgfOdwYO9ocPduZfL879X536mxn8nR74nhr7Ghz9HCj/G51aH9teH9t+GB95HCjfLQ5erw1dro5drRSBjtcHgE7WBo+WBo+WinDA7zcXxx6M9f/+mbP65tde7d7Dub73s33vrnZ+XIm//ZW17v53ndzPW9mu17PdLy62fF6puPlTP7ZePpJOfHzcOT5ePL5eBIc0RcTqZeT6afl2A8D5+Na3xY89zvbtjOmnaz5bt76qMd5J2tYiSgWw7KVmHItoV6Oqm4HpdNu/qiNNWJhjLWxx9rYQ2b6kIk2YmH0ayn9WkpBS+5VE7sUuJwEkxA0x1obY4KmKL8xym9KitEZBSmnomQUpIQMH5PhwmJ0WIRNKAh5HbPLxMroGHElMW/mZI2MpJYWVhESGmrKSE9qaSEZPiTDByXYoAgXEGNCEkJIhm8X4/0idEhCcHIb2hh17tamsJQYVZLCUmJAhGtX0DwigktA8EvJcR0voef6pVQbB+USEFwCHHxeCispIQXZJ8ZBgzXM18IkLvRYwxsXv8XGrnMJ6nzSBr+02SdpCshQ7Qq0T9Js591o49baODfOjV1nZdWaGTUW+nUbpcaIvaJHf20hXGsj19hI163E6jZyjYfZ2EaugQc/B+VlNfnYzSEBOiJpicnQSSUuoyHmtKSclpTVEDNqQkaJz6oIXRpyr57Wb2b1m1n9RmZRRxsyMspm1qiFXTazhgz0QT1t2MiAeT94D82fgN9EGw/OjNzyCKH9ZTms3IhqtuK6naRhJ2m4mzDcTRjup0wPM5ZHWeujDuuDbvPDPvM3/fbvB10/jnh/HvU/HWt/Otb+bCL6bCL6fDL2fDL2Yir5cjr1aib9aib9ZrYDmir3bne9m+/eX+jZX+g5WOyFz8OlvqPlAmKHS32Hi/1HSwPHy6WTlUHEjpdLp6tDn9vx2tDhavlgffRwY+x4awLsaHP8cGPsdHvq5M4kPIMdbY4fb02c7Uy/3515vztztjP9+e8gvwl2vDVxvDoK9jmH7xYG3y0M7i8OIRDuLfTvzfVWNrVBqRB62aBmCD03r252QBfbk5Ho8/Hks7EEEPhsLPF8PAmR4c/DEUiTPupx3+uw7+Zsuznbgx7Hds68ltAuR1UrMfVqXLMcVS2E5PPtshmPYMLBnXTyxtrYUCQsW5lwpqJfR+pT47vluE7p+bhMVopNiVri/OaEAJWW4PMKcoeSklWScxp6Qk4Ki7ARMS6lpGQ19JSGllBRklpa1shKGZgRFbldTggrSWElKSjDw2I+Hx8VEKLDUnxUTozKiREZISIjeFubHaw6D68pJMFF5cSQBOcTYCAa9IgIARklqmHFtOyAjOLkY2EPvUdE8IgIl6JqWlBGdPFbQADdAnS7nAQHN31iHJz+AyYdvMaADBWQN/kkTS5BnUfUEJS3BOVor7jJzquzsmtMjGtmZjUQaKRV60lXDLgrWtQ/tah/mvFVgFwbucZJq7NTbsCDj90c4LYEuC1hAS4pJ8Xl2IQCm1LhgUDAL63CZ1WETh2lYGT0m1lFE7NgZBT09H49fdjEvEDgkIGOQFiJH4z/3fIIZ70iaP5cCilWo+qtuG47aQAC7yWN95LGB2nzo6z1m3zb407b4z7b46L1u5LzX8Oen0f9T8eDv4yHnk2EK/CLA36vb2Ze38xAQzOC38FiL4AHD0fLheOVIhhAeLxcAt7O1oYRu/AVsZP14eP1c7RO7kwCUSd3JitpRFiCXzjbmQYI4QF++WhzHP7w8789XR8/XR8/WRs7WRurpHF/cWhvvvT29sDefAkk8WilfLQ6fLjYj/SXQskeeIN+N6jsA5awHeOX0XglgeCO/jQURjI0Pw6GfhgIftPnvd/p2M3Z7nW17XZYtzLG9aRuNa5ZialXYurlqGo9qVsIyW/5RDMewbidM2SiDZloozYW3KgoGSgFDaFXSehVnvcD92goeTk+KWyJ85sTQkxWRuxUUTu19F4zL6uhRyX4kBATleCTCnJCRUmoKFElKWNgZkzsqJril2D9EmxQhg/K8LAdEwgMSXARGQEIjMqJASHaw2vytjYDge1irKe1JSgj+SQkn4QUkFFCSjrsoQ/IKMCeW4h3CXCXQAChcQzq5kEZsXL6Fpn68whbQkpMSNXilzYDge0KdEiJDcha7Lw6M7MaumGsrForq1ZPqVLj/qlFf6Vp/ocW9U9EAwE8G+m6g1oLAujnoALclqiIkFZSUioC4JetFEA1Ia8hdRvO1a/PQO/V0/qNzBErd9TKGbWwYQ1zSUct6ajIhs8L+MHoA9wzQAhci2mAwN2UcTdlvJ8yPUibH2Ys3+Tbvut0fNtt/7Zo/65kR/B7Nhl6Phl5PhmpwC8B+L25lX1zK7t3u+tz/BA7Wi6crPaDAYcnK4PA2/v1kQ8b5Q8b5ffrI1+y042Rk40/Aas0BKQL7CEEVsrg8dbE52+AwLONCbBKFE/Wxg6XR94tDL69PfD29sD+4tDRSvl4dfR4beR0dehwqQj4Qevpm9muF9M5pGkGaHwz2/VyJv98KvtiIgUEguKB/TgYgirFj4MhwPKnofC3Bd/9Tse9rjYEwrWEFmRwLaHdTBvAHb3pFQKBw2b6uJ0zamGOmD7VKjTkouZ8VqZHQ+lQENJiTEKASggxIIN5NbXbyMlq6DEpAWQwLiPGleS4khxXUzIGZtrIiqop5+zJ8D4xJqYghaXnHAZFmHYxtl2MBT1sF2N9fJS3tRnaSiMygk+A8UsIfikZTv2BAYc+CQmRwUsw4wd7BNs4jYjiIYdv4cEtQHtF6JASE1ajg/IWr7jRL20OKTEhJdYnaQYCdZTLBtpVC/MG9GersP/QYb7WtXxlxF4B9iyEa1ZitYNa20augbNhPnazl9UU4LZEhPiEjJhWEzMaYvaTC5rTkvIaUk5N7NFR+wz0oonZZ6D36WhFA2PYxpt0iSZg66uOWlSTimoSMnmEEAj4wdjRjOt8g/oFDbyT0N9Nm+6mz/F7nLN91+n4odv1fa/zh5LrhyHnjyPeJ2OBXyban0+FX0xFX0xFX0zFP+GXBPzezubezubezXdXOp8X3M7jleLJav/p2sDp2gBwWInfx83Rj5uj/4ZDhMA/ncZPvH2JvUoCK5H7cPfmh7s33+/OVBJ4uDH2fnPybyE8XR8/Wim/Wxjcmy/tLw5BQHiwPHi2Nny03A+OKPR/Q1MbaCAyaQFfn09lX01lno8nIR8DyAF18PzDQPCnofDTcgzaR78t+O532+932+91te3kLZtpw1pCu5bQgh4uhhW3g9JbPtGEgztspo9YGJNO3vkVUTN92EyH6/ZQH87JcDkZLivFZSRYuFCQluBTMkJGRU0qyHEZMSYlxGXEhJwEPdlpPSNrZCV09KiaElVT4lpaWEnyCFsSKkpERoALJQEhul2MhUMU8BwQooFAGLNoh6FBGaVdcb4EFGgMqxh+KTkgowRklKCcegmBDVkw4WxF+SV4eI/sXPKJcSEFEQhsV6B9kiafpCkob4EmtTZurZlZbaRXGelVJvp1I61aS7qiwv5Dj71swFy2EK45qLV2yg2EQCetzstqggjQy2oK8bFRESEqxmU0JITAvI6c15E7dZROHaXPQC8YGQUjo89ALxoYJTO7bOdPucXjbbwRE7NfQ4bRW1j6MmblQAQIAnhh9cvfeqF306Z7GTOEf9/k277vcv7Y6/lXwf2vQfe/hl0/lX3nAviJwJfTiU/4pRD89ubyn+OH+JwIfmfrpbP1EnD4JQL/1s42y6ebf/E2ATmgCNirhO1zAhEI/2818P3mJCgh5GMgLHw7XzxZGTxa7j9YLICBRwpzFZVhIaKBb2ZyQOCzscQvo3EQwCefNj79MBCEMj28/1ep/VGf60GPA2RwO2feyhg3Uvr1pG4xrJhvl823y+YCkkknDwiccrUCgSMWRtnKHDYx+7WUbiUxL8WmRC0ZCSYvJ3QoiLA5NiXGJSS4mAQfkxISclJSQU4pKXACLSIjZAzMjIGZ0NFjGmpSz8iY2DEN1SfGRGQEOAvj46PgNAUEgT4+CoYqvK3NQREG7lWEYHL3kwYCgWCOVoyTj4WTuJeQGT9k1MjFb26XEzzCFrcA5ZdgA1KcT4wJyvBxHSWixESULUFps5tf6+bX+kQNHn69nX29jVXTxqqxMa9bGdVmWrWRUqUjXtbhv9ZjvzLivraRr7kYtU76DRv5Gjy7mXV+bpOf2wQLKWD1S1SMyaiIWQ0xpybmNaQOLblLT+3V0/oM9H4jE2zQwoEie9nGG7ZwhoyMko7cryH2a4hDBmrZzICrkaMW5piVNW5jT9q5MHmEsAe3jRbb5SsR1Xpcu5007KZN9zJmIBARwJ/6vD/1e4HAP13QqTB4oa9mkp/w4ywQcwAAIABJREFUSyP47c3lK51PhDrwORH83m8MAoRn66XjtaGT9eHTjZGzzfL7rdGzzTLY+63Rv7c7UwgzQN373ZkPd28CZqBsleKGEIi8R+BE0P08DqxkD0JBeFOZKX23MPjmduFwsf9ouf94ZQAGDmEW8WCxAFsSQf0QAp9NZt7ezAOB4I7+PByB7Cg4pT8Ohr7vD3xb8H1b8H3fH/hXqf3bfu/DXufdTtvdzj9jwtW4ZiEkXwjJlyLKxbBixiMYsTBGLIwJBxeOh5atzLKVOWRkAIEdMlxK1JKVYjuVpE4lKScnZaSEjJSQlhNjEjwckAD84jJiREYIS/FxNSWtZ6QMzISOntQzUgZmXEtrlxMgxYIkYxAC/YIWQBfIBAJBAyEIBAj9UjJcAbSwmiysJiu72cpuvgRzfTDs5xagvCK0T4zxiTF2bkMbp94tQHmELTCDG1YRoipsWIHyiRra2NdsrConr8bBqbEyqtpYNXb2DTv7ho153US9pidd0REv6wmXteh/GLBf2cjX3Mw6F6O2jVLtoNXAFHyA1wwEhgTorJqWVdNiEmxGRcyoCQiB3QYaOJ+AHyJ9E07hoIlVUJP6NcSimgD4AXUjJnpJR/6cQET6AD+48bCZ1O+mTXcz5nsZ8/3suQB+1+n4V4/754LvAoG/TLQjceAFAgG/d7c7KmO/f0MgAuHx2tDx2hAQCHa6MXK6MfK3+J3dGQWEAB7A7+O9W7/enwXGPt679fHeLYRAyIV+DiekZP6vMjFIdvR4dRRQBAL35wtHy/0nq6XjlQEQwIPFAvIM7EF6BjIxCIGvpjIvJ9NQmoeCBPil3xX9MLj0TZ/3h4Hg9yX/w17nbof1bqftQY/jfrf9Tta0ElMvhhVLEeVqXLMa19zyiUYsjGEzfayNDTdDR22sYTO9pKcVNeerujISTF6O71KRgcCsjJhXkDs0tKSclFSQkwpyQk6Ky4hRCf58MFeGT+noOQs3ZWDGNNSYhhrX0qJqSkpDg8NMPj4KHFHwQuEiWlxJhpdJNTWppgZEOCAQIGxX0ODstIXVBAIIN6cvuQSNTn4D1PHauLUuQaNXjPJL0W5hk51XZ+fVeUTNARmmXYELytFhBToobvDy6zyttV5+nU9Q7+XXe1rrTOQrNnq1nVljoVZpsP9Uof9LT7hso9eYSZfbKFV26jUb+aqdes3LrgvwGn2cej+3oZ3fHBGho2JMTIKNS3EpBTGrpuTUpKyKkFbgUnJsToHv0pALRsaAhT1o4QyYWNB+PWLlDls4JT2joCYV1YSiGldU40o64rCRMmqhj1kZoxb6sJEyZmXAFBIYzB8BhMthJdwz2s6YgMD7WcuDnPXbDjv4n0+K/l8Ggk8HAz+P+H4qe34q+yozMS+mos8nYy+nE29upd/dzh0sdB0udh8udh8sdF0QQIRARPQQO48G14eheeXszuj77bGzO6NgH3cnPu5O/Hp3Euzj7sSHnfEPO+OI3wh2tjMN4FUyhmD2uXd64c/BEJ5Pt6feb04ihuje4fIIoo3wEoA8XBl6O9uzv9B3tNwPk4SQjzlcKlYO3cM8IdjLyfTLyfSLidSLidSzsQRQh5QiIBT8ruj/tuB73Ot51OP+puh5XHA/6nM97HVCQHi307bbYd1MG1ZiaihLzLfLZv3icTunZKDARfuylTlspg+bmENGRkFL7VYS02J0n45W0DPSYkyM35KVEbs19LyampSTzjdfinEQCsJ0fFRJiqspAB4QCM9wdTAkwUEaBh6AxrAUHxCiXZyGgBCd0TFSGppPgPGKcB4RAQ68u4X4gIzik5AcrRjIwZznQtsVuIAM4xWjXIJGl6DRI2r2S9HIEKBXjArKsWEVIaTEh2TopIYQVbQExU0+Qb2ntdbFrbGzqq30qybyFSvtmo1ebaFW6QmXtbivDMQrNkq1lXTFQat20KrbKFUOWrWXXefnNsDnBQLTSlJWTerQkiH1klUROlREKAAWjIySmd1vZAKB512gekZBTRrQkga0hJKOOKgnDRspIyZq2Uwrm2mw+xWGAIFAGMMFAuGkEZw02E2bdtMmIBCJABECn5T9P496fx71PxkLAIEvpqIvp2MvpuKvZpJvZzMIgUdLPYeL3X/rgiKx3wU72Sgdb/yFQATCDzvjlQQiECIOJILWvycQwe/z95WG0FhJ4NnGBAIbko/5C4Srw3tzvQeLBYRA8EJhqrASwvNhwpn8q6kMqN/LyTSI4ZORKPiiSDIGHFGYXfoSgds583pStxRRLoTkEBNCjf78ZK+NVbYyyxb2iJlVMjKLOlpeju9SkTqVpLQYkxBiMlJCXkHOKslJOQlJhEJAGFeSYwpSUIINyfBhJSmmoYIjCr4oEAiZT4RAv6DFzW30C1o8vKY2xg03txFyobDlvpJAOAgP0mfnodu4LTYO6lJQjg7IWjyiRkdrbRu3BprLXIJ6t7DBJ2luV2CiGkJMS4yo8WE5pl3S3C6qD/DrA/z6oKDB31rn4dxwMqst5CtWylUbtcpGrbJRqq3kaxZSlYVUZadeczGqXYxqO/Wqg1blZd/wc+u87BsBXn17xSY5mODKachdemqP7pNpKIjB8HtJzxgysoZN7CEjq6SlF9WkQT1pyEgEgyWTI2byiJlctlDG2+jTLjYyATjra73tF0EhfjWq3koZdrLmnax5N23aSRm/RODT0cCTMR/gB7nQl9OxVzNx8D/35rIHCx1HSz3Hy71gF/xPEDrE87xgp5uDJ5sjx3fKJ9ujpztjZ7vjpztjYGe74+/vTny4N/nh3uTH+1Mf7k2+vzvx/u7E5ykWIBAAq/RCKzMuF350IStTGQ1eIPB0ffyC//mXQHG9vD9fOFwqHi33I3EgdPkgEFamZF7f6nw9nQUDDpG8KHB4voG7P/BtwfdNn/dxr+dxwf05gWBbGeNKTL0UUS5HVUsRJVQmbroFUw7euJ0z1sYes3HHbFxYj9CjoeRkuLQYk5XiIBOTluDTcmJGRY3LiHBRMCYlIPVAvwgdlGBDCiJkYlIGZlLPSOjoKQ0triTDMgtIvQCBEP75+Cgnu97b2gwxoZuHcgswCIFQiPeICHYeGlxQgPCST9LsFTe5BPVt3Boru9rGuW7n3agkMKLGRzWEiBofVWH9woaAoNbfWocQ6GbXOBjXLOQrZtJlM+myjVrlZNQ6GbVt1Otm0mUn/bqHVeNh1Tjp15z0az5OLUJgSNAUFbecj418IrBbS+nRUUH3igZGQU/v1VJ7NJR+Pb1ff35hZ8jIGjQwS1p6v4Zc0p2zN2Imw2fZQhmz0YZNpDEbDbb9wAwENBbe9ksW2+Xrce12xrSbs+zmLLtp03bS8CBnfZi3fdth/6HbVUngL2PBp+N+BL8X05FXM/HXNxN7c9l3t3P78/nDxc6jpZ6Tlb7T1cLp6t9UHUDuEOo+bA6Bfdwafn9n+HTrT/ze35042x1HDAj8eH8KDGisTKhc0D1g7AKEF35a+fWCswqhYCWBlTJ4uDzyOYSnG6NHSwOAH7KK5t8T+GYmBwYQgi+KKOHfEvioz1VJIALhnawJemXAQA/hTuiUq3XCwR2zccsWNoytlczsrBSbEKDyckKXmgaNxykZoUPHTKuoMSmhUgPjSnK7FFepgQkdHZpjoMwAEocQCI0yiBj6+ChY8eRpbXG2toCraeeh7Ty0S4BzCXBt3JaLBPokzR5RI0wVOfl1bmGDW9gAw+9+KSoga2lXYMIqXFyDT2oICSU6IkG1Cxt9vFoHo8pI+IcG/b8s5Csm4tcm4tc2apWbVe9hNzjoN6yUq27mDR+n1sepdTGq3czrAV59sLXBx6lFCISxkfNGUC2lU03q0pCh4nee/9TTizoaXHI/J1DPLGnpAxragJbSr8EPGggAHiJ9sHd50sFEJnGRMYjzTrSEDiHwbsa8kzI+zNsedfyZg/llIPh8MPRsuP35ROjZ5Kc6xHTk1c3Ym1vJt7Op/fn8wULHwULH4WLn8XIvEHi2VqyM/T5XP4S9X++M/Hpn5MP2yNmdP/FD7AKBvz6Y/vXB9DmKFZhVQgXPv96f/fX+bCVdldR9zuqFkuDx1sTZxrkMftiaQmTwdH38SwSerAxCIhQpSHxemUDa017d7Hh7Mw/2ZiYHBF6QwcpQ8Js+L4Lfgx4HZGKQGv2drGk9qYMWGQRCuNd70yucdPJGrZwhI2PAwOjX04dtvA4FISVCd6nIvTpmXkFOiXFJKb7LwM5q6Ak5KSYlgEEutF2Ka5figjJ8REWOa2lQGGyXE0AhwVMFXxQIhG4YN7fRwaoDGfTwmhzsRgcPhVBn46DA/4QUqIXVZGY2mhgNlwA2GGto49aAIwovAU4YhA/K0VEVNq7CRWXN7cJGf2udh1PjYFSZSV/pcf9ZSaCLWeflNLpZ9U5mDUKgm3ndw6pp5zeGBE3B1oZga0NY2IwIIELgeeynpRb09KKBUTQwQP16laSihgoEnuOnoQ1oKUU1btBAKFsoo1YqfE46mMj07Zyff8t7PhAIU/BwVhqCwJ2seTdnuZe13MtaHnfav+k6L0I87Q88Hwy9HI68KIdfTIafT52r38uZ6Otb8bezqb259OFi5+FiJxCIaCAQeAE/oO4Cfr9tl3/bLv+6O/p++y8OJxhAWEngbw9ngENg7LcHc789mINnBCr4egHCzz3PSq/1QmR4cmeykkAEwrONiS95oe/XR05WS8BbpfpVElgZB35JA79E4MNeJxhCINhO3nIna4IaPUAIlQnIdc/6xdNu/qiVM2igw/8/Q1Zuj4aSlxO6VOQeLaNTRU1L8HExtkPHzKhpkAiFuvx5aCdCewUotwAVkOJiGip4oTEN7NimJNVU8EUrK/LINXU3t9HDa/Lwmlzc5jZOExBo46AsrCYbB9XGbYEHeGNmNl4CxYOpdpj0s7CuOfl1XnFTUI4OytF+KQpQbJehAqJGP/+Gh1PjZl8Hc7GuOxjXwAUFL9RBv+FhN/i4TT5eg4tRAwR6WDU+Tm1I0BQRoQBCIBBWqSbluKyalNdSzr1QLbVPRwMraKkFLbVbTiioKQM6eknPGNDQ+tXUfjW1pKMOaAnDJtJ4G328jQ4yOGFnIBsoZn2tt7w8eIYlFMih8/NEaM5yP2d9kLd92+38rufc/3xWan85HHldjr0ai76ciryYDgF+r27G3swm9ubS725nEAIPFjoOF7uPl3uBwAuxHyD3cWv4An6/74z+sTv2292xDzvjZ7vjn3ubCIGAH2KA3+8Pb4MBge93ZxD2gEwEvC9lZSqZ/EsFf2MCwQ+BEMrxf5uJ+bg5ero2CA5nJYH/3guFUBDiQMiIItUIKMQjVcF/Q+BO3gI1elBChMCFoOy8W62NN2xiwqY8iGh6NNQOBTGvIHeqqBkpIcxHpT7VIaAhJi4jhiS4gBAdEGO8AhQU4SIqcvJTbTCmIMFCUVhtiJQiwO1EwkJva7OPj/ILsTZ2o5OPBQJNjAaoAZqZjX/xQtsVmLAc55eiPPzGNm6NnX3Dxrnu5NZ5xU1RJSGqIUQUeL8U5RehfMLGiBwdEjV5uTdcrGon85qDUdVGu2qlnOMH+Rg7vdrNrvXzmtuFKCez2ss9J9DPrYPUS0SEukBgSoHPqUmdOmqfgd5npPbpaL06co+G0q0h9qrJPSpClwzfpyIO6OglPW1AQyuqSUDgoJ4EugfHBiD8m3axx9vo03bmTSd71s2d8/AWA8L1qPxOUn0nqd1MarcSms2kdjulu5s1PuiwPOq0f9/r/qHP83PBBwL4aiT6ZjT+ejz2cioC+J0L4Fzy3e3M/nwWIXB/vvNgoetPGVz9S+z3JQJ/3R39Y3fs97uTH3bG39+d+HB3+uP9qY/3ZuDzw73Js51JeP/rg+nfHtz6/dHN3x/O/vbgFqjf7w9v//FoHgiEROgFbayUvsoKBALh570yQObp5sTZ1uSHran3d6Y+3plGCPxSNeLXrbFKApGY8HhlAHplAEKkOv+lTAzSp4aEgiCDlfhVQriTt0A0CN1qq3ENxIG3g1KkPjHp4I9aOWUbZ8zO71aT+43Mgp4BjWkdSkpORgxxGiMidFiMjkmwcTk+pSIllcSYDBcUYSAd6uE3uwWosJxwXpZQkYFAWO+LEIh0h0JKxsNrcrLrXZwGD7/ZymqAfUs2TpOJUWdm1ltYDWZmvY3ThDiil9ytDW5uo4NTa2fW2tk33NxGr6DJ29rcLsXEFKSQDOttbXbx6v2ClogM52Jdd7NrPJwbHs4NyMHYqFcs5K+tlMtGwj902P/Q4/7TSrnsYl33cut9vDo3uyYgagqLUT5enYt13cerg60BwdaGqLgloyQg43+danKPjlow0QoGcsFALRopAwZav57cpyJ2ydGDBvqgkVrSUUs68qCGMqghDWmpQ1ryiIkK4d+olQqxH1B3y8WZdXLmXNx5T+uiTwBr5zci8p2U+k5StZ1Q76S1cPjhUYf5Yd7y84DvScn/y1Dw+UjoRTn6cjT2cjT2YizyYjLyYir6aiYO4d/eXHpvLrs3l4UC4NFSDzLVfrrSf7rS/3Fj5NfNMthvW6O/bY3+tj322/bYx+2xX3fGf90Z/2134rfdiY+747/ujH/YGftwd/rDXSBh6sPdmx/vAUs3v/A5i6gf4oVCRIe4lxe80MqKRWV8WPm3f9MrszlxtDl+tDaKGLTFfNyc/LAxcbJSPloaPlkpv18fPZ9dXBs8WS0hyEGj9oUN3K9vdb6cyVfih3RpgwxCdR5kEEnGwC17uFl/t8N+r9PxsMf9TcH3uM97r9OxmTKtxnRgyxHNYlixHFUtRGTzYentkGTaIxixMoctjHFH64iVXTLSC1pqn4ZS0FK71ZS8BJcQoGJiVEZNyCgJ4JpBNAT3rgNClF/Q3C7FJNXUjIGZ1NKiShKkQCsVD4EQJiTCUryPj3JxGlycBndrEzS0QHsZdFlDo7WD1wzz9Q4e6pKPjwLztjaDwT8C+m4gwWpn1jrZ9d7WRje7FiHQxbpup1dZKZfNpK+slMsm4j8N+P8yEf/ZRrvqZtd4ubVebq2LeyMobg7L0D5Bg5dbG+A3QP4TBDCjJGRVxLyS2KEidWupfQZ6v4leMJD79KQ+PalfTy7qSAUNoUeJLRkoA3rygJY0oCWV1MRBDWlISx7SEb9E4KyTM+vkzLu4i57WZZ9gLSjeDMu2IrI7CeVOSrmb1tzL6u7n9A87zq+vPCn5nw4GgEDADwh8NZVA8AP125/P78/nj5Z6EPxOV/rPVgfOVgfer5V+2yj/tvH/QeCvdyc+7o5/3B3/sDP+4e40AsDn4dzn9jmBCG/wtxdk8EsEXigeXnBHK8cIj9fHjtfHEALfr4+frJSPl0eAwLO14bP1ISCwsjcNpK9yAf45kJ8RWOmIVoaC53Fgj/tRr+dhj/t+l/Nep+N+l/Nxn/e7/sDDHve9Tsd21rqVNm+lzZsp01pcvxxVLf2VwLKNNWJlTjh5/XpqUUdBbor0qsldcmJOhkuIUBklNq3ARUXNIWFjXIaG7dpRKTYkavELmoOiFtC9mIockuGRijwUA6FDzc1tbBdjoZkGukYhGnTxGj38RrewySNq9oiaK9s/P9HY4mxtuQSJVPgngpgCe5Wq6uY2ujgNLk6dh1OHCKCTWd1Gu2ohf20i/tNM+go+rZTLDsY1N7vm3Hi1sKK4XYIKChpDouaouAV80YQMixDYqSb36ulFE3PAzCgYyL06Yo+WUNASgcA+Nb5fRypqidCDVlITzyHUEUdM1LKFghA45WTdcnFm3dw5F3fOxV1w85a8/BW/cL1dshmW3YnKt+KK3bTqQd7wIG+4n9Pfz+nhCAQQ+Gy4/UU5/HI09mos/no88Woi9no6ieB3sJA7WMiB/3me/1zpB/zer5U+rA9+WB9ECAT8fr8z9v8HgYBZJYSIF3qBz7+tB35pcgKxyuzo6ebE6ebEydrY2cYEEHi6OnqyUj5dHT1bKwOBCIRIYbDS/6wEEiHwAoSfE/hd0f9Nn/d+l/NBt+tvCbzf5bzbYb/bYd/Nt21nrZsp01pCuxxTA4HzYelNn2i0jV22sSacvKKO0q+nVt4y6JQROhSEhAiVkaNTcmxU1BwWNMbEKAiLYjJcSNQS4De1C1EwiQt5lw4TJ6GigPqB6LWLsR5eU2VeFAhycxvt7Dp3awMQ6JO0+MQYaPC0cxtc/BYXvwVWPF0C0mC8AtFW8HFBG/2CFgDdwbpRSSDiggJ7FvLXNuoVB+MaeKou1nUns9rTWgdrcCJyTETSEpWio+KWsLAZtjimFfiMkgACWDAyByxsILBbg+9S4/o0hIKWWNQSCxrCuanwBRV+QEUoqYmggWUzDfAbs9Em7AwgcM7Du+3m3XbzQABXA6KNkHQrIt+OKTZj8rsZ9aNO06NOExD4bbftp343QuDL0Qjg92Yi+Xoy/mYm9eZWcm8uvT+fPVjIHS7mgUDIuyDsfdwY+nVz+NfNYSAQwe/3O2O/74z/vjP+P0Ugwt6/gbDy5YXaA/LvquxHQyD8vKPt5M7k+ztT7+9MQUb0w8bE+/Xxs7WxT1Y+Wxt+vzH8fuNcCSH8g3wMMrkLdULwSysToZUEQhwIEP40FEbSoQ973CCDD7pd9zod9zodD7pdj/u8la7pTs52J2PZTJk2UvqVuGYhIrsdksyHpbf84gknb8zOmXS1DpoYwxbWkJld1NE65fiMqCUrwsDgfFrWkpCigcCIsAny83EpLiRqCQqag4LmdjEWZuGjcmJaS48pSIBJREaAUaawFI/MTICeBUUYD68JCET6zAJSHPRg29h1fyHQL2hxcRqc7HoPrwk4BAi9rc1Odr2TXe/mNrq5jXZmrZlyFQgEAbTTq4BAM+krM+mrC/gBgV5+PRAYVWBjMkxCgYtLMWFhc1pJQAj8JICsfjOr30Tv05O61LguNa5XjUcI7FPje1U4hMBBDWlYRxkxkMtm2qiVihA47TpPvcx7Wuc9rSCA4ILeiSp24sqtuOJeVvO4y/xNt+Vhh/Fhh/H7XvuTkhcJAl+ORl6PJ95Opt5Opt5OJ19PJ1/fTCAu6MFCDvKfZ2vFs7ViJX6/bY38tjXy++bo75t/4vfH9vj/LIFf4vBvy4MXwsJKh/P/hECwD9vTH7anoSzxfn0cMYRA0MBKGaxskbk4LVFBIALhi4kU7E1DCETSoY8/hYIPe9wA226+7W6H/fuB4LdF/8Me926+bStt3kga1xOGjZR+NaFFCJwLSqfc/Aknb8rNH7awyjbOsIUDBGbF6KwIk5PhMhJMSopKSdAJESoibArxG6IiVEKGjUmwYWFLgN8UFDSHRdiE/DwBE1OQzofo5USEQxgaBAIRgnx8lINT7xU0gQb6peigDO+XYIHAT5OAKAcPdcnDa7LRa6y06052PTTXIL6sg1XnYNVBWGln1lpp19zsWkDLwbjWRrtqo16xUi6D2elVLtZ1hE8ns9rFuu7l14MXGpFj4nJsUolPynEREQq87ZQcl1ESujSUPgOjYGQWjIyCgdqjJQCBiAYCfkAgeKHDOkrZQBs1UUctdMAPgkAg8La3dcHLX/Dyl30CcEG3IvLtmHI3odpOqhACH3eZv+2x/qvgfFLyIkHgq7Ho28nU3lT63XRmbyb1JS/0bK34fr3/SwQi+AGBf+xO/M8SWAkhuJ0XcioIhIhHWvkjmGb6khd6oXEUCPywNYUQ+OFPd3TkZGUQMjFIKPglDTx3Sm/mP5dBpCqIZET/TId+ske9nrsd9u2s9U7Gsp21Pu7zPu7zApZbafN6wrCeMKwndWtJ3UJENtcung9Lb7fLZrzCSVcrEDhsOe8RhZndbgWpV03OyXBpWUtKgk5J0FFRc4jfEBE2p+S4qBgDBAb4TSEhJi4jpjS0nIEVU5DSWnrOwEqqqTANGBCiYUCpMjg8J4jf7Beh3MImt7DJK0YFZXi4O3aRQBenwUq7bqVdd3EaAGLwYkEYEXOw6toY153MGgfjmp1e1Ua7esGczGpwUIFPoNHTWhcUN4ekLe0SVEyGSakIaSUBqvAJGTYpw2ZVxB4drWBk9hkYPTpqj5YELmiPllDUkSAOBPwQAoe05BE9ddRIH7fQPydwzsMDAhd9gkoXdCeu2k2o7ma097Kahx3Gx13m73ptPxTscIAFCHxRDr8ej72dTL2bzuzPZN/dTL+9mUbwO1zMHy11HC11HS11fa6BAOEfW2N/bP2J3x/b43/sTvwPElj5C5WFwcrsS2VWBilaXCDwS5mYC8MTCIEf70y/35w8Wxt7vz7+cXPy160pIBD2u52slsAgGVNZDEQOGJ5P7n5qiEEIBAghI1o5Ow+O6OOKdGglgdtZK8SEkBS9k7FsJI3rSd16Sr8YlQOBC2HFLb942iOY9gjGHa1l2/lO5/NkjIrSoyJ1KokZaUtKgs7IsElxS6S1ISJsTivwMQk2IkIHW5v83AY/rzkswqaUlJyWEZUTk2oqjD5EZAQkggNHFJxSqOkHRZigBNsuxXhEzeCIBqS4gBTnEbbYuQ1/ycQ4WHVW2vU2xg3wQgE/M+WahVptoVabKdfMlGsmcpWJXGWmXLXTqy/gZ6dX2elVkH3xcmshPgQCvdxaT2tdQNQUFDcHxc1RKTqtJmZURNhhHJOggcBePb1gZPbq6V0acpf6XAB7dUTIhfap8d0KTK8K16fGn48CasllA23czJywMkYtdDi2irShAYGLPsGiTwAu6EZIeieq2Imr7ibV93P6e1nN/Zz+cZf5h4L9p4HzBdiVBO5Npfdnsgc3c/u3Mu9ms4Df0VLH8XLnyUrXyUrPyUrPl+LACwT+987E/ziByO9UElgJIYLf7w9v//fjhT8ezX9O4JeqEZXbn5A48MP29K/bMxcI/LAxcbo6An2hxysDYEg98EuZmAsEIhB+icAH3a5HvR6Qu3udjp2cDRzRlah2O2v9puD7odT+bdF/r9M/5/17AAAgAElEQVSxlTZvpPQbaQMQuBCRLYQVswEJEDgbkE26BBAHAoTdClJeiu1SkbIydEaCycpxKQk60toQEzRnlISEBBcVY4KtTT5OvZfdEGhFxaSEtIoKpYionAjNMZCJ8QtaQhIcOKgwOXGe2pThw3KcV4xy8htcgkYYdveK0A5e41/iQKg9eHhNSARpo9c4WHV2Zq2NXgMQWqjVVtp1G73axbqB+J8QBBrw/6XF/D+IL2qjXmmjXUUCwoCoCVzQoLg5ImnJ6ShdBnpeS4G73mkFvttAL1m5gzZen4HRoSL26Sk5eUtO3tKnJw2aaAUtsUeJ7VPjs6LGbgVmQEsq6ciQCB0zMeCi1XgbfcLOmHQw4SjSLRfnlosDp6fX2yWA392k5mHW8DhvfJA3POzQP+4yf9/X9tOA68mgBxZg/9Tv/WUo+HI08no89mYieS6DtzL7czkkBwMEnq72nq72vl/vR7xQIBDs983RP7bGgD2wP3Ynft8Z//3u5G+7Ex+3xz7cGX2/PfphZ+zXuxO/3ZtCCn1f8jOBrj8ezf/xaP6/Hy/8728W//c3i//9eAHQQvD7UufnhQiwcjoefnSO2e7M+90ZZKK30kADYVS3IgdznokBDYTYD4kAYT6w8mYo0hmDEHhBBj/HD/FCIeMCuVCI+tbi+q20eSdnu9/lfNTredTrARlcT+qWY+q1lGYtpVmKKeaC0lt+8VxQuhBWTLoEU27hmJ0/YGCABnYrSDkJplOOz8rQSSEq1toYa21MiFBpKTajJORUlKgQ7WPVuZk3ArzmqBgXlxKgZy2uJKe19IyOAeEfFCHCUnxWz8wb2XDxE4oTQQk2piICgR5RM+RCXfxmj7DlLwRWuppOdv35wd4KAsGAQBu1ykq5bCF/DZlPJBcKz4CfnV7lZFZD2TAgaorIMQiBGQ0pr6VkVEQ4LJxVETt11F49vc/A6NHRujTkXh25Q4npUGL69KQBA6VXje9WYPrU+E5ZS58aP6inDOopgxrSoIY0aqRPtbEuEDjj5sy6ubNu7ucEPsjoH+UMQOA33RYQwKdD3l+G/L8M+Z+U/M+G21+NRd9MxCEO3J/JHsxm/5bAs7U+IBDwu0AgxIEIgZCJ+RKBH+/NfN5s/SVXEyBE8Ksk8HPk/rYJu1Lr/q8IhK60LxGIQAj4QRCIGCKAr2527N3q+FtH9N8QCAIIEN7tsIPDuZkygSMKBN7vcm5nrZtpw1pSt5bSrCbVSzHFfEg+F5TOBaXzIfmUWzjjPV+tUNTRijpar4rSIcPlpdicpCUtRqdELUkhKiVqSUkwaSk2KyPGRJgAp8HHqvNzm0ICNGyUiYhxEAqmtfRKAoMiDKRqoCJ/vrhJjPl/mXvvprbzJf/XT+V3d88EZ5sclANIAgkBApRBQoCEIspZIiOJnBE5RwMmY+Ps8TiOPY7jhLE9Z38P4/7R8sdfS+Azs3u27q3qUikZV9n1orvfnerKs53FNIuQaBWRQAg18HBVBXgzn2LmU+D8yzFwgGYeHirv0NwdRaCWnaTjJOtzknTZ8VjxE5QYNfMMNhwF/Ky8VFtBmkNI8EgpsHnfKybXlNDrSjKqJdRQBTtUwW6uYAcUrKCcGZQzmxVZreXZbeWsFkVGa1lmh5LVrsgMFVOaiymQBHaVM/tV7D5ldl8Zq6+MNajijOq4iEBwgJMW3oylYMZSsOQQAoFrHummX4YIvNRUsResuN6qvd1Z9WuP+X5/5P4RhKC/j1Q/G6sFGeblZNOrmaaXswEgEEWhiMD9i91Y/FA1AghEbhAI/Lg9AlHoh82h/a0hiEIPdkYhCj1qfCFWd0HsYfGLapHBOj1stImFE8YmPuxOQdj5LwmEfrS/TiD2ejYi8LeJwLOpCIRRgSi2MwZpoTe7HDe6HJAEQlniUrNxq0kH4udGgwZaZFBZYrNJvdagWqlTLFXLFnzFC17ZvKdk1iWdcUomrKIpu2TcIh7Q8npU3B4Vt7OM0yJjNImpTWIybPVtEFPrRZRaAblGSK4V0moEVE8RyZGPs+fhnTyiV0iDSULUGgpRKBBo55MhDwQVFGoSDhG1RsGC8XeoB5qKiLAOxiKgWgRUOEFxDKmdAB6YgZsKt7MRgfqcFAM3uSonCVUgwBNCKwzkflj87IXpTj7eJSa5JWQwVA/0CkmhCnaLKqetkttcwQ7IGE0loIhyWsuY7RVMaItpkdECElJISoZAtKuc2afM7lexByqyIQ8c0+cO67iQAaJRwFlr4ZytCAhEGsxuXRki8GqzCoWg9/ttcHgMVNBnY7UvJupfTDS+mGh8NRV4PRd8ORtAGszrpdDb5ZZ3K+3vVtr3L3YDgVj8oghEWujHL0lgBMJtZCPvt8diC+Iw0xDrDw8uTceyd2gqGNV9FsXhh90p+AgIfLs5Bt9Hm51iCYQxpW9LEUPvVsJvLnyVQLFJIKIRJYSxBGIhhM4YtLcX9qbd7HJA1eFquxV8HZC20aBZrVGu16t3ggZs08xOSLcZ0KzWly36SxZ8xYs++aJPPucunrKLpuySGWfxlL14uIof2XKizG1XZIWKM4JSakBCaxJTv3hCcq2A7C8i1wiofiHVXUi05eJsuTg3nwIrLVASWC2LLFYDAiHyhJ6WSE1CQgclxiwgoHqgVUhxSOiwEDTiAzXZiSpmnDorQZ+TYuCmqrMSKjLPQSyKlBhNdiL4QAMnERrQVJmnAELohkH4gQQawU9A8EgpLjEJzCMiuQQEN58A9cBgeXZbJbetkttazm4py24tZ3eoclrLmB1KVqcqq7UsMyglA4GgxHQoMnvKWX3K7EEVZ1jNHdPlTxp5wzouhKDgAKdthfN2/rydf8EpWv7WAe41Kq80KfeCquut6l+6jHd7Lff6rPf7bb8Nun8f8f026P19pPr5eN3LyYaXk00vJ5v+mA6+ngu+mgt+G4K2vFtpf7/aAQR+4/3WBz6uDxysDkBFHkEIPTF/l8CjyMEmh1gDLGPbso8iGf0VEJGCY/wOgZGRpeiifPjtch9WBUVzSVFuEA0KPp8OPZ8OxbpBVJfHtsXc6nZiCcTqMRdrVUAgSDWRXLHFsB3SrTVWXKiRL/pLlvylS/7SOXfxtEM87ZDOuWUzTtmYWTRkKBoyFPWreTB32lqSEZDQ6gWkOj6xjk+sE1IaxDRvAbFGQK0T0f1FZFsuzpKT5iogVUsyfeIMaIXxl0T2WUTmCb8srUAto24x3VvCcIjIUA90SKlAoE1EdRVnoijUVEQ5puMkA4EQf6qzEhS008BeJStexYyrZMWrsxIgD6xknFVmnIQObAhEIfiE+BMVIYBAt5Dol9FdYhLIoW4h0VGEc/MJkZY0OaNFyenQ5HWp87rUeZ2VuZ2VXCCwvYIZktMCElKomNJSQv3qBhWM3oqsQRVnRJM7rudNVOUDgdhZ+AWHYNEpXHaJV7+JP1VXA5XXgpVXm9W3OnTg/bAEPh7yPR2teTFRjwh8NRX4Yzbwai6IHOCbC83vVlrfr3a8X+34sNbzYa0nCr8oAsE+bg4dbAx+XwuNtdiWF6zIeRSH2KbQoxLCWALRIO+h235RPXB/fQw6s6MIxDaFYifl0YwSBKKwOi2KQDSphLq0sTNKt7qdKAoFQwSu1VVuNGgOJXAjoFqtL7tQI1/yl4IPnHFKgMA5d+mEVQKn7AY0BV0VnO5yTrucEZTS6wWk2iLCVwJ5hGo+pVZI8xeR7Xl4KzcdAlG/JJL4QcwJbhD1xMC+eihIuMV0n4zpklBtYrJDSnXLIsVA2AAKUejXPNDATYUM0MBN1WQnKhnngT0l43xF5jl4qclO1LITKhlnK+gnyqg/l9OOgwAD7EEeiCXQJSC4hcRaBcMlJtn4OIeQ4BIQ7IXp0JIGl02DZVltldweLa9PX9ij5XVWctvKWdCV1iglBSSkVjm9TU4PiIntpRlAYE85C3zgqDZvVMcd0ecCgZFNMA7+olO45BKteqRrvpLtmtLLDRVXA5XXgurrIc31kPp6q/ZOd9WDAfvDsONen/Ven/VR2BVFIIpCX800YQl8u9wCBO5f7AQCo/ADAg9WB6AvFAg82Bg82Bjc3xj8sDn0cXvk087ox93Rg52R/a2h95tDRykx2FAztvUsSinFdopGfRlbcMdy+H57Ar75/ssoPUSkRxEIk0oH30L4dnng3Up/LIFICI0amX8+1/ZipjnWDcYSiAJRGINAvWmIwI0GzVaTDprU4H0gcCuo3QxWrjcpV+vLAL85d/G8pwQROGmTjplFoyZhWFvYrczpKmN3lDJbijMDIiq4wXo+uVZA9hUQqyEQLSK784nOXLwjn+AsJIEcCgEnlsBqGQvcILhHeA4+0CYmw64zpzQDRiWc0gw4iwRHCI+B69PnpKizEpSM8+UZZysyzyH80Et1VoImO16XHV/JOF1BP1FBP6HKPAVzSdqsc6g2CHV55AMbFEyPiAQvnXy8oyDdKyQ1lTJhKCkoZ7ZVcHq0vH5DUZ+2oLsyt62c1VnObJHRGkWEoJQMDTFNIkJnGQM6s3vKGWEle0jNHqrMGVKzkQqKVlEsuUQX3OKL3uJ1v2y3rmyvUXktqL7RrL3RrL3RrLnZrr3Ta3w06Hw46LzXZ/211/JwwPlk1Pd4yPdktPr5eN3zyfoXE43PJxpfTja9mg5CB8wfi82vl1q+aDAd+xe7DyXw00Z4f7U/MqC0MYgc4NEEDh5cmjzMpqPUzijnFiuTHtWwhj3egoqB4PHgC3+dwA8b43+dQFSIR54wUiScaQYIYwlE+wtRKni7x4X6PwHCiOLSqN1s1G4H9EAg+uhSs3EroNkKareC2ov1ygWvbNYlnXMXL/rkU3bJnFs255ZN2sRjZsGoiT+oL+xW5rQrmG2ljBZZRqiY1iQm1woJ1UUEfyHeX0jw84nVApKniOQqIDjyCY58gp1HgN4X2JaNAlGPJAO1a/uKGTXFTLeA6uJTPJIMcyHOUoR3iMjekgxPMd0horokdF9plquY6SpmOqVMh4RxrCo3TZ+TUsmKL6OfKaWeUtBOl2ec1XGSK1nxwJ4+JwUQrWSdV2WeUWeersw4VUE9rs48beQkmHIS9VnnLbnJVex4HeucITvOkpvsLMS5+QQ3n+AVEV18nL0g1VGY5hbg/SKST0j0FeGbFaymkgzYo9pezoYjEOMWca+S0y5nhCTUZimto5TZU57dpWC0y+htJZQOOa2nnDGgZg1qOMN6DmgwE+b8KStvxl445+QvuIWLHtGyR7zsEW/WyrfrFZcbyvcaK640Ka8FK2+16m53Vt3s1N3o0v/SbbrTb30QdjwccT8Z9T0e9/8+VvN4rObpeO3TyfoXk00vZoJ/zITg7ObLhZZXi61/LLW9vtD++kL7m+UO2P+JHcBFY7jAG4Sd2JGItxf7360NvF8PA4efd8f+vDT+597E/u7I/u4ITMfDHoqPexMfL099a1+J2r809eHyNNjB3szB3szHK7Mfr8y+353EfvR+d/Lt9vibrbH9S1Pvdyff706+25l4tzMR9TWw/UtT73Ym3myNvd78ZndoZIPoxtj7jbG3q8PQmY1NBd8uD7yc74SNvdCY9vpCN0r8Yu35XNvvk4HfpxrhztTjifrfxusejdU+Gqt9MFL9YKT6/rD/7qD3zoD7Vq/jRrftWqcFxpRghfb1Dttu0LDVqIXDZhdrlNtNusvNxs0GzW7QcK3duhM0rNdrNxv1oJeuVFcseRUXfGUr1RWLXhmM7U5aBRMWfuTmmSanXcEMyuj1YlKtEFcnwtdJCHUSXI0U5xOlu4vS3EVpXhHRIyDaeThrHs5eQHSL6bBCxiWJDApGhpL4FI+Q5hNn+CWZfnEGWLUk0yehQS3AI6W4JWSXiOISUVwSqlNMc4pp4AmPQdWhkhVfnnFWQTtdRj9TkXkOYlH0XMdJVmclVGSeqaCerMw4pc48rc48rc86b+YmmXISdaxz+qzzgJ+ZmwTz7x4B0VWE9/Aj5i7CuQrTXYXpfj6hRkhqVWSFZIxQcUZzSWZnObtPnRfWFYR1BSP6gn5VTmcps0PO6C7LAgLbSmjdZZm9Fcz+SiYaRAKbtBxC4IpXAgTuNVZEEXijQ3ujS3+rx/RLn+Vu2P5g2PVo1PvbmO/xWM2T8drfJ+qeTtY/m2p6MRN8ORt6MRd6NX/k/s9DCdzfGNz/4vE+YAh8vx5+vx7e3xiEVPDTzujn3bHPl8cPdof2d4c+XBr9cGn04PLYweWxyEKKIwiMZe/jldlPV+eAK3gfoAIIDyUwCkIgEIg9ikDYXvHhi32BMAxb6/8igc9mm59OBeHIVBSBD0drgMB7Qz4sgTe7HNfardfarTAqETlpFjRcClWt11XuBg17LabNBs1OQH+l1bzdpNtqqtoOGLcDVRsNupVq1aKnbNFTuuSNXB2ccYinbMJJa9GEpXCkKi+sz+lRcVrLmE0ySr2UWCfB1Ulw1ZJUnyjZK051CZJc/DSvCO8WEu2F6TYeAUoObmmGS0J3imnYCV2fOMMjpLn5FK+QBicYqkUZbj7JJ6L6JBS/lOqXUn0SildMdoupbjE1cgxUynBKGdEElmecVTLOgyIKL0GMqcg8p6CdLKecqMw4pWGc0TLPwv5PU06ilnkW3jRyEiDOhBlcZyHOXYTzCYl+EcnDxzt4qfb8FG8hrlZEblVkNcuZrXJmWymroywb1ul0lGUPafP7lJwOOaNDzuhSsJAPhD282FFAiD+nrLxpWwEicMkrXvFKVn3SrbrSnYYywO9qQHU9pL7dpv+lywg+8PsEwtn3l7Ohl/PNr+a/twL0rxP4IWZMPhKO/k0Co8D7dHXu87X5z9fmsUxiIQTesATGQvhXCAQl5mB97OM3seggXP8FAiEWRYEo1rAEPp1uwhIIED4crQEI7w35fg17bvc5b3TbrndZb3Tar7Sar7SaI+OCoardoOFysxHAuxSq2msxbdSrkTPcCZp2Q+adoBERuOCWL3pKEYHTdtG0XTBl44+bC4aNeWFdflclp7kso0lGaSgm1IrTfaJkNz/BI0px8hMdhSkeIQ70CxuPAE3YcEbXLoxMz4LBGVBnIckjoNYWM+tlWX4h3c7D+USRoTyA0C+leiS0aAKh7gcEgtMD5MAHApCQH5ZST6gzz2qZZ7XMsxrGGfCBRk6ChnEGvXQUpEPHGaxj8gmJMHnlKkx38FKdBWm+Iny1gBgsyQzJGIAf9OlBx3q7LLNFSguKyCExpa0kozOylz4TCMRu44US/Iy9cMZeOOsoAgIv+CSrPulFfzFMwQN+14KVN5o1t9v0d7pNUQTeH3I+HPE8GvU+Ga8FAp9NNTyfDrycDb2aa3453wy3prEr6P97BAJ1UXawM/J3CYxl7/O1+T+vL8A7n67OIQiBQ4QiEHgohOgLb7ejk8CoPPDT5sSnzQkMhENQD8QuqsAqojEQfkMgFsJYAm/22K93Wa932PZaTHstJhiZv9xsvNxsvNpmudxs3KhXIx+43aTbazFtNWp3gqadoGmrybDRoFutqVz2K5e8iiWvAqJQLIETlsIRU/6gntetzmmtYATk1MYSYp0EFyFQkGwvjLfxkpxFqY4inJWXas3HQ9HPIaLaBGQrn4QWStj55MjaXwHVK6RVSzKrJZlePtVRAHtoSF4xGUbzakrovuIMj4T2DYFQdlcx48ozzgJvUH7AaqFAYBn9lJGTVMWO1zLPKmknKjNO6bPOG7LjtMyzkBBacpOteSmwDtRZiHMV4euKaR4+3paXbMtLdhfh/CJStYDoLcRBBthWyoJOWTivESrOCIkpASGpSUAMCEnNEmpbSQbMBPYpWX1KFiznDWuyYBRwylow6ygC/OZdgkWP6IJPslZdsl4j22kou9RUAfhdC1bebNH+0m74tcd8u9twq6fqdq/51wHbvUEH+EAg8EsI2gAO8NVc86uFFiyBUfvn/xaBn3ZGkf1vEPj52nwsgVFB6aEQYp3k9wk82Jz49MW+QDiMtlREEYj0T8QhEPhsOvRsJvAdNwip4C/9rps99hvdNiDwcrMRYlEg8Fq7dSegX6tV7QT03+SBAf1WU9Vmo2GjQbder12r01ysVa/WKFeqK+DY4LRdNGUTTtn4k9Yi8IED2ryuSk5bOaO5lB6QkxtLiLWSVK8wyc1PsvPiLHkJNl4S7No056ZbC4kwc2QuJJgK8JYCAmpAc/EpPnFGjZRRLcn0CKiuIrK7kOwVUrxCiltI9Ii+DAaVMvwlmR4JFOvpDkmmQ5J5DLpeEIEge0I1AhlAqGScNeUkV7HjNYwzZeSfKqjHtcyz+qzzWuZZWAcKaaGRkwDO0M0n1JfQ3UU4EyfenJPg4eNrpVSYAakXUQLFGe2KLCCwVc5skTHAB7YW01uktGYJtUVKay2mt8voHfIMuAzRp2IMqFlDOjaMQUxZC+ZdgnmXABG47Jeu18g260p3G8svB5TXgpXXQ+rrIfXNFu2djqq7vZY7vcZf+kx3+q1fHKD7tzHfb2O+3yfqvoSgjS9mgq/mmv+Yb3m10PJ6sSPKAf7PCUT23yDwqCgUCIxiLyoiRQR+B8K/5QM/rA2/Xx04dEAeW45H6mgsgQDh44l6lA0iAiEVhCgU/B64PiDwUCVmN2jYaqraaNCv1WnW6jTr9dqNBt1aXeVqjRIpMYjAMRNv2JA7oM3rVue0VzBbyzJbFLRgKaWhBFcrSfULUhwF8ba8RBsvCVItU06qjUewFkbwM/JwlgICaoWxFxC9InpdCatGynAVke08gruQXC2hewRkKMtVF9MaFMzGMlaNnBntA6H4rmLGVWSeq8g8B6U/5PqQqZhxKuY5LfO8lnlWRT9ZRv5JSTsB6ouGcaaKHQ9usIodb8iOM+Uk2nlpHgGxRkJxFaabcxIs3ER3Ea5GQqkTU2pF5EYJrVnO7Cxnd1VwYHVHc0kmENhWktFWktFaTG8tprfLMjtLM7vLmH1KVr/q6zqmcVPeuClvwpy/4BYChIjAjVr5Vr0CCLweUt9o1txo1txq1f3aabzba7nbb/51wILBz/t43P9koho5wOfTjeAAowjE4ge3x/4nBH7eHfu8O/bp0ti/S4kBAhFv8B3kD7Fe7u32eJQqgyXwkP64rYkPWxP762MfNsY/fjEUhX5YG9xfG3i32hc1nottUsMS+HymGS69Yd0gkmQgEMUSeLPLcbXNstdiglNKl0JVQOBu0LBeV4l84E5Af7XNshPQ7wRNm42G9Xot4LfRoLtYq1r2l8M6w1mnZMYhnrYLEIEwN9in5nRVZncoGW3lGUE5saEEVyfBeQTJDl6ysyDFHtn4ngapoJVPMhcSjDwcLKiHZaH2AqJbQAUJFHygl0/1i2luPgmaw6qLaU3lWYGK7NpSlkdC88mYPhnTI8vyyLKOQd8ZlkAtOwkyQOAQHlXMuErW+XLKCSXthJJ2opzyc2XGKUN2HBAIeSBwWMWORwR6BQRXYTpEoQ5eqldAqJdQG4vpIRmjVZEFG8XbSlmh4oyglB4qzggISZAENkuorcX0Djmjp5w1UMkJq9lD2hwIPmEH9rgpb8yYu+gRIQgXPaKV6uKNWvl2QxnsQYsi8F6f9X7Yem/Qdn/I+WDY9WjU83jc92Si+vfJmkMJhG1oUQSi63//jTwQi9+fl8b/G1roUdWIz9fmEWwox0NuMIrAQyEEr/gdAg9VYv4bBD6fDR5FIJQlUEHiZo/9VrcTSyCooOAMkRKD8sDNBs3lFut2wAhRKDyu1iiXvArY6gux6IxDCErMSFXehFU0auIP6vMGtNweTXaHktGsIDeV4JtkpBpRGhQkHLw0CzfJkpsO1Qi7kGIpIpoK8GYeHmbkXSKas4jsLCK7+RSPgOoT0X0iuk9A8wjIUQQGlWwgsEaRXaPI9is4fgXnmCY7EXQX5OugNojNCb+0yJytzDgDBKozTxuy44ycBEN2nI51DuQZKEvAhRZXEd4jIDoL0sBchekePr5aTG6Q0ppKMpAS01bKapUzQ8UZTWJqg5AMISjEn6DEQC/oQGU2GsYFTzhp4c27hBB/ggq67Jeu1pSs18g2amEWvvxKkxJC0F/aDb92Gu90m+4NWO6GrfcGHeADH416fhvzPR73/0sCUSkCLOoOBDJs/+c3vaBfgMTa/tbQp8sjB5dHDi6PfdwbB/t0ZRL282Lsa98ZNsiMCjiRGIPCUWx9AnwjIu315ujrzdE3W2NvtsYQkO92vm65/3ojbW3k7VpklT0qRexHNlYMHron5tViJ7wTU6lvQVEoEIgqEyDG3Bvy3R30/hr2oIIESKAgh0Igutdi2g0asHYpVIVss9Gw2WjYbNSjVHCtrhKWOC355LDMd9FbvOCRTtn4I1V5Y0b+mJE/XMUb0HK7Vcz2MnpLGaW1nNpYQvQWJbkLUmpEBK+AaOIkmNgpbj7FUkDwFGc6RFTwgTDG4JVmuvgUr4gOF2k9AqqjgGjLxX1ZdYGzFaS5hcRaWUZTeVadIqtaxvDJmH45y1fK9is4xwA/1P4CEKJWGCyBKuY5HStOwzijzjytYZzRsc7pWOc0jDMq+kkgENygKScRriM5C3HW3CRrbpItL9men+IsSPMKCLUicp2YAgS2ypmQAYaKMwISWqOIAvhBEggEdpcxeyuysATCUqYpa8G866v3QwRu1Mo3auWwDvRqQBVRQTuq7naZfu0x3w9bgcAHwy4UhT4e9z+drP/rBL5d6T6UwIONgaMIPBzL7eH/rwgE9gC/7xP4bn307doILM/+6wSi8iB2axPSQhF+kAoCgeD9wJAcitYWIoO0EEsd1kCJiSLwYq0KXfycdxcveKTzbsmktWjYkDtaVTRaVTRSxRvU5/Vr2d0qZpuCEpQTAyUkvyDFW5RWKyb6+UQjO74qK8mWj9fnpNiFFHMhQcdNgeUSmuxEO58MSoyjgGjLx3uFNFcR2Z6H/7LuCWcrSHMJCDUl9AYFswIpQksAACAASURBVEbO9BVnfEMg6JwK2mkoxwN7mMgzHiyKQIAQnqvoJwFI8IpmbhIoorb8VESgg5fqKkxHBIZkjNCX3A9CUJjRapZQmyVUbBQKBMJRTthGAY2g07ZCIBAK8Rd8kpXq4ou1so1a+WZd6eWAEqJQcIB3u0z3eyyxUSjKAxGBL2aaXs6G/phveb3Q+sdi65ul6HNIYNgjZOgW0ncIPKoa8b9NYFTlHRliD4vfu53oY9dvN8ferY/CHnvUF4og3L84BEoMWliIYlFsUIpZpN0MPTFY/CAKRRoMsjsD7tt9TuwNiRudduQSv0PgVlMVlsCLtSogcLlaseApAQLnXOIJS+GwIXesqmhYXzCkzxvS5w0bcvu17PYyamMxLlBCqhGkVvNxdRKSn0+0sBMMmfHG7GR1VgKEoPrcVFM+DgrpZh7eWUT2SzKdhSTwgW4+xckjRpbN8PHQJu2XUmtlGaCFeksYPhnTK8/2lbKPAX6l1FPQkgYQIhUUEVjJilcxz6nop1X0k0raCRX9JECIyoNAINQkwMzcJIg/3UU4r4DgF5FqpdTGYnpTSQYQiGUvKKUHpfSQmAJ2FIGoDxtOAgJ+yAGu1ck360q36hV7QdWVUKQM+Gun8X6P5WGf7cGA/cGg7f6QHeMAI3kgcoAvZprAAb5eaH291AYEYr0flsBvvN93CTxUC/24O/p3CUTqS6z9LQJj2TuUwHdb41EV+Q/feMJoApHfOyoPRARi8Ysi8N6QD6qCv/S7DiUQ6hPIsARuB4yxBK7WKOHK0pcTS9JZpwjaYqYsolFD4YAmJ6zlDum5YS2ns4IeLMYHi4lAYL2YVC0g2bnJRmaigZWoZSdZ+SSAENZ8atlJlgKCjUfwiTOchSQzN81VRAYCfSKqT0R1C4kuAQEKEqge6C1heEsYHlmWV559rIx+Bksg+EC0nelbOw8EIghRf4w687SWeRYIRJUJMzcJ4VctJtdKqfUl9IAsMyDLDJZkBjD4AYFQD0QEojywX8VGBEbWMdmL5pyCeVcEP+QA1+tLt+oV2w1lV0KVV5u/OsAHvdZH/faHYcfDIfuDYQdkgI/HfU8m/L9P1jydqn021fAlBA28mmt+vdD6ZrHt9VLb2wvR7IEcGste5CDZEQSC+hJlny6N/W8TiKUOSyO2Ve0oApESg+3MPviGw+H3qwP7awP7a19rElGSDLZFBtuV9h0feH/Y/7VBFBOFAocgw1xpNUOlHgvhbtCwHTBuB4xQkV+v10I9EFaJojtnQCDIoXOO4rGqooFKTp8ye0DDDms5PcrMNgWlSYKvE6RW83G1QkKtgOzJT7eyU6uykhCB5kICbCuEFWcmbppHSLPzCIbsJDuP4CoiO/IJ0JXmEZFQUb66mOaV0j0Smqc401Oc6S5heeXZx6AVBqJQUF9UzDi0KA0VBmFXGlQj1JmnlbQTZeSfoCqI/KGOdQ7yQIDQkhtJ/6A3DSBskNIapLQmKb1JSg9+awEJDeHXIqW1yzK7y7L6lNkDlZxBDQcROGUtAPzmXULADznAjQbFdkPZTmM5EHirVRdF4KNhx8MRJ8SfTyb8v09WP52qfTZdhxzgy9kAOMA3i5G99FgCUTEwikDA7zsE/rt8IBazKOT+FoFfxc9vOTxkX8bWxIetCSDw4xcIEYH7F8NAIEAYSyC2KvhivvVfKjH3hnxAIPjAKAJRHgjSKHCIJXAnaIolcKW6YqWmbKWmbLlagQiEmsSco3jcyA+rc/qU2b0qVr86u6+S2aPMDJWQGsW4GgG+RoCvFZD9hQQHFwdRqKkAX5WfbshLg0XysGjXwE52C6i2fLyWGW/JTQcCnYUEj4DsFhKhKA/taV4p3SulQz3QXcLyyLKORckwUA+EHb6xBGoY5xCBCtKPpcQfyik/A4FYCM3cpMjB6twke34KZIB+EalaHNmOWi+iNCK/98UZNompkAeCFtohZ/SUA37cQQ0nrGbDYeoZe9GCW7TgFs27hBd8EqwD3GhQ7DSWIwKxSeDDPtvDsOO3EScQCA7w6VTNs+m6Z9N1z6cbv4SgwSgCo7wfaDCx3u/T1uCnrcH/vxEY24MGeWNUEeI7BB5sTx5sTx5sThxsTnzEQAg9MUDgh/UwcoPYpRVRHL5caINqBBQkEIpPp5ueTDZAKQLwg/7s7+SBoIvGErgbMkNX2majHnpiVqorlv3lF/yly9WK5WrFBX8p5IGzTtGMQzhlEY0b+cO6vLA6p68yq68yq1fF6FUx2svozTJynYhYzcfV8Ek1fJIrjwAEGnk4HTdFm5NsLSRCFGrMS9dnJ4EPBAI9AqqrgOQsJDgK8I4iHBQkoDTvElHcYipcyXYVM90lrGOYlpev+B1FoJJ2CqLQcsrPCtKPCtKPIIQCgSgWNXOT7Lw0VxEeCPQUpPuERNBgIiYkN4ipQSkdiTFNYmqjiNL8bSmit4IdVucM6/KwBM46+Ise8aJHDAQu+6WIwM3Gsp3G8t2mir1QJazEvtmuh50U9/ttDwbs31QgIP78gh+WwDeLbW+X2t9caId7gLEEfk38NgY+boY/bIU/bQ0ebB9JIFZ9wT5CDRB7pjMGv/8VAqPU0e8Q+HFn6uPO1IetiYPNiCf8et9zY2T/YvjDehhLIHKDh24xfDHb8mIu9GIuhOXw2Uzg96lGkEOxBN7qdWC3NsHmGAhEI1fm2yxYaXQnaNgNmXaCxu1AFRC4WlMJBC755Bf8pWCLXtm8O3JmcNTAG6sqGKsqGNHnDmjYvSpGjzKzW5XZq85qL6M3SknVfFx1EaG6iOjMTa/KSjKwk00FeNjhApt19TkpZh5en53kFdEdBUQtM96ah/MKaW4+xVVENuelmngptgKctSjdUUSw84kOAcklokRGnIBAFHlCP5qOk2zgpsJyNGTQtqZknNUyz1dQjytIP1ZQj0MgWkr8oYz8E2SGStoJmJCIdKhxEszZcXZukic/zVeEry4iVBcRagWkehGlXkRpEFObpPRmObOllNUsZzZKaA1Ccpsss7Uko6WY3loCJzuz+9WcsJYb1nIGdTkjVdwJC2/WKVjwiBe9kgWPeNkvveATLXoEix7BBZ/oYm3xVpNiN1RxpU19vV1zs1N3u9twp9d4t998t998p9/6YNj9cNT/eKIW2dPphuezwUdjtU8mG57PBl/ON7+cb/56Fne5+91yL9j7lb73K32gOrxe6X2z2vdubQDq7+83B9+vh9+tDXzYHP64MfxxY/jT5sinzZHPW6Mft0c/bo9+ujQOdnD5m8eDS5MHe1MHe1Mfr0x/vDL96erMp6szaNYh1rANaFi5JQpIbDMaghDhd7A3ExWCftVFv92Zjb18BigCjfub4+/WR9+uDb1e6YN/iih7udT1cqnrxWIn2POFjuewwWmh/dV824vZlmfToadTwadTwWfToWfTocfjjY9G6+8P1YDdDftv97pvdDlu97pv9bhu9bhudjtvdDmud9rRGQk0mIvsUrPxUrPxUqvpUqtpp7lqM6Bbb9SsN2o2mrQXqsuXaypWapUXqsvnPfIZp2TKLpm2i8aNhVMWwaRVMKTn9qtZfWpGl5LeWkrqVTMDJaR6MaGaj3Plp1YLSP4isp4ZZ2Ana9lJxpxUewHRUUgy56ZXcVJM3DQTN82Sh7Pm4635eEseDm5IO4vIWnaSIS/FWki08gmWAoK5kGATkF0SOigxYMeQ+hIVgiIIwRkCgRrGuXLKz3LCPyADhFQQCvQwN6hjnYN6oCU3GQh05CR5een+wm8IbJTQAsURRTRYkhm5ofGFQLCOUiaWwCE9d9SYO2ktQAQueiXLfumyX3zBJ1r2iy/WFm82lu6GKi63qK62a6536m52G273Gu9EOtGsd8P2+8Peh6M1SIJ7MtnwdLrp+Wzw6XTTi7nQH4utr5fa4DYg3MR9f6F3f7kP2Ntf7d9f7YecB/CDkb/9rSEYeH+3EcbiF0tg5BY81jDlBKwfO4rAqBkILIfYPrXvJ4HIN2K9H5bASC0ec3sw9v7Zm43R1+tDb1b7Y/FDBCIIgcDn/4rAB8O1YPcGq+/0e2/1uG73ugHCKAJhgS8Y3DAD2wzotkOG7ZBhM6C7WF+5UqtcrVNdrK9crVMt11Qs+csWvKXzHvmsq2TGWTztkE6a+VMWwZiJN2zIGTbkDFdxulUZwWJcSxmlsRgXKKHUiwnOvBRfEb6aTzFzks3cNAM72cBONuemW/JwxpxUY04qgAfsGXNSDexkY04qtLDpOMmGvDRTAd5cSLAUES1FRJuA7BBFJnTBjskpJ0upp9BcEjSpAYFgqHEUCCwj/1SC+w9wfcAhBJ/QEwMhaKQakZNo5SQ4uclAIEAIBAJ+LaWsYElmg5gKy1IbJTSEX5sss1PB6qlgD2hyBnW5YS1n2JA7bs6fthfNuYSIQCTDrNeXbgcqLjVX7rVqrrRpr3cabnRV3e41QxM2NMHcH3LdH/Y+GqsF9hCBL+ZC4PTgGsSbC+2Rk9QrnR9W+j+s9MPuCVg/AUEXwu/D5tCXtUtD+1tDUfh93hr9tDP2aWfs30XgUeJnrJeLjTljaxKxEGKXaiMCY+9MIALfXhx4e/EQCF9d6D4UwlfzbS/nWrEEAoS/jTUAgQ9H6sAAwlgCAcKIu/vC4ddDggHdVlC/FdRvNGmBQIBwvVGzXFMx75HPuWUL3tIFb+msq2TKLpmxiaYsglFj/rAhZ8yUN27J61UzgsW4UCkpICO0lmUGSiiu/FQ3L81XSDJzkm35+CpOij47qYqTUsVJAdjAH9p4BBM3TZ+dpGHG67OTLHk4O59clZumz03V56YaeThLEdEupNiFFJuADE/AjkEdAk1FQO4XhR/qSlNnni0l/iBN+z8y/H8qSD+i/mzUkoa0UFNOojkn0ZaT6MpNiSKwQUxtlNCAwEBxRq2AVF1EaBBTm+XMlmI6CkG7yrJ6lRxE4EhVHjjAebdo3i2KQOgRLfula3XyraZyhB8QeLPbGEvggxEfBJzIns0E4BY8IvDtcgfgt3+xG21eQkc5DzYGP24Ooc5PaG052BkBi8Lvz+2x7xP4nerCoRZVf4fRpD+vLyACv/MHo/A7FELscvtDj3ti7+y+Xh96txZ+e7EfGZbAWAhfLHYiAp/PNGMhBB/4cKTu0Wg9ovFu2P9Ln+dQCOFmC1qghkLQ7ZBhp7lqt8W4HTKsN2ou1lderK+EJxB/LnhLl2sqlmsq5tyycYtw1i6etYvHzQVDes6QnjNizBnQZXWUU9sqaM0Kcls5IySneQrSPQXp3gKinhlnzcMZ2Mm6rEQgEFC05uNtPII1H48I1GUlgm805qXrc1O1OcmGvDRLEdEhotqFFCufhFZduCT0Y2X0M2X0MypmHKzlhYUUEHxGFSRUzHOVGWfkhH9I0/4PcoMq+knoTUNdadCfbeQkmDgJjtxkT36arwCHCAQNpk5IbpLSgyWZjRJaDZ9Ywyc2SeltZdnNUlpLMb1NlgkhaJ8qJ6zlAoGjxvwZBx/Yg8clnxSmci/WyhCBYOADb/WYEIH3Bh1A4G/jdU8mG0AE/32q8dlM4OV8M3hCyP3A3q92fVjr+c5N3FgCP+6ORuH35/bY593xz7vj/y4Co+YhAL8/ry+gKBQNK6GMETu1hCCM7VPDEhhbFcRufMLkisPv1yMJ8Lu1gVgCYyF8OdcKhoXw98nA4/FGAA8I/G2sAWLRX/o8ACEiEBuLAoRRBO62GIHAjSbtWoN6rUENDnDRpwD81hrUq3WqWVfJqIk/YxPNO6XTdsGQntOrYvRrmIMG9qCB3a6kB2SEoIwaKKHUCEn1EmqNgGpgxZtyUvXZSfrsJIg/dVmJQKOJm2bOTTfnphtzUvXZSbqsRAM72cRNM+XjYAIeXUaC40howYxHknEMleBheTYsLIzVQiNGPw0EIh9YQT0OraFoPALMlJNo4Sa58lORAwQOIdpE2SDQWC+iBEsyWxVZIQkVCIQQtL+SO6jLHdLnhbWccXPBnEu45JMueiWIQOhHu1gr22ws2w2pLjVXXm5RX25RHxWFPhz1/zZehypRv081gvoCMgykf5EMcLXrw1rPUT4Q22wNW+iBQGAP4ffPnfHvE3jobDs23zvUsIwBgbFMwqex/jMqLv1mMGL3kGsTAB5KC1GYCgTubwztb0QgxBL4x3LPH8s9h0A424KFEBH4ZKIJSyCoMr8O+O70ew+FMIo9CEG3A/qtoB7c4GZAB6St1qnWGtRL/rJFn2LJX7ZSq1xrUK/UKufcsgmraMoimHdKZ52iIT2nq5zeo8oYNLBHzbmt5dR6SVq9mNAgIdaKyKFSZqCEZeWmGjkpuqxERKCWlQAxJ4LQxE2D6BTeQdcf9DkppnwczPiiK59gx6ALVJOdCOdyowhEtYrIqC7tlAz/Q3H6f5YSfyojH1eQfi4jH1fSTqnop7XM81XsRCMnychJMuUkW3JTHbw0N++rA8QSCHIoEkUbJbQmKT1QnAFb0tpkmZEQVJ2LCJywFC54xBf8xYjAC/7ileqS1RrZWl3pZmP5TlB1qVl9uUWz16q92W261WP+pc96N+y4P+R6MOx+MOx+OOJ5OOp/PFH/+1QjVIRBhnk53wyeEK7Dg2Gj0MgCQjDYhgYXIDYG36+HMZdYovH7txMYBRjW10W9jPqBUf4zNjNEBKKFiIhApI4iCBGBHzaHI2owBsLXK71A4CEQzrYgCIFAwA/cIBCIDUHv9HsBwigCkQOMIhDrAyH4RD5wuabiQnU5GPjDeY983Fg4YxNN2wXDhpx+NatfwxzQZQ3ostoqaE0l+EAJpVFK8vMJDVJaoITl5OEtuen67CQtKwEcnZoRp2UlIDkU4QdSjY1HgD30yOBEJ9psD3YMRuM12YlwwgUW1wOB2KklgLCCelKG/6EE9w8F6edyygkF6Wd4AgQaOUlmbgqYnYdzFxI9BbhDCWz8cigD8EPOMCimIAL7VDlhTR6WwEWvZLm6ZMknRQSu1ZWu1ZVuNJQhAvdatVfadLd7Lb/0WX8dsN8fcsEmmEej3kcjfhBCowh8tdAC+EH691eUmK/4rYffbYTBDR5F4J+XJo4i8NDtErHVBWT/vLEIht1MEWvYUV2sTPoJs9npOwSi7aOIQDgniOSZL3rp8IfNr7+JvkMggvBfEggyzP2hGtBCYwkECFFOiOVwN1R1uc2812650mG93GYGRRTUUZBDL1SXgwYz55aBPxyrKpg08ycshaPGXNBC+7WsjnJqt4bZVkHrULKCMqqbl+YtxNUKaY58nJ1HMLCT1Yw4NSOuMvO8KuOclpUAuigKQbWsBAM72cYjuAVUqO19OYCbUpWbBiEoWrLmFFKPwcUIUz4OzidB2AoDu7F7KxSkEyW4H0twPypIJ8rIJ+GxMuOclhmvYcRpGHGG7CRLbrqdR7Dl4y05KW5eujsv1ZWb4spN8eSn+QvxKP6EQxnwvElKjzBZhG+XMzpKmV1lWUM63qA2f0CTM2HhDxtyx80FKA8EGeaCv3i1unSttmyzQbkTUF9u1l1pNVxtq7rWbrzdY7vdY7vT57g74LoXdj8Y8j4a8T8a8YMQGksg4Ac3yUCP2b/Y/XGjD6oRyAd+uDgARecIe2sD79YG3m1E3OCH7eFYAv+8NPHnpYnPlyc+X55AZfevFtNCHeWvvtP8GYUc9udgB+SxfzDqzdig9DvSC7ZQ8eXK59D79cGo+PPNah9WmPljuQfiz+cLHc/m24HA5zPNyFA1AoLPhyN1kAHeDfvvhv1QkECBKDojAc+hMAgZIKzuvdxmhmLgVlC/GdBtNGnBwAeCLfnLoCAx7ZDO2ETTVuG4uWDUmDuk5wzqs/u1rH4tq0OV0a1hdqqygjJqjZDk5xM8PIKVm1rFTjawkyszz2uY8ebcdA0zXkk/C5VAfXZSBe1MOfW0mhEHMoyNRwC1RsOM1zDjwTHaC4jOIrJHSANzC6jHdJxkUz4Olq5BFKplJ1VknoNmUTSnC+FoGfmkDP+TDP8TsFdKPK4gnVDSzmgYcerM8xpGnD4r0cxNs+XjrXk4S06KMy8V2AMHWF1EAN0FEQjCDBBYL6I0CoidClangoUlcNxcNGbiTdn4UIcA/JarS1Zr5Wu1ZRv1FVuNqksh7ZVWw7V24/UO041O8+0e2y+9diDw/qAHCPxttBqSwGczAWjIgBD0j8XWVwstEHkiLRTywP3lvg8r/VgCofMDCIxA+D8mMKp48N8gMDbTgy//rxKIolDkAGEx8bu1AUARnOGrC92oIAEEYiFEBAKEUQSCEBpF4LUO21EE7rVbEITbIQNwuBnQQTk+lsA5h2TGJho3FwwbcgZ17LAua0CXFdZnYwmsE1NqhCRfIcmWm2bJTTdx09SMOFXGOX12kirjXDn1tImbZs3Hm3PT9dlJ8JGaEQe5IjhGiEtN3DQbjwC7fd0CKuzVdvEpx4x56bYiEqwftRYSIQ+EaQnsvtCIVySfkeNPyHDHFcRTCuIpOf6EHH+ignJWRTuvop1XZ8TrmEkmTrqFi7dw8WZOqi0nCaoRUIeo4RNhKziU4KEMiCSZehElKKZ0l2d3lWV1lWUNavPDmry+SvaYqXDKxp91ipADXPJJV2vl6w1lG/UV4AD3WvRX26pudJpvdlludlmiCHw47AMCUQkeGqOgEvjmQjtwCMFnbB74VYZZ+9KI/CUEhSj0f0Ig1g3GFga/o8HEGmIMffnvEnjoGRmkx8RAOHywNYKNQtG/yeuVXhSLYvNAFH8iCKMIhCTw/lANQIjwQwRC8AkRKdppD/hdabNc6bBCCHqp1QTZIJQHV+tUUBuMInDeKY0iMKzPHjSwOyszgcCQnAazBDUCqpOHt+Xjrfl4NSOugnZGw4yvoJ0po5yq4qQAbJY8HHjICtoZNSPOwE6uYicbspP0WYn6rERDdpKZm2bnEZyFJFcR2VVEdhaSnIWkY2Ye3iGgwD0KOGGtYsahgV3Y3vt1mdq3BMpwx2W442Wk0xWUs0rquUp6nJaRWJWdauKkm3Nwlpw0R26KOy8ih4L3AwibpPR6EQWYBDcIBDZLab1KDkA4qM0fUOcCgbNO0ZxLDJXAebdo0StZrZVvNJaDA9wNavZa9NfajUDgrW7rL732X3rtv/Y774XdQOBvo9W/jVY/nqg/lEAUiGIJRNUIwA8s0gb5RX5ASgzIoX+XwE+HLTj7iyoo1lBmiJJDlO/9Wwg8whN+4wORvV8Px+aBEZtvQyVBVJB4Nh16MtGEDUSBQCjKH6qF3upxYfPACH5tlr32iF1uMyMCoT8GCvRQlkBtMbN28YxNNGEpHDPljVRxhwxsUGK61IweLatTldVcGpmnqxdnuAuJppxUSx5Oy0pQ0s9qWQmqjHNllFNaVgKUH4w5qVWcFC0rQc2Ig6qglhmvYyUgQxA6Coh2HgHsGJQpQJ8x5eNgXz3aUoF00SgCSwknSwknS9J/BgIBQiDQkJViZKeZc3BWbrqnAOflpXvy07y8dF8BDuqB4PTqhGTUp4b0mNaSjD5VTk8Fu6ssK6zJiyVwziWEWHSlRrbeULZeV77ZULkT0F5uNlxtM13vsNzotN7ssv3S67zT5/q1330v7H0w5H80UvPbaO3jsbpDo1DoRIvNAw/We+Eq9Vch9IsWCr/4UVPo/4RALIQfY3YQRhnSQqPsv24u/dfNpViN9O8SeOghJ7i1FAvh282R/Y2hqFIExKJHEfjHQjs0pmFLgkAgQIhSQYAQFSSwSgzSYyAiRdX5q+3Wy21mMOQDUXcoFCdACEUETlkE01bhlI0/ZSscN+eDEtOrZvRoWUBgiyIjKGeESpkNkkx3IVGdeR6V3aEeWE49XZl53sBOBnUUKhMGdjKkiIbsJCMnxZSTauSkVLGTjZwUax7OWUiy5ePBrHm4Y7B41M4nWwuJVblpQCCaEgQ5VcdJVjLOl1JPKYinStJ/Lkn/OYpABfFUBeUsRKGIQHse3ldE8BXgPPlpAGF1EQHJMDV8oq8A5yvA1QpI0CYaKM5ok2X2V3KxBParORMW/oxDOOcSQwiK8sCLdaUb9SogcK+l6mqbCfC72WW70+e60+e6O+BBBD4eqzuKQGgHxRIYKcdv9H1aG/x4MQxCaMTWwwdfGmIiEMbUA/86gdjQMUqu/FsE/t9bFxCBUQrNv4XAqDP0XyAcOUqJOSoKfb3Y8Xrxa3coIhAUUWwqiFq0fx3wIQKRodI8tjp/td0KbdkAIbYuDxxGETjrKgECp+2CKVvhhIUHPTG9akafPrtXlwU+MFTKbFaw6sUZTh5eRT+LNE/oAlXSz4IYU8VJQQV6fXaSkn5WTjwO2iTgB7GoKScVsQd2DJZvWwuJsPsJTUJAbxrUMTTZiWX0M8XEn+X4E8VpP0lTf5TjT5QSTspwx+X4E+XkM6WEkxWUs5rMBD0rGQi0cPGOfAL4QOQAUeJXKyD5C/GAJQgzIRmjWc5sk2X2qXK6y7M7FaywJi+syQtruVM24axTtOCRXvAXL1eXXPAXX/AXr9TILtaVbjWqt5s0l0L6K63G6x2Wm1222z2O2z0OcIB3Bzz3B30Ph6vBAT4Zrz8qD4QkMEqJOVjv/XgxfLA6sL/a/7U5e23gw3r4+xX5v0tgbP72nWjzUPuvm0sQiMY2bf+7CIyF8N3WKNYHIvuOEvNmqfPNUidyg9i2GGxdHhGI3CCWwNu9bmAvtkUGVSMgG0QTEqhTFAoScMls1lUy75TO2sWT1iKIQoerONATM1DF6dNndyhZQGColFknotvz0rXMeEchyZKH02cnAYqqjHNK+lmIP5EnBAdYTj2tpJ3RZsZVZSUZWImajPNq+jkDK9HMSbXn4eE4ti0Xd8xWRLIWEi0FBKhGwAV5IBB8INw2k1NOitL/UYI/Lkn7UZL2o4xwQk48WYI/DuyVEk4qqecgBK3KTjVyUqy5BFcByZmXiooQoHwiPcbLS3fnpXryC3WFIwAAIABJREFU06AlDcaUoggc1OaHtdxpu2jOJV70Fq/UlF6sK12tVazUyFZrFRfryrabNLtB3V5L1bV2M+AH8eehBEId4vls8OVc66uFFnh8vdjxdrnj5Vwr7KR4u9zxZqkTJgP3V3uxFYi3K73vVvv21wbeH03gx+3vEQgQYh//vDr7+drsp6tzH69Mf7wyC6NJn6/NHvH4Lwg8YnN25Cejv+Vgb+rjldmPV0B6nTrYm/lwefKvEBiVEL7bGj3YGvmwOby/AWWJ8Lu18Pv1wffrg28vDry9OPBmtf+P5d6XS90vFrueL3Q+m29/s9z1Zqnz9WLH9wnEBqJ3w34sgaCOYgnEhqOA39VO27Uu+5UO66VWEwSiaFoCS+CcW7bkk887pROWwiE9N6zNHtRnDxu5o+a8oaqcPh2nS8kIyWkheUZIxqgTku3cZDMn2Suk2Hk4HSvByEmp4qSoMuKU9POVmfG6rOQqTpqBnaphxkO5Qp+dpM48D7mfKSdVx0rQMuONnBTwgfa8dFtumi037Zi1EG8txNuKCLYigpmXrs9JUmfFabLjtewEsErW+fKM03LK8WLiz/zkfwhTfxSn/yxO/1mY+qMo7ScZ4YSCfLqUdKKCdkbDiNMy47XMeH1WvJWb7iog+PlEqMWjjlBUhPAX4oHAWgEJekQDxRnNUlp7aUZ3BatXld2v5gzqcsfNRTMO8by7eNEru+AvXfKVLHply9XyjcbK3Wb9RmPlTtCw12q+1mG73mm/2e283euG35q/Dvjuhv33Bquh4x6aLZ5OBZ/OhJ7Ntr6Yb30x3/5yAa69tr6Yb3+12P5muefNctfrC92vL3S+Xel9/+3vdaT1oRJ8hLovdrAz8uel8aPs8+5YZC5+Z/Tz5fF/Xp74r6vTX/fzfvv4+crM56tT0Y9XZv68On+owblPZJiPZj9fnfq0N439+Z+uTMLzT3vT8Pzg8viH3YkPuxNRB0C/bgo+nMDx/Y2R/Y2R9+vD79aG3qyGX68M/LHc/8dyP7yE569XBl6vDLy60Pd8ofP1he5Xi/AP3vpyoe3lQtvzuZanM6Fns81PZ0K/TwefTAV+m2h8NN7wcKz+wWjd/WH/1+29vY7bfU4weAfuK13rtFzrtFzvsl7vskIIChBe7bSBG4R5pY0mLUShoIVOO6QTVtG8u3jKxh815o9U5Y0a80eNuYO6nH51dq+KFdbnhLWcLiWjs5zZrcxqldOr+Tg7N8mam2zhJpk5yVVZSZrMBBUtrpx8VkE8rWUkmbh4Yw5OnZVUyUoE/RIK8VCX17MTKhlnNazzVTlJRm4yjBBZ81KOGfNSjXmppvw0My/dlJ+mz0lC+Gmy4ytZ5ysyz5RST5SQfpISfipK+Ycw/bgYf1yE+1mU9pM4/ecS0slS6pkyyqkK2pnKjHMaRpyWed6QnWDJSbHnp/oLCZDsIQ0GuUHUJQN5YLAkMyijhyTUVhmtq5wJBA7p84DABU/JFwLlSz75Sk0ZEAj4AXvwC/LXAR9oaIjA+0M1iMAnU6Hfp5ufzrSgS8uwR+jlQgfs2EPz3W9XeiMNx+sDb9cH3m2Ewd5vfiO9RBF46DaKTzujiED08p+XJ/55ZfLwEsXexOerU4faUQTGQvj5ytznKzMRAq9MfiP/fHkJGzE+7k0cXB7/cGlsf3c09lw2ujt/mBIz9u7iCLK3q8NY++NC+OVi/8vF/ldLA6+WBl4s9D2bh92hrc9mm5/NNj+fawH8nkwFHo03fKVupPbuUPXdoepfB/2wRBSQA4O7goi9K+2mvTYj2JV2026L8VKrKSoQPZTAGWfxpE044xDD/uwxE2/UmD9syA1rOUDgsCF31JjfV5nVJqe2lJCDEkIdP93DS3HmpdhykqzsZDMntSorRZ2RVEGJKyOdU2ck6bPStaxkZWaCipkAGRwMRmhzkvW5qVp2gop5Tp0VV5WbYspNMuclW/OTbbyUY8a8VAM3WZ+TBI/g9NCTL97vRynhBwn+R0Haj0CgGH9cgjsuxZ+QkU8paGehG6CCeroy45yOFWfkJJk5yRZuUiyBMIsExQkUmsIppZA8IyimAIF9leywljtSxZu0ChCBsGtguVqxWlu+2aTebdZfajFcaTfd6LbBf8/tPuedATesfP017IHFWw9Gqh+O1jwaq/1trOHxZPDJVOjpTAs6swz2arETqIMlC2+We96t9iECsewBfrEQRsYjDtsLCkdzsQR+3h375+WJP/cm/tybjCyG+db+LoH/vLaAOMQcvp7CEvj1Ru/eBHYvxl8nMAq/NxujABuCEFZrv18bfb08CNS9WOgDDp/P9/4+2/Fqoev5XNvTmRb4L3g22/pkKvTbRADs0XjTw7HGh2OND0Yb7o/U3x+pRUvTful3AYfXOi2XW6vABwKEVzvMV9pNV9pNVzvMQCBkg3vtFlSaRwRCd+iX+UDRhIU/ZePDLZdRY/6gLmdAwwYCR435E5bCAQ27pYTcKEyv56fWFqXVCPCu/FQrJ9HKTrbl4qxcvI6ZWkGJq6DEqWgJlRlJlZkJ5fS4isw4aLTWcJIqsxPU7EQdNwWA0mTHG/NSzXnJ5rxkGy/FXpB6zFKAq8pN0XESdZxELTtBnRWnZJw1cJO17AQl46ycclxK+EGM+09R+n+I0v8hTP9JmH5chPtZjD8uxZ8oIZ4qpZ5R0M6WU08ryCehP0afFW/mpli5qYhA4A36sEGD8RXgavhEKAMChJAKNktpbXJ6dwVrQJMzbMifsPCn7aJZp2TeXYzc4EpN2Vq9crNJvRPS7YR0l1urUBByvct6s8d+u88JaycBv0djtb+N10WmciebsD4Q3dmKJfD9xf4PX2JOrOtDE/GIQGQftg/fzIsuRsTejTiKwKPsz6uzRxEIEAKBX47OT0ThhyCMohHw298d/bA78S+VGCyHsex9h8Cnc51YAsGeTIUejTc9ngwiCBGHD8ca74b9sMQeDBEIISgWPzDk/a50WBGBMDCBZnahKD/nlk07pKPGgklr0YxDOG0XjBrzBzTsvsqsfnV2vzobfOCAht0mpzaJcEBgvZjk5qVZ2AmW7CR7Ht6eR9Sz0ioocUpqvJIar6InqhmJFRnxZfRzKmacjpOsyoqvYJ5XsuLU7ER1VpyKeQ4I/MYHwkQSauJG40ya7MTyjLMlpONi3A/CtP8Upv2nKP1HYfpPgrSfhek/iXA/FxNOyslngEAF+aSceLyUeFxJO2PITrDmpTnycfb81OoiIhT9UNkdCEQNolCWgEC0Wc5slzM6FaxeJWdIxxs3CaZtkllH8ZyzBB7nXbIlr2KlumK9Xr3ZqN0KaLaD2sut+qsdxmudJrAb3ZZbvbb7w977w94HI76Ho/7fxmseT9Q+maz7farxyVTg9+nmZ7OQ+HWiPUIvFzpifeA+psT8/ksVfh9TDIT5wMgKpqN3oqGbgVgCYV/o3yUQssFY++e1uT+vzn6+MvNpb/rj5amDS5OQ12EJxF6rR0/Qy/3d0fc7I/s744ca/DR4/n57DOzd1iha3PR+bRQC0TcrQ2CHR6ELXS/m25/OtMDvwd+nmx9PBh+ONd4fqb83XHdvuO7uUO2vgzV3wtV3wtW/DPhRDRBSjFs9LrQkBnVjg0Fv2vVux7UuO8gwWB8Ioij0Z8O2GHCDI1W8CQsfrluPVPEGNDl9lWxYjNKv5vSrOX2V7O4KVquM1iQi1PHTsQTacnFAIOBXTj6vpCXoslLUrOQy+jkF7bSScb4s86wi40xZ5llVVryKea4843Ql67yBm2zkJhq5iZa8JGt+8jFQO6ty0+AWDIiiMBhRRj8TRaAg7Ud+6k/81B+E6T8hAkupZxTkk6WkE+WUU5UZ54BAJw/vKsTVCsgQaqLmT9BgagUklA2Ch4RUsFPBgsHcYX3BpEU0Y5fO2KXTNgnYjF264JYDgRsNmvV69XZQDQRe7zJf7zIDfr/0O+4Ouu8NeQDCR2PVAOHjifrHk00QhULuhyBEgSg2DzxKiUFAIgK/v5Xw084o+vQrfkDjEXngUXYUgWCwWw0IBAij8EMQYmmEl+93Rt7vjCC6ogyhiNh7tzW6vzmKxe/NytDr5cE/LoRfLQ0clQe+nO98Ntv6+3Tzk6nQk6lQLH4R8Pq8N3s9N3s91zocqOUlona2mhFvWPwAS+T9UIMolOajJgahM2bOLRs3F01Y+JNWwbi5aNiQH9Zy+yrZfZXsQV1uryq7u4IFHHYoMkNScpOYWC+ieAtxkAdauelWLt6Qla7OSFJS4xXEsxXUeAM7Tc9JL884jwgspZ8uyzyrZMUpGWfL6KeUjLP6nCQjN9GUm/SVQJhcshQQYAWigZuKrljLyCekhJ/EuB9E6f8Qpf/IT/2hMPmHgqT/4Kf+IMWfAALllNPl1NNK+lkNI07HStBnxZtyku156a5CXJ2Q8jXNkzECxRn1IgrspKjhEz35adA1ChFpk5TeVcbuKmP3KrlDusIJs3jaVjxpkYybRJMWyaRFMmWVzjnly34lnGi8WKvaaFTuhCr32nRXOwzXOquudxlv9Vp+6beB3Rmw/xp23Bty3R92PxjxPBz1Pxyrh5gnKhBFYgzaq/f6Qve71W8WgUWhiAjEHkg6KgpFrGIJ/Lg98nF37FBD1Ysoi1lkOI2oi7WDS5N/7k1+vjzx6dL4x92xg53RqL8FZqbgow/bI/tbw/ubo0fZ+40RsHfrw+/Wh9+uDb1dG4I8EJwe4Ad2VB74bKbtyWTzo7HAw9Gmh6NND0Ya7w7W3RmouTdUD09u9/lv9nivd7mvdjivdNj3Wq27ocj+z60mA6ziheuc6EjgZqN+O1C1GzJdajajPTEwKIjKg4hA1J4GesyUTThh4Y8aC0aqeMOG/EFdbr+a06vKBhRBC+xXc9rk9JCU3CKjNYipfj7BlZ/m4KZZuemWHJyRjdez0lS0BDn+dCnxrC4rRc9JVzLilYzz+pwUJSuunHGugnm+MjsBfKCKeU6fk2TJT7HyUu0FqY7CtGNmHh6ZMS8d9cTAeISccrKY+LME/6MY9wMQWJD0D17i/1OU8g8gUE45LSOfgkGpL32o8aCFOgvS60VU6DgLlmQ2y5mwl6mGTwwUZ9TwiU5usp2T6M5LBQIbJbRORXanIrunIies4Y0ZhRNm8ZhROKwvmjCLx02iCbN41iEDAmEZ60pN6XpD2XZQdalFc7lVe6Vdf73LeLPHfKPbdLPHfKvXcrvPChzeHXTeG/LcG665PxKBEMJRkGRQXIqOMP+x1PV2pfc1xrAcIjf4/ftkX2uGG4OHEniwM3qo/V0CwekdXJqMgjCKwEMh/CsERnhbG3pzcfDNxcHXq2EwhBxQh+yPC+EXC33P5nqezfU8n+99Pt/7dLb7yXTnk8nWR2OB+8MN94bqgbpf+qtv9nhv9nhvdHv+X87eukvOAtv356WcMwcGBiKdpN2l3N3d3d3dpa2qvdrdNR7I4B4CJCSEBIZzz7kv4/fHbh76wMz63XvX+q5aT1U3M2tBfXr73u+NhR6MBO5WvLeKrrO84zRnv1t23yo4jtPmg4QBtB/X70a1q17pqle65pOt++WbQeVORLMX0+3H9TADcZQxnuYtt0r2e8Pud8d8D2sBiAaRzTG/zwoGJcsePrAH91umzbS6ngSXJOYd7EUXd9JIKUoGipKBUQ0xK0alRIMxXl+Y1etj9HhoPW5av4vaZ0C3yLsvybovmfCtVkqXkdhqobT5eANGcoueeMNAajZT2yDDAl6oj9Pl53YHed0hfs9rHs4AyMsd9HIH3ex+F6vPRutSo5tUqKuy/nfYLf/Gbvk3Yddf2S3/BtUIYfdb/M6/yvsvGwltJlKbGt10PpFBarWT2+zkFie1zUvvDLC70sLfV4MWZFjYCgOdotAQg3SrQRw4qiKNayh1HW3KyJwxs2ctnFkLB2gEINf98jWfbNUr3QqpjtNG2L66FZbsJ5RnecPdivVuxXq7ZL5VNN2tWN8bc3046f9kJvTZXOSzuchnc7HP51Ofz2c+n898sZD9ain/zSrUBkcuhoXwgDiicJHrx/36q+PpX05nXx1PvziY+PVm49ebDdgZc94pejLz8//0Ti/O0QN+f4gMf7nZgD1OMMX7X/dW/uveClTwEcGH/31/9b/vr/7Xg3+eIP3Pd1f/peN657dVUbfPN9aAYIfixXo6lNR/PJyCqvqLo+ln+xM/7NV/PJx6eTL76nQOhPzmT8czL45mwfkEPxM4fLoz9d1m/cn2JHz4/dbE1ysjXyxWvlisfLU8/NFU6rO53OeN/CczmYfj0XvVwL1q4MFI6HbJe6voOc05D1PW3ZhxK6xbD6jX/IqjlGk3ql33y8EJAodo3s5fcAjgK7HgECw4BEsu0bpfvh1WNxzc7agK/MyTnBmqghcNIzTHHKT00Ju2FVKs+6XLbuGik7/g4DVsnGkTY0JPHVMTJw20WQtr1sKq6yjDClxJgipKUTkJOs7vCzA6EC/URe2zk7rtpG7d0A0dqlmPuaEYuKLHN8NtMwut3UxtM1FajeQWI/G6gXANBNeUYuKBmHjgNTe7H+ThDAB+TmavldoJ7iUQyGn9d2HXX9nN/87reFPce0naf0naf0mDvm4ithsILcqhKzr0VSPuOnR/w6R8kN0b4fdlxefrJwoybFaMSvD6EM8T4RDaYgoy7LCGPKGnTxoYU0bmtIkFmjQwJvT0BYegYePN2/lLLtGCQzBn5S44BOt++ZpftOYXQNPMbkx5kFQdJDUHSdVRWneS1d0uWR+MOP5e830w8Vu5Yiry0XT8o+n4J7PJzxrpLxdzEBZ+tZR/vFaGyBBeIR2K3EJ4cTCBEPjT4eT5pPzJeaM2oPjrv7aEyObsi/j9crPxy83584WiFwhBmPwzhP8qc/PPg8Z7ywh+f9C/IvDF0fSfCQTe4Kc/Hk79eDj1/GDy2f7Es/2Jn47nnu/PgpMJhu7R6uiXS9WvV0YerY5+szb21fLwp43iRzO5j2ZyH8/m36/H3xuL3KsGLvK2HdHvRA3bEf1WWLcZ0q4H1Gt+1apPueJVTJvYE3r6mJo8qiKBfzSiJFbl+IoMN6wgjCiJI0riqIpU01KnTayGjddwcDfDCrBv+0kdFCegLxQ4BF90P6k774wJytd8kn9K4ISeCp3JCIEFyVBRjkuLh2K8vhCzB7xQF7XPQe4xYdu0g9eN2DYDtlna+45y6AqsGjRRWkFGcgs0ukCx3c1s97I7g7zuIK/7NRezH+Rk9DnovSAzqUM5eFU5eFXWd4nd/O/c1v8Qdb3Fbf0Pfudbkr7LSlSTGnPdgG81Edv1+GbF4GXN0GUD9hq06rjpHT5Wd4Q3EBcNJvnn1fa8FJMSDERYXWFmZ5jZCUVCeAsElhT4UR110sCcMrJAkwbmhJ5R09LGNdQxNWVYQRxRksY11FEVuSonjKrIkwbGjJk5Z2PO27kLTg68LrkEK17BRkC2FZbtx7UnWcPNvPVO2XY+xznsvTfsfTDqf288+P5E5OOZxGeN9BcL2U9mk18vFyAsBKf06fboi4OJF3v1H3drz3fGf9ytIWuzX+zV4Rm2V8AOtf88a/znb0lRZHAJcT4vZk2R3OnPZ3Ow4ffijm0QdLT91+2l/76z/N93lv/33ZX/fXflv+6t/Hp38bdF9///+vXu4q+3F89Xtt1c+LN+PZv/x2njl5O5n49nfz6efXU08/LofCUxcgHiPCP1W4r44k2yJ5ujT3cnvtusf7M29mh19NHq6FfLw18sVgC5j2fzH83k3p9MvzsevzcSOVc1cJpzgpUD5FZ9ygWnZN4hnneIG3ZRwy6aswnnbMJZq2DWKpg2seGbMGVkzZg5M2bOpIFZ19FHVeRxDbWmpcHXY0LPmDFz5u38GStr2SuCfpeNkBzc0YOUHsYjQIgLuhlWbAaVaz4ZBDsLDsG8nT9jZk8aGJCMmDIyp4zMmpZaleNLEkxejCop8Hk5NiNBx7gDPkaPm9rtova5qH16VLNm4JoZ32HEtYi63pL0/u18swS5BeqBZmqbldoKVXfIhbqZ7X5Op5/TeU6gg95ro3ZbKV02ared1mMitisGrsj7L0t732E3/zuv7XVJz9v89jfEvZdkA1eVqCYN9oYe16LHtWix11Woq+cjieQ2N73Ly+zys3uAwBCjE/KciAGESiCUBP9A4JieNqamIBpVkUeUpGEFcVhBTHP7E6yeFKcvL0QVROi8EFUUY4YVxKocP6Ym1nW0uo4ypibD87SJMWflLjh4Kx7JRkC2E9Hsx7UHCcNh0niQMh5lzCc5682i427V82DU/7AWen8i8sFk9IuFLISFj1aKiEl8sjEMero58mx77PnOOOjFXh04BAjPR3jP5v7z1vwvNxsvT2aQcBHA+6dpm1enswiBCIdIW+nF5lLg8H/dXf6/JRD6VBHeLq4zhQeEwFdHM0DgHw6wQH74InjfbVShjvfNSvnzxeKnjeInc4VPG8XP5kufL5Th7cN68r1a4v5o9E41dFrwHmVd+yn7XtK2HdGv+VULTgnABuw17KJJI2fCwK7rWTUdc1zLGFXTRlTUERV1WE4eUZKANxB8JSoyfFVOgIeyFFeW4uCP8riOOm1hzlhZ0xbmvJMH+2B2YmoI/5A0DLKsaTus3ggoVr3SZbcYSTrMmNk1LbWuo4H/Na6hDCsIQGBeisnLsTkZNsEf8jF6XJQuF7XPyxg0YlrBBhpxLdLed+QDl2CaDwyghdZupXcAeyAPq8PH6Qrxe0L8nnMC7bQeM6nDRGy3kDvttB4DvlXWd0nWd0na+w6n5S/89jdkfZeEnW/KBq7KBq4qhq6q0NfUqGtq1DUN5poOd8OEv2EltbrpXV5mj5fZ5WN1B9m9YV5viNEJmc+MaAiGIWAcCYoQSHN2gtcHXuiwgliVkcoSQkGIzfHRGe5QmjOYYg8kmH0RaleU1p3mDGZ5qDRnMMMdygtRaW5/XjhUkmDLUmxRjCmK0VU5YUxNHtdQ6zralJE1a+EsOITLbvGKR7rqla76ZWsB+WZYtRvXHaSMx1nLWcF+s+i4XXa9Nx4E1/ST2eSnc6kvF3OP18qPlgrfLBe/XS1/t1b5fr36dHPkh63RZ9tjP+7WftytIRyCSfzpcPLXm41Xp7PIcAAclgAmkSW/SG7m5ckMggFC4PmOwz9tPTxfu3ZvCbmydFE/3134s5BO8Yv/L7+czP1yMoc8n5u+w+mXh9NwkhqucP7Pm0e/X+GECt5XS/kvFrKfN7IfTKf+PpF6WE8+rCffn0y/P5l+WE+C0btdCZ4WvAdpx07csh7SL/vUC27FpJE3aeTV9ZxRNaMip1TklFE1o6Zjj6joIyr6sJJWVVArckpZRi7LyCUpoSjClcT4qowEKksIJTG+KMJVpMRhOXlEQRmWk+FHIwrKmJpSUeBH1IRRDXFMS5o00Rdc/LWAdD0o241rkEVpoN24Zjeu2Y1qt0IqJLmw4pEAhBN6Oqiuo9W01BElsSzF5mGrg3goLUaBDUQItJO6tYPXdahmE75Vg75uILSYSC3KoUtIS5qN0Qns2WhtVmqrj9MV5PdGhH0RYd9rbtaAmzUAds+Ab7WQOx30Xh22GZrOJD1vc1r+Iuj4q7z/srj7b4qha7KBq/LBK0CgcvCqBnPNSGyFnW0eRreP1etldnkYnV56p4/ZkeD1w3K0i63Ysd8WqCGjg3FuL6wMLUsIRREuy0MBckFSu5/Q6sO3RGndAWJbgNgGHIbIHX5Ca5DUHqP3JFg9KfZAmtuf5gxmeAN5AaYoxpTE+LIUV5WRRpSkcTW9rqNP6tlTRtaUmTVtYc/ZeYtu0YpPuh5UbISUm2EVMHmUMZ8V7Hcq7nfHAh9OxT6dS30ynfhsNvXlfPbrxfyjpcLjldL369UftkYRPdseA4Ft/PlkBtkXBulTsIS/H5lA5npPZn46ngY8gIpfTuYQAv+8exvWb/8/EPgHWwfI/e52Hk7/dDD1Yn/yxf7kj3sTLw4moDoKNzcR6qCC9/Vy4cvF3GeN9McziQ+nYh9MxB5OxB+Mxe4Oh29XgrfKgbOi7zjnPkg7jnPu/ZR9K2paDWgXPcpZu2TCxB/Tscc0zJqOXdOxh5W0vAif4WPyInxZRs6L8AUxoSAmFCXEkpRUlpGBzxEFZUxFq2uZdS1zXE0fU9HG1fSahjGmotU0jAkda1LPBs2YeHNWXkWBryiwVSVuRE2o6SlgCRfdgrWAFFDcDCu2IkrYHbqX0F4kECCERAOSgKjraHUdbUxNrsrxBQk6wetLCPrj/P4Iuw9yoeCFOsg92sHr2qEbZkKbkdBmpXZaqe2KwXfM1DYg0M7scjA6AD8LpcXL7gzwesKC3rCg9zUPG+Vho+y0PiOhQ49rs5C7nYwBDbpZ3P2OpOeSpOcSp+V1YefflIPXJD2XZANXpf1XlKgmPaHVgG8FG2gmt8OGNiDQw+h00zs8tA4PvQ3qgdCNDe2gsQsTgwiEkA5NC8/NXZTWDex5cc2gELnDi2v2YG8ESe1hSqef0OrB3vBgb8ToPVFad4TaE6V1xxn9CWZfgjkQo/ekOagMdyjDRWd5qLwAVxBiS2JiWUIoy/BVJWFUQ64b6JMm5rSFDWo4+HN2HpC5EVLuJfTgrN4uOh9UvO+PhT6sRT6eiH06lfiqkX28VPx2ufTdSvn71cqTterT9eFnm6PPt8aebY/9oYCB6GIV8eJaB8APSHh1NINA+E+Dw19vL/56d/GX85OD/0Ov7sz9Wb/cngcC/+hqHk4jRg/Ae75bf75bf7ZTe75Xe7o9DGMK366XoG366+Xcl4sZaJj+aDr6/kToYS3wYNR7f8R3u+o/K/qOsq6DtGMvaduOmddD+hW/BsCbsYknzYK6kTeqZZUV1LyEOKpmjKoZIyp6RU4pSoh5ET4nxCHKi/CAYlFCBBQLQizYwIqUWJYQKlLiqJJa0zCAzJqGMa4i/jdKAAAgAElEQVSmjyqpYA/BCx3Tksa0pJqeUjdQJ4y0SRN92sKcs3MaDu68k7fkEa76JRsh+XZUtRNTb4fVGwHlmk++6pWtemUrHumiUzRvF8xauNMm9oSeAappacMKYlGCzYiGksKBGK8vwu4LsPq89F6oB1rwHZqBawZMq43caSS0WSgdNlqHGn1FT7xhJLcAhA5GB2IDEQIjwr7XvJwhLwftoPcaCR16XIuF3O1k9GnQzeLuv0l6Lkl63ua2viHsfFM5eE3ae1nSd1naf0WDvWGldVspXVrMDS32uoXSAcuhwAtFCPTSOxOCgTi/L87tjfN/n42AWjyyRxSpTCQ5fV5Ci5fQ4sU1e/DNXlyzj9gaJLWHqJ1RWref1BYktceYvRnuUILdH6P3xJi9cdZAmNYTIHcGKV0Rem+E3hukdPmI7TFmP6I4ayDBHkxyhlLcwQx/MCMaKkoxJQV+RE2qqkmjGnJVTZqz82pGxqiGPKKlTJlZc07Bgks47xTsRDSHccPNrO1OwXmv5H636vtgPPzpVOLr+dyjhfw3i4XvVspP1qo/bIw83xp7vjP+bHf8h70asqMBmRCHUv7FlhqYaoUyxsvD6RcHEz8dTL06nv7HaePXm41/nDb+cTYHz7+ezf/nLTjDNP/L7flXd/5Phdyx+KcOJ2L3gL0fts/LMN9vVh6vFB6t5B+vFB6vFR8t5b5YSH82m/h4JvbRZOTv9eB7o757w+47JcetkvMobdtNWLeipo2wYSNsWAvqln3qRY9y2iqqG3kjGmZVRa8oaSU5JSvCJ3nojBCX5KETXFSKj8mK8DkxIcXHxNiDBSkpLyHmxISsCJ8R4tICbIqPSfPQZRl5REEZUzHGVLQxFaOuZc6ahYsOyZpXveZVrnnVS07prFk4oWPVNKyahjFtYU+a6JMm+pSZMWmi1/SUcR25bqACjYDioluw6pdshhXbUc1mULnmk694pMtuybJbsuQSLziEc1Zew8aHrM+EngG5nxElqSTDIrnQCKcnwu7zM3sdpA4TtkWPug4DSg5qtxHXbCS2WqntsO9Tj78Oc7YORoeD0eGktzvp7QFeX0jQFxMNxkSDrxkILQCSAd9qJrebiO1GYqsO26xGN8n7L4u63+S3vyHofEPS87a8/7ISdV1PaLdQu0zkDg36unLwqhrdZCC0mAnNDmqHk9phJbaY8ddspGYnudVBaonw+6KC/qRwMCYciPH6otzeOL8/KRyMsntCjM4gpS1EbQ/TOsK0Dj+pxY275sbdsGOvOdBNduw1D77ZR2kP07pCjO4IvTvE6I6z+lICVFGCL8gIOSEmwRvMiQlpAT7OQUdZQzE2Ks5Bx9ioKGsozBiIMAcjzMEoawgewoyBEL03wRuM8/vj3L4Yry/B60+JhvJSbFFJKMhwFQ153MComVk1I3PcxJwws6es3IaNt+wUbfjkOyH1XkR7lDDezjseVLwf1aMfT8Q+mYx/PpP6ci7zaCH/7XLp29Xy18u5b9dLT7eHn+2Ogp7vjcEdbLh9fX7s+nT65dHET4f1f5zN/Hwy9ep4+qfD+k+Hky+PJn4+mfnldPqX01l4/flk6pfT2X+czfx6s/GPW/Mvz+Ze3Wz8fGseauu/3l2CSj1U23++NY/o1c3Gq5uNX8/mfz2dO9/ydjj18mASOYf4427tov/8w9bok43h79Yq3ywXv57PfTmf/aqR/aKR+Ww6+dFk7P2x0HujgQcV792y+07BeZKx7Ed1m0HVRlCzGdJvhvTrAe2SW9GwS2atolmraFzLqsgpeRE+K8CmeWj4I5gWYDNifIKPjnIGo5zBOA8V56Ei7IEgozfBRycFmJQQm5UQCnJySUktKalFBWVcy5owcGfM4jmbeM4qbdglCw7Fklux4tFshvTbYfNGULfoVM7ZxA2bbNElX/HKVv2yJY94ysyqKPAlGXZMS5m1cSdNzHEddUxLmTAyIAxZC8j3k4aNkHIrot4IKZe9kgWXcMkjXnAJZ23caQt7wsiAfwr+R2p6WlY4mOD1FeRoP7U1I0GlREMOwjW4qeQgtSn7/qYduuyidbrpXTA+r0Nf1WOaAA1YXWEltdrJbQ5Ku5fZ42N1B7l9Yf7Aa3Z6t43WBbJQOvT4ZhXqqrjnLVH3m8Kuvwq7/irqflPW/44KdVWHu6HBtmhxrTp8iw7fosM267DNOtwNPb4ZdrM5qR0WQrMZf81ObnFT212UtjCvNyroj4sGY8KBCL8vzOsFCMPMriC9I0BuDZBbg5S2ALnVg7/uxFy1oq9aUFes6KsO3HUvuS3M7IlzB1ICVF6KL8gIJQVpWEMbN7DGDawRLb2sJA9r2SUlPSclZ8TEtIiQFhGSAlyCj00J8SkhHj5JCfHwYYKP9tM6/fR2H63NS231UlsDjI4wuzvK7Q0yOyOcnoRgICkcTAgG4M9ERoQaVhBqasqMkTVv5S07RZt+xWHccJaxnqTMN7O2eyX3w5HAR/Xop1OJz6aTn8+kHq8Uvtso/7Az8mx39On2MDKKCgTC+eufT6ZeHU8CgfAMb0HwFq7zIqfq4Ur2P27NvzqdgyaVn28u/nJr6R+3l3+9s/LrnZWfby7+fHPxDx1kr07n/nHaAAJ/PppGCIQEElD3dHME9N1a5fFK6dvl0qOF/OczqU8m4x/Vo++Phd6t+u4WXfB6M2s7SZkPYvqdkHrNI110ihbs4jmbeMYinDLxJwzccS0LnMySlJQVYFNcVJqHTvPQSc5Qho8pSEkpITYmQMd5qLgQkxHjMzJiVkJIinEZMT4tJRTk5LKWMW7k1qyCKZto2i6eNIvmrNJFp3LZrQaterXrfv1WyLQXsx0kHLtR67pfv+xWr3g0a37Nml+x4pMuuIQzVs6EkTFhZMxYOQ0Hf9bGnTKzpsysWRt3zs6btXEXXEJIy21F1Jth1YpPuuQRw+ucnddw8CdNzAkjY1RDLkjQELYUJOiMeKCkxIYYHdAc4yJdj/H6fLQ2O7FZN/iOhXDdy+w6XwlDbjNgr8EqXaDORmq1ElugawXitQCnP8QbfM1C6bDRuhyMHju920hsVaGuSnr/xu94nd/xuqDzDcBPOXQFcp5aXKsKfQNyoTpss5HQZiC06PHNBuw1K6nVQWm3EJrhgISX3umhdYS4PUBgXDQY4feFuD1hdneE0xOkd/ipbT5is5dww0u44cZdc2Ku2oYu2TBNduw1J/6Gh9QapHfFuQNZMbYgI4zqGGN6Zs3InrTwZuzCWYdoysqvmzh1s3BUz62omSUlvaigFeTUrISUFhGyElJOSkYEfKaE2DCrN8TqCjA6fLQ2P709wOgIMjtDrK6UaCgrxeTluLwcl5Nhs1JMToYtyHBZ/kBJhB6W4cdV5Ekdfc7MAZO45pFuBZRHCeOdgvO9Yf8H4+EPa5EPa5Ev59PfLOe/Xy8jC/meblZ/2Bp+sTf+Ym/8p/3aT/u1lwf1lwf1V4cTrw4nkLPYAN5FMhFWEQh/udl4dTr38nQeIRAg/MftZYS6i02bPx3P/HLyPwwglDchi/tsewyMHrD39WL+i0bmq0b285kUsPfesP9+2XMrZz9NW84y1qOEcSekXvfKlp2ieStvxsiC/BbwVhATSlISPGQF2KwAm+QMxVkDSc5QiotKcVFZAbYkJaX4mKQAkxZgc1JiRUkb1jJHtawRHWvSLJiwCKYswimbaMYmnnFI5hzSOYd0xaMB3nYiFhCAd5RynWa9N/P+06x3P27fDpt3Ipa9uGUrrFkLyJc84kW3aNkrWfXLVnzSZa9k3ikA9hbdoiWPuOHgNxz8BZdwxSeFVBz85lpAvuyVNBz8Rbdo0sSsG+gjalJBgh5RkyaMjIoCX1JiyypcnNubFaOSwgEPpTnC6QkwOuzEZiP6ipPaFuD0WoktRuw12FmoR1814a4DdbCpCSHQy+w5J9BAaDGT2220Lju9G2ygGt0kH7gkH7gk639HPnBJMXhZOXRFPnBJ2ve2fLBJNnBVNnBZPnhFNdSkxdzQ45uNxFZYn2gnt1kIzVbiDRetHXZgXCQwKugPcXtCrK4QqwsI9JNaPPjrgJ8dddk2dMlLbvNTO0KM7girN84dSAvRBRmhrCRPmLlTVv6sQzTvli75FMt+5ZJPseiVN5yyGYdswiKqm4V1s7BmEozqucNadkXNrGpYoIqaWVYxigpaQU7OSnBpMSohGIjx+hBFub1Rbm+M1xfn9ycEA4hSgsGiGF0WYyoS7LAMP6og1tSUSR192sCcM3MW7YJ1r2w/qjtNW+4UnPfLngcV78Mx/0eTkS8aqUdLuW9Xi9+vl3/YGobNKBcFNL48qD/fG3txUAMCgbefDusvDmoXgbwA4RwQiECIcHiRvd/7Ng8mfz6ZQawf0l0A9cxn22Pfr1e/XS1/s1z8ejH/+Vz6k+nEJ5PxD2uRhyOBd6u+BxXvvZIbCNwOqtY80gUbf8bImtTR6xrqmJI0rCCOq+klKSnFRSU5Q1kBtiAm5IS4FBeVE+KSnKEEexDMYJIzlOahC2JCXoTPiQklKamqotd07AkTf9YqmrGJl9yKRY9y2aNccCsWXfJ5l3zZo1zxqvbj9sOk8yTjOc16QWc5361C4FYhcKcUuleJ3CmFznK+47T7OO0+ybr24oadmHYrot6KqHdi2t24bjuq2QyrAMKGgw9YLnslYPHAEq4HFQiBKz7pvFOw6BaBCa3paRUFHmxgRYGvaghFBQbGfWK8Xh+tNcDoCDA6HKQWI/qKg9IKK2RMuOuwrwm2RthIrbCq0EFpB3mZPb/bQDCATmavk9nrYPSADIQWHe6GGt0EUgxeFve8xe94HbrS5INX5INXZH2X5P2XNZhrJlIbEOigtFuJLVbiDTe9w8/shvGIP9jACKcnwukJMTqD9I4gpc1HbPbgr7uwTW7cNTfuWoTemWD3ZviDeRG6IMZU5IQxDXXCwJx3CJfckjW/Yius2Ynq9uKG/YRxL2VZD+lXA/pln3bFr1sNnD8vuFVzDjmiWbts2iqZNIsmTPyKilKQ4bJidFo4lBGh0sKhBK8/xukNMTpBYWZXhNUdZffEOL0Jdm9RjC6J0EUhqiRCA4cjcsKogjihpSEoglXci2gP44abeeu9iuv9WvDTmfiX8+lHS7nv1krIvS7QD1vDCIQQKCIQggEEAhG/9AKEsxdbNF+dzv18BrdTGhfbyi52jb08mkKcT8Dv2fbYD1ujQCBYv0dLhS/ns5/OJD+ciH4wHn44Erhf9twpOG/l7GD69iLaBRt/1sSe0NLGVeQxJWlUQRyW4ctS3LCcnBPi4qyBOGsgw8dcJBDBMifEZQXYvAhfkVOqCuqIil7TsCYM3BmTYM4mXnTIltyKhlW84JStelTrAe1WUL8bM5+knbeKvpt5/+1i8F4lcq8SuVsO3y2H71Ui96tReH0wHLtfjd4phW4VAjfz/psF73HGepKznuZtJznrYdq0nzTsJw0HKeNuXAe2EXhbC8hX/bKNkHLeKVjxSYFJBM55p2DeKYBs+YyVAwEkBIRVDSErGYQx1yi3J8Bod5Fu+OntLkqbAXXZQrjuYXTCfIKD2mEmNMPmJDu5zUXr9DC6PYxu2NrkY/X62X0h3mBEgHrNze53MntttC4zud1EgkRql5HYCs0uMICrQl2V9r0t6HyD2fwXYffbiqGrSlQT1OtVqKtGYivihcJ0kpveEWD1+JndkIm5GAdCiBXj9MY4vTFmd5jWESC3+kktQUpbhN4ZY3Zn+IMlKW5YSQL25mz8ZY90yS1Z9ck3Q+qdqG43pt9PGI/SlpOsbTNi3Aib1kPGzYh5K2rZilo2wqa1oGHFrwMt+7RLXs2CW9VwKuYc0kkLb9zAqKrJVTV5WEOpqslFOT4jQuWl2IwIlRIMApk5CSYrRudF6AyvP83uTbN7s9z+gmAI7GFFgq1rqDU1paam1DXUKT1j3spbdUs2/YqDhO40a75XcT0c88PSms/nkrAh6ru10vfrZfBLYXHt851RiBh/3B9/cVD76bCOCFC8+BYgfHlyvowMdJHGiwRCS+cPe3Voo0PwQwK/5zvjTzdHwPn8aiH3+Vz6o8nY+7Vz/G7l7MdJ035UtxVQrrjECzb+lJ5R11ABPFBZjCmI0AUhNsVFAYHgamb4mBQXBa9pHrooIVYV1KqCOqpmTBi4dS17ysCbNQsbVvG8TbLokK24les+zYZfuxM27scsB3HrQdx6knbeKfrfG4neLYcfDMfeG028N5oA3h4Mx94dicMDCOC8XQzeKvpuFV13Ku67Vc+tkhMghKrSnYr7IGXcDKu2IurtqGYjpFwLyIFJoBEcV7CEi27RvFNQ09OmzKx5pwDJ4pRk2IoanxT0wuHnKLcnwum245v89HYPrcOAumzGX3PTzw2di95lubAqG6HOx+oFFxTW14f5Q685mb12ereJ1AbIQbynw91QDl2R9r0t7XtbOXQFhiRE3W+yW18Xdr+NVORVQ01qdJMGc82Iu24jtzmpHTZSKxAINjAq6I8JB2LCgaigH2hMi1F5Oe78u84fTHL6YszuGLM7yenLCoay/IGKDFfTUqE5G6YEN4PKjYBiO6w+n0CJ6/fj+qOU6SRrg16nvaRtP2U/SDv2U/aduGUzYoTk+HpIvx7Srwa0kCJfcCtWAqp5t3jGzp+28eacwlmHoG5ijWipZSUxL8WmhUNJ/kBKMJgSDCZ4/Ql2LxCYZHanWD0AYUEwlOMNjCqIoHEVeUJLg1TNol2w4ZfuRhSnGcPdku3dYdf7475PpsKfz8YeLaYfL2e/W80/3Sj9sFl+tlX5YbP8dKuMpEwRY3gRvxcHNdBPh/Vzp/RCPeNiYQNpskH6AWBHNeRdEOv3dHME6bP7drUMsd9ns6lPphMf1CPvjZ7jd5Qw7oY1m37FikvcsHABvzElaUROGJbhq1JcWYzJ8wfT3P4UeyDJGYJgL81DZ/gYENT6CmLCiIo+rmWNa1l1PWfGIpw1CxeskhWnYs2tWnOr1j3q7YB+L2w6S7tu57x38r6bGfdJ0nGSdNzJ+x5Uw/eqoXdHow/H4w/H4w9GIveHw/eHw++ORt8djT4YiSC6Pxy+WwneLnkfjAQAv5tFB+isYD/N2+4Ne4+zlr2EHtoS9xL6zbAK+jEgFwoErgXk4JEueyU1PW3SxJx3CiaMDLCBVSWhrMLFuF1VNSkrRiUE/UnhgA13NcDo8NA6zNgmB6XVx+q2ElvM+Bvnu0OJLRZCM7KoN8Dp97F63fQuN70LSca85mL1wTiSgdCixV7XYq/r8c1a7HX5wCVR95uQiVEMXgYbKOj6m6jnHdnAZejMNuBbNZhrisHLkAt10TqBQJjQ9TG6wP9EDGBMOJCTYUsqItiZvAidFQwlOX0pbn9OiCrL8FU5vq6jzVo4DRtv1sKZs3KXXKKNgOI4bYZBzFsFx2nWepKxnOVst4uud0fD90Yid4fDd4fD90Yid6ohKBDvp+ygvaRtJ26BgtV6WLseVi/5ZA2XqOESLXqlCx7JtI03bmDM2Pl1E2tYQykriSUFoSjH5ySYrGCoLMUWBEMZTh+YwSy3P83uTTC6stz+PH+wJEJXpTjgsK6hTugoDStzxc3fjSjOssZ7Zfvfx7yfTIWRpd1A4LOtyrOtytON0pP14o+7Y892R3/YGUGMIZi7i/ghWF4k8OKdBiDw57Pz5bnIqtzne+d9cxcN4JONYQj/Hi0VEPw+moz9fTz0YNgH2c79qG47qNrwyVfdEvA/a2rKRQKLQlSG0xdjdCWYfWD6wNWEh7wIP6ZhDitpw0paTceGHGlNx542CwC/Da9my6/b8uu2A/qDqOUk6YDXW1kPEHgz435QDn1YTz2ohoHA98ZiD0Yi96qhe9XQg5HIe2Mx4BCh8V41dKfs+3stcqfiPs5awO7dH/HdqbhP87abRcdByrifNJzmbbfLrpOcdTeu24qod+O6vYR+K6KGyHA9qNgMq8BC1g30CSNjzs6r6WmjGjK8AoGjOmpeikmLh7JStA13NcjsdFPb7cRmP7snyO0z4a5rhy5Dj4rlN0cUYj8/u8/L7HHROh2UdvBLfaze1yALaia363A3NJhrWux1He4GFCSEXX9VDF4GxkTdb/I7Xhd2vy0buKpCX1OhrykHr8r7LysGL6tQV2F1vpve5aC0OyitsKUiwOoBuxcTDsRFgwnxUFKCykjQGQm6rCSmBINp3kBJiiuIMXFWT5o3MKqmwHDgjJm94BDARPxORLMb1R4kDEcp01nOdqfkulfx3Kt47pbdd0ru9+tx0N9rsb/XYg/Ho6CzvOss7zrNOU+yjqO0bT9h3okatsK6w5R5O6Jd8yvWA8qtsGYrrFnxyhp2wZyNP23m1HT0cS1tXEsb01CrCmJRgi1JMEUhKscbyHL74TXF6kkwunK8gTx/sChEVSTY3zM0RvqckbZoY2x4+YcxxZ288b2q/e8jzr+POD+dDHwxE340H3+8mPx2KfXdcvrJavbJevHJRgUqFt9vVmCB3w87Iy8Oan8oJyKVDBiDgqHEn09+O+R0PP0/ZhSPpqC389nuud37fr0Kdu/79Sp4nl8v5r+czyL4vV8LPxj23Sm5DmL6vYh2K6BcdUsW7YKGhTtjZE0bmGDwf48AxZiCYCjLH8wLMNDIUpQQyzIyeJtjGiaYvkkjb8rEnzTyJgzcabNgziZec6s2vJpNnxa05dfthoyA3528727Bf5Z23cp63q2E36tG7hT9D0cj8B/0wUjobsV/rxp4byzy4WTy3dEw6MFI6KLeHQ3eH/HdLrvAAN4uu2AU5nbZhehWyXlWsJ/krMdZy37SsJfQQ/IGcU0hH9Nw8CeMjLqBDp2MdQN9VEOuqPElJbYoxxXluJwMkxD0B5mdbnJzkN1rwlw1Yq/ayS0GTJMOdQVuBoJXCASCxfMyewA/kJve9RqCH0R9Wux1A6EFahKi7jf/TCB0pQGBioEryqEranQT2MA/Exji9oDpS0pQGTk2ryKU1aSKhlxWEtPCoaxgqCzDl6S4NG+gIMbU9QxoSJ8xs+ft/BWPZDOo3I1q92K6o5QJzODtovNu2Q0Q3qt4Hgz77w8HEcHE571qACY+z/IuIPAobTvO2I8z9t2YfiusWfMrAMI1v2LJLWnYBYsuccMumDZzpkzsKRN7wsAc19JGlCT4w1+RYMtiTFmMKYnQBcFQlttfFKKQ9MyInAC1imkjvWGiz1toizbGuoe3G5KcpjR38sb7JcvHdd9nU8GvG7FvFhKPF5NA4NONwpPNEhQMAcInW9Vnu6MvDmo/7o8/3xsDQZQIKRlkLvEifq+Op2GmAcYakNbqp9ujUGf/fr0KEH6/Xv1mufjVQg5iv0+mEx9ORN+vhd8bDdwtu2/m7ftRHfifCIGzJvaMkTWmJIFGFcQROaEqxVUk2KIYU5ESoYsaybIAgTUde8rEn7OJG3YJvC665Mse5bpPs+nTbgf0IMDvOGG/mXHfyftuZT3HCftpynm/FHyvGrlfAajC746G7w8H75R9d8q++8NBmDD8Z/LdG/beqbgRL/RWyQlh4UUCwTUFAg9SxosEQpIGIRBKghcJLKtwFwlMCgeCzE4PpcXH6DJhrkIO0oy/YcA0mQnNMK9nwl03Yq9ZiS1w2dbL7HFSOxBH1MPofs1K7TQSW6ECoRi8rMVeh7F3ad/b4p63YB2orP8dYddfwQuFXKgS1YTEgVrsdRP+hoPa8QcCYUg3KugH/ApqYklLHtZRR/S0spIIqY6KnFCW4eFh0siaNDCmjfRZM3PexllxCzcDsr2o+jChO82YzrLmmznL7YLtbslxv+J6UHU/GPY9GPaD3h0JXNS9ivd20XWWsx+nLUcp80nGejPvuF10HSZNBwnjXky/G9XtRLRbIfVGQLnuV0Br0qJTtOAQztsF0JQ0ZWTNGFkQBUHeZVxFBiCRbyEkSCEanDbSV5zsZQdjyU5fdjA2vNz9iORWVvugbH5/1PFx3fPFTPDrRuSbhdi3S4knq+mnG4XvN4rI9mh4gGgQBBxCS825L/pbIRH089EkCCqNUHW8uBMe6XQBgfP55XwWDCBYv/dGA/cqnpt5+1HKtBfR7oTUGz75ikt8kUD4NwCJ0N9pVJFrGgaEeWMaJriadT0HsXjzDumiS77oki+5Fas+9XpAu+7TbAX1O2EjaC9qPkraTzOumznPzZznJO08iFsPE7Zbee+DavhBNXy34r9X9d0f9t+teG+X3LeKrltF152y53bJ/U+FhH+IbpWcfxBC4EnOCq7pPyVwwSWctrABvz8QWFLgEQJDrC4PpcVD67Dgrrlo7QFOr53cZsbfsBBbdOirBkyTHn0V6vIuWqeX2eNhdDupHcAepGRes1A6IPOpHLqiHLqixV43Els1mGuy/nckvX+DYqCk92+CzjcEnW/wO9+COFCJatKgr0M7mw53w0JscdI6LxIY4vSFOH1JCSolRWcVuLyKUFATixpSWU0qqYgVFSkvxRYl2IqcUJLigMAJPX3GxJgxMWbNzIaVveTkb/ile1H1UVJ/ljUDgX+A8H7V+08hvF103cw7TjLWo5T5MGk6SpmP05bTrO0oZQbtxw1A4HZYsxPRIhBCcyC05zZs/EW7YN7Kg28h+GMTWhqkQGtqChgEsIEIgStO5rKDseJkrns4e2HxzYzmQdn8bsXy/qjj00kfQPh4Mf79SurJev679cL3m5U/EwhxILB3EUKksn+xrP/z0SR8/mLv96sMcJkIXNBvV8ugxyslsH5fNDJQfng4FgT/8yRjOUgYdkJqiACBwHkrb87MmTNzpg3MSR19Qkura6h1DXVCS5vSM6aMrFkzf9osQDRjEc7ZxGD05h1S0IJTBhAue5TA4VZQvxU2bIcMO1HTYcJ2nHEeJe2HKfthwrYXtxwmbCdZ1628FxyZW0XXOV0FJyyPOcnaTnP205z9LO8A3Sw4QVCKuAjeWQ7NCk8AACAASURBVMEOA2jIh0h6BiEQYkLIzYAgIzpn581YOTNWzpSZVTfQx7SUiwTm5diUaDDM7vbR2rz0TgepxcvsCnB6we2Enhgj9poB02TANIEj6qZ3OakdkBr93Qu1UDoslA4TqQ3iQAgFtdjrisHLkIOBlAy0yEAmRtp/SYlq0mJu6HEtenyzDnfDSmoFAmFPjJfZFeb2h7n9fyCwoCYWlYSCAl9RkUoKQkmKA/yygqGCGDOiJM6YGHNG2pyRNm9mLNs5m17RflhxFFPfTBsQ3coY7+TM9wrWuyXHzbz9Zt6B6FbBCbqZd5zl7Gc5O0CI2L3tsGY7rNkKqdf9CuBt1SsD9kAIfqBlpwi+iA0LF15nTewpPQNsI9BYU1PgGzltpM8ayQtmyrKNvuZkbbg5uwHhSVxxJ6u7XzA+rFg/Hnd/Pun/aib0TSP6/VLy6Vrum5Xst+u/O6LQUAqB3z8ncH8UBCfWXh6OvzqqvTqqwdUnOPwEp6CebpWfbFTAAD5eKT1eKX2zXITsy6czSXBBP6hHgMDbRedx2rwf1++E1FsBJeRglhzCBRt/3soDDuHP0LSBOW1gzprYDQu3YePP20QNuwQEsAFpS27FglM275Be/Cn8woJbseJVLfvUqz71akC7FTbsxC2bIf16SL8dMe7ELQdJ227Cup+wHiQtJ1nHccZ6krWBjjPWw5T5IGk6SluO0pbjjBX5KTB5lDHDzOdFAk/ztoscXiTwMG2CaiEU7sEMQjp0ySOedwqghe3PBJYU+IIClxYPRTg9fnp7gNXjoXUEOL0+Vvd56oXaYcLfMP8mqElAqRB605D+mNes1E7oCDUQWjSYa7AeBqoR4JfK+t8RdL7Ba/8PQecbop53EAJ12GYDvhUSpzZym4vedZHACG8gwhuICvoT4iGIAIsaUlFDKqmIRSWhoiKVlcSyDF8QYzL8QSjBl6XYKQNtRk+ZNVCBwA2PcCcgBQiP45qThPY0qTtL6X9D0XyWsZ5mbadZ20nGepKxHqctIHgLnxwkjLtRHTicMIqy7JYsOkWgJZd4ySWetwsWHEJgb87Km7VwZy3cho2PEAjFBsQsNCxc5Ev5u0yMhpGybKNverg7fsFuQHgQlpwlVXdz+rs5/bsl84ejzk/rXoDw8Xzsu+X0V4upRyt55IjCk60qJEX/lReKkAb4IRAizwDh893hH7YrT7fKSNfLo6XCo6XCVwu5z2ZTH0/FP51JQv7z3RH/vYrnVsFxlDLtxXRgAzf9ijWPdMUlXnaKlhzCJYdw0S5YsPERIBds/EW7YNEpWnRIgLQ/WLxlj3LBKYOW0VnrOaVzNvG0VQQdZ7NO6ZxDOueSLXqUywHNglvRcMuXvKqNqHEraloL61cD2vWwdi9u2onqtiPa7Yh2N6bfixt2Y3p4hrf7CeNB0nSQNB2mzIcp837ScJg2HWctQB1gBm8RDkEXCdxL6BECQVAYhEbtOTsPCBzXUf9AYEaCinJ7A4wOyPyHeP1eZpcB02TG33DSOoFAuGWEnNGF7KgJd92Euw5wvmajdVmpnSZSG2RcgDroTQMXVNr3Nr/jdW7bX4Rdf5X0XYZNTUpUkx7XAgRqMNfslHY3o9vD6AYCYU9MlD+YEA+lpOicEl/UkEpaclFDKijweTmuKMeXFOcRYIY/mBUMFSXYigxX05CmtKQZPQUIXHPxN72iLZ94NyjbDysOoyrg8DiuOYqpj2La07TlJGU5SVmOEqbDuPEgZtiP6vciut2wdiek2Q6qN/3KDZ9izSNbdUtX3dINn2LZKW5YeHNm7ryVv2gXLtgEDQtvxsiGT+B52sCCT+CbB9+5JYdwxSWGryN8Al9E+IWGhTtnYa062Fte3n5IfBCW7IfEhxHpWVJ1L2+4k9U9KJo+GHF8PO7+tO79Yirw9Wz4m4XEF/OJr5ayj9eKcMzku40yQPivMjGvjmo/H57r1cH4H/Ryf+zl/tiL3ZHn21UoeCCFByT/ed77Uo9A+eFexXOn5DrL2Q6Txt2odjesQczgmke66pasuiWA4rJTtOISg4DMRado2SVbdMlhJGLaLJgy8UGzVtGkkQfDuJNG3oxFOGMRTlmEdTO/bhNO2UR1m3DCIqhZBdN28bRLOuOQ1G3Cabt43q9a8qtnPfKGW74cUK0G1Ste2aJLDC0ZG0HVRlC1HlCuB5TwvBlSb4U12xEttGpAJ9peQg8oIoKoD4EQgDzJWY8y5ovJGATCVb8Mqc7/KwKLSnxGgorx+qAa4WN0RYVDAU6vCXcdbKAe06RHXzVgmhDYEBkwTUbsNdB5LhTcTmnf2+B5GggtanQTRIaS3r/x2v+D2/YXYeebsr4rkr7LCIFGQpsOd0OLavoDgX5md5Q/GBMMgfNZ0pLLOkpJS84p8RkJOikczEuxQGBOiMrwB6EBbVhBGFMRJtQEhMBVJ2/dLdjwCLd8YsQYHsW0h1HVfli1F1LuRbQA21ZAhZC24pKsuqVg2WYt3BkzZ87Km7eJFh2SRYdkysAZU9FGldQJHWvayJ3Us8fV9PMha4tgxsSb1LMndKwpA2fWzF9wCBs2XsPGW3AIlt1iWJi37BTN2ziLDt6yS7DiFq64hUtO/ryNs2Bhrjk5W17BbkC87RNuuHlbXsFBWHYzpb2TNTwoWt4fdn405vmk5vt8MvjVTOTRfPzz2dhXiyk46/vdeuG7jeL3m6Wn25Vnu8PPdof/XI345Xjql5OJn48mXx3VXh1OvDwcf3lQ/+lg7Kf92sv9sZf7tZ/2Rn/cGX22Vflhs/p0o/Jkvfx4pfDNUu7rxezXC5kvGqlPp2MfToT/PuZ/MOy5V3beLtpv5ewnGctBTA+Fn52IBszgule25pFueKQbHumaS7zulmx6ZZte2bpXvuqWLjvFi3bhilu+6JI27KJpM2/cwBrRMIfVjKqKPqxllpTUvIxUVNCqGlbNwK8bBTWTYNwiHLeKajbxmEU4YuKPmPhjFmHdLpl0ysbMgjGzYMopm3bJJ+ySKadsIaCe98hmHaJJC2/Kyp9zihe90mW/fMUrW/ZIV7yyFa8MaugbIeVWSLUZVkGFCWFyL6HfTxj3kwaoEP7fEgi+aMPB/zOBZSWhqMRnpWgg0E5s9tA64mJ0iNcPFs9GblMNvKPqf1s7dFmPvgqwAYoWQrMB02TAXDFirxqxV1+zENuNuBYt6pqy/7Jq4IoWdc2Ia7EQ282ENgO2WT14VdL1lqDtdX7rf/DaXlejbsj6rigGruhxLXZKl5XUYSa0WvCtkGD10ru99G4vvTPI6I5xB1JCdFaByynxeRUhryLklPiMHJsWo1KiIWgEK0lxRQk2J0TlhKiCGFOV48cV+Ck1eU5PnzcyGybmgoW94uBveiXbftmWT7rplWx4xGse6Zr3/BXCFbBO83b+lJE5Z+Wt+xV1LXPGwoeNQJNGzriWMaZj1428KYt4WM2qKBklOS0vIY9qOeN6XoqPK0gpZQW9qmIWZdSMkJATk0Y07GmraNomqJtYE2b2nFMIRdslj3DVK4Y950tO9qqHtx0QbAcE6x7OsoOx7RPv+CW7AeluQLrjl+wFZUdR1WlCeztjvJe3PKw4PxrzfTYR+nwy/Plk+PPJ4Fdz4a8Xo49Xkt+upr5dTT1eTX23nnuyWfhhu/Rsp/x8b+TFwdiPR+MvjmsvjmsvjieeH9Z+PKr/eDj54nji5dEUTBW+OKg9Oz8QPf5se+SHrdEnG5XvVyvfrRa/W81+s5x4NB/9ohH+ai762Uz4kwn/BzXvB6Ped4dd94u2W3nznZz1LGs+SxmPkvrtqGo7qtqJqHYjqp2Qei+k3g+q94PqHZ9y26vYdMvWnZJVh3TVIV12SldcsoaFN6GnDytJFRWprCbllaScgphVknNqalZFSysoKTklJadk5NSsgpFTMjNKWtnEr5gFSQU1Jibk1Iwxm3jKoxy1iip6bkHNLGpYVQOvauCV1KyMlFJQMwpqRknHGDZxalbBpEM44xDN2PmLXinEafN27rydu+jkr3oEaz7Jile2FtKsh7WrQfV6WLubNO6nrbtJ417KtJ82H2Ytx3nbScF+nLcd5c2HOdPF/dlwWR60FpCu+iXLXtGSR7joFjQc3Ckzo6anlFW4ihpfURFhVDcpHEiLUTkZ1k5sDrJ7I4JBH6sbIj09pkne+5a85031wDuQiTHhmgyYKyZck53cYsI1mfFXzfirFkLTa2ZCmxHXohlqAgJ16OtGXIuN3GkhtuvQ1+W97wjb3+C1/EXQ9rq4803V0HUg0IBvtZE7raQOC77VSmiDTKuf2euld3sp7QF6V1KAKinJ/4rArBidk2CKEizihRbEmIoMNyrDTyiJM1rqrI42a6A3TMwlG3fVKViycVcc/FWnCHGBFmz8hoU7a+FA/xrUD6CePmXiTpm401bRjE1cM/EqanpBTi0p6WUtKy0hhznouICYFBEjXFxcgM9IaVEeNikipyXkjJSWkVIyUlpWRs0rmAUlIy8j5WWEkpI8oqeNaKnDGnLdQJ+zc+Yd7HkHc8nJXvNxd4LCvbBoNyTcCQp3/JJdv3wvoNgLKHb98v2g8jiqPUsYbqfNd7PWd4vO96vej0YDn9bCn9Ujn02EvpwNPloIfbsU/34l+Xgl8e1q8rv1zJPN3NOt4g/bpWd7lR8Php8fjv14NA56fjT5/Gjyx+OpFyfTFw+4w65hpPH6ycYwEPhkNf3tUvzRfOSrudCXs6HPpwOfTHg/HHd9OO55OOy4X7TdzppuZYxnKf1xXLcXVW9FlLDHdiuk2A2qdgLKfR9ItedV7riU6w7Zsk08bxXOmYSzJt6oglSV40sybFGOz8txSSk2KkaFxZiojBiREkNifFBECAqIQQExJCSFhCQPB+sT4n1CopM16GAM+QW4sJgSFhFdTJSbPuBloiMCQkbBKqjZWTkrKaEkpdS0gppTM4o6VlnHrhhYVT1rRMeYMLMnzKwpM2vGzJy3cRYdnBU3f9UrXnRJl7wqaEJcCai2YoadhGkrZtiO63eTxv206TBrAR1kjfsZw78icD0o+1cEVjWEYQ25rCTkZBjY2pSVYszYpiC7Ny5GI9NJOvRVzdBlzeAl7dBlcESN2Kt69GUD5ooZfw3Ys5KarKSm10z4VgO2+SKBJnyrg9ptIbZrUdckXW/xWv7Cbf53Yfsb0u6/KQevXSTQQmy34FttxPMNMQFWn5fe7aN2hJg9WQluWEv/M4EZCTolGspJMDkJBlzQFLc/zRuATExVihuT4+oq4qSGPKWlzOhpsyb2vJX32yACd87Km7Pypk3suo4+rqGOqilVBXFYSRrXMsa1jLKSnJfisxJCSUktqOg5BTUhwoc4Q37GQIiNigoIPuaQBd/hoQ3FhEQfA+2k9AZY2DAPFxdS4iJSQkRNSalZOSsto0X5pCAHE+Gh40JMRkbMKcgZMT4pQJUUhEkLe9rCnrNzlj38Nb9gwy/cCgn3I5LDmGLHL9kLKA5CqoOQaj+oPAipEALvZCx3s9YHBcfDsvvDEf8n46FP68HPp/1fNQKPF2PfLsUfryQeryS+XUt/v5F9sll4ulX8Ybf8fL/67GD0+eHYuX7DDwhEIPxXBH6/knq8GPu6EflyNvTFTPCzKf9HNe/7o64Px3wPq657BeutjPEsZTyO6w4i6u2QYjMo3wjJ4VjVtl+x5ZPvekCKHbd8wylftUkWLcIZI3dCw65pWEURrizFVeSEvIyQFGMiApSPN+TmDHp5KDcP4+JiXVysh4P3cgleLsHHI/pEFJ+Y5BGQXFysh08MiMleAcnJRLnZOA8b4+cSoxJqSsHJKFgxES3IxbtZaD8PGxGTYlJSXEJMiAkZGTmvpJRVlKqaPK6lTRgZ0ybWrIU1Z2U3bLxZq6DhlM275HMO6YJHthbSbEb162HtRkSzGdXuJPR7KeN+2rSfNu2l9XtpPZxS2o1rYH3oRkgOAjO44hMDhPNO3rSFWTdQK2p8VUMY0VKqahJ4oWkxKi1GGdFX/MzuhAQT5PZZCM061BU9psmIuw7VCB3qig51BfAzYK7o0ZcthCYr8Zqdct1BvfGaEdeiQ19XD14FAvWYG2ZCm5XUYcK3aoaaEAIFba9Lut5SDDTJ+q4oB68iBFoJbQ5yJ4xdeGhdXnp3mNWbFKByUnxRQcrIsQiECIFpMSovxWbFaMAP+kKzgqGiGFORYEekmDE5rqYkTKhJ51l+A7OmptS0tLqOXtPRaxrGiIpaVZDLMmJJTslKCCkhNiPG56TklIQY5WOC7EEvo9/HHPAwBp3U/4+xt2yOxLzTfv36LCSO7fEwaEYstbrVzMzMzMzM3WpWi5lhRhrh8GiYjLFjO05iO+yQN5vdPV/jvLgnnXnGT7ZO1V1dqn6r+vWfr4sc5uNDPFxEQIpKqAkZy0FDBXikvFYYlzJ9HEKQT45JGFk1P6cRFHSiol5c1ItzGkFSzo5JaQU1u6BmlnScqoFb0rJKKlrDwJpxSZYCis2o5mpCt5PU7yQ0u0nt9YzxdsF6M2O5nbMdFZ1HRefdguOo6HxQ9jyu+Z82gk/qgSf1wNNG8MVI5CWEi7nPl1M/28h8fWXol9vlb3YqLQJ/czj622tjv7s58e3tqW/vzrUg/PZoGUD4x/svTZ1e6rLdXvzD7X8cH/3mYPrXu5O/2h0DBP5iswjw+3w5/cl88qOZ2I9nUx9Mxp6PhgCBD6reo5LrZtF+vWBrEXg9Y72esV5PWW4mLYdR417UsBs2bgV16371kls+Z5fOWMVNDWvMyBs18Ws6Vl5FTysoMTk5JCVH5PSwgh5VsGIKbkIlSKqFGbUorRUH5SyfnOkRUV0CsktAdgspLh7JxsJ5+RQPj+zhkb18SlBI8/MpLhbeSkV4OPiQiBqT0eMyelRCTkqpQ1p20ypqWgXjNtGMS7LokS55ZWCbasEtWQqoQO6zFjZsxAw7Wft+wbWbc+zl7QdF5/Wy+1bNByAEBAI7wZZ8KDCXb0G4lzUBCLcS2vWwYtkvAVnojEvYIrCmp1W0lBAHlpbiiloqmMj7WFAvCwp6oX42zE3vd1B6PIy+IBcW4EA9jL6IYDAqhMfE8IQU+YaXBXczYA4qxE7pd9IGvCx4iI/xsRFeFtxFh1qIPSALBYmohQwxk/oddKifhw4LsEEeOsxDx0X4lIwQE2FiAnRGRmwYWGNWftPEqWhoDQtr2MpuEdi0cZpm1rCJCQhsaKg1FbmmIjc01GEtbURHnzSypl+5iF1wiBadYqCOPOeUTNuEYxbeqIHbNHCbBu6wkd8wCct6bk5JT8soGQUjq2SmZLSImOTlYP08vJ9P8vGITg7OxkRbaGgLDR0Q0VU4iIYA9QgoDg5BRxrUEmEaAtTCwDi5RJ+I5hPR3Hyym0/2i+lROSet5Cal9ISEkpHTc0pmTk4rqOhVLXvKLpn3ylcDyvWQGuyRgw2eG1nLrbzt7pDzqOQCn/crnoc13+NG4FHd/7Dme1jzPRkOvhiLfjSd+mQu/elC/IvV5M838l9fGfpqu/TNTuV/J/D3d5cAhH+499LRCSxhA0FrsIENpvC/3p385c7oL3caX22Xv9wsfL6W/Wwl98li+sPZ+HtTkfemYs/Gw4+awYfDgQcN/4OG/6jiu1Py3CiCLNRxLW8HMfB6yno9Zd2PmnfDxu2AbsOrWnTIp8zCMT13WMsqy2hVNaukZKbEpKiQGJdRowpGUEr3i+k+CT0gYQYkzICY7RexAkKOT8wxcYg6NlZLR6kocBlhQILrl+MHNBSEEjegwEIUWIgKD9WR4CYa2kzHWBhYGwPnZBPcXJKbTXAw0B4WLiGhDWm5Q1p2Vc9rWkWTDsmsSz7nkc27pDMuyZxbsRzQrgR1ywHtWkS3nbaCY+7dnG2/4LhWcv0jDA777gz77tQ8gEAg7NuC8FrR1qoGdzPG7aRuI6JcCUjBjfyknTdp54FpREVLGVIREyJ0UoxJyXBpOT4hwYX5SB8b5v17w7NFYESAiAgQPhYkKoTHRIi4BJGUod5wM2AuOrRFoI+NAPmnmwFz0gZadaAG2aZFXTST+l8lMMBFhXnopIQItmHiQkxeSRkxcyfswoaBVVSQAIFgIv8agcMGxrCWBtgDfzTUlHE9A1wATRiYUybOtJU3beVNWvhzTsmEVTSs55XVzIKcmpdRCjJaTklPyWhxGT0kJLlYaCcT4+HgAW86AkxHGtSR4BoCTI7pF8G7uJB2Vm+bgjBI7T5H7T7Hh3dzYZ3M/ouMvjZi+ylaz3kurFOCgUixAxIMREEYNLEIPjEjImMHhbQgn5yQsfJqbl7JyatYRRWzqmU3Dfxxi3DOKVnxKjdDur2k+VrWdi1tuZmz3ik6AIF3h5z3ym4A4YOqF7zHjcDz0cgHk4mPZ5I/not+thz/ci371eXiL7aGvr5a/uVe/X/JQr89Wm6Fwf9DmPR7BP5qZ+KXO6PfXK3/Yqv00438Z6uZT5cyP15IfTATez4RejYefjwSeNDw36t579d99+u+o4rvdtnz9zrQcT1nv56xXktbriUt15KWw7h1J2Lc9KkXHJIJIx+ILxVl1LKSWVFz83J2VEiOiulZrSCtF4eVHCsLb2YTjQyinobXErEqHEqORohRMBFhkIcd4KD62MheGrSD3H+RAe0UYAb4iD4evJc72MNH9IlRAwo8QkPG6Gl4PQVtomLNNJyRijKQEGYywsXA+LnEIBcfExKzClpVzxuziqec8hm3ctajmrJL5j3KBa9q3qNcCqg248bttPVK0gyaqAdFBwiDLQJvV92vQXh9yA40RVu56F7WdDWl34yqVoOy1mb2mIUN6sCyhlxQ4HMKYlKMiYvRKRkuJSNEBCgvCwp83cH0z03v9zL7YyJUTITyswf+DwIddCi4cgCOnB42IijAupiDTgbMSunX4zpVyDYF/DxQzjYSes2kficDFuBjQnxMABSBUhJYcsspyCUto2FgNU2choFV0zHqZuariWjT9ncVFhNr2MBo6ugjesaogTlqYDY01KqCOKKhDasodQWpoaaMaJmjBvaInlXXskaMgrqeW1Iy0xJyjE8IcbEBNtrHwpiocCsTa6aj1fgBObpPjumXoSEieA97oJ0FuUTvuUjuOk9oP4e5cGrw7LvQ0+9gLp0ZOPU27Mwx5IWTsDPHUG2ncB3nBs++Cz93HH3xNL7zPKnnIrW/gwnrEWBgCiLSyiDYGDgflxKXcdNKfkrBy6l4Ja2gqGKXVZyahjNqEi64VBthw9W4dS9pPUyZb2Qtd4oOgB/4417Z3cIPxMPno5H3J+IfTMY+mgl/uhj96Wrm5xv5n18ptgj8Z52Ylz0YYKz9iurhS1+HvxP46/2pX+1MfHN15Oud+s+uDH2+Xvh0JfvjpfSH84kX07GnE+HHo+H7Df/dqud22XW77LlVct8oOq/l7S/b8Tn7YcZ2mLQcJMwHMct+1Hw1bLrs1y075FNGwbCG81KTTsms6cU1oyyv5oeF1KiUldKJwwq+iUUQIPsFyAE+fIAD7WP19dK6OkmXLuIvXkB3nOs/f7z37LGBtpOwtlP9Z98dOPvu4IWTiIunERdPI9tOI9tOo9vOYC6exbWfJ7Zf4EJ7xfABBXZQS0IbyFgDGW0gIUxEhJkIt1EQfjY2KaYVNZy6UTRilYzZZaMW0ZRdAiYicx7ZWkS3GTeuR/WXE4atlGk3Zz0cct6oeG7VfLfqnlt1D9DPbkHYCoPgExC4nzO3CJzzCqecXOAC1jQzG0Y6iIFgJwY4piQkOD8b5qL3e1lQN70f6FP42TAfCxIVImMi1KsxMC5BvE6gl4MMCrBeDtLFHDSTejXoS/LBc/LBc8C85X8hMK+mVvSsip5V0dAqGtqwkT1uE9TNzIaF9Wop2CKwaWSCIQQ4UGpoqGU5oa4iV+SEkhRXlpPqahrQlhxS0ktKZkHJykhpMQHZz8a7aCgzEabHQwWwDjkepiTCBYgeJqSD0d9O620ndpwndrdh288iLpyCnT0OPXMCeuYE5PRxyOnjne+82XnsB5DTx/tPv9P5zpuw8yfw3e3IS2eQF88hLp5GtJ1Fd5zDd7eT+jtIfV3Enks8WI8cA7PQiV4Bwy9k+nnUqJhZ0AjKOvGQildWcZoGwYxTuRYwXA5ZLoeNe0nT9Yz5dsF+p+hoPZCL3q94HlS9j+r+J8PB56OR98Zj709EP5wOfbIQ+WIl/RqBL6cRd6b/dDT7yjRisWVn/x9P/mE+8d3DDeC/DRTQXiXwq6u11wh8PhV9Mh56NBK6V/fdLrtuFF/mnMAs9bBgP8zZwGT1IGHeixn3IqadiHHVpZy3SaeMghEtu6Zh13SchoHXMImrBmlZL0vKeS4OyckluQV0DRlD7bmE6ziH7TiP67yI62jHtV9CX7iIPnth8OwZbG9X38XT3edPwXsu4qF96L4OeHsb9OKZ7lPH+86dgLWdQ7SfR7dfxHS0YTvb8V2X0OfOENsvcKB9CiLayCCbGUQDGavGDaqxAwYCzE5F+ziEuJieVbKLWn7FIGgYeOMW4YRVNGEVTTvFy0H1WkS3EtKsR7Wbcf122rRfsF8ruW5UPDeqrhtVF1DOBgQCf/lXCWyFwZ204XJMvRaSLwYkM27+uJUDCBw2MWp6WllDzsoJaSkO3AfGRBgXrc9B7Q1w4R4GJCnFZ5XkMB/pY0FAFuph9EWFcFAHxsTwNyzUfhO510zps9EHnKxBFxvuYsMdTJidAbXSIAZitwp9UY44r0BeUKLaNOgOK2XAz0OHhDhAIOjEgJOnjIxYUFErGlpdz2wYWMNGNoiBoBc6bGXX/947ap3AghQUHMtXFMSKjFSRkcpSYlGCL4gJWRExJyVnZdSkhBIVkgMcgouBsVJRBgJMhewTwbrZ0C4mrIsJ62JAOyn9HfiuC4gLpwZOH0NeOtN36u32Y292nXi7/+ypvjMn2999+/yPftB18t3OFCJ0QAAAIABJREFUk2+juzvgHecHL13A9nVA285h+zoIkF7oxTPIzkuEgW5UVzu65xIJ2k8a6GEM9NB629mQbjUJ7RNzYkphUi1MqwUFtSin4JbUwlGzfNQoGdbz552a/bR7J27cSxkOMqbreevNov12yXmn7LpbcR9VPffrvgcNP6i7HjWDT8ciLyaj708GPpoNfroQ/3It+/MrxW92Kt/s1n65V//VfvO318ZADARZ6J8fLH33aOVl9AMQ/v0u/i8P1v9ZFvqL7frPtypfXq58vj70yXLug7nki6nEs4nYg+HQUc1/u+y5XnCAZb3DnP1a3gEWZQ/S1sOM7TBp24kYrwS0G17Vok266JDPWKUjOl7TwJ+wS0dt0opBkFULY1KOT8BwcalGGl6EhjGg3VRIFxXaTeztxHRcwnR0ELt7aBAoEwanwxE0DAoN7UFBetHQHnh3J7KvE9HdeenEO/1t5ztPH4ecPzdw4Wznu+92n3wXcvZs14lj2PZL5J5Oal83uaed3tvJg/eLUTAJEqLGDSqxEB1h0M0mRMXMpJydUfGGdLyGgTdmFkzaxJM28ZxHthrWrkV0y0H1UkCxGdfvZC0gDN6sem9UXftF662KqxUAW0XgjZIDxMPDgrU1GNxKaDejqsWAZMrJHTExhw30EQsL+ChVtBRwCVTQUAoaSlKK97NhbgbEx4YFOINhPhJIFbbmgREBIi5GRgSDIf5AiD/whpnSZyL3Wqj9DibMzUF4eSgvD2WjD9joA2ZKn57QpUS1yeDnAIRaTKeFDAGZKpjah3noqAALDn5zCnJRTatq6YDAhoEFAiDYyW7aOA0La9jEbJpZYxYOmEaA15KrKIpwBTEuL8JmhLgUHxfnYqM8bISPD/OJPg7BSceaSUgtHqZAD4hgvZz+DnLvJVz3BfSls/C2U7DzJwbOn4CePQk5dxJy7mTP6ROdJ461nzzedfJE99nTA5faED1d8K4OSPt5PLRvsPsSrKMN1d81cOk8ZqAH09892H0JD+2joAcJsH4SEkpDwwmQXsYghNLfSelr58B6pRi4joxx82hxJT+nEQ9pJVWDdNikGDZImnrRrF21ETJthjVbUfVOQteC8NaQ49aQ427FDSquBw0/+HwyGn4+EXlvwv/hTODThfhPVzMgBrYI/N318VcJ/NP9xb88XAb4vUoggPCfEfizK9UvL5e+2Ch9upL/aCH9Yjr2ZCzyaCR0rx64W/XdKrmv5e0HWdtB1gYgBHvqhxnbYcZ2kLBeDRs2feo1t2LJqZh3yCZMooaO2zQJxhzSmkmQkjEScp6HR7PQ8SYmycAkKyhYPg7OxsCYKBgZBsH19RIg/bRBOAOBpMIQhH4oBYPCwAeIGASVgCGg4WQ0goCAQS61QTsu9V44B+/qQPZ09V0413PuDOT8ufZ3j53/939vf+vN7nff6T3+9uC5U6TuS+yBXu5gnwDeJ0H2qXGDZjrGxsDZmTgPjxyX0cs69rCeA1S3R81coC4755EtBRQbMd122nQ1Y97L20AMPCzZQQAEbkqAwOtD9haBrUR0N2MEBM77RJMOTtPIaOhpTTOzaWbWDfSSmgSuYXMqUk5FiouxXuaAg9rrZkD8bBi4iogK0UEuzM8eCPEGo0JkVAgP8aABbn+A2/+GkdpnoPSa6RAHB+4RoL1CjFeIMdMhZjrESO3TEDrl6DYJ4pwEcU6OOK/DdpmIfU4GzMdFhQXYiBAXFWAjfMxL7ScVtaRl1HSMVwkcsXMBgWAaAaQ4R81soFIxZmSNGVlNHb2qJA1JcUNSwkvxeQk5LSLE+LggB+NjYZx0tIWC1OJhchREjOjnDXTRui8R2y9Az7zbd+ZY38lj3Sff6TrxdvfpY31nTvadPdV39hSs4xKqt3uwqxPS1jbQfgkHHWAQsCTEIArSS0EhkP098O5ODLR/oP0ieqAPcqltoPMSDgohIGA4KISKRVHRyIFL5+mIAQa8j42AcFEDPNSAFDfo4FKSWlFaJSwZ5cMWZd0gq+tEIybZpFU1Y5Ov+hUbIcV2XLufMV0v2G4OOcC7XXbdqbiPat6jmvdu1XNU8z5sBp+MBl+M+96f8v14Lvr5curLzfxX26Wvd6pgM+Z318f/cGcaEPjt3bk/3lv484Ol/yUL/b/WgV9ernyxWf7JWvHjpex7s6nH45H7zcDduvflSU7RdZCz72WsexnrXsa+n3UcZBwHGcdhxrGfsu1GLVcC+jW3atkhX3KqZqzSUb2goeMNm0VNm6Sg4QQFRBeHpKdgFXiEmoLRMklKBkFExvCIaAYWSUPDaWgkC4cTkWkSKoNPINPRWC6VTCPheSy6mM9hUIhkHBqPgkO7OhB9PbDuTjwMSkWjcNABDKQf298PuXih6+SJnlPHu04cu/j2D7qO/Qh29jjq4hn0xdPkrvMMyEURqk9NgKnxUDV+wMLAhETkkpbV0LEbOnZNwxw2sKadYqDvvBRQrEe1lxP6ywn91Yz5etl9q+65UXW1CLxT84A2DPCTaBEIEtEWgQt+8bSLB+rAEQtrxMKqG+gVLaWgIucUxKySmFUSYyKMm95vJXXZKT0txd6oEB3iDb6Ukxejw3xYgAPxsXt97N43AGxWJtTJRQACPQI0+NJE69eRupXYS1LkeQninBR5Xo/rNhJ6rZR+DxsRFmBjYkJMiIvwMXk1taChlbSMso5Z1zMBgXU989XTpO8TOG76x2JaRUEsiDFlOaUoIxeklJyUnBQRI3y8l4m2URAGAkyFgYgHe7iQTnpPO6mjDXvhDPzsqfa3ftB+7M3uk+90nz7Wc+bd3rPH+8+d7rtwBtnTRcOghHQaj0KmolEExCAZjaTjsRQMEguDMAhYInIQD4dSMEhEXzducIBJxHGpJAmHKWLRhUyaXi7RSkVUDJwE62UgIUISWsMm6zlUE4/qlbKTOmlExikYpDWzfEgjrGiFEzbVlE09YhQu++TrQfl2XHuYswDwwLtVct4uu+5WPXcqbvDu1X0PR/zPRj0vJjwfToc+XYh/vpb5+ZXiV1cr3+zWfnM4+vsbE98n8LvHmy/xe/oPG9D/eLT5/Trwl1fHv7468uWVOiDwo8XM8+kEsLO8VXG9vMcpOAGBu2nLbtq2l7EfZBz7aft+yrYTN2+HjOse9ZJdNmsRz1llUxbJiFE4bBDUDPySgZtU0INCkpNLMrPIZg7FKmSYhEwVhyxlECRMMo9K4DNIQjpVQKPyKFQukczCEehYHJ9FZ9HIYj5HIRGy6RQyHkPEIJHQfjwchh7op6JRPAqZQyIKaFQJi8kmEqgoBHEQiui42HXy3fZjb/Ycf7vnxI+63vl32Ll3UG0nqL3nBYguKbZfhYdaWNiQlJqWkMtKWl3LaujYIybOjEuy6Fcu+pVLAcVaRLMR065HNVsp47WSq9WJuVv3AtdrUAQC/ACBoC96WLDuZU1bCe1GRLkcki34xTMu4ZSDP+nkj9u5IxZ2w8go6+gFFTmnImWVxLgY62FArKQuK6nLTe8PcuGgGRMRIMJ8eEyESkqxYT4syB3wc/r8nL43bCyYjQWzswddPKSbj3LxkA4O3MIYsDKhFsaAkdqnxnfI0W0y1AUZ6oIO22XA91jIfS7mYIiPiYkJcRE+JsQVNLSill7SMip6FiAQvKqR3rCwQB0IstCWHDXYCwWvRWBOTEgLsEkeNs7DhDloLwNhIUA1qD4Fqk8E62b1dJA72nBtZxHnTkNPHe878c7Ft39w6d03O0681Xny7Z7TJ/rbzqJ6Owmwfh6ZqOBxdBKxnM/l0SgcColFJFEJWDIORUDD+CwKh07kMkhCDo2IGaTgkTQimkpAUQkoImaQjEPIhGyFmEvGDNLQMAZ6QEBG6QR0l1Lo04jCWlHCIAvLOTmdeEgnyit5ZY1gwqGZcWlGTcJFj3QtILsSVe+ljdcLNgDe7bKrFQbvVNzgy6Oa9/6w90nT9WzM9f5k4OPZyE9WUl9u5n+xXf5mt/ZaDATtUEAgwA8Q2ILwz0crfz5aeY3Ar7abP9tqfH6l8ulG+cPl/LPZ5P2x0O26/0bFc63kPhxy7Rcce3n7Ttb+cmiWtu2lbHtJ607MuhU2XfbrVl3KRat8xixZsCvnnapph6JpERfU7LiYHBYRwzJaUifO2NQlv63otwbNKqOErRYyDHKBUsRRSfkqEV/AoJJQCHR/HwYyQIAjeCw6lUIQcJhKqYjPZjCpJA6dwiAT6HgsATFIw2H4dKqIQdeKRTaN2iCTckgEGhaB6u3sOnPi4vEfdZ58u/P4m+1v/2vfqTf7Tv5w8OxblJ4zfGSXDN+vpSEcXIyD3B/nIIfklJqGOWLiTDvFcx7ZrFsKCFyPatajmitJw+GQ83bD+yqBIBEFjZlXLT4BhPs5c4vAxYBkziOecQmnXIIWgXUTu6SlFTSUvJqckhH8bJid0mMjdwMC42JsQoKLiVBRIRJMLKJCeJgPC/IgQR7kDTt70MaCOThwFw8J8LOxYFYmFJBppkO0xC4l9pIc3SZHt6lR7XpcNyAwyENHhLi4CJ+UEFsx8DUCW/IwIAY2bZxRK2fMxgV6ZAC/cRMbZKFFCT4vIaaE2BgXHWKjAmy0m4404gdUyD7JYA8X0knpvIi9cA5+9hTk5Ined491vvNW98l3Ok++3X78R+3Hf9R15gSyp4NDxKr4bLNS7tBpzGqllMvm0SgiFkPE4fCYNA6dzCBjlRKeUsJTywQ6pRigaNLKFWKumMcQcelKCc/nNEcDLrtBoRFzJCyikI7VCRl+oyzl1A/5zPWApWhVFkzyvFaYU/EqetG4XT3tVE/apAtuCfAfvxJV76YMhznL9YLtRtEOqHuVwLtVz/1h74Nhx5MRx/Mx74fToU+WEl+sZ3++Vfp6p/rPOjEvo9+zrf98tvWqJT1QiPnznWVA4K/2Jr/ZHvvF1sjPthpfbFVbBD4YD99pBG5WvYdDroOi86Do3C849vLO3ZxjJ2vfTdt2EpaduPlq1AIIXPeoVxyqBbtixaNb9urm3OqmRZyW0fw8bEhMTOl5jaB1IhNcrGWnhxIpj9ko52olbItWrJJxNXKhSioUsOk0HIaEQjDwBCGDqZZLuByGRMDVqeQSAZfDoAIC+XQqBYOi47F8OlXCYpqVioDN6jUbdVKBjMug45Dwnov9baf72k70nHn70rF/6z/9o67j/9Jz/P9Btr1N6TnNHLjAhbfL0B161MUQHVqUketa1piFB+rAea98JaTaiOk247qNmPbVGAhS0HvDfhAGQVJ61PC1BvQAwoO8BQzlF/zieZ+otZUGstCqjjps4Vb0jKKWWtRSQefTRe93UHs9DEiIhwBdkrgYHROhAIFxMTIqhIf4A2EB9A0rE2plQlsxEBAIYqCVCTXR+rXELgXmogx1QYo8r4C36bBdNirExRz0sRFBHjouwmfkFCA/OqShl3XM79eB4Dpp3CUYc/InHPxJp2DaKQQ38mPGl5qFVSWpJCOWFNSMmBhlowNMhJ+FctORZiJMhYGIYN3svnbipfOos6ehp072HT/R/c6x9rfeaj/2Vtepd/rPnxxsP4eF9HBJOKNMFLAaw0570u8NuRx6uVTCYSkEPKVYLBVw5SKeiEvXqyQauVCnFBvUUi6DxGWQFGIuBY/EIQdoRLSIS7ebNCGv3WXTOoxKnZSjEtDsKmHSbRhO+udLifVGZj4baHpNQwZJSS+uGSVNi3TcKp92yJe8MuBZtx5WXIlrdjNGYFXX6nqDH1fQgrs/7L3fsD8atj0dcb8/Gfh4Ifb5WgYQ+M1u49cHI7+/NQnmgaAN89cna//A7/n2fz3bbkH4zwj88kr9s8vVT9ZLHyzlns2kH4xFAYEAv4Oi+6Do3i+49vLO3axrL+PcSVh2E5admHU7Yr4aNm0FDRt+w7pPv+zWTjsUo2ZxWc9Ny+lRCTmn5w77dYvF6Eo9uz5anK6kUl6LWcnXybkWg1Ql48olXImQw+fQeUwan0WX8HgKkUijkLJZVImQY9Qp1QqxgMvg0Mk0IlbAoNJwaCYRJ2YzNCKBz2LKhoPpoD8Z8gScZp2cz6FiyagBPKwL2XWu9+w7Paff7D7xr70n/gV69oeICz9Ctr2F6zzG6jsFCCxISa0YuOBTLPqVq2H1Zlx/JWm4kjS8WgcC3lru1i0gAYHg3Sg5WgTO+0TzPhGIgeA+EGylNa28so5e0FCKWmpORYkK0W4GxEnr8zIHwnwkcPVLSDCAwKQUCwh8uZltovWZ6ZBXs1A7e9BE67cwBkAW+rIZA78ggV+QDp7XYbvsNJibBfey4H4OMi4i5JQ0AOHfOzGsFoFjVv6kUzDjlk77JFMe6aRHNOmWzHjE0y7JpJ0/ZuGNGpgjetawllZTUctyUk5KjvKwXhrcSYE6KINWMlyHG5AheoTQLmZfO/HSOdTZk9BTx/uOv9v9ztvtb7157t/+pffEO/judh4GIWdQzRJhwKRPeZzpgKeWS1YzqaDTZlBI1TKRUiIQ81h6lUQmZBvUUpWUD8Igk4JjUnB8FgUO6YJ0XyRiBoUcmkWvDHntfrfJoBSqRUytmOUzKoYi7umhxOWx0uFcY3+8PJfwVm3KukUxbJHXDMKmUTztUqwFVUDY5+/uPKbrQ3aQ3rR6bsA/GRB4r25/MOx4NOJ6Pun/aD762Wr6Z1vFr3bKX12t/Gq/8bubY3+4M/2Ho9k/Plj87snqX4Ep57Otvz3fBg9ACAj8y73VVwkEYthfbFY/Wy9/slJ8fzH7fDp1fzTSIvBwyHU45Dkc8gAId7Ou3axrJ2XfSdh2ErarcftOzH41atuK2LYithmbvK7h5xXMnJKZUXPyekHTp1vMB7Ynq1em6psT1ZlqOhNyOPQyq07msmmNWolCyuNz6GwGmUOnsGlkBolExmMYFCIaMUCn4PUauUmv0iglcgkfcEjGodhkglLIs2lU6aC/Wcw3CulSKpoKulxGhUrIEDHwPAqKgerH9V14id+ZH8DPvzl4+t+hJ/8Ve+ktTv9pDfy8h9yb4mOyEsKQgtQwsCbtwmmXZC2iuZwybqdNWxnTbs56reK+WXNfrzi/T+BRw3e/GXiVwJtlZ4vAxYBkKShd9MvmvZJJJ3/Ewnp5bWfhlrS0vJpc0FAAgR7mgJPW52NBIwIUuFtISrFgJyYhwcTF6IhgMMSDhnjQN1y8QTcf6RNhglJ8UIr3ibAuHhJEPyMFYqIO6El9ctQl8WCbBH5RjurQYLpNpAEXGxkSEmJSUlJGTkpIOSU9r6QNKellNb2mYda1rGE9Z0TPGTfxp6yCaYd02iWZckonXOJJt2zaK5sLqKc80jGrcMTEaRq4TR2zrmaUZbSchBYTkH0MtJ0MM2L7VYgu8cAlbu95du95YvspzLnjiDPv9J/4Yefb/9Z97AfQ0+/A3j1GunCR3Q8RI1FmNjNpMdYigXoyMj6UmawWRkqpZMhh1UmUUpZMRBcL6GoFX63gq+Q8hZQjFtDZDDwJP4hB9lGIiPa2E2dP/QiN6OVzyEIeVaMUBDxml1Gl4TPVPEbEapjIJ5brxe2x6o350Q93V6+Nl6fDtoZVOWpXTbp14w5l0yicsYuWvbIrUd1e2nKQtQFv5P2M5X4jeK8eAI3QO1Xn7YrjVtl+q2y/XbPfH/E8mwy9mA69PxP6eCH25Wb2V3uVX+9Xf3dj+Nvb498eTf3+aOZ392e/fbj4x0erf3l6+btnW//53s7f3t/92/u7wDnwu8eXv3u4+ef763+6s/LtzcXfHM7+an/6m93Jb3bGP18r/2Rl6MeLxfdmM0/H4/eGg7crvhtDbnC2c6Pi3y+4dnKugyHfwZBvJ+faK/h2cp6radfVtHs35d5NuXeSnu2kp67hl5TcIQ2/apJULYqaXTUZsa2UE5sT9f3V2d3l6bFyOu6xeS1al1Fj1SlUYq5UwJHw2SIui0EioWGwQUg/Atrf392BQUI5TIpCKlCrpHKZUMBnsVlUPofOZVGFHIZeLgk5bJVUYrJanmvWphuFZjFeCLsCFoVRzJDSUXxsPwvRhe86ib7wNuL0D7HnfoQ/9xbxwlv0zhMiyDk96qKL0pvgo3MKckVDqxlZkw7RrF+xHtetpwxbGdN2wXpQch5U3Tfq7ht1951h36Ox8MPREPhlvN8MAPxaS2qgPXOQt4Dl7AW/eDkkWwrIZ1zCCQdv0skfs3EbRsaQhtowcxpWbkFDSckICQkuyEM4qL1mfHtCgsupKMAuAog4AdFekJRGhcg3nFyYizfoFSL9YqxfjPUI0E4uAlSAJuqAmQY1kAcU6E4J/KIUcUmO6lBhu41EiIOB9POwETEpISUlZeS8gl5QMkoqRlnNrGmYDR0biJZPmgRAxXXWJZ9xyyfdsmmvYiagmg9rZwKqKad0wi6esIrGzIIRLbuuYhXl7ISIHmQTnFSkGT+gRnZLYR28vgucvguU9pPYC++izr+DOPsW9PSbiPPvEDvOMjvb5XCElU4PSMQFi3kiEVuqDC3Vy0vN8uJIeaycSocdTrNcp+KpZCyZhGHSy4w6qU4tUiv4UhGTyyJSiAgsqp9CREB623q7zpHwg0IeVSJkaJQCj1Vr1yjsCqnfoC0FvfPl3NZE4/bi1JPNhY92Nx4tje/Xc+tp/3LUsRCyzvr0005lU8eetghWfartmGk/Y71ecN4quYHM/t2q717dd7/hv9fwHNXdgMPbVefRiO/JZPDZdPC96dBH89GfbmS+2S1+vVP41UH19zdHf3934tt7s98+nP/jk5W/PN/87tmVv764+rf3d//rg72/vb/71xdX/wPYev7fCPx6d/yz5fJPlosfzeffm04DPUKgmHqt5G0RuFfwHJb818qB/aL3sBLZKfi3Uq7ttHs3499J+zYizkWvadQoKym5OQW3bJCMuo3zcc92LXN9bnhvYeJgY2l3dX6mUcoEvR6zzq5V2zQqh05jUsk1EpGIyyJjsZCurs4LFzrbzrWfP41FQEVcplImlAg5PC5DIuZp1DI+j8llUQVsulEpS/o8Y4X8bK06VxuaKqdH85FyzJ1y6r1agUlAUdIQMsIAC9JG6zpFuXSc3n6S0XmC3XlS2H9eiWg3YTvc1L4oH5WREQsqckXPGLULZnzyjbTxcta8XbDulZ3X6t4bw/5bI/67o4F7o8EnE9HH4xHQjHkwEnwwEnx1TfS1LHQxIPk+gcMmZklLq5vYdQunoKEAwII8hJPWZyV2Ar16cMIOLG7BGQPwMwvzkW84OFAnF+bmw30ijFeIBqWgnT1oYQyYaVALHWakQJWYLhmyXY7qUKA7VdhuA6HfRoN72KigAB+XEFNySkHJeJXAYT0HuIFPW0RAPnneo5zzKmd8yrmAei6kWYzq58PaxYBm3qea9yhnnLIps3BUzy+rOFkpM8oleukoO3HQgOlTDHaIB9qYnacJ599Gnfoh4vQPkWfeRJ1/i9BxitF7idF5UYGEO9nMmEo+ZDM3w/6JdGwiG9+caKxNNqbq+XzM63fobCa5SSfWqfhqOU8l46pkXLWcp1HwVTKuVMgQcMgsGpZGQtLJKD6bJBezVDKuTiW0aKUaPtOnUeS9zmYiMl/O7UyP3F+bf3Zl6dnm4vP1mYfzozea+csZ/0LAMuPSTDsUDRVj0shdcsmuhPUHaeutovt+LfC4GblT8hxVfGAb5lHT/3DYd7/uuVtz3ao47ja9j8b9Tyb9L6aCH81HP19LfbVd/Nnl3Fc7Q7+5Nvy7O+Pf3pv94+PFvzxf/+v7W//53kv8/vvD/b+9v/sfz7e/e3z5zw9fGif9+e7qtzcXf3ttDhD41c7YZ8vlT5cKQJD3pRhM2XtjyA0IvFkNHA55DoZ8N2vhW/XI9Urw7nDqWim8k/HsZDwH2cBO0rPo1jX1ohGDtKLml9TCMYd2JeXba2TuzjQerE7dXl+4trGwvzq7PjXcyMRCdqNLr/aYdV6L3q5TGmQSpZDHo1GISDgGCsENQmHdHWTMoIhNlQpYQh5dyKMrpDy9RioWMAVcmozPdBrUQ/HwbK280KjOlQvz1dxMOT6S8ZeC1rhZ4ZGxjWychoKQYXpFgx0CyEUJ9KJssF0Oa1cju834fielP8CCxYWYjIxYVFNqRtaESzwfVAECrxZt+xXX9Ybv9mjo7njo/kT4wXj46WTsyUT0wUjwfjPwcDT0cDR01PC9RuBhwQpWQ5eC0pWw/FUCx+28YROzrKPXjKyqiVXUUoEzRJCHcNH7HZQe0AiNCFBALBR4SLTwC/EQb7h4gy7eoJsP9wrRLQLBQMJCh9mYcDNtUI3rAfgp0J1qXI+B0G+hwJwMuJ+HjYkJ/1cCgYz5jFU855QteVWLPvWCXz0XUC+EtItR/VLMsBQzrEYMqxHDSlC34FXN2aVTFklDKxhSsNJCaoiF81AQVjxUh+pRDHbwe89S2t7FnnkTd/YtwoVjpIvHGd1nBbAuNQbuYFISSknJZhj2O8Zj/ulMbKaQXButbk41V8Zrw4V4wm/z2bVOk8Kqk0gEdDGfJhHQFRK2TiU0aiV6tUij4It4VKWUo1Hw1XKeWs7TqYRapUAr4SqYlKhJ04iFJtKxpWr+xsLE443FR6uzzzfn39uce7EycW+ispMPz/vNEzbFqEnU1LAmjdxFp3QjoNmJG6/nHPeq/pYJ5t8lTwOPmv4HDe/9Ye/tqvPOsOfBqPfxhO/5ZODDuchnq8mfXc59uZkFBP729liLwP/8YPu/Ptj97w/3/+ejgxaBf3m0+cf7ay0C/3Br6XfX53+1P/31zsRXO2Ofr1RADPyHJm/Fd6vsvVby3qoFb9WC18u+G9XQ3Wb83mjyznDs/ljmVi1+bSi0n/fvprzrQcukWVZVsJsa0YhBOuM0bCb9h/XM7Yny0XTj9lzzwdbq9fWFa2vze0vT8/ViNuCK2I0xt91r0tk1CrNCppeKVQKehMUQMxkyDotPI3LIOC4FL2JTlRJ/lAP5AAAgAElEQVSeRi6UCdl8FkUu4iglPKtGHvc4mtnUQqO63KgtVgsbI6XlWmYyG6r4LQmDzC2mmxlYLXlQT4arcX0aTK8BBzHjB0w4iJUIc9MGg2xElI9KSfB5JQUEwPmgai1hXE8ZNjOm7YIVEHhrJAgIfDQZfToZezoZezweAfg9GAneG/aD8eCrBO6kDVfimpWwfC2qXA4qXiOwomdU9IyygVHUUvNqakpGAIq9LlofWEkL8RBga6VlJPiPGOgRINx8uEeA8IkwPhHGI0C3RoItAjX4XhD9AIEm0oCVOuhkwL0cdFSEbxFYVNCGlPSqmjH8sgIUzdpE8y7psk+5FFAtBdULIfVSRLsc1y/H9SsJw2bCtBE3rkV0SwHVklu+4JSPG0V1LbcoZST5xAgL46Eg7PgBE6bXhOuTQS/xes7we8/z+9uEA5fE8E4lut9BxwUF9KxGXHXoRvz2yZh3sZDcaBRX6sWdmdH9xamlZrkUCwRtBqdOYdVIdXK+SsxWCJkqMVsn5xuUQq2MpxSxVGK2WSOx6mQGpVAj5erkfK2MpxQwXUpROeCcLaSXStmdscbTy8vvb68+WJr4ZGft462l91YnH0zVrlWSGwnPnEc3YZUOKxnjGuaMkbdoE294FXsx452i61E9+OFU+v2J5Iux6NNm6MmwH6gtPhz23al5bjfc90c8j8a9gMCfrCR+upH5+ZX817slQODvj2a+fTj/p6er3724/N8f7v3PRwf/78eH//PRwX99sNciEPiW/fnu6h9vL7cI/MXV0Z+u1T5bGfp4ofDedBqY3gC9zRsV/+166E4jfKsWvN2IPhhPP5rMPhhP32um7jVTR7X4tbx/K2JbcKjG9eJhFW/SKF3y6LcS3sOh2M167mi8/HC2cX9x7NnO+t0ry3cuL93eXLwyNVxPhtIea9bnjDvMfpPGqVZYlFKDVKjksWRsppLHUvHZcg5NxqaqhCyDXKBXCOQCBp9B0Mn5ToMy4bXXUpGpQma+XFisDi1Xi+v1wmIxOhZ2FKyqiILr4pGsdIyJgrTTMRbSoI006KIhvHSUm4rw0lFhDjbKxyRE2IyMWFTTGmbOlEe6EtNfydouZ81beetuyXFY89xsBu6MhY8mwg8mI4+nYk8mok8mogDCByPBo4avNZloDSSuFW17WdN2UrcWVa7HVIDAcTt3wsEbt/OaZlbVwCxpaUUtdUhHK2rpaTkxLED52DBwGwHclIBvRFyMBa8F4Rs+EcojQLQI9Aoxbj7Kzh400yFmGtTKGAQEKjFdKmy3HNWhwfdaKDAHA+liIloE5hX0nJxWkFMLcmpZSWvo2K8RuBxULwXVi2HNclS3kjCsJAxrKdOVlOVy0gzEsNb86jW/dtYunzCJhjXcITk9JyYneIQwE+2jIwJstIUA0SA6tMhuDapHjexWobq12D4TAWqnIoN8clrNyxtlVZd+NuW/PFxYrxf258ZvrMxemWqOZBMpt81rUFmUYrNKrJVwlQKmWsQ2KUVWjdSsEutlfJ2UZ1QIDXKBRsxRi9haCVcv4+ulnLTDOBb3Lw+l1yq5g4nG47W5J2szt6dq72/MPVsaezBVuz2cOywnttP+pYBp2qGoSinDcsqIkjahZc2ZeZs+5bW05V7Z++PZ3EfTmQ8mEy/Gos9GgkCd5eGw727de2fYd7/pezT+Mgv9yUrqi/X0L7YK3+yVf3u9+dvb47+7O/37Bwt/eLz652cbIAC2CPzri6vfPb78pwfrf7q31iLw9zcWfn0w8/XOxM+3R75cr3++WgIEPh2PPxqJAJXbW7XgUTN6byR2pxG+24w/msw+nSk8mszea6buj6SPavGDrHfdb5y1yqeNshmTfM1j3I4691KBnXRgLxe90yw+Xxz7YHP+6fbyg63l+1eWjjYXdmZGpwvJctCVcVsybkvUrPfpVT69yqNV2OQik0RolgnkDLJRxHZqJA61WCdhK/k0rYRtUYscOmnUbaonQ1PF1HQhNZVNzGaTi4X0dMI/FrKXbZqEih8S0b1ckpdN9LLxPhbOw0D5GOgolxjnk+NcfIJHyIhIKQkxLSXklZSKnjVqF8wFlGsJ45Wsba/sOqh6QP55NBG9PxV/OBN/Mpt4OpMA+D2fTjydjIGVPdAXfY1AcCGxHlNtxNUrIeVrBNaMrKKakleTS3p6Sc/MKskRITrAhbvp/UC4KcAZBN5JoCBMSHAtCN/wCpFuPtzNh3sEKJCFtnqhJuqAlTFoosLUuB4QA2XIdi2hz05HuNkYDxvl42IAgVkZNSuj5qTknJQMNhLGjLxJi3DGKnyNwJWYfjVp3MhYLudsV7P2KynLZty4FtFdDuu3osZVn2bRpZi2SEb1/GENp6xkFqTUtJCYEhB8dISd0G8nQh0kmBUPMWB6DJgeDwPhYSMiYlJGyy4aRRWHai7h3WkWNqvZnbHa3tTI5dH6QqU4lo7nvc6AUePWKUxyoVbEMUj5Dq3ca9J4jGqHVm5WiLQijorPVAtYegnPohS7DaqIVVf12yeT/qV8bK2YvFLNHYyWro2U9mrZa/X8YTW9X07uFiI72eCVuGvZb1pwqSd13EkNa0LNnFAzZwzsVadkP2a4k3d+MJ78aDL94+n0JzOZj6cT749HnjUDj8A/u+kHBL43Hfp4IfaTldQX69mfXS58tVP+zeE/CPzjk7W/PN8EFSCA8L8/3P/P93ZAJwYQ+JejNdCM+fXBzFdXx3++PQJiYCsLfdgMAwLvDkfuj8YfjCXujcTujSafTOefzRafTOcfjWeOhuM3isHtuH3Vp1tyqlYc6lWn5mrIvhN1bUedGyHrlbjnZjX1ZKr6eL55e655d2XqaH3m1vLE/nRzvV4YSwULHmvKpo8Y1SG9MmbWxqy6kFHl1yr9OrmBS3MrhCGj0quRGERMnYBuVwkjdl3MoS+EnOOZ6GwxNZtLTCbCE5HARNjbcOgrZmVeK07IODEhIyKgRPmUmIAc45EiHEKST85L6UMK1pCcXlIwahpOTccBkiUTdvG8T7EW1V9JWa5m7Tdqvpt1/51m8N5Y5MFE7NFU4vFM/PFM/MV8+tlU/NlU/IP5zHuzKVAEPhgJvkYgGMrvZoybCc1mQvMagSMWdt3ELqjIWSWxpKdXjGxAYJCHcFJ7QRYa5ML/PhV82Zj5Rwz0CBBOLszJhbl4CDf/5VqMlQk1UvuMFIiFDmsRCPoxOmK/k4nycnE+LsbPw0ZF+KSMnJFS0hJyVkLKSkhFGbmqZrQInHNKlryK1wi8nLNtFRw7Ocd2xnY5YdqIGbZjpt2k9XJYv+ZXLzjlM1bxhFkwauAOazhlJaOiYqYEhDATGWGhYhxcgIlyU2AO8oCHDnUzoCE+Oi4jJ+S0pJJVd6gXUv61ofh6Ob1Wya1Xi5eHq5uNymQmXvQ58j57xKpza6ROldinV/gNSrdGapXx3RqpXsBUssgGIcuhFPkNypTb0oj5R6Pu+XRgrRBbL8Y2i7HLQ/HtUnKvklxLeC+nfFdzob18eCftuxxzrodt60HThlez5pQvWkSzBt6cibviEO+EtTfS1qeN8PtjiU9mMl8sFj9fzH08nXg+EnxQdd9vBo5GAvebgcfjofenoz9eTHy2mvliPfvlZv4XV0u/Phj+zc2J392d/fbh4p+ern/3Yuv7BIJpxB+PVr9P4M+2ml+sVn+yXPxwLgdkeR8Mh4De+72R2MPx5MPx5P3R+P2x1NOZwvO5oSfT+adT+buN2F7avREyrfn16z79ptew6TVsBaxXQ/ZNv2XVa7wScV0rxm6UElu58HYldW2yemuueX26fjhZ3x+vLpeSjYAzY9VGdbKwRhbTK6NGlU8ldoh5djEnqpOFtSKvUuCUsuxStlvJ9eskYbOs6LdWI46xVHA2H1nIxqbivhGvo+EwVgzysk5cVIuyck5azEwKqXE+OcknZ0S0NJ+UF9NqGs6wnt/U8kZ0/HGjcNohnXJKZ9zyxYBmPWbYSlt3co69gut61Xuz7r89HLg7Ero3Frk/Hn0wGXk4EflwIft8OvFiJvnRYu6D+cyjsfC9YT/Ynv0+gXtZ02ZCczmpXQ2rvk9gXknKKAhlA6Nq4uRUlIgQHeIjHZSevx9GwMFmTEKCyyrJr3diwEDCI0B5BC/3QsGqmoUOM1EH9CSIltCnwfeqcT1KTJeeBPFwsCEROcDHuVnIEB+TVlBTYlJGSgF1YEVFb+jYE2bBrEO64JQu++TrIfV6VLsa1SzHNCtx7UpCt5k1b2bNWxnzVsZ8NWO5mrHspS17actuwnQlrF31qZbc8iW3fMEpBSiOm/gVFbMooxZl1LyEkuDhomx0jIMJsgeBAHiIi0qICXkNs2KRNpyaiYB1JuaZTQRm4sGFbGxtKLeUS41FA+PpSCXkzrktObcl4zTFLdqwQRkxqnxqiVsh9KklcYs277EWffZy0NWMeMZC9vm4ZzUb2iiE17PB1aR3JeFZjbvW4+6NmGMj5thKuK+mvDtJz+WIdc2v3wzod6Omayn7ftyyHdJuh7SHKfOdouv5aOzjmeyn87lP53OfzKWBVNnTsdDD0dCdYd9Rw/d4PPTeVOT9mfAnS8mfbuS/3Cz8Yrv864OR396a/Pbe/B8ervzl+ZW/vv+PRiiYRvzH8+3WNOJP99b+eHv525uLv7+x8JvD2VYWCmLg88nkk7HY49Eo8Dl5NJF6PJl+Op19Ppt/Pjf0Yr4E3v2x1M1aeDtlX/Fr5uzyGbNkwSJbtMo3PPoNj37da1rzmdYC5tWgZTVoWwrZFuPu1WzoSiW11ywcjJZ2hwubldRqITGbCmZNypBckDYoM2ZNUCEMyEVpk7rmMZcc2ohGFFRyk2ZF3CJLWJTVsDXj0BbduprfOhK0jfrtdZehbFQPaaUlraio5JbUwppeXFHzMyJaSkApSOhDMmZFzqgpWU0td8wgmDKLZ22yWbt83qNcDemvJKzbKfvVjG2/4LpdDz0cT94bidwbiTwYiz6aiD+ZSj6dTj2fS72YT783mwIEghgIbkdANfhqM+b6kB1koasRxWpEsRxUzHnEEw7eqJU9auWM23k1I6sVA6smTkFDi4owAS4c5J9gORskn2k5saChtUTsw3zkG24+HLRDPQKUm490chF29iBYyzbToEYK5FUCdcR+A3nARoODLNTNQoYF2IyS9n0CJy3CWYd4wSVe8srWgqq1iGY1qlmJa1cTurWU4UreulWw7eRtO3nbXt6+l7e3TB2uJgybYc16ULUWUK76FYtuyZxdPGnhN3XshobZ1LGralZeQk5wMXEOOsZFRnjwCA8ZE6BTEmJOSS/p+RWLtOnUTgSsU0HHVNAxG/cvZ6PzifBY0D0ccpS8piGXoRqwNsPO4YizGXaOxj3NsLPit1S85nrIPhJx1UP2esA2ErRNh21LMcd62ruR8a0nPasJx2rUuRZ3HBTD+7ngbsa/lw1cL4RvFCPX8oHDrPcw7bqRd98peK/nXNdS1v2U5VbecafkeW888dFs7rPFwieL+U/nM58sZj+eST4bjz6ZiN8bCd9vhp5MRF9MRt+biny8EP98LfsKgdO/P1p4jUDw/n8S+PlqCWShgEDgMfRsJvdsJvd8Nv9irvB8bujZbPHpTOHpTOHhdO5uM75f9G7GzCs+3ZJbveRUrTrVm17Dus8ACFz1m1b9pmW/ZSlgmfWb5sP2xbh7JeVbTfuXk/75uGcm7BrxWYpmZVYvLVm1Q1ZtRi/PGdVVp7Fs09Tc+rJDW3HrGkHrkFubNssrPsOQS1dx62puQ92lbzj0Nau6ZlJVDfKyileUs0tyTlXFLyu4eTGtIKHXNJxhDbep5Y7q+eNG4bRFMmeXLjiVwDN0M2beyTgPCt6Dovt62XfUjD6eTD+eTD6eTD6eTAD8ns2kn8+lns+lPpjPvJhJtggEMfC1LBRoxoBOzD8jsGHmDGmoORXpNQKBk0pEgGp1X0AMbPVj4mLsGx4BAhDo4iFcvJf4mWj9YCfGQO7XkyA6Yr+W0Kcl9Jlpg3oSpDWN8LBRURE+q6IDAgty6msEzjtFi17JalCxFlGvxTSrCe16Sr+ZM10t2XfKjv0hx0HJeTjkvFZy3Rxy3RxyXcvb97ImYOq9ldBfjmnXw6oVv2LeJZ6yCiYt/GmbcNIirKnoeRE+LcBmRJi0CJMW4TJifE5KzimoBSWjoGbXTKJhm2LU+f/xdpfNbaTr3ujnu5yq86y1ZhJjYjtkZieOmUGWZFloMTMzM8uSzMzMzEzByVrP9zgvbqdH4yR773OqnlP1ry6l5anKRP7pum7o7jple70W02rAw3XYNjmyUYlpFSHrRfA6aUeTEtMqQzfLO5qVOJiWgJBjWuQdzZpOhIGE0pHadZ1IMxllI8FdVISf0RFgooMsTJDVEWHjujnYQRFpgEfo4+B62dhBLmFEQBoTUcYllCk5dUpOnpKRJqTECQl+XIqflOInZPgVA3PTzt9x8rccvC07e9PBXrcwFnSUBQN9Uk2aUhHndOQlPXlJT1w1k7adjB8Euj/NBb4udj1shVmJ/mcl+m0pDNYD/1uBYCZmXkudVZPBI/iWLDwoC2b+nJE7a+BM6llzNt6kkTmsJPUJMWEmMkSFBUmwEBHWTWvvprVHqe1hCjJEaQ+SkT4SwktG2DtbbZ1tIFZim5nQZsLDjNg2BbJBhWpSdjTJkY1SeL2krU6CbJJ3NItg1WpMkxrTosa3aDrhImQNq6Vcgq6XdjRK2mvFbTWilgpRY4W4sUzaWClvKBdWFvLLc4XlueLKfFFFnrA8W1ZToG1+p2sp1be+N8DKzMhyW0eVA1PlwtW58fV+UnOEgRgU4MCjl8ZlxGkVdV7HXDKyloysJRMzJvQlE33NxgYv/luB4BJBD7karEZAAtVthRp4kQJWJKjLihVILk3DFyWDIR+x5Dn5XSpoR2llL8FyBZTfMO+eg0YUWZiEKEgE27IbM35vzPi94c0fDW/+AAJBWrOTal/+XpPyj6bXT5E5SZjCVOLbF/SKDNq714z36Y8EmpHvzYi31o5SJ67C1VntJte6afU+ZlOA2xoRISMiZK+wvVfY3i9EDYg6wMaRfj68j9cae3eAEK0xQKn3Emvs6HJLe6kVVW5ClKoa88VVGaLKdGF1hrAqS1iVJajO4ldl8yqzuOVZrPJMUX2huOmttKVU1vpe3lqhgFXKWipFTWXq9noJrErcWiltq5a2VQubywVNZeLWShWqQQavkSNqddgWCwlpISGt5HYXDRVgosMsdJSD7eHhB0WkESl1QsmcUbFHRORhIWlIQBzmE8dElEkpfUbBmlOzV4z8BT1rTssAn/qyiQ2e6rpm4267Rbte0ZaLv+nkbLm44IK9OQN9SkOZVpPm9ZRlA23ZQFm30HZczAMf9zgkvuxRXw3qb0Zsd5Ouj7P+LwshsB8NFMBvS+Ev80GwIv8rgftuya5LAB5SvaCjzWsfnsW3bOVDWbQIQA2cNnIWXMI5B3/GwpnUM8ZVtFEZeUREGhESQYZ4nQM8Qh+HEGXhIkxsFxMTpHcE6R0BGspLa3dTEE4iwk5osxLgFnybg4KyEhEqRIMcVqtCNalQzdK2WhWyTottVCDrxG0V4rYqZkMxs+GtCtcoQ9ZK4JXi1kpRU6mo4b2o7q207r2s7p2kqkBSVSCtLpTXghRomt4aYGUmeAWw58RWezvrA+SmLlprmA6LMBB9XPSohDilpE2rqDNq2qyGHitw2cz6HsaymbFu54AXoBhCAqF7aUP3bgI10Eup8ZCrnYSqWIFaRLG8tZBXk8GsfMWryxQ15fPqsmnlr8ilaYyK16S3KYSiZIAQFEBRU/5PBCIK4uH5CfD8BFhufEv2UyCwMf0JEAilMT2uOu2fNSn/aEmPRxek4IpfgOt0qW9fxQqUNxToYe8s7WU/CgywW0L8trAQAQT2iVADoo5BMXpUjBkVd/TzYX3C1n4RvE/Y1sNvjXKbI5yWMLs5ymr2kWod2HLgUA8r0jTna1uK1E1F6sYSdWOJorFY3lAkqc0XVefyq7JljUWSxmJpU4ms+a20qURYVyCozRfU5kub3okbSmTNpVpktR5Vq2uvMXTUWfHN9s5WM7bRjG10ktq8tHaQABM9JCYPioiDIuKwhDwho82oWHMazqKONyGlTsnpMwrWvIqzqOEt6wSrBtGqSbRuEy9ZeAsmzrKVv+ESbXulGy7hio274RLu+KS7AcmmR7Du4my4uasO1ryJNqunTarJQOCKkb5qom3aGAde/oGXHyvwdsL5Ycb3OWZHKNiS9mU++Hna9z8RuGpmLxkYi3r6vI4+r6OD/nPJwlu28pesQpB5q2DJI17wChc84kW3aMkhXLLyF038JSNvXEodk1BGRKQhQecAj9DNwUbZmDAL3cVAhZkdERY6zEKHGCgfBekmttnwsAAD62dirQSYvLVKAasGhVEGq9Igaw2YemVblajprbDxHbMmj11XpMHVi2HlMliZAlaphJWrWiqUjaXKulJFXYmipljb+M7QUmZsLde3lhlgZca2ciP8vRVVaUdXO3B1XnJjkN4a5cB7+e39QkwfFz0sIkzIKTNqxpyWAb4K53XMBT0DPOMaIFyxsFcszFUra8PBBdUPEjipxIOdot9vJvBwC5keTmuY0ein1fmota7OanNHqQZeCAkEMzG0sjROTbqwMY9fn8OsSqdXvGZWvgHrgWAhHuwRBZOlUH7DvHuOLEyA58e15cW35cVDF+aCudCmjKdNGfGN6XEgda/+qEr9R13av9qykrBFafiSl50laaR3L6lvX9FL33DKMyCBhrZSS3uZtb3Ujilz4StdndUuUg0QCFrQWIFDEsyYBDsqRfcKYAPitiEpYkiKGBAj+oRtfUJEnxAxKESGGY1eYo2bUOXEVoLnQ9jRlWZkuRlRaUZUmuAVurYyTWupuuWdsqlE11amaXuvaXuvQ7xXw0qlDfmS+jxFc4mmtVTTWmpAVNowdQ5cIzj6yDAXoRm8DlDhUTamh4vt5eEHRcRpJXNSTh+XUsel1Ek5fUrBmJLTJ2W0cQllWsGYV3GWtPwlLX9ZJ1gzitctkg2nbNUhWnWINtzSnYB8L6TcCcg2veJNr3g3KN8NSTe8gjU3Z83NWXYw58w0qAYuGKirJsaamb5lZx76BAde/kmXBAi8HrbejDvup72f5gJ/LnYBhN+WwpDAj5OeXwncc4l3XQLwpM4VE2vJwFjQMxb0jDkDa97IXjRzl638Fbt41SFZdUiWnaIFj3jBJ1r0S5f9sjWfbM0j3XDLN5yyOQ1nVs2eVjLHFfQRKXVQTO4XEvsEnX0cbD8XN8Aj9As6e3n4KBvTRUcHaKhuLjHAwFpxrRp4jbGj2U1Fe2gYM65F115jwTUZ0fV6dJ0R2yCDlYma3mowdfK2chWiUtdeY+6ot6DqzYgaY2ulrqlM3/zehqxxYxpd6AYHus6FbXBia+3oag+hwUds8FObu5htPTzkgAg9IsOPygmjEuK4jDylpM1qADzWX4+YNzAhfqtWzqqVtWZjgxq4ZKIvmxmLRtqMhjit7oS2yEAXTIC7NkWYTUFGA5gLjRWoQ5ZImvJYFa8opSnMylf8+hxeXTazKp1R+QaszoNn5YI1QHBXQUFDLpTf0G+fIQri2/KeAoHg8lxwaVJLVnxzZlxzZkJTRjxwWPvy9+q0fza8/AOR8wxTmIorfkF8+4Ja9oZS8hISCPbEGNpKrahye8d7B/a9C1/uIla6yFVuWm2A3dQlgEVE8KgY0SdG9kvah6QdwzL0uBQzLkf3CVsH5W2j6vYxDWpEiRqUIYak7cMy1JC0PcptDjIagowG6PHCPmKdC1PvQjc40PUOdL29o9beUWtHV4OYUZVWdLUDX2NFV+sR7wzIUhu26uHpdoTmIKXV19niwNQ4MfU+YpMH3+TE1rpxjREGYoCHHxLiR0SkCTkFPNx8QkqelFFmlPRZFWNGTpuUkKdl9FkFc17FnlexQRlcM4o3bbItr3LDJ9/0K7aDqt2wajes2ulSbAVlG37JTpdiOyRd8wqW3ewVD2fRyZw1URfN7BkdbVZLWTTSVk0MUAP3PbxDnyBW4PWY/W7K83E2CASC/LnY9Xku8D8RuOV4KIPLRuaigbmgZ4BpmCULb8UmAPzWnNJlt3jBJ5nzixZ8okWfaNkrWfFI1l2ydZdsySxYNPHnDfxZHXdawxlXMscUjFE5fUREGhWRRoTEIUHn9xAHhMRebmeYhfVRUG4iwkdBhVj4LjYhxMI78C1uCsJBhDkpcB+zw0xoVrdXmwnNuo5aI7bBim92dcJ8nW0+PMyDbXF3NDlQdf7OliC5zUto9hKaQxR4mA4PUWFhFjzCRvTwUP3CjkEpdkRBGFMRJ1SkGTVjRs2Y1TDndexFA3vZxAVZtXBXLdxVKwfKmo0NsmSiLxppwCHYI7popM1qSY8EghoYYjYG6PWQQGVrHhAoby3kVL0BV99yajJZVem08leU9y+4tVmMitdgJRCiyK7OEDcXQPmtoyQZnh8Hy33SlhcPz09A5iUichPA3QpbsxNasxNashIBQlADwb5QeHYytCLPrMoiv31Je/caEqhoLAQCHegyF7bMTahwESvdpCovrTbIauzitXaL/s5Pjp6U4yaV2CFx24gCMalFT+kwE2rMqAI1ocBMKrEjkvY+XmsPp7WP19bHQ4QZzUFyfYjS6CM0evFNblwjiLezETzE3ENocGJrPYQ6P7XZT2q046rd+OowHRYktYTIrd00RB+7o4eODJFbw2RYLws1KiD0c9D9rI4hPm5UQBji4wY5mCE+blxCGhXhx8TEKTl1Qcte0nOXtJx5FXNFL1g1CFf0giUtb1HDXTUIdx2qI79+N6DZ7dLsR3T7Ed1eRL0bVm2H5Nsh+WZACglcdbFXXewlO2PWRF2xceeNjHk9bclEXzHTVozUdQtt18U59AlOuhj5qtwAACAASURBVGSXPerrfsPNkPV21P5x0vNxOvDnQuTbUvjbYvTbUvjPhcjX2cCnSf/HSc+XqcDHcfeHYdfdoO12wH7VazoN64+Dqj2XeNcp2rYLNmw8UAaXjaxFA3PZ9NCCrtqFaw7RqkMEauCST7rgE4EudNEpXLQLlm2iZZto3sCd03NmddxpDXtCzRxT0kdktGEZZVRMGRZ0DnDwfWxMLxs7wCOMiMhjEmo/n9TL7ezlknr55B4OMcImdHOJAyJKkN4RYqA9JLiHBA+xsW4KwkJo9tDbbYQWe2erhwT3k5FdVFSYAoL04pvCVESYhvR1tviJrd3MjgE+tp+HGRBhB8W4IQl+RIYfU5DGVMRJNXVSTV00sL+3nawlI2fFzFmzCtasvC2naNMh3HQKNhz8dTtvzcZdtbJAFo20RT11yURfNtLndOQFHWXJRJ9VEyeV+HEpZkTSMSxs7+fDe1gtXfSGCLMpQK93k6rM6LcaWIGyNU/dVqBDlqgQRdzaN9T3qeCmvbSKF6R3qcS3KUAdWIVnVaWDbTG8umxhYx6U35DFic05v8NynyAKEuE5D7fubU3/A5bxpDUzDqxGNGTENWcnwvKelSb/XzWvfm/JSmzLfYYqeI57+5Lw9gW+KIXy7hWjPINbnS2oy5PU58mbCrWwdyZEqQ313oEu8+CrPJ3VXmKNn1wXotVHmE2DQviQCDEiaR+VosZkHRNy1IQcPSFHjUnhk4r2WQ1mQY9f0OPndbgZNXZKiZ7VEKaU2JibzLb1c2B9HHg3Ax6hwUPk1iCpJUhqCZGbA8RGsL0mQoP1spC9nPYeJqKbhejnoIb4mB46cpCDmxCQRgXEYTaun4UZ4eDHhKRJIXlMSBrnE8dF5BkJbUbOmJXSp6SUOSUDZF7FXNSwl3XcVQN/zShYNwnXjALwYtMi3rHL9l3qA696yyvfCCg2g8qtkGo7pNgOKbZD8q2gbMMjWncL19y8FSdn2cZYstIXzNR5E2XJRF0yUReNlEUjZdlMW7MyNh3sLSdn18M/CsjOI+rrXuPdgOXDkO3LmPvPycC3ufC/5yP/Wej534vd/1no+c985NtM5Ot08POY/9Oo59Ow98Og87bPcdVtPg+bzkK6Y7/y0CXdtQk3rfwNC2/Nwl0xsRf1jCXDw0TRspW7auevO4WbbummR7bpV6x7Zatu2apDAuyt2sRrdsmKVbRo4s/pObM69qyOPaNlTaqYY3LamIQ6KqaMiKgjIvKIiDoqpo1J6ONSxriUMSlnTSnYo1LGiIg6ICAPi2ljMmY3G9/HJwyJySNS6rCE0svDdzFQPnJbiN4eoj9clBhldHQz0T0sTA8LE6YhIwxElInsZrX3cdHfJzmJoxLimJQ0qaBOq6izGuasnjmvYy/oWWC8B/7XVi3cNRt33cZft/O2XMJ1O2/VylmzcTcc/A0Hf9XKWTQylo30FRNjzcxcNTPXzMwVE2PZQFvUU+fUxGklYVKGHZdixiXoERFqkAfvYbV4O8v95Co3oczQXqBsyVbDcrXIAi2iSA7LEzRmcGpec+resGtfkytSOkufE9+ndJY8hxbiwXPkWVXpwsY8bm0WtzaLU5PJrs74ra0ovjnnd1j+U1RBEjIvAZkVh8yKQ2Q+hWfFwbMSmjPjGtPjGjLimrITW3KTK9P+UZ/+tDU7qTU7CZmXjClOwxWnogueUd69opelc6qyYgUakKVWZJkDXe7BV/k6a3ydNQFSXZjW0M1sHuDDhoTwETFyXNYxqeiYUqKnVZhpFWZK0T6rRi/ocMvGzhUTcdnYuajrnNfgF7TEOTVhWoGfkGJGRagRYfuwADnMRw3w2ntZyCi9LUKDRelt4EUXpSVMbe1hIga4HYM89AC3A/AbEeKG2OhxAWFaTJ0Sk8Z4nSNc7DifOC0hz0ho0xLylIgyI6XMy5mLKuaCgjWvoC+oWVCWtJxYgesm4YZZtGkRb9ukuw75vku571NvBZSAHyRwKyjbDEi3fJJNr3jTI1h38VYdrGUbY8VCXzbTlszkJTN50URaNJGWzbRVK2PTwd52cfc8oqOA7CKsvekx3vWZPw7avo66v036/j0b/TYX/c9Cz38Wev73fM+/Z6N/Toe/TnV9GvV9HPF+HPLcD7hueu0XEfN5yHga1J54VUDgtoW/YeGtm7krJvaSgblkYC4bWStmzqoFEije8kh2vKott2LDKVuzS1ZtYsAPBCBcMPIWjLw5PQcgnJQzJmTMCRkTqJuQMSflLGBvWsmZUXGnFOxxKWNMQp+QMaeVrBEReVRMHhVTRsXkYSFpkE/o4+B6WOg+Dq6Pg3107GVjejkdvZyOPi56gI8dEuJHJcQJOWVSQQXHaRV9Tsta0HMWDdwlI2/JyFk2saGR3pqNu27nAW9bLuGGgw/OgEq4auUsmZhLeuqKkb5mZm5Y2esW1qqJsaSnLmjJ8xrSrKpzSo6bAAKF7QPcth5ms59UGaJWeYkVFlSRpi1HC8/Vo4o07YUqRKGwKZNZ/YJemUquSCGUJuHeJXaWPie9S6WVvWRWvqGXv4JmYoSNeWAOhln5hln55re2oviW3D/ghfHoomeogqSO3MSO3MT27HhkTgIyJwlcH9iQEdeYldCck1T35klTVkJLVmJTRnxbdkJHYQq2KAVd8IxU8oL2/g2nKotfmyuuy5U3FWpa3z4S+P1Z0H8TOCFHT6swsxrcnBY/p8XPaTCA35qFvG6lrFnIqybKsoG0bKAs6f/6dwH3vZ2Q4MYkuGEheoDXPsBrH+SjBvmoAV57PxfZz0UO8lEjIsyoGAsyJsFNSIkTQvyMlLSgZCwoaTNSyrSEOCujLihpiyrmgpI2r6AvKGnLGvaqjr2i5SypWcs67pL+r6wY+asmwZpZuGYWbljFW3bpjlO+51bue1T7HtW+T70TUu+ENbtdmt0uzU6Xciso3/ZLt3ySHZ902yvZ8go33PwNB3vNxly1MlYs9GULBQhcMpNXzLR1GzNW4HlEe937l8A/J7zfZiLf5qL/nu9+JPDDsOfDsOfDoPuu33ndYzsPm86ChpOAJlYgKIOrZs6ykbVsZK2Y2CtmzpqVt+YQAIGbbvGOV7XtUW665BtO2bpDCmXTJQcIly3CZYtwySyYN3BnddxZNWdWzZlRsaeVLJAZFRucnNNw5zTcWTVnWsmaUjBnVOw5DXdGxZpS0sal1BFx57CQOCwijIhIY1LSmIQyJiWNisng/JAQPyToHBTghkWEYRFhRNw5JiVNyCnTKjoY482oGcDekpG3YhasWoSrFuGqhb9m5a3beQDeplOw6RRsuYQgAB44DwlcNtBWjPR1C+uRwAUtGRI4Ju4YFiD7ObBuRlOIWhOm1/nJVTZ0CXiWoKGjWIsq0qJKRM1Z9Mo08vtn+HeJmOI4dHEC/m0yWJAA3ujlrxgVrzk1mcLGPPC0P5Df4MUJsPynyOJETPHz9vxEVE4CQIjKS0LlPWvLTWrOTGjIiGvIjG/MSmjMjG/KSgADwpaMpx2FKbjiVEzhc2JxGrX0Nasig1eTI67LlTUWaFrf6hHvHgkMURoi9MYeVgvgNyZFTSowM2osEDivIyzocEsGwqqZtG6lbNppGzbquoW2bqGtmmgrRuqygbaoo8xrSHNq4qyqc0ZJAHsdxyS4MQl2XIqfkOHHpfhRMWZMgpuQ4acUxGklcUZFnlGRZlTkWTVlVkleUtNWdexVHXNZw1xS05Y1zFUdc1XHXtbQlzXMFS1jTc/ZMHLWDdxlPRtgWzUJQNbMwnWLaN0iAvx2XYoDr/rQpznyaw99mn2fej+i24vq9iO6vbAWCATVb9sr2fI81MB1O2vNxgQ1EAgEWbXQ123MLSdn28Xd94qPg/KLqA4S+GXE9Ujgf+a6gcAvk6GPI95YgRcR8yOBO1bBppW/aeWDRnTFxF41c1YtXCBwwyWKFbjtUW65FZsuORRQGEFVXLWJV6wigHBRz1/Q8ea1vDkNIMeZ1/LmtdwF3U/OL+h4C3rOrIY5paSNy8hjUtK4jDypoE4paVNK2qSCCorbhJwyLiODgJNTShpkb8nIWzbxwXHVIly3iTfskk2HdMsp23JKtl3ibbcIyo5HDAL+CFEEHemKhb1uYa2ZmWtm5qqJsWKkLxtoID8K7GO3RumNIWpNF63WR6oEAo2oYj2qSIXIBwIZVS8oZc8JpUnooqftBU/RhfHk0jR6+SsgEEzGsKszuLVZYHAI8hvybRKiKAH1Nhld9AyRG4/IfNqeHQ8EduQ/h+clt2QlNmTE1QOEmfENGQ/zMc3pT9BFqYS3L3DFqYTCFPLbl8zydG51tqg256cCA6S6LmpjlNHUx4GNStrHpKgJOXpKiZ1WYWbUWBAgcMVEXLdSNmzUTTtt08bYsNLXzPQ1M33VxFg1MZYNtCU9dVFHWdCS57XkWTVxStE5pcDPqEizauKMijStJMxpKHMa0ryWuqCjLBkYSwYaWA1b1jNWjax1M3fdzFkzcdZM7DUTB7xeNbJWDCzw7oaFu27mrhrZmzbRpk2yYRWDbNokW3YpVPoOvOrjgO4kqD8J6o8DuqOg7jhqOIjqD6L6/Yhuv0u1G1Rs+6WbXvGWR7zpFm06eRsOLuC3YqYtm6irFuqKmbJsIq+YKasW+oadteXk7Lh5sQJv+833g9ZPI84v454/p8N/zn5HONf9bSbydarry2To85j/06jv07D3w6D7ts9x1W296DKdhXSxArdsgi2bYN3KWzVzVs2cNQt3zcpbt/EfCYQCUdxyK0BhhDpSqCldMQuWTfwlg2BBzwHAFnS8RQN3ySBYNHAfnVky8uZ17DktY1ZDn1HTplVUKFNKypSSAl7PqGlgJX1WQ5/VMGc1zDkta17HXjRwgbo1qwjA23LKtl3yXY/ye+R7XtmeTwpl1ysBiaUICVy1crYdvE0bZ8VIB79OizoKaErn1MQZMA6UoEdFqCE+AggMUqqDlGpPZ6UFVQKe5qlFFMlac5XwQkFDJrP6Jb0yjVSWiilKQOY/QeU/7Sx5DlYgAD+wBA9Nz/wlEFmciHqb3FGY3Jb9tC39D4CwPTcR1EAgsC79aX1GXGNmfH36U7BFO1YgvuA5qeQFo+wNpypLWJMtbchXt5TECgQtaBe1EdzOfUyKGpd1QAKhLOrxQOCahQwEbtnBg++YmzbWpo2zaeOAhgF8by0b6Yt66pyGNKchLegoSwbaop66oKOsmBjLRvqykb5qZq5b2Rs2zpqFtWJirJnY62bOppW3ZeODbFp5m1betl2waeWtmzkbFu6Wjb9tF2zZ+OtW3rbjgdyWXbrtkO045bsuxZ5beejTHPo0gN9ZlxHkNGw8jhoOuw2H3YaDqP4grAbrgdt+6aZbtOESbjp563bOqpWxbKYtm6hLRgoQCAIEbru4O27egU9yElI8Evh5zB0r8N+zUSDw80Tw85j/85j/kcDzLj0QuGcX7VgF23bhtl24YeOvWbjrVt66lbdu42/YBetO4YZLBBACe7s+9Z5fs+fX7PrUgCI0PtxwykCPChCu28RrVsGqRbhiBqWJs2ziL5u4qxbhsom7aOAuGtgrZsGqhQ9+ZkHPWjQwvy/Qsed19DktY1YDNq9QZzX0OS3t+wI6WMfjfh/j8VbMgjWrCFS8bZd8x63Y9Sj3feoDv+Z7VIcB5WFQcRCQHwTk+34Z5HDHI97zSff9sl2vZNMpWLNxQXZdAiAQjP0ggTNKwpQcNy5Bj4k7RkUoqAsNkKsC5CoXvtyELAICVbB8UWOmpDmHU/OaXplGr0wjl6fhSpLaC552FMThi5JJb1PAZAzoPKHdoSAPXSiogZBAMBODyI5vz02GutC69Kd16U+bsxMbM+PBqmBLxlN0USquOLUjPxmX/4xYnEZ//5pdmSmozvqVwDCtqYfV0s9tGxYhRiXt47KOSQUmtgYuGQjLxk6oC912Mnac7B0ne9vB2XFyd12CPbdw1yXYcfK3HbwtO3fdxly10JdN1GUTddVCX7My1qwM8KsMXkB93aaDvWZlrFvZAOSmnbvl4G07+VsO3qadu+cR7bgE207+jkuw6xbueUS7buG2U7jtkGw5ZeC7dset2POqDvyaw4D2pMsA5TRsPIuYzqPms24LEHgcNRxF9IcRzX6Xaj+o2PXLwLfvlou/4Xj4O4MauGamrpmpqybKqomybmFs2ljbLu6uh3/ol56EFBc9+ut+082A+W7I+nHE+XnM/XWq6+tM+Ntc9NtcFGpBP08EP436Po36oJmYy6jlPGSEauCeXbRrEwKBm3YB4Ldh4/9UIOC3H9DuB7QQwv2AdtenBlURKAUgtzyyTbd43SlecwhWbIIVGw8c1xyiFRtv0cxdsnDWHKINl2jdKV618x8W5SzcFQt7xcxZNrPA3AlYLn/Yugkdjaw1q2DNKgKBih6wt+dV7fvUhwHtUVAHchhQH4fUR6EHhEAgVAb3/bKDgHzPJ91yCQG/dTtvy87dsLLXzEzQgi7pqSBQ/zkqQoGZvwFuWy+rJUCq8ROrnbgyE7JIBy/SI4qVrXmC+nRhQyajIo1U+pxU+pzw7hm2OLGjKBFbnIwvSibGlEHwoNvO4mfQtmzq+xe/tRY8hRfGt5ckoQqS2rKfIjKfonIS2tL/aMt8ishOBFfo1qc/BQJbc5ObshJAFwrGgeiCZ4jseGxecmdRKq30FRAoqc/7lcBedusADw5mYkYl7WAmZkaNBTMxKybiqpkECuCWg77jYu65uXtu7p6bv+8RHHjFhz7JoU9y4BUDiltOzoadBeyBFm7TwQYvNuwsMLGx4+btevhbTs66jblh44AAfpDAo4DswCfZ84j2veIDn+TQLz3wSfY8ki3n3z71A7/mKKg7DunPIqaziAkSeB41X/ZYL3ptRxH9QVQPCTwIqw9Cyv2gAvwqbLsFWy7+poO9bmOuWRlrZvq6hQYErpmp/4XA20HLh2HHx3H3l+mfC/yvx4GQwB2HCAjcsPE3bPwNu+CnAvcD2oOg7iCogxAehvQAIXj3AaRXvutX7vhkWx7Jhku07hRC2XQDk7xVO3/TLd72SsHPxA7DoOlKcAaoAMMzsHVzycjadDwM88BID3wJ7vvU4Ag+DvCJHAV1R0HNcUh93KUCCB8JPAjIwclYgWtmJpiGAQ7BCHBOTYT6T0jgIA/ex24NkmsDpBonrszcXqxHFBuQJSpYvqA+XVCfQX3/HFeUgCtKwBQloAvjMSXJnaWpkEBGxWswI0p+l0ooSgYrE2Cr2m/w4gRIIDwnDpkV9/Bc6+x4ZE5SW25Sw5unlWn/qH71e3NOUmtucmNmfHXaP6tS/9GaGYcpTsMWpSBzErB5ycTiNNCFCqqzxHW5yqYibVuJE13lJ9a5sBVOTHmY1hRltEQZTSMi1KikHSxFTKtw0yrMpKJjWoVZNBA37bRNO23LQd92MnbdrD0Pe9/D2/fwDrzCA68Q8AMC9z2iPbdw18Pf9fB33LwdN2/bxd1ych4FNHUA4a6HD+DtuARQAMIDn2TfKwalb9ct3PeKD/3So4DipEt31GX4aY7DxpOI6TRqPuu2gJxGzac9puOo4SisO47ojyPao7DmMKjY80kPfLJ9rxTcvXPLzt6yszdtrE0ba8fO3LLSN8zUdRNlzUzfsrP33PwDv2jfKz4ISE/C6stew82Q9X7U8WnC82nKCwQ+NKIxAj+P+T8Me+76nTe99use22XUAgQeuRWHLumBU7LvEO84RDsO0bZTtO0U7bolu27Jjluy7RKDESAIqH6A32FIDxBCZyCWDwmqt32Kbb9syyfd9Eo2POJ1t2jNJVxzCdfdoh8DBP4qYOryb3EId9wy8N0HGs7DgPY4pAffeqD1AN3HRbflotty0W0C96c6CT84BBQPg4rjLtVBQB47IATrE2BEs2Kkg5kFkCU9FRoEgkYUCOxltUQZLR58lRNXYe0olTfmyBtzVLACUWOWvLWQUprSkRuHK0zClTxrz4trz08kvn+JLUgkFCUDgezqDDAjSilN+5tAREkiGAeCmRhkVhxYjYAENqbHVb34JxAY24U2pz9BFTzHFD5vz03E5CYRClNopa9YFRm8ygxhTba8oUDdWuToqPR11rpxlS5sRYTe3M1sjTKahoXtkMAZNR4InFFjl4ykh7Gfg77tZOy4mLtu1p6bu+/hHfpEhz7RkV96HJAdB2RHfumRX3rokxz4RSD7PuGeVwACsEF/3PcJoR/b84igQgepA1P/h34pKH2HfulxUH7apTyNaE67jadR809z1m0577Fe9Nou++yXffaLXttFr+2s13zSbTyJGk6ihpOo7jiiPQop9/2yWIHbDg5AuGNj79qY2xb6pom6bqJsmhmxAg+DstOI5rzXcDNkvRtzfJz8fyfwPGQ8CWiOPcojt+zQJf2VwB23JFYg1IUCgdDXzWFI/9PshzR7IeVeUL0bVOz4ldt+2ZZXvumVbHnlWz7pj8cdn2zPJ32YL4k57nqku14JOO64JTseMfi77fuU+z41VO5OugyAHAiAd9ljveyxXvXarnotZxHdWVR7GtEAhJDDk7D68HsnAgaHAOGmjRMrEEzGAIFgHAgJBF1oF7XRha1wE6oc2HJVS76iKVfRkserfSNqyCGWJLdnP8HkJ6ALE+HZf7RlP8UUPQMX6VK+r0mAGxmC5vOvmZj2d8mot8no0ufYkhRkXkJ7djw6L6k9Ox6eFYfMSYLnJTdnJlS//FfN6z+ashMbMuLAakTty98bX/8Oz0lEFzzryE/G5CbhC55T3r5glL3hVqQLqrPA46OsyDIvocaNq/Tgq7qZrT0sWJTRNCRAxgqcUWMhgetWChgBghY0VuCRX3wckJ2GFKchxVmX8qxLeRpSnMTkOCgHOQrIjgIy6I+xP3MYVByFlOCzgT6hw6AC+uI8CatPI5rzbt1Fj/6yx3jZbwXAfpqrfsf1gPNm0HUz6LoecF4POC/7ree95tNu42m3Edy0E3z7AoF7buHOd4E7NvaOjb1jZWxb6Ftm2oaZumVh7to5QOCBT3IYlB1HNBd9RiDww4T7fsrzK4FfxgMfR7w/Cjzxqo49clAGd53iHYdoxyXecYljBW55YuJW7HhVQCBU508ipuOwEQo483A+ajqI6g+ixv2Ibi+s3+3S7HbpdkLqnZD2x+NeUH0Q0hwFVUfBx8fDgPowoPzhqD4O6aGAbh+Qu+q1gVz32UFu+h03/baLbsNFj/68+7HD04jmKKQEg0Nw3PVKtt0iIBAsA0ICF3UUIBAsx8cKDJDqnJhyN77aja/WwAoVTbmyxjxWxStOVQa+MAmR+XtHbhwqP7E14/emN/9sy3oCCYSmQ8EW7b9dndTx/jm69DmuPA3/Lg1VkITKSYAEIrITwWpE7es/at88acpOrHvzpDk7sSUrsf71k/qX/2zNjOvIT8YUPsfmJeMLnpNL0milr7gV6aAGKpsLzPBSD77ajav0Eqp7WLBedluU0TTIRzwSOKVEz2pwyyYyWIgHg8CHRtTNBV3ooU8EBJ6HVedh1UVEfRFRnz9EC45nYdVZWBN7jH33PKI9jWhOI5qziO68W3ce1Z9Ftadh7WlEcxrWnkW14Pxlj/Gqz3jdZ74asFwP2gGtn+Zm0HU75AZ5QDhoBwjPekyXPcbzqB58+x765fte6b5HtOsSbDs42w7Ojo29a2PvWRi7ZvqOibZlpu1YWXsO7r5HsO8THvqlRyH5SVR73m8E10bcTf73Au8HXLd9jpte+1W3FQg882tOvAqAcM8l2XWKgUCAEBK47ZWCQONAUAAhdVDZBznvsZ73WM96rac9luNey3Gv7ajHfNRjPew2HXZbDqLGvbBxL6x/dDzo0h+Hjadh/Y856dJB+ftbRqjhBPxi1cXYA7Fd95mv+oyXvQ8OwccNvl6BQGiadNcr2XIJwUxM7EI8QDir6gQbsGIF9jCbIYFObKW6tUDemCNtyGWWv2SUvcIVJILn5rbnJbRm/N7w6n81vvpfHd+f4AmmPcEDJGI3xDAqXv+GLkvBlqUSKl92vn/ZUZgMCWzLfArPSoDnJcNyksFcaFN2Yn3609bcZFhOcsObp5BAbFEKoTCFUJhCKk6llb7iVWaI63IVjYWqlsKfCnxUA2c1uGkVZk6LX7VQYwXuuJhgHHjgBdMwwiO/FAgE/C4i6ouo7iKqu4jqL6K6y27DZbf+xyN49yKqv4jqzyK60279WY/prMcAjqfdxpOo7rTbCM5f9Jku+62X/earAdvVgO16wHk1+PNcD7luht0g10MucPJmyHE1YLvqtVz2mIHA0y71oV9+5JMfemVA4J6Du2vn7No5e3bOnoXxgNDK2LWxIYFHAdlxl+K0W3cxYLoZsf23Ar9OBD+N+mIFXnSZToPa84D2zK868SqO3LI9l2TPJYEE7rgeOr1tr3THJwMBQ77Y/hO0oJA60Gw/dAEDjvM+x0mf/aT34XjcazvusR/32g4iloOo+dHxKGI+iZjOfpZH0qAOE2o4oer3gzpHjEbrTb/lZsB83W+67DXEVkJobgYSuO0WbTj4jwTOa0gA4ZyaGCvwrz0xlAYnpsKJrbR1lMkb8yR12ZL6HFbFK1rpC1xBYnt2HConvj0vAZ79tOnNvxpf/S9E5u/g8UlgBQLsiRE05LKrM0BYVem/YcpTsWWpnVWvIIFgHAjLeALPSkDkP4PnPW/KSqjPiGvMSmjKSmjLfw7Pe96YHtf4+ve27AR0wTNsUQqxOK2zKJVYlEJ995JXmSGpz1M2FUECXdgK0IX2stu6mc2xMzGzGsKcFj+jxs7rCGtWGhAI1iF23ax9L+fQJzjyCw+8wiO/+CQoP+tSAoGXUc1lBKgzXPUYQa57TY8CvXXZbbjoNl10m857zRe9tos+Czie91jPekznPdaLPstln/1qwHbV77gaePgl+y/4/SjwcsDxo8CTkOrAJzv2Kw69MjCF+0jg+hLSlwAAIABJREFUvpmxZ2HsW5l7ds6+k3foFuz7hMdB+VFEedajvxgwXY3abiect5Puu/9OIJgLve1zXPfYgMDLkP48oD71KY898n23dM8leeg/vwvc9Tzw2/XLd/3yn/I7DOkhfrHt99Wg+6LPddb/kNM+J5SjbtuPOYnaTqPW86j5PPL4eBa2nEVM5xHrRbflImq77LFe9TigVhMa6QF7twNOKH93aL0dsP5UILQ+Ac2IbrtF63YeWJFfMzMhgSCxK/LQnphuRlMXtcmJqXBgKqyo99L6HHFtlrgum1n+kvouDV+YhMqJb8+Oa89LQObGw7KeNr/5JzzjD3RuHHSNPK3sJbc2S9xcwKvLhvIbuiwFV54GBKIKktqz40FgGU/aMuMR+c8Q+SnN2YlAICzvGaIwFZ73vCkjviXjKTIvGVuUgi1K6SxKxRc8JxQ8I5ekccrfgBoIxoEefLUTU+7CVkQZLb3stl5265gEDQROyNFA4KwGt6DvXLfRYwvgvpdz6OcdB0QnQfFxQHIakp11KYG9q27tVbf2Kqq/7jVd91hueq03vdbbPtttn+2u3w4FnAHvXvdYrnot1w+/QGDY5r7qd1z2OaEzN4Oe2yH3zaDnesB51e+67LNDxn7M7YgHys2wG6qBN/22yx7zRbfpsttwHtEdB5X7XumxX3Hkkx95xAcu4b6Tt+fg7ju4+w4uELhvZR7YWPsO7oGLDwSehBTHUdVZj/5y0Pz/TeBl2HwW0l11GS5DD2XwwCPbd0t/KnDXL98LKPYCitgaGDv2ixUIjX6vhzxXA56LQd+POev3/JiLPtd5j+Oy237Z/fh4EbVfRG2X3Y6rHsd1r+umz3Xb77ntd98NuiBptwPOu0HX/ZD7YRPssOd+yH0/5L4bdH3/MfsjgdBQEJoUBbMABwH5jke84eBDAsE6BCRwXkP6UWCU3hgg1TvQ5U5stR1dKW/ME9dmCWuyqe/SKG9f4AueoXLiEZlPkDkJqLwkRG4CLPOP9uw4bH5CZ/EzcG9C8rtUcI38364PxLxPwZalEivf4MteogqS4Flx8Kw4RHY8LCMOlhWPyH+GLEhtyUkCO0IRhanIojRY3rPmzISWrMSOwhRsyQtsUQq+KAWX/wybl0wsSmGXpYtqc6QN+fKGAiuq3IOvdqDLHOiyMK2plwnrY7dOyrCjIuSoCDkpQ8+pCfMa/Jwat6jr3LDSt6zUbRtt18HYd7GOvNwTP/8sKD4PSS5C8vOw4jqiuerWXvfoHtJtuO233PZb7vrtdwPW+wHHhyH7h0Fn7PF+0Abeve2z3fTbbgec1wPum0HP7ZD3dsh7M+i5HnBfD7hvh7x3w777Ef/9iP9u2Hcz6AECb0c8tyOuH493o967Uff9mO9+zHM36r0dcV0PuW6GHNeD9us+82WP8aLbcBHVn4U1RwHFnkfyK4G7ZuaehbVvZe/ZOQdO3oFLeOgWHXjFp13qs6j2vNdwNWC5GbHfj7vuJt33k76fCvw6Efw6Efw85v0w6ATfOzc9lsuI8Sykuwjrzru05wH1ke+XAve8sl2//MCv2A8qd/3KvYDqIKQ5CutOogYwpfRo4jdm/slzPei9HPJeDQeuhn2xx8sh/+WQ99HxetB72ef6ac57HBe9zss+11W/+3rAczPovR3y3Q55Y6UBex9HvGD7Abgc5NOw9+OQ58Og+8Og+8Og827AettvvukzXfUYLqK6s7AGPEfxtEt9ElKdhFSnXerTLvVxULnnkWw5BDtO/padu2FiLhtoSxryvIa0qCaB44ySMC3FjkvQE6KOYQFygNUapTd6cVU21HsXrsaFq1G1FIrrcrnVmcSiFFJJGq7wWXt2fGv6H/CsuI785Pb8JHj2U3RePKEokfQ2hViSTChKJpYkMyvfCBqyZbBiGaxQBiuWtxX9Rqx8Q6pKJ1amY0tfoIqfowqeowqew7LiWzMSmjLimzMTWrKSW7KSmzIS617HNWYkwvJT4YUvmrMT6948aXjzFFwsjy95iSt8js1LJhSm0Evf8GtzxY2FssYCY/t7O7rcS6gOkOrClMZeesswu22Mh5zgwaeF7fNSzLwCt6jCLWkJa0bypoW2bSLvW2hHTtaJm3Pq4Z55eWd+0WVIetWluOxSXIVUV2H1dURzE9XeRLVX3drbfvNtv/m233I3YLkbsIIj2MP1acTx6PhxxPlxxHs3DAqdC8yj3A177ke8d8Oen2fEdTfiuB913486P4yBm8N7P008nL8bcd0O22+HndDxst8EctFnvOw1nEXVJyEFWOrY84jAbp49B3/Xztu2cjaNzB0LZ8fC2bVyd63cfTv/wCU+dEsOvbKzkOY8orvqMd702+6HnJ9GPR/HvZ/GA39Oh7/NRED+M9P17+nQt6ngt4nA1zHfpxHnfb/1ttd802O6jRqvI7rzLs2xX3EUUBz55Ac+2Z5HsusW77hE207hjksEXjy89oj3PJI9nxQsnZ2Gtadh7XFIfRxSn4a151HjedR40W267DFf91mhxu+q33E16L4Ycl8Mei6HPZdD3qsR79Ww72rEezMauB0P3I4Fb8cDN6OB61Hf1bDvcthzPeS5Gfbejvig3Ax7r4c8UKB370b9d6N+6MO6HXJ/GvV9HvN/HvH9TV2/60O/6+OA+9Og5/Ow+0Ov5a7HeBPV30T1dz1G8PoqrAW57NJchNSnfsWxV3boluw7RQcu4Z6Dv21mr+ppy2ryvLJzXk6YUxBmJNh5ZeeConNSjB7lIoa58AFGS5RSb28v9XXWuPHVGlixtCFf0lTEqc7BF6XgilPBLk7C2xed7152FCS15yWgCxPxxYmdbxOJ754R3yUR3z0jv3/GqHrFrn0tbSuUtuWD42/4spedFW/wZa/Qb1MRBUnwvIedaI3pceDWTM2ZSc2ZSY3pCXWv45oyk5qykxuzkuozEhoy4lpyklD5qZiil/iSl5jC1L8E1uSJGwslTQV6xDtzx3s3rtJPrI2QG3rpLSMs2AQPOcmFzwjaFySYJQV+WYlb1hDWjOQtM23HSD4w044drFMX58zNPffwLnyiq4DkqktxHVZed6lvwpqbqPa2W3fbrbvp1X8YsN4PWj8M2UA+DttBPo04fszHEefnMe+HUR9E7n7E+2HU93HM/2k88JNM+O5H3R/GXFDAzeE/jrvvRhxQboftIDdD1st+0+WA4XLAcNGvv+jRnkZUQOCBT7LrFu44+UDgnoO/Y+NumlnfBfJ3rfw9h/DAJT50SY898tOg9rxLfxk13fbZPg55Po/4vowHvk4EfxT478ngt4nA13HPpxHnfb/lttd032u66zFeRzTnYdVJQHkUUBz6HwsEr6HseST7XumBT3YYlB13KWKnEM8iuotuw2WP+arXct1nBX0EaPyuB5zXQ57LYc/lsOdqxHs14r0e9YHcTQRB7idDdxPB2/HAzZj/etQHfuZmzA8FnIz9z8H52/HA7XjgfsQLBN4Nex4J/Djk+Tjg/tDv+jzg/jzg/jLo+Trk/tRn/dBjuosaoNyEdVchDZSLgOrMpzjxyI5ckgOH6NAp3LPxts3sdT19WU1eVBIXFJ3zcsKMBLug6FxQdE6J0GM85CgXMchs7aY2eNDlQXK9r7NWj3gnbyqUtpRwawvwJS+xJS8QuUnwnERMcQrh7Qt0YXJ7Xhwq/ymuKKHzbSL5/TNqeQq1PIVemcaufc1ryBC15ED5DVuahnv/8OhccJ/slqz4pox4cJPChjdPmzISgcD6N/Et2c/qMxKqXz2pfvUEzMqgC19gi1/hil9gi9LwBc+JxWmM9+m86lxRQ4GkqUADKzYg37qwFZDAUXbbBA85xUPMClGQwBVt55qRvG2h75oohxb6iZN95ubGCrwOK28iqpuw5jaive3W3fXo73sNd/3GT0N/Yfs86vwy5gL5POr8MZ9GXV/GfR/H/B/H/B9GfcDeL/mNBz5N+D5N+CB1H8f/0ng/6gSJRQgJvOjXn/fpzrs1kMCHfacO3raDt+8U7DsFoAz+SuCxX30a1F5EjEDgl1H/14ngn5OhXwn8c8L7SOBNVHsRUccK3PdKgcAdl2jfK933Svc8kr/s+eVHAcVRSH4SVp5FtWAO4yyqveg2XPWaIH53gw6oJ7wdct8MP5YD8NxPhu4nQx+muj5MdYHXQBR4F/IJ4YxVF/sDH0Z9oAzeDXs+j/m/jAe+jPo/DT80n58GPR8H3LECvwzYP/aa77uNgN9tRH/dpb0IqK5Cmsug+jKofiTwwCGABK5oKEsqEoA3K8UBilMi9Di/fYyHHGLBuqkNXkxFgFTnJdQAgeKmIlZVLq74BaY4DZ6T2JoZ156fhCtOxRY/b8+LQ+T8jitKIL5LolWksmpesWtfc+re8BoyBE1ZfxOIeZeKLX2BfpuKLEyG5caDuzM9EvjQiGYmteY8BwJr38SBW1eg8lNxJa9xxS9wxS86i1LJb1/GClS3FgGBAVJdN7Wpnwkb48CnBCggcFGKXVLgV1T4FW3nuomybaHvmalHVgZUACGBNxHVTUR1G9HeRXX3vYYPfcaP/ab7ARMkEPD7Ou4GgSjG5vOYGxIYm0/jAQDyccY8X6YCnycfno/5CCHkEAi8GbLFCjzr1Z5F1SdhJdgV8H03zF8CQRn8lcAjnwoIvOm1fhzyfB0L/DkZ+jbV9V8I/Dzq+jBgveszPxJ4HFQeBRQPWwK+l8GfCjz0yyGBYCIRrI5e95l/JfB2xPfIT6wugBAIBNhiz4O3Yn/4x4CP5n7Eez/i/TIegASCSvhI4JdB19dBx6c+S6zAq5Dm3K8E9i4CqnO/EhJ46BTv2/lA4IaBsaqlQmVwVoqblxNmpbhJYcc4v32c3z7EgkUp9R50uQdf5cJWattKJPV53Joc6vuMjvzn6KLUtuyEloyn8Jx4TOFzbPFzVH58W9Y/CSVJ5PfPmNUvufXp3Pp0Tt0bTt0bbn26uDUXyoNAzLs0SGBLVnxLViLUhbZkJbflprTlpsByU1pznjdmJYHUvXlS/fJfrRkJQCC+5CWp5AW19DWzLINblSOsz5c0FWjbSkyoUi+huova2MdoHWTDJ3jIaWHHNB85J+pYlGKXlYQVFX5VRwQC9y20YxsT4vejwPtu/X2v4WO/6dOA+eOQ5cOAFTSfjxD+SuCnUc+PAqFi+Djj3q/TwS9Tvi9TvodHZH53CF4AhD8KPO/TnfZoTiOq4y7F/z8Cv036IIEf+sz3vabbbt1FRH0aVAGBsY0oaDtjG1GAEHShjwRe9Zpu+i1QF3o7YAct6N2g62bQdTf6c36xtQ7iF1sbP06HP06HIZ8AZGzA+c8TQegDAn3417HA5xHfl1H/5xHf5yHvp0HP/0RgbE69ckjgno23a+XuWDibRmZsGZyRYGeluGkxBvCbEKCGWLAIuc6LqXDjKh3ociCQVZlJLHmFynvWnv8M1EBY1lNUXhK2+HlHQQI8+1/Ed89oFamg8+TWp7NqXjGqXtAr04TN2VB+3oWC+1AAga3Zz+B5qciCF4iCF7DclKbs5Jbc57D81Pr0p+Up/3fDyz/QhS/AvUMp717R3r9hlmVwKrOBQB38rQVd5ifWRujN/UzYEAcxwUNOCVBA4JIMt6wkrKoJqzrihpm6Y2UcWOkndtaZm3vh5ccKvA4rr8NKqAZCAu/7LXcDlvtB648If8yXcQ8kEPSZkMCvU10/yXTwy1QACAQIYxOLEBJ4NWAGBfCkW30SVkIC/093od8mfV/G3B8Hbff9FkjgZVRzGlSByUCoEQXwfjUOPAhIj0Jy0H9CNfB/IvARQtCU/thwQtgggQBb7B8hfveTIXD1I/i8wL8AEPh1LPBl1P9l2Pd5yPtl0PM9rl91oWc+BZRTr/zYLQUCwRzYjoWzZWKBMrikIi0qidNizLQYMyFAjXIRYzzkOL99kNnaRawJEmq8hGoXttKALJU3FbKrsoglr9AFKfCcRGReMjwnEZb1FJmTgCl6hilKas97QilLZVS9AHWPXfuaUfWCVpFKLU9h176G8pMutCUrvjkzATywpf71k5asZEhgW15qQ2ZiY1ZSW0FaS05SZdo/6tL+hch5hi1KI7x9RXv/hlGeAQQK6vJ+FDjIho9x4ONcBCRwRdUZK/DQxjh1sM89vEcCL0Pyqy4FGAeCLjRWIFQGAb8/Jzw/zdcJ7+cx76fxwOeJ4JfJ0MOVdeOBj2P+P6fDP8lMKFbglynf12k/CITwVwKPo6rjLsVR6GFv6v/pmZhYgR/7LR/6zEDgWUgNBD5qRH81DtzziQ+DMrA5FjiM7UJvB+w/dqE/Tp/Ejvdi6xvk6sca+Agk1J2C5RbwdfnnZAgS+Od48OtY4OuI/5HAX83EnHrl/7XAbTN708hc09FAIzop7JgUdoxyEcPstlEuYpzfPsBoCRKqQp21XkK1E1NhbH8vbypkVmQQil505D+HZcWjCp53FKa0Zce1ZT7tKEjCFidjihKo5WmxApnVLxlVLx7lN/TbFMy7tI6SFPDk6ubMOHB/tPrXT2pf/l736o+mjMS23BREfhqi4AWi4EXtm7ia109h+anwgpS6N0/qX/zempGALUrrfPeaXpbOKM9glWc+EujrrAnTmvoYrf1M2DCzdZTdNiNonxejIYFretKPAgFCSOBlSH7dpb6NaO969GAc+GHQfN9vAXOhoAACft8mvb8S+HXC/2Uy9HWqCxh7uMXDRPDnmfR/nvR/nvRC/P6cCfw5E/g2G4T60o/j7h8FnvZojiLKWIE/XY3YMDF/JfAspLsIG666zbd9tg+D7s8jPjAP8T8XeNej/5XAPY8EjPpA5wn4HQeVx0Hlrld0EJCCHerA4UW34brPfNNvA/w+DLs+jnhB7ke8v5qJgex9nA5/mol8mokAY49MQkPBRyChmvnXTQBAC/Bd4LeJ0J/jwR8Ffuy13HcbbyP624j+vtsIXl93aU+9coAQvHgkEGpEIYETAtQ4v32EAx9kto5w4GM8ZD+9OYCvDOCrXdgKG+q9Dv5WUp9HLX2FyXuOzEkC18piS17Ac+JhGU9Q+Ym4kme4kiQgEMzBsGtfQ/MxzOqXUH5ry4uH5yei36Z2lKS0ZD9tePNHc2Zcddo/6179AbrQxvSEpozE1v+HtftuajPNFkXvz3Lq7DPT7URGIBFFEAiRswCRBUgiRwkhcpJQzjkgcs7ONjnY5JxEtLtn31v3K9w/lnitlo339NSpWkUB7qoZd/NjrWetJ2BdM4NQOSHoVKxLepB7epB7kvfzZJ8Xmf7OKZjnOQHOtDB0RaR3eYRXRbgXMz6whRTWkRXOzsCLC6J1JUmGMmJvRdpgTeYYPXOkOn28Jn2unvyuhfq2lfqujQLrwHle6Ya4clNSDb3QPXXdvoa1p2nY0zRADkSmEdALPe7nwToQsh/Yg7iaUN5Oa+5ndfezuttpjfWPprU30/qfF5yPVKHXs4brWR2S+myTIYLQZjUoORgU7vZ3bfV0bpo7trs7tkztyNnfNVUDnGmEBLgkoi8Kax7+8zNXRMwVSd2arH5d1rghb3osB97Mdt/OmeF+CmQYeD2htYwrL8cUF8PS0wHRSS//sLtr39ixY2zfNbKREhRRB3kPAhGIdGK+GFrhMAFUoXs9vP1e/l6P4KBPBA5hk8rZiOpsTHM6rkPyHpL9jsa1P22r/CKQ0hThCt+BUgUCNh5cT+ivJ/TQiUHWgRcDivN++Xm/9KJffN4nPOsVgL0jU9ehkQNDCNs2zGd547q0fk3CWhEx1iTMNQlzRcSAdeD7ztL3naWzTZRJFnmUkTXKyIJM2F+RaipJ7K1IA4FSajwnK6Ii0is/0DUf544IJONc8oJdaARUYbg7Be9UGuleFedZm+zDJPoykrxrEjCAEGrR8mj3sii3JzkhzrmhrgXhHmS8Gwn7IsXneTrWMcHz9yTMsxSfl6m+DjCNyAhwywr2yMZ5Ev2cSIFupEC3RK9nSd7PM/yciOhn5CDXQgKmPMKrLBwD88DmNHxbRpitwJ7y1H9H4Bdx1aasBpoxiMADYxsIhGkEFKInA/zzIcn5iNQ2+/1a4PWUzvY/KhJIYvlLzBlBIILQtiL9qcD9AcEvBMK5/h8FQg5clbJ+KhByIHQC4f+YrcDrCe3VuMYyrrwYlUMOtBW4Y+jc1LdD9gNskAbtBNr2Qn8h8HhQ+j8KtO24/F8UCDvvoBNzNa6DgcTFkMpO4HmfCAQii0BkDPhTgctCOuyIWBLUfOqqgEXg2/binwo0FicYi5Mk5AhhNkFAjmon4cvC0XkBLlCF5oW4F+A9coOdcwOdqGHuheHu1DDnkgg36MRAIxQRCPUn3CvzhIx3zSegoBcKbwZmBDglop8SvV/Anpg0P2doh2bjPLOCPYh+TmkBrqRAtwTMU0RgQQiqkIApC8eUEtAgsCk1FHqhEkqMriRJX5psLksZqM4YrckYriI9JnBdVPFZVAkTeWstqmnY0zRAJ+bIxD4xdyFV6OmgwDIqt+NnLTj/pkBILPbxynQzZwSBP0V4OaWGZszDSFCyPyCANoytwO+n7xWsFXndqpS5IqldFjOWRHQ7gevyhs+K5i/Klh1Dl51AqEJtf0Hczhiup3Qg8HJMAQJP+oXHPTxE4La+44uuzVYd0olBvmOL8BcCkXUgTOQfE2id4/3Q2/wfAwpR25L1R4GWCR30YBCB59/5yc/6JOd9IkiAsAIEgfv6TuiCQhVqK3CRX70spMMi8AO7DEYR0AsFgSP0TPjYV55iKIrXFyaAQOjElBI8IQdmBzrnhbjnh6JAIAXvVhSBKopwKw53LY92r0nAwBwCib90Ysh4V1gHZgQ6wItlJH8HKEFh8yfJ3wXaobAOTPF3JgW6QRVK9H2ZhXVJ9XoB68BSArokzBPZE9NADOrKIkgoMdriRF1JUncpsb8qfaQ6/RcC14TlG8KKL9JqO4F20whkHXg19r31YsvvMYFXk9qfLvl+IfBmTm+H0LYEhXXgw0BCDAI3zR1futuhF/pZ27yuboTLL+CCKeAHAQLXJKw1CQvWgV+ULT+uAy9G1HAbGrIOvJ4x3UzrHxN4YOLsGdq3DW3b+o7P2lZEHTKUB4E/InxMIOxHsxN4Pq5FBP44BvyP+dkivHpACGcgL8e1MIewnciDwLM+2Vmf5KzX2ghFEiAyhbdtw/xU4EdOOSJwrplqK3C4JqO3jKgvjDOVJCupsdK8KH5uZDMxuCwcTQl2LwhBQQIswHvkhbjmBbtQw9xLojzLY9ElEW7l0e4wD6xL8atL8WMSfe3iSW6oCxnvlhXslOr3jOjzO7za+ZjA3FBMWoBrRjAqE+eR4ueQhnXKDXJP93VEcmBJmCesAxuIuAZiEDc7HARqixNNJcl9laSR6vShyrTHBK4KytYF5Z8lVVtyOiJwX9v4mEDLqNyu/4nMHv6vVKEg8EeEj/VC9/r5PwqEBAjTiCXpd34rklpYhKxJWOvS+g1F4xdV85a6bVvTvmvk2gmEPVm2rVoQeDWusYypL0bl5yOys0HxcZ/g3xFoOxW0RfgLgQ/jeOsBhfNRtZ1Au3ry7wbAu5wzX86ZEYS2AuFO1B93pT3wk532ik97rPUntECBH8wAIbZULbYClwTWdrRdFWorcISeOVSd3lOarKPFmkqSNUUJ8oKYrixCfQK2GI8qCHLLx7lTCWgqAU0J86SEoah4FI2AKo1GVyV4l0WhYEMMk+gL0z9Wqr8tv7oUvye5oS7ZOOc0/+fwamey19N4j388VoWS8V5pAa6ZOI/sUHSqv2N6oEseziPT3zk30AU6MaUEdFkYmh7j30DENaeF8HIipNRYeDTCWJzUW5E2XEX6hcAVfukav2xDXAlLQUTgY1Uo7In56Rjwb3ViHhN4+8p0+8rwI0LbeSAykT8cEu3186ER+tnUBr1QROCy3HoedElEXxLRVyS1q1Lgx1yX1m/IGj4rmzbVLdua9h1tx66Ru9/NP+wV2Qq8GNPYCbya1P4o8MjM3Teyd/VtW/rWx6pQ20mg7bLwMYHQhrETeDGhsxP4n9lDBAI/BOG5TbP6YkKH3EoM/M6GlLYCT3ulp73iE/P3BgzCD9Z+SNgKfGwdiAgcrskYoWcOVpHMJUlaaoyWGqekxkrIke1puJpIDDXYJS/AhRzkSgvHUMI8qQR0YQS6KBxNI6BKojyrE30qYjwrYz0gB4LAuhQ/pBaFjTJPyHjXzCDHFN+nqX7PMgIdUnyex7j978c6MZADM3EeWSGetgIzfF/SwtBV0b5l4ZiSUI+qSJ/GlJD2TAIiUF0YbyhK7ClPHapM+4XAZV7JTwU+1omBaQQ0Y+wQ/lTg7Yzhp6O/x6pQEPgjQmR/jO2emMMh0W4fz04gtGHgUja4lWRRWPOYwC1N6462Y1fXuWfigcCTAenZkPJ82Hoqx/a3xvWU7mpSaxlTX46qLkblZ8NS2BdqK/CxTsxjCH8t8HRYfjosh2HgxZjmYkJ3MmY/e7ArJv9WXM6ZLa96LK96kDRoKxB5nebhLJLybEBx+j0BSk97xcfdf0mAwG9H07apbEbiYT9a/bq0/rF1IOxHA4HDNRkDlWndxYkaSrSCHCnLjxLlhLcQA6vCPWk4VyoORQmF+tO9AO9RFIkpjsBAJ6YiDlMR41kRg4IN2VCFMpK8q+I8YQ4BjZkn+QT3jMCXRJ/fU/2fZ+FcU/1fRrn9V5znb4lez5J9XhB97acRKf7O6UHumTj3FD8HOBuR4e+Q5vWMikdVx/iVR3gVh6AqIjCNKSHsnEh+bqSUGqspStTQ4vWFCb1lqUMV6cMVaeM1mXP15PfN1Hct1HdttI9dxQv8skVu6TKvZJVnPR5hHUioG/a1jYf679MIGAme9vFO+3jHfYKTfuHZoPhyRAYV6fX4rwTezf483d2/7v1pgMD7OcPNnP5uVn8zp7+d0V3P6iwTqotJ1eW48nRMdjYqPRoWHw+Jjof28FrsAAAgAElEQVRE+31duz1s624YY9v3WbyCtSRj2gmEweCarP57Capp3dV17unZeybegVnwIFB+Pqy4GFGfj6pvpo1IwCIQBJ4PK86GpacD4qNewVE3b9/A2dV3bOnad43sLV073JHxRdP6Wdv6Wd2ypmpCCtEfBLbDGdZfCpSfjSgeBKp/Ov37z/jZCrycM1tmuq+mjTfTRujBfE+Ag0qIC5sEeNYjPTWLjrt5thMIpPvyqMCu6mUefZlHX+RWfuwsfd1a+KqF9qqFBgJHarOG6BlD9Iz+qnRTSbKKEishR0rzowXkqGZiYFWUdykBXRzhXRzlQ8a55QS55IW4F0dgiiMw1BBXWqhLRTSmPNqjLMqtPBrSoF9tsk91vFdZlFtlLLoy1qMqDgMTeddMnGOq//O0wJekEBdigFMU5mm4xz9jvZ4nY51JgW6kAGdSgHNGgEsWzj2PgMkKQZECXdKDXLNDUDmh7rnBrjCFLCR4VkX7lhI8S/AoeqxPCym0IytcRktQFifrS1L1xcl6WqKeGm8uTOorIk7Rc1/XF3xopL1tLHjbWPCpo3iRU7bALl7iFG3wyrZEVdsy+o6csaOs3Vc3HGqbjvVth/rWQ337gaHjyMQ+7eFe9AsuB4QXg+LLQallSHY1LL8eUVyPq+7G1TcT6ttJze2k5mZKczOluZ5UX0+qrybVV5Pqm2k9/PjezphuZ0x3s90QX1/1/DSuJrXXU7rbKf3tjOFuRnczrb2d1lxPqy3jiutp9fWk6nxMcjYsOhsVnw4JD3q7jvp5+z2cHVPHtrF929i+bWj7om1eVzUsP/CDpy/mRTWLEsayjLkgql0U161K6lfljRuqli+ati1dx7a+c8/Utd/NPeoVnA1KLoZlV2PK63HN1bjmz9d9f7zq/Tprvps23Uwabsb1EJfD6rNB2XGf+LBHeNgjhOO5m9r2PT17R9e+pWnd0rRua9s2tW2b6pZ1ZRO87AnnJKwINc1wq+KmvmPbyEbCekyxX3g8IDodkpyPwHlL+cWI8nxUeTahPZnUnk7pzqb15zOGi1nj5Zzpcs50PmP4aVxMGS+mjJfTpstpk2Wm+2rWDGH7ORLXM2bLhA4GgHbb0GAv6GW/4rxXdtYjPekWnxpFxybBgYGDnIFA+p9Qhdry25A1rEvrP0vqF9nVq7zadUHdKo+xyKn40FHytqPwXWfRe07JVCN5sDZzsDazn5FlqkhT0eJlBTECchSfHMXJjWomhdXEY4sjvGnhGEq4dx4eTcFj4DnNknB0WTja5j5CVGU0pibOi5mErUv2r030p8d7V8V4VcWga+J86PHeT/IIThnBDkTs0xTsy1SccyLWKRz9e6TXixhfxyR/p2Ssc6q/YxrWKSvIJRePIoehs0JQGcFu6UGumcEuWThXeHM33ecZFY+qjPIuJXiWhrnXxHg3pgS3puP5uZHiglgVNVFbmGwoTOouJg6Wpo1WZk5X57ypo3xopL2rp7xtLPjUVgQCV9glIHBXSt+W0XcVtXuq+kNt05Gu9UjXeqhvP3oQeN7HvxwQXg5ILgcklkHp9bD8ekRxO6a6G1ffjf9C4Hd+/47Am0ndzaTudkp/N224m9HdTmtvpzU3U2rLuOJmSn09qbgYlZyNCM5HhafD/IM+9nE/76CHs2vqsF6mqG/9rGlaU9YvSWuRFy/gkuZFCWNJWrsgYi6K65al/45A1fW46tuM+et0992k8XbCcD2muxrVWkY08HN5NqA47pUemsWHZvG+Sbij521qO/f1bGQv8ra2DQ6nbigabQVaEWqa1zTNG5rWL7r2LUPntpENH3e7u/Z7eLYCL8cUl2MKy7jycvxRgRezxp8G2AN+P1VnJ/BqXHc9prsZ13//yw6pLgeVlgHlZb/C0iu/7JFdmKVnJvGpUXRqtBdouwkG+NkJXOisWeHUrnFrV7n0+Y6Kd21Fb1upb9ppbzoKxxpy+unp/YyMPka2sSJNXZQsoyUI8mK5eTHtWZGsFFxltD+VgKbgMflhmNwQj/wwTFG4V1E4uiTMs5TgWRmJro72ggvRauJ8ahP961OCGlKDWcRAZhKWkeBXm+jPTMLWJQc8ycU7pAe9TPL7LdnveXKgQ7yfA8Hzt1g/pzh/50Q/x0Q/R6g2c3Bu+eHonFCP7FCP7FCPTJx7eqATKcAxK8AhJ8gp3edZQYhbeQSmLBxdRkDVxHjXJwc2p4Vws8MF5Ch5fpyGlmQoTOopTR0uTx+rypqqyn7NLHjfQH3LKnjTkP+prWiBXQoC17mlW6KqHUkNpME9Vf2BpvFQ23KobbETeNEvQAReDcmuRxQ3o0pAeDOhvplQgz2rwynN9ZTmR373c+b7OfNjAm+n9FZ+04a7Gd3djO7fFAj3mm7qWjbUjfA8yE/j7wq8nTDcThjgJxLgwVT6Ykj1o8AtHRsEWpsQmtYtTesXVfOGonFV3rAq/35GflXZaH1cQd3yWdu2qe/YMnRCgMDDPsFRvxAEWsaVVxMq+KX2mEDLq+6fBmLvMX7In1pmuq+mu0EgBLIHzU7gebcEBJ4Y+Pt6th0/pPtix29NwtoQsxY6a5bZjBUOfZlT/am9/G1r4ZsWylxLwVwrZYSVBQJ76VkgUFGUJMyP4+RGtaQT6AnY0nDvArxHQSg6PwyTHexeQPAqjfItifQqxnsU41EVEZ6MOF94IRAeMANy8Mp8TZwPPd4XHD7JCX0JApN8nyViX8T5vgzz+Gecv3OcvzPkQFKAc2awGzkUlUfwzA5B5eA9c8PQWSEoUoBjqv/LTOzL3GDnLP+XILAi0qsyEk2P9QGBwrxocUGsoiBeTU3U0xJNRcl9RcT+4pSJisxXtfnv6ilv6vLfNOR/bC20FbgprLQTeKBpthV4Yu466+Wd9/Ev+sWIwKthOQi8HVM9JvCn/O7nzN9e9/40wN79jPF+xng/q/8fBR71cQ96ODvG9i1965a+9YvWeksvvEwAeQ/Jhwti+t8VCDUn/EQiAuGOhtN++VGPBAQedFtv7LUTCLczrMnqEYFLMhY4hNf2VpVN6+qWL7r2TX0HONwxceA2uqN+4cmgGARa/61Oa/+uwF+nPlt+l9Mmy5TJMqZF+P2lBO1XgMALs/S8W3JqFJ0YhLYCEX6IPTt+q+K6dVHdEoeBCIQc+Lq5YLY5f66VMlqfPcDI6Gdk9NRk6kqJSloi5MDO7IiGlJCqWN/iMAwlzJMa5kWN8MnBoagRPhWx2LJon8IQd2qwSxkBRY/1QZ5ngVvr6fG+8HqELcInuXiHjGCHZP/fE32eJvg/j/N9GY7+HXIgMcAlLdg9OwSVi/ckh6JyQt2zQ1C5YWgyAZMd6pEe6JSGdcgOdIS9cFQ8qjwCUxXtUxPjzYjzrU8ObE3HiwtiJZQ4eX6cipKgoyYYC5N6aEk9tKTx8oxZOvlNXf5rZt7r+jwQON9ZtNxZDAK3xdVb0podOWNXyTrQNO6rmw40zYf69mPYnG3uOu3hnvXyLvrFgPDqYSkICOHn1VbgzbT2Zlr7WPZ7TCDY+zpr+jpr+jcF7pvZIPCLthkS4JK01rb4/Es5+jcFQkmGOIS0AAhP+mS2Aq23FdoI3FS3WBOglLUqb1iR1S/JWEsy1qK0bklmfWt2Wd6wpmr+rG37omsHh4jAwz4BIvBqQgW/1P5uFXo913Mz23M9Y/5pXE13X013W6ZMlinT5aTxasJoGdNejVoDBMIetMt+xUXfX0rQE4PwWM871LEPtB37mvY9dduOsmVb0bwpa0Tii7Ths6R+Q8xaF9WtCZlrQuYKl7naxQSBC52VHzpK3rRQZpryXrfTxhtzh5hZ/YwMUyVJVZggzY8VF8TycqPbMsKYiYEV0d4lBK/CCK/iSL+iaP88PLowyq8yLqA0ypuGc8sPcCwKcamI8IQ3A4Ef3E3ISPCrjvWGz1nEwPqUoCd5BKfsUOeUgGfJfs8TsS8S/B2jvJ/H+TvHY11SAl3TQzzyCJj8cK88vEd2iFsu3jM3DJ0bhs4O9cjCuWbhXMk4l/xQt0KCJy3Mo5TgWRXtQ4/1YcT5NhCDOrLC+bmR/NxIcU6UIj9OT0vsLib2FRH7ioijpaSZmtzXzLxXteRXLPKHFtp8ZwkIXOsq+SKoAIHbMvqukrWvbthTNe6rmw50bbYCT3u4532i72nwQeDNqBJ+ZKFYupnS3Fr56ZCFn13x+ZhAsGcrEPa+/Vog1J+fNU3Qg4F3eX4a/5nA2wkDshREFoEnfTLgBwEveCICN5XNX1TNcD3RiqQOEbgorVuQMBel1uedl2T1q8qmDU3rZ20blKM7Js6emQsCjwdEZ8PSi1G5ZVxpGVdaJlR/S6Blxng713sz2wPxU4EIv4sJg2XcYCcQ2QV60ScHgVCCnhiEx3rBsZ53oO080Hbsqdt2Va3AD9R9kTb8yG+NX7vOYyECF9lVHztL37RQphvJIHC4LrufkWGsSJNTYkW5UcK8aG5OVGs6vjYhoDzKqzTcuyjSuyjCtzDKLw+PpkX6lkX7FUdgqMGu+QGOtGCn0jB3uKMenpJHcmBFFBopQZlJ2CeUSFcywY0U/DIF+zI50CEpwDnWzyEpyD0x0I0Y4ELCochh6III7wICmhzmkUfA5OA9YSlIDvPII3hSwlCUMFRJpBcVjyoKda+I9KqO9oJ1YGd2BDc7vCuLIMgMl5Fj9LTEntLUgZLU/uKUkZK06eqcV7XkOUbuXF0uInCpowgEbomqNiXV2zL6jqJuX92wq2ywEwhx3icChJZBqeVhKQgCr8aUtgJvZ3SIwB/Xfn+86ftpfJvrRgIReD2p+oXAve5OaIEiPRjkvVHkneQP/MqPgqr/QKBlRHM9pkME3ozrfy3wwMCxE7gmq18WM1dk9SuyeuAHAc+vL0pZy/KGdXULIPyia982sm0Fng5Jzoal0BE9H5Wfj2vPJrTnk7qLKf3ltAEuU4T7FH8at3O9ED9FCAKB3/m4/nJMfzmqgVbT90XvgOK8X37RJz/vldmWoCDwUNN5oG7fV7XtKlq2ZU2bkoYv4vrPItYXcT18siGsWxcw1wXMNX7tGr92jVu3wqld6qxe7KyEHPiqKX+yPme2pWCsIQdyoKE8VU6JFZOjRfkx3JyoFlIoIx5bFokpDsNQCeiCUDQ51DM3xCMPj6aFoal4FDXYlRrsUohzLsG7lYaj4Jkk5K2I8kjPEoI7JEZo0jyhRbvnR6AyQhxTAxyIQY7EINd4rFNqKDo5GJWMdU4JdM0OQeWHe1EjvAoiMPnhXjl4z0yce3aoR344mhrlXRiBphI8SqO8qXgUDecKXaCqKAwrKaAzO4KfG8nNDgeBOmqCuSSlr4jYW5g8XJw6VZX9twTuqRrtBB53c+wEImnwbwn89rr33xH4dc7wbwpESlA7gcjjBO+45f+ZwMth9dWoFtIg5ED4ubRtw3xvxvwgcEPRiAhclloT4Ly4dl5cCwIXJHVQiG5oWqEvaisQloKA8GxYejosfUwgvHD4Y9y96rt71Ycg/L8r8EjH/VEgqLMTCPxWeYzVLuYym7HQXjnfXv6pvfxdW9FcY94YM3OqkTzCyhqszeyjp4NASV6MlBrPy41uTceDwCI8Oj8UlRPolo51zgpyyw52zwt2y8e50nBuhSFuxaGuJXg36MTY5kB4wtq+E5MV4pQR4kgKckoOdEjEOsVjnZKC3JODUSQcKj3EIyfUgxyGzg/zzA9HQw7MwXvmhXvRon0KY3wLI9AFePd8nCvkQBrOtTIS3UAMakwJro334+VEgEBJTpQ6PxZZBw4Xp05X50xWZkxXZ31ooX1sLXzXQl3mlq1ySte5pZ/55VuiKqhCt+XMbTnzQNOMrAORTsxZLw96odawQWgZVVhGFUjX7sbaCNUi5SUA+/NtPwRSiNp+/1/vBv54Zf7zdQ/EH69N97N6mO8/XMcmBYEnQ7yjga7Dfs5hbxdUoZ81TSsPm2DgfawfE+C8qAbetYW3NdcUTZ/VrVu6jh0D+7CHf9QrOOkXnQ1KLkfkV2NKGHJejdp3Jqw7swatW7RO+mTHvVJYEB6YBUcmLuzP2tW2wxxiXd6wJquH57uBnzUNyuoW5axVZdOilLUgqVtRNK6pmtfVLVuGzoNePqwGYSYBCOFde+TKD7h2wLpZZ8Z0Pq69nNTbHoOGrX/3s713Mz230+bbaTN8fj1psowbbqa6b6fNdzM98KfwzYtRHSIQ+UVz1ic76ZEgAqEEPdLxDzTcfTUbEbinbN2RN2/LmrakjUgmBHurPMYKl77KY6zyGMtsxjKbATnwY1vZmxbabAN5sj5nlJk5XJc5WJtprkrVFCdJ86NFuVH83Eh2ZnhTKq4m1q8k3JMW4pEX4p4T6JYR4JId7J6DQxWEoCih7pQgl/wAxxK8GyPOlx7vC8+VQdKDJ6wBJCCsTfR/kh/unIN3yQx1Sg92JgY5Jge6JAa6EHEeKSGe6SEemXg0OQydH+5FCcdQIr0KIrzzwr3ywr0KIn0KY3xp0T5UgkdeiCsVj6KFeVCDXfIDHItDXZkJ/k2puPrkQKhC+RkEEGigJYLAkZK0mZrcqarM6eqs983UDy20t82URU7JCrtkratkg1e2KayEHAgCkU4M0gu17cRY+zE2hahlVHE1prQVCJ2Yx5Z/tp/byvzO75X565wBBMI60DKusIzLLkYl56NCROBed+eOsf2LthkmEDCCB34IwscEriubv2jatvWdvxCItGF+7MTAFi2kH3PQLdrv5h8au5BLMqERCgiXJHVLku8JEAQuyOqW5Q3wxvWKonFd3QJ90d3urp8KvJpQXf5VIILwfFyL7HcHhHCqAxF4N9NzP9t7P9t7M9V9NWH8qUDLmN52BXg+qET2oJ33ys57ZZAAj/WCQy0PBB6oO34q0Db7gUBAuNRJX+qkL3VWL3RUfGgtfd1MBYEjtRl/S2BGgEtWkBsl1KOQ4EnDueVhHSiBDmUEFDxXVhmNYST4MRL84A3dsggPEGjNgbRodzLBDQSmBDul4tyJOPeUEM/UUHRGqGdWGCaPgCmI8KZGeFGjvCmRPgWRPpQo38JYbFGsHy3ahxKGyg12Lo7AFBI8CwKdcnyfU4McYSLfQgrtyiJwMsP4GQRxdqQqL+ZHgVNVme+aKO+bqa8b86ETs8opXueWfhFU/CjwQNdmJ/CsV3jWK7T2YwalyEDi11XoT5eCdukR4l9veq38Zk3IPPB2WvNwI5vsckxqKxBWgFB8wmsE8C65nUNE4JKEBfygCt3Utm/rO3eNHFuBSBV6M6GGFSCyCIROjGVEg/CDBHjQLdo3Cfe7/9Kdh14oILQTCFXogqxuUcr6JKpdkNRBPwbKURjN75m5UIgCQmiKwn7xy4eLzOAiCdhHdjNthH/JtzMmGMPezXZ/m+u7n+m5mzbfz/R8m+v7Ntd3N22+mTTdTZuRuJ3qvp4wXo0bLGPWXzSQ6k/75af98osBxcWA4qxHetZj7YLaCTxUtx+o2vYULbvy5m1p45akYUvS8EXE+iys2xAw13iMVS4dicWOmsWOmsWOKkTgTH3uBCt7pDZjiJkxwMgwV6WqixIRgZ0ZhMaU4OoY32KCBy3Eg4xzywl0ywx0TfNzzAhwoYR6FEdgikJReVgHst8zapAjlKD0eN/6lCAWMbA61hvmE1CCWifyhTEoMsENqlBikGMqzj0lBAU5MCPU0y4H5od7FUT60GL8i+ICiuP8IQfmh7qVRHoVEjwpQc5k/5e0YKeqKEwDMag1Hc/JDGNn4LkkvCgrQpUXo6cmmKmJiMDJyoypqkzYmDZXT/7YTlvqKFruLFzrKvnML/8irtqS1mzJakEgdGKODB2wPxt6oac9gtMegRXhgAQE3o2rf+yF/lrgY73Q/37b9+frnm9z3XfThttpLeyJuZvRwjEoO4EHfWzYBLMir0NeZkUEIggRfgtiOiIQEuCWrmPXyNkzdR31Co77hIhAy6jCdiJvJxA6MYhAawI0CfdMvD2dzfkATSuC0FbgJxFjXmx9Vx1emV+UsmA0D2kQBoOwPQ1BCJtj4MKYHxFeTxluZ0w/Cvw62wsCv872fpvr++NV//1Mz+1UN2Lvdqr7ZtKECLybNIJA+Nud9MkuBhSXg8pTswR2otmUoF0HavahquNA1bavbN1TtOzImkDgprgeBK7za0HgSleNrUBYB75vKXnVRJlm5YzXZQ0z0gdr0wcYGd2VKYhAATmqIz2sgRhUFe1TTPCg4lC2AtOxzvk496JwdDHeoyDQKR/7ghbsBN0XeC+pPiWoJs6nIgpdFQM71AJgl8wTapRbDt4lHeeQGuCQHOiQEuxGxLknB6OIOA8SDpUR6pmL9ySHoQsI6IIITC7eMy/cixrtBwJhHUgL9yyOwNDCPGg4VxrOtQTvVhmJrkvEtpBCO9NDO0ghXWmhwsxwJTkaBJqpidALnahIn6zMeNOQ/6Yhf5aV+6GNutBGW+qgrXKKN3hln0WVIHBLVgvTiH1t66G+/dBmIHFi5gNCEGgZkj2WA2EagYzgfwHPNjGCwK+zprtpA8wV7XIgrAOPB7kHfey9ng4QuCxjzotqIAHC2g86MUggAm3bMJva9h0DG3owx33C4z7h6YAYEWhNg49UofB8wmm/3C4HPiZwWcpaktQBP4iPYsZHMWNJVr8gqVuS1UMbBhGIDAbhTbijfiGMJeBlFTuE4NBWICTG2xkT8LPNgYhAW3vAzzKmv50wXI1qL4ZU8MvluFd63i+/GFAcm0THJiu/hwTYta/qPFC2HynbDhWt+7LmPWnTjrhhW1S/LarfFNR94TM/82rXu+hrnBokFtqrF9qr59sqPrWVvWsunmssmKrLHmNmDtakDTBI/fR0UwXRVmA7CV+fHFgV7VMUhrIVmBHgko51zglwLghxg4k8zANhVxpsSatLDrD9El5Qak4Ptc4DScEvQSAxyDU52A06MWnB7nadGBBIifKlRvtRo7ypUd5FkZjiKC9amEdBiBsN51qMR5URUOXhHvRYn6ZUXAcppD0Nx0kNEWQQFLlROko8CBwqSpmszBovJ01UpL+uz0MEzrdSF9ooK+yidW7phrBiU1K9KWWAwD1VIyLQelDQ3AX8rGnQphC168RcT6qhE/M/CkTswT/2vQSdNtxOa2+mNMg80DKuuByTno+IT4Z4h/2cvZ6One62LX3rhrpxWcZESlAk6SEIv/OTMEDgmqIJVoC7Rs5+N/fAzIMEiAiEpeDVmPIX68CfdmIeq0JtBX4U0j8K6R9E9A8i+rK8YUFStyhlQRtmVdm0pmre1HfYNkVhfwzsUEPeErNFaL1UatoI5cY1csnSlAGYQdkJafB+pge+hD9C7EHAX9D273XaKz3tlR4ZhYcGwV/4PQg8VLQeyFv2Zc27kkYQuCVkgcANLsNO4Hxb1Xxb1afW8o+tpW+bimYb8ieZWaO1GQPVqf30tL4akqmCqCpMQAS2pYWykgIqo7wRgblB7pmBrtnB7ulY50w/h9xAJ2qwKw3nCrujYeTATMLWpwQxk7DwJZL9rAJz8Q7QC4V14E9zYB4BAzkwj4DJj/CmRPkWRPrkETzzCJ60cM/iKC9KqDs5yJkS5Ax92KIQF+iItqUGt6UGs1Nw/PQweU6kjhLfTUkwUxP7qUnj5Rmjpanj5SQQCFXox+aC+dYCKERtBcI0Yk/TcqBrg+MRkAZhHWhdDfaLIQ1eDcvhp/ZiVA57iK8m4KpCtV0V+iNFxN79nPlu1mYUMWuCndlQf16OyS9GZecj4tMh4dFA135v505325axZVPXsq5qWJQwPvAr4UXy97wKOAxhO4i3E7iubIYECPwOzLyTfhEIPB+Swt8F0uCP60CkKYr0Y74j7BE+1omxE/hBUPNeWPNBRF+S1X8S1X4UMhalrCVZ/aKUtaJohMEgskcUMiEsBZFHxWwRWi9WnDJA/Xk1qf/+zQnj9ZjhesxwO2H6Ot3zdbrnfsp8M268nzLfTXbfjBuvRvWWEZ1lRHc1qr8eM8BvFtsC+6hbdNQtOtDzD/T8Qy0PEbin4uyrOvcVbSBwT9pkKxAS4AaXAfBW2dWr7Oo1Ts2n1spPrZWfWss/tJS8aSycqc+bZGaNMNL7q1L6alJ7q9OM5cm2AltTQ+oSsRWRXoV4d0qwu61Akr9Thu/LnABHSpALJci5ONS1IsITuqB1yQFNpBBYB1bFeCF7sq1VaHaoc3aIS2aIc2aIKwnnlhaCSsW5p+E8SSHojFDPHDyGTMDkh3tRIn2oUb7wkRrlmx/ulRPqkRPqnh/mSY3wKsB75AQ452IdKEEuBYFOlECn8nB0AxHXmhrSmhLUkRLMSw+T5kZrKfEmaqKZmthDTRwpTxspSRkrTwGBr1jk+Y5CEPgwFaz6Iq7ZshG4r25BmjEg8LJXdNkruuj53o+BweDloPRiWIb87FoRTqhup/Q303rraaNpw92s8X7GeDdr/OOV+dtr87e57q+vur/Omu7nTN/3o80Zvr0yfntlhEaoDT/p2bDoZFBw2M/ZNbdvGVu29M1ftM0bivolEf0jt+Idu/Qdu/RDV/knXuWisGZBUI0EHBFcFjOWxcxlKeuzsmlT27ZrtAo87OEDPzuBllHV/ZQJCbsTEgjC7y2ZXtHDNIK9q23fVLVuKBrXZY1rsvpVSf2SpG5BxJwXMj7y6R/5NR8E9A8C+pKE9ZFP/8Cr+SRgLIiY88LaZWm9dVD5g8CzYenpoOx0WH42pDwbUVyMqC/GVJYx7eW42jIGp7qMN9P6q3HdxZgKrpq/HtNdjepvRvQ348Zvk+av0z1fJ7pvxo1/TPXcTXbfjRmvRvXXwzrLiO5mRH89pjvvl58OSM/7pWd9ktNe8bFZeGTkH+i5B3ruobbrUNt1qOEcqNkHava+qnNf1bmvbLUVCPzsBAK/VXb1Mqf6Y1v5x7byD61l71tKoA0zxswc/ovAFDVsScuJEuTGtHY6DoQAACAASURBVKaGMJNAICof504ORmUHg0APkr9Tuq9jToBzfpBzfoAjJci5CO9aGOpSFunJIga2ZIY1puGqYr0rozHVcT70eF96gh8zCctMDnhCCnTJDvXICkElej9P8nFIC3YnBrgQA1wy8ei8cJ/cMK/sUHRumBeZ4E3GexUQfPLDvPPwXmS8V16YNzkMnRPqkRnsloNDZQW5Zfo7k7xfZni9zPN3LQ31ronGtpMInaQwTka4MCdSlherpMZpKfHagti+kpSh8tSxyvSJ6vQZeuYrZta7BvKnFsp8M2WprXC1s2ytq2ydW/mZX70trt2W1u3IWLvKBuv+bG3Lga7l2Nh+Zu66NAsvukUX3aLzbtFlj+SqT3Y7qLwZVt0Mq65HVDej6tsxzd249nZSdzupu5vS3k1p72Z0X2f0X+cMf8wZv84Zvs0avs4Z7qd197N6+Bw+fp3R309r/3xl/Dar/zqj+zar/2PO8G1Oezetup6QX45KIC5GxCcD/IMejvUkhJy5LKr+xC17zy7+wCn5xC2b55XP88qXRdVLwqoFfgV8ucCvWBRULgmr1iTMdTlrU9m4o2vdN3Ygr97BsWM4iXc+rLgYUVrG1NcTWqQTYxdIRYqkQYgDPXdfz97VsLfVbZuKtg1Z47qkaU1SvypqWBbVLQlZC3zGAp85z6Mv8JkLfMaqmLUiYi4La5cEjGVhLdwjvC5v+KJqfvgd0XVg5h6Yucd9gtMB8Um/6HhAdDogPRkUnw3KzoalF8OK8xHZzYT2elJ9Pa65mlAhH6/HNd+mTN+mTH9Mmr5OGr+OG+7G9fdj+rtx/Z9T3V8njfdj+usRzdWgyjKkuhpUXQ2rLwck5/3i8z7RWa/wxMw/7uadGLknRu6xoetE33Ws4xxr2Mca9pG681DVcahu31e27imaduWN29L6TXHdZ2HthoCxzqdvCBhrvJplTuUSu2KZUwmfLHRWfmgve91aPNdcONtEmW2izDTnTzbkjrAy+mpSuyuSTOXJprIUFSWBSyJwiKH8zGhefnxZJIYa4lYa5U0J88wKcssKQpGwrnEez7ODPfLw6EysY5b/y0K8e1EYKhf7sjQCXZ2IZaXgapICqmJ9qxL86QnY6kRsVaxvZbxfTbx/dSL2SQ4eQ4nyp0ZjM4JR6UHuOXhMepB7sq9jRjAqN8wrB4/JwWPyI3yp0VhqpD81wq8w3I8a4UcJ980n+OSGYrJD0VkhnrmhmKxgjww/lxTMSxL6ZbavS1GwV2W4f1sqoZ1E4GSE83OiJXkxckq8ihKnocT2lKYMlKeMVqSOV5Gma0hztZnv6rM/NefNN9MWW4tWO8vWORUgcEvE2JXWbUvr9hRWgfDRKtAkuDSJAKGlR3LdJ7sZUNwNqQDh7Yj6blRzN669G9feT+juJzS3k5q7Kc39tBZQgS4kgNkfcwbk+3++1n+b036d1Xyd1Xyb0yICz4dFEKeDAtgHs6lr2VQ3wbO485zSj53Fn9glC11li9zyRW75qrB6RVC1xKuAL5d4Fcv8yhVBFTydu6mq39U17xs7jsyc4x4eCDwfkiBnYS9GlJYJzfWU7kd7tgJhboYIPO6VHhp4B3runpazo+7cVLR9lrWsS5rWxI3LAtYSv26JX7fIYy7ymEv8umUBa0VUtypgrvAZcGx8mUdfFdSuiuvWJCzrDRqGzj0TBxAe9wlOB0SwXkWWrJCxL4Zl1l2sP8TXcQMS92N6JP6YNH0dN9yN6m6GNVeDqodQXA5ILvqtV4CedfNOTdxTQ9eJnnOi5xzr2Cc69rG280TdcaxqP1a1Hynb9pXNjwlc5VYvsStsBc53lr3rKHvVVjzbQp1ppsw050835Y01ZA3XpfdWp5jKE42lREMJUVkQzyeFc1PDBVkx7JzoYoJHXrBLYQQ6P8QzM9A1M8gzzd8tEeOQ5u+SjnVN8Xme5vUsy/8lOcAhx/8FBe9WEefLTMXVpgTXJAXUJAVUJ2Ir4nxLo73KYrzLY30q4nyfEP2cskI8s0PRST4Oid4vk30dYzx+Tw9yzw3zygv3ycFjskPRZIJ3foRvPsGHEu5bEhVQEhtUGIXNC/POCUFbMyTeKxvnme7rnOz5PAX1LNPbiRaIriD4tRDxbWlhnIxwXnaUmBwtK4hTUeK01DhzCbG/jDhSnjJWmTZZlTpDT39Tl/mhMfdTE3WxtWilo3SNXb7WVbHBq9oU0nckzG1p3a683joV/J8E3g4qr4eUCEJIgyDwZkJ9O6lGEH6d0d1PaxGQwM8W4R+vdF9nNfczahD4dVZzO6W8GpedDQnPhoSng4Ljfh6yCWZDUb8mZawIquY5pR86imwFrgiqlvmVtgJXBFWrwmpE4I62ad/YcdjNBoGnA6LzIQmchb0cVVnG1FeT2tsZg20VahvIeSVEoHUpaOAd6Ln7uq4ddeeWsv2LvHVD2rwuaQJ4CL8VYf2qqGFNUr/Cr13m0Ze4NYtd1UvcmmUefVlYuyJiQhrc1nfsGtl7Jg4iEKYmtn2j8yHp+ZDU2ov+Ie5GdRC2/BCQtyNaRKBlQHk1qLjoF4PA0x7+jwKPtZ1Hmg6wBy1Q4Lcja9iSsL6ImMBvjVezzqevdFUtsSsWO8vB4WJn+aeO0rftpbYCpxrJo/WZQ0xSTxXRWJagL07SFibK8mIFmZH8jChRTlwLKYwa4poT4FiAd88OcCX5O5Gw7sm+zkk+TvGezxI8nyVhfid6/paE+i8S5p/kAIfcIMeyGO+6tBAWKbQ2JZieHFiV4F8a7VUShUEQPskOReeF++RH+MJN2Jk4j2RfR1KgG7CEN6vzwn0oUf6UCL88vBct0r8kNqgwOiAvzDsrxDM3zKsg0o+M98oK9kjzc072fJ4MAoMxVRHYpqSQ1lQ8O53Ay44S5UZJ8mKUBbFaalx3cXJfafJwGXG0InWiMmWqOu01M+NdffbHRspCS+Fye8lqZ9kqp3ydW7kppG+La7ckzB0Za0/VaCfw3MC7MAovukWXZjEIvO6X3wworoesCBGBd+Pa+wnN9bjyZkKFILyf1t5Nae6mNJAP/5gz/PnK+OcrIwj8NmtNgHfTKkB4P6O+mVRYxqQg8GSAj2wE3VA3bijqVyX0ZX7lJ3bJh46ij53FdgLhc0TgmqhmVUJfl9V+UbJ2tE17hnYQeNzDOxsUXwxLYflqGVNfjWtupvX3c6ZvM2Y4Jg9hJxApRK07Y3qER0b+oYG3r+va1bBtBSI5EGJZwFoVNayKWauC2hU+40eBq1LWhqJxU9u2Y+iEWvSol3/SLzzqFfyIEPbxPKxdFdBDgrgdUSMCAd63CeO3CePdqA74XQ+pgZ9lQGkZkNveQn/WzTsx2vB7EAj2DuQtB/IW4IckQOC3yq1e49WsdFUtdpYvdJQtdpbDJ586St+0lcy1Fs00U0DgZEPucF16Pz2luyLJUBqvLUxQUeKk5BhRdrQwK0aQG1dPxBWEuuYEOOYGO6f6OiT7vCD6ucShXyR6O0a4/p8o13+k+DxP83ke7/q/Ujz+qyDYOQ/nXB7rwyKFskihDGJQTVJAeaxPUYRneaxPeaxPZbxfVYL/E1jj5YZ5wYMQuWFe6UHuid4viX5OqViXVKxLJs6DFhNQmhhSlhCSHexRQPApig6gRvqT8V6QHgtisNmh6MwgVKqvU7Lnc6LH8ywf50KcV1UEtj4+qCUllJ1O4GZFCnMixeRoZUGsjhbfXZzcX0YcLiOOlKeMVxAnq1Jf1aa/ZWV9aCiYb6YttRWvdJSusMvWuiq+CGq2xbVfRIxtaZ31hISNwDND17mBd27iX5qFlh7RVa/4ql9yPSC9GpJdD8uvh+U3Ngfn78bVjwl8LAeCutspJSBEFoEXI2IoQQ97u3ZNHXAWfkNRvyKuWeJVfOwsft9eiAiEmhMSIHxnmV+5Kqz+UeCBqfPIzAWBlyMy6yhlQnszqbubNX57bf5jrhvi26zp64zx64zxftpwP22AVdbVmNoyqjofkp/0S+C2mEMD78DA2dezdzTtW6rWL4rmDVnjurRhTVK/KmatiOqWhcwlQe2SoHZZyFwWMuHkDlKIrvAZIHBFUrehaPyiad3StQPCAzP3qJd/2MOH7Tu25ejpgBhqUZsekuIhB2ruRjX3Y9qv47qv47pvE/pvE/o/Jg3WpfuQ8npIeTWosAzIL/tll/0y21voT01cEAj8jrSdR5qOQ/X38cOetAn42SbAVW71SlfVKrd6mVO50FE231660FEGn3xsL3nb8n0RON2UN1GfM1yb1l+dbCxLMJTGa4oSFJRYKTlGkhsrzI7lZkXXJQVR8G65gU7ZgY5JmGcJmKeJ3o5R7r/HoV8QnP93jPtvWUEuOUEuyeh/pHr9k4J3o4a5VyX4s0ihzFRcTVJAZbxfabRXYbgH1J9WgRnBKFKgW1qAa6L3y1SsS3YoOi3ANTsUDQkQWMI6sCDSLwfnmR/mTY30p0T4kQneOXhMTrh3XpRfJs4jPcg9xdeJiH5B9Hie6e1ECfQsDfOpiw1oSsaBQH5WuDAnUpEfoy9MQKrQ0YpUEDjHIL1lZb2vz4dCdLm9ZLmzdJVTDkvBz0L6loT50BFtQgSe6jlnei4IvOoVX/WKLX1iS5/4akgGCBGBD7dXqH5ahSJf2i4O76e1oO5mUgEIoQS9GBFfjkrOh0XQg4GNoOuqhnU5a1lUvcgt/9BR9O8IXBfTV8Q1a1LGZ0XdtqZxV98GAo/M3PMhiWVUbt3ROqm7mzZ8fdX959vef73u+fOV+c9XZjuEIBAQXgwrTvolB2bBnsnKb1fbsa1u21S2IPwQhIhAQLghZtkKRHIgInBT27ala4dydL+7C2YnPyJEylE7hCAQECLxdVx3NaiwDcuA/KIPnmH5fgv9qYl7bHjIfg8CD1RtyPRvV9II/GwT4EpXFQhcYlfMt5d+aisBhJ/aSj60Fb9pLvrehmnKG2dlDzFSeysT9SVxiEBZXqw0P16YHdtOItATsBS8GxnnkhHoEI/+PR7zNMnHCQRGuv0jAf08O8QtN8Q9zedpuu9TO4HICrAw3KMsxhtK0Mp4vycFkX4FkX6UKP/cMC9KlH9xfHB+hG9RXBAtJgDyYUYwCtaBOXgMNcKPFulPjfSnRvrnR/jmhHtnE7yyCV4kHIoU6AYCk9yfpno8z/JyyvN3rY32b0wKZqcTujIjeJkEQXYECOwpTRmsSB2tSB2rTIMqFHLgO1bex0aKrUBYCm4IajbFtTuKejuBJzr2maHr3MS7NAuuekVXvSJLn8jSJ7oakl4NSa+HZdfDsutR+c2Y4nZceTuutOVniw0yoS1L63dm1LdTyptJBSC8mVSAQKQHAwlwXdUAD0IsCasWuso+dBS9a6N96Cia55SCQIQfInBNVPNTgYfdXUdm7sWw1DIqh908cE3Gt9fmf73r++83vf/9xurQFuH1uOZmQnszobUVuGvk7uvZyMvpcEXfqrhuRcSEaxqg7Wk1JmLCxQ2rgr8sBRf59CUBA6pQEIg43DF07ndzkQmKXTlq25tBEN6OqG9H1JDxbPPeZb/MMiC3EwhHzxCBJ8YuEHik7YSP0Pz8y/aXhwQIAiEBLnMqoQT91FbysbUYEH5qK3nfWvS6qfBVI+3Vg8AJVvZADdFcHq8tijGUxutKkhTUOFlBnJySKMiKaUrGVcb4FIS6gsAEzNMknxdpAe6xXi/jfRxjvZ4n+TiQAhzTsY6p3r+n+z4lBztlB7wsjfZC1oHVidiyGG8aAfWXHAgXYOeF+8BHSpR/Js4D6tJMnAcp0C0HjymOD64ghpUlhZbG44pjgwqjA6jR2Pxof3Kkb1YYJj3EAwSm+jknop/Hu/0W7/JPovtTksezmmi/xqTgTlIYIlCeFw0Xhw5WpI5Vpv1U4EJL4VJb8VJHyQq77DGBJ6aO8x7OiY59qufYCbzsFVoGJd8R2gi05fd9sTerv51U25Wm1u9Mq26nlNcTckSgZUx6PiyCRSAMIT5rmuAqimUxAwS+by/8tUBYBG5IGHYC940diMCrMcXNlOZuRnc3bfg6a/rjTc9/v+//f972/Vrg9bjGRiAHubN9U9m8IWtYk7AQdUhY7Unr16X1yDpwgVM1z65c4FTNc6sXeDVrsvrPyiZE4Gd1CyC0E/jTxoytQKTOtC01L/tlF31SW4TwHeD3U4EQiMDvw3cJa1NcByUorACRCYSdwI+txR9ait40WgW+aqLMNeaN12UN1BC7y+I0hdH6snhdWbKCGienxMuoSdys6LrEwNIINBnnnI1zTg90SPR6luLvmB6CTvRzTvJ3SfJ3SvZ1TPJ9loT5PRHzj1Tv37KwL1K9/kkjoJipuMZMQn06vjYluDzWh0ZAVSdiqxOx9ORABjHoSV64D8whYFEHA8D8CF8ywTs7FA3XY5MJ3gWRfrSYAFoUtiDclxrpXxwfXBCDTQ/xSMW5ZxIwacHuyb6O0A5KRD0FgRnoFxXhXnVx2LaUkK7MCEF2hCg3Sp4XraXGGQsT+0qTkV7odA1pjkF6U5f5jpX3vj7firCjBJoxG7yqdX71FxFjS1a3LWftKOp3lQ372uYjQxvkwDMj98zIPYVk2Cu8HpBYs9+w7GZEfj1qE+NKWApCOWoHz9Ye/DN309YAh5YxKSRApASFa9HgPIRtDkR6oQtdZZ/YJQjFha6yj53FHzuLweECv2JVQod14I6udc/QftjdddzDO+4TnA9JrifVSA4Egf/fh/7/913vv153/+t195+vTN9mDbeTGji7dDWmvBiWnQ9JzwYlJ/2i/W7ujoENbzgjb1ZuyBpWxXVLAgaogxdjkJuLVsV1sPaDSxwWu6rft5V+5FSuSVjr8oYNReOGqhmWgtv6jh1D546hE9aBtqtByH52tSjE2eDDrXbDciSuhmSWQSmc8HwoO4WnPYITM//E/P0x6iNT17GBc6S38jvWsQ/U7XAA4kDecqiwDuKRFSDUn8APaX4i8N43Fz5E8esG2lx9/mxDvvVUBJM0UEPsrkjSlcapiuLVRYnq0hQZNYmTEclKCioIds4KeJnq94zo+zTV3zEV65SMdU3wcya4/xbl+Xs85nmiz9Nkr6fJ3r+l+fye7vcsO+BlUYRndSKWQQyCgDRYleBfleBfnYitSQp4khfuA6u4TJxHDh6TG+YFkYPHZIV4ZuI8IEnCcCIb55kRjMoORUP2S8Q6xfm+TApwJga4xHm/iPV8GufxNN7jaZzrP5Pcn2agX5SEejCifdtSQjgZ4UgO1NHijYWJvSVJiMCp6rQ5Buk1M8NOIDRj1rmVjwk81rZDFXrRzYePl73Cq37x5YAY0qBdDvypQEAIYcvvelz5mEBkEI8IXFWwViS1i4JKGEXYCpznlM5zSiH7wagQEfiBU7LAr1gR16zLatflrA1F/aa6ZVvbdmDmnvQL4QwedGLu50x/vOn57zdmgAdxP627mVBDerkYlp0NSuCn/6hXsGfq2tK1I+oQbysiJgi0RQixKq5b4TNW+IxVQe2akLnAqQKByFx+XdmECASEkAMhkBNVpwPiH+cT0CO13mr3gBA+B4FwyPNHgfAgrp3AI23nvqoNTj/sSZv2Zc2QCW0TIIwffhQI9t410d410d41Fb1poL1i5c+y8qwCGWl9NURDaby6KFpOjZEXxiuKkkQF8e0kAiMemx/ikhnkAAKJfg7JWMdEf5d4X6co9PMY7+cJvg7Jfs+TfZ4RfX4n+T7N8H+eh3MuicKANPhYGe9XEoVBBFYnYp+QCd5ZIZ6w3oPpAnwH7GXiPDKCUUjAu2XZoeiccO+MUM9ErFOsz4sY35fxfg7R6KfRqN9iUb/HoX4HgemYF5QA5+oIr5bk4E5SGIcUys0Ik5Gj9IUJBlpCb0mS7TRilp72mpnxto78jpUHHdHF9mJE4Bqv6rOQvillIgj3NE2H+tYjTdupvvPCzLX08i97eJc9vMs+vqVf8HCbqPBqSHw9Kr0Zk91NKO4mFNePIIQvEXgQV2OK2yklxM2kwk7g6aAABCInkpZE9HleOSLwY2cxwJvnlEIaRD7/xC6B1eA8r3xRULkirlmVWF+SgOvrdwydB2au9WYk2BAzpbudMdxP6+6mNEg/6XZSfTWmuBiWwtudR718iAMzd8fQualt21Q2b8hYaxLmqtj6TtOquHZZSF8S1CCPljy838RcFddCGwYCBH5gV8A0AgQi9ecDQvaOgQ0nqgAh2LM92wEBuRH5zYiEZVByOSC+6Bchk3d4fRrJfshLLEd6NiLwQN2+q2jZljZuSxt3JY3IHjSkB4PUnzB7sI4f2kogAT7wo31o/C7Qei6JntpbnawtilFQIyT5kRJKjJQazyfHNBNDKqO883DOmUEOaf7Pib5Pk31fJvq9jPd1ivNxjPNxTPB3TMY6p2BfEn2fE32fpvk/y8S+oIa5l8V4VydiK+P9oO9SEeeLCIR4Am1P2NoCAV1QqD+BYnqQeyrWJcXf2fpoBB6dTfAihXokYp2ifV5EeT+P8X4e7vHPcPd/RKN+i0P9HuNmFUj2fVkR5tmUGNieGtqZiuOQQqW5kYaiRD01vqc4cag0GZlGzNSkvqpNf8PMfVtHho7oQlsRNGPWuipWuZUbgpovkloE4Z6m6UDXcqBqAYFXfQJAeNHLu+zjIwItgyLLsBXhzZjsakxxNab4ESF4+zGgBwNhK/ByVGIrcEPdCAI/ccsgyyFpEOABSCS+g+SVL/ArloRVS8Iq2C8KXUdrn6OHd9QvPB2UnQ8rLsZUlgnV9bjqakxhGZUjfwvLw7OBAG+/u2u/u2vPxNnStX9Wt+xoWr4oGtYkTFC3yK+e51Z+5JTPcysXeFXwdhfylvqquHZdVIc0QufZlZADQeCarH5N0YgIBIRbug642AbOVR2YeVCLIq1RgIeUphf9IkCIBMLPViBiz07goa7zUNNxqOk4ULfvKVt3ZE07sqY9aRN0YraELLsECPBgBviYwHf1tNfMvFkmeZqZPVGbOVST0luZqKZFySjhkvxIcUG0mBLXRY6uTw4uj8DkBjtlBjmk+j9P9nsa7/M8zvc58Ev0d0kOdCEGuCQHvEz2swpMD3hBI6DKYrxhCFEShYHuS0Wc718EIitA2AWaEYxCXkdCZIJAop9TovfLFH/ntGD31CC3pADnaJ8XEZinYR7/jMA8JaD+QXD7PyAw1v23RLffSejnOd7PS0Pc6+P8W4m4jpRgEKijxesoceaihEEoRMuTJypTpqtT5hik17U5b5i50I+Zb7UWoquc8pWuinV+9WcxY1PKBIS76sZ9bfO+svFE13Zh5lh6uZc9XRdmznkP56K363KQD2EZElwOCS6HBJZhoWVYjNCyRXgzobKMyiHsBF5PyJG4GpdZxqQwDLwclZwNCQ97u5Cb0aAK/cS1LvxgIAEzCciK8OX79kLACd2a123UN+00iFdthW87Sz5yqxaFDOh5bBvZ+z28437J2ZD8bERxNiKzjCouhqUXw9LLEetvk8sR2dmgGPjtmTi7Rvaukb2t7/isbllTNK5JmEvCqg+ckrcdhdb/lVbKXEvBB07Jx65SyMDLouoVcc2KuGZFxFgTMqENs9hVPc+u/NBe9qmr6hc5EAQCQuRo1VGvwG4+AXHcJ7z4K0Lb7GeXABF7yEsstgIPNR37DwfhYRqxI27YFFi3oUECBHXz7aUwfkBK0HdNtLeNVIgPjUVvWdTXzLyZ2typ2qwxevpAVbK5PB4RKKHESKjxXeRoVlJQSbhnVsDL9IAXqf7Pk3x/j/N+FuP9NNbbIdbPKTHQLTHQJTnQJTngZZLvs2Sf31P9nqYHvKCGuZdGe5XH+pREYUqiMJXxfvTkQKhIkXiSFuAKg/iCSD/oyvz/lL13V5tZmu7tj/C+c9455/R0T09XV9nGYLAJIuecJYQiImdQFhIo5xzJOSmSwTkBNo6YYBMkMtiu7vkg7x83fiyDXTOz1rW09vOUXSxX6efrTnvvkuTQCwQClmVpESXJoeVZUVW5saVZkYS0MHxqKEAIBBZGXYdUEBd1gxgVWB57szHlNicnSoJNUpMzjWXZ1qr8njr0cHPxaDPOxSBMs0hzLZQ73JK7PMpDfuljYflTUe0zcd2StOGFovmlhv5Gz3pn5KyaWt6ZuWu2to0u4Yce8Yce8VafdGdI4R1R+QaVByOaY4fh1GU6dZlOnMYTt+nUY0YI/DTTfuYnf8b8IbxA4LdA9G7fl7t9PyMQTgdFbHC9X/bKxoWa54qRtayjL2lpACHwtqSF29roS1raU1XTY0XDQ6WfVM1PdYwXltY3naL1QdXGkHpzVLftMME9noczvQfTXWdzvScz3cfTXTA0A4+Hkx2A3/a4YWtM/3FUtzGkXu2Tv+4Wwoz4Uy31sbrpiab5qZb6TEeDzyUD47mJ9dLagoyJv+1se98hfm1uWzFwXxp5r0ytL4281zbB5UoMlGF27Mbt8W+CcBTZYOXfnwAdTHQAaQAh4Adv/Am8gB9C4P6YcW/03ADhE/bCw37c7S75h/bzLjwYIFD3Usd+qWP/lEA5Y1lKeypueCiqeyCsXhBUzPDIrhY8ENjdXNRDx3UziOZGrISUwSqIqUy5WZZ2k5J6k5B8A5cQVJwYVJwcik8NJ2VEkjNRlEwUGQhMCSpPD67KuEUriOZgE6ANyMEm8Elp4tIsGE9DdAXMrTIzqrEwqRmTUpMTCwT654GVmVHQtS/NQFXnxdXkx1MyUfjUUGJ6OCEjHJtyC5NwEx17Ax0dgI+7SYi9CQSWxt2kZURwcqKE6HgVKcNckdtRi+6pQ/fXo0ebcU46fopJnOWULLSQ73BLHrRRHgnKEAKfy5tW1LTXOuZbA/udkfPOzH1vbV3vFGx2i8AJtwflQOD+sPpwXAc6suuPXcZTj/lk0nI6ZT2dsp5N24C9cyf83ugQ0i68/OaNd3o/3+kFDn9I4J7HjED4cVj1pqMVmu8rfSaaewAAIABJREFURtaihvpU1bSooYL1LWlpz9TNoKeqpgfS2jvCygVx1R1JNeiurP6xhvbC0oqcJrg6oNwY0e44rHueTq+nY9dtPZ7uglG4wynb0XT70XQ7nM6GFITWhxRwSg0cjrhi4SwZGI/VTQ+VDY9UjU80zSAAclFPf25igRkCh6vtohUDd1nLXjFwX5laX5la33aINvoUGwPKzUHV5rAGmYnxOs1ep9nrtOw6zJANIgkh5IQXIIRexclEx+nXHOFs6nwNFxDA4XfHHiucQ3ngNB04TYCfP4F7w3qQd1DrHdB4BzSwF+ljh3TDKkK68FB3AfyAQGhFPFczgL1FBXVRQfUn8L6gap5fPtVCdHJwQzRMb3NBVxOmh47rohOM9RgxMZ2WH0VJukFJCSxJCSIk3yiOD8QmBOJSwojpqJKsaEp2VGlWZEnGbUpqSGlacFXW7bqccAY6FmJOGEMTkNNFlExoQogomUDjlfJ0FCE+uCQ5FDZJ1OXFl6aGQ92lMjMK2ENETg2ryI4uy47CJ98qig/CJoUUJ99CxwcVJwZj4gKhIEuMCwYCKbFBjJwoVm4UH52gIKWbqvK66tHd9eiumvzh5iI7o3iSRZxpKZnjkud5JfdaSx8KKh6Lap6Iaxcl9cuK7wh8a2q5QCD0Br1Dyv3h8y1L+6OagzEt9AmPXcYjj+nUYz6dskIs+vt815f5nt8XeqEt8Y87A/4F0sv4/fP+8D8fDP4xgYdTtv0JCzCw49Bvj2redrbBCOhLE3tRQ32ibHyqagInXFJTnymbnioanymbnsgb7gmr5nilE2yip4U0ySF5WkhTvLK7krpnWsZLC+9dt+Rtl/hNt2RtQLk1ZoAv+va44XCy42jCeuA2H3osRxPWQ49lz2ncHdftjuu2RtSbg4q1Pulqj/h1B/+5ueWZnvnCzH6mo92X1y2Iq+ZFlfA5L6p8oKh/pGp8qqUuGRjfdlFZW1/bBMuGlmda1rKhZcXc+tLS9q5TDPh9GFJ/GNEiw9mwSQKqoP4c7jrM4IQHLtuhu/3I04Ho0GM7mej4euHHOYEAHoLfBQIBP6jB+BPoHdTuDmggD9zpU231KDZt4lWLYL1d+L5d8M7c+trEhbmzFS3rhY4F6xca5rKGsaSkPVNSgcAlJW1R2vRIXPtAWH1PWDXPL5/gkh0s/CAV3dNU2NmI7qQXd9Dx+jq0gJDalIsiJwSQE2+QkwOJiYHFCQHYhEBCyu2SjIjynOjynOiybFRZVlhZekh5ZkhtbnhDQSQbm9BGShOWZLQSU3n4ZFi3kdLEpVmi0ixJWbakPOdKVUZUaXJYSeLtyvTIpoKkxvzEmqyYupy46szoijRUeWpERRqqKiOqKiOqIiOyIjuanB5elh1VmhWJiQvExAUSU0OLE4NxCcFo1LX8sF+Lo24Q44LxMUHFkQF41LXatDBGXrQQn6oszzbU5FvrCzqbCnqa8oeZ2FFmkZuDn+SRZltL51vLQPf4lQ9FNYuyhkVF05Ky+bma9lLHfGPkrFp4qxbemq0NWvOwVWJ3UOEdUvuGNXsj2oMx/ZHdeOI0n7osZ27ridN87DKfuixQmPky3fn7TNfvM13/Od/7j/nef8z3/nOh758Lff95p/8/7/T/827/7wu9vy/0Am/++nK378vdni93ez7f6f58p/vTQhfoeMZ2NG09mDTveYy7Tt22XfNxTLU1olzvE693nw9nP9fSl9TURVUzIHd+IJW0/qGo5oGw+l5r+RSTOMkiupn4aQ75jrDyrqhqnl9+X1KzrKO/tvDe2tredwo3e6Xbg+eHA/jG9fDt3HcYfeP63VHtzohme1i9Paze7JdDzfNdp/CVtfW5kbOoYz7V0OcEVXfEtXfEtbP8SjebbKfj7XS8i0Wabi2fF1Y/kDc+1dCXDewXppbnRs6ygf1Ux3qmZy8ZW1asbW+7xO97Ze97Ze96ZRtf8YONEVDs2XWYkHAUkddu9DlMB+7zIgqUNCG7O/a0Hzksx07rqbv900Qn6MzTcepuP3JYQMdO63dymY+cpiO78XDccDCm3x/VgbxDau+QendQtd2v2OqTf+iRfuiSbHZL1jqEqx2CVRv/jbX1tYm7YuSs6NnP9awVPfuFgf1Cx1rWMZc1jCUtY0lNX9RQH8rqHivqHspq7okr74oq7ggrPS2koSbMML24u77QWptvbSwyN2IV5dkcXHxTQVRpSgglNYSSGkJOvklKCsInBRKSg4gpNykZt8uywqrzUY2Y6PrCyNr8sGZsNLckhVmcwCEkt5HSeOQ0Lj6ZhUvkFCey8UltpLTWknRRaZaoIudKRRqKkhRKig8pT42oy4mry4mrSEPVZsdWZUSVp0aUpYRXpKEq0yMr0lBlaRGU9Ah88i1KJoqSiSqKDSyKDSQm3y6Ov0mID0ajrhWE/oqNDCDE3sRFB2JR17Goq9UpYc05ka3FybLSTF1VrrEu11af29GYO8RAj7CKnBych0ec4VHm2spAQOATaT1snF9WUREC3yM9ia8Eegf+iEBYf/LYPk+0f5ns+H2q8x/TXf+Y7Qb9c67nn3M9CJA/IxDAQ9g7m+8Ency2H8/YDqcs+xMmr0u/49Bujau3R1WbA9LNXvH7Tv5rS8uKnrmsoQGBz+SNz9W0FTXtqaTuAb/yLq9snkWeoBZPMYkeBn6SRZxvLVtoK5/jld4XVS+pqS90jFdG9jsrb6NLuNUnPb82Y0R96DAe2A17YzrfqHZ3WL0zpAJt9ko3e6Xr3eLVDsErM3dZx3yqoj6SNy6IauAO9HEaboxaPE7DAYQTLZTp1vIFUc1DRdNTDX1Rxzy/P13LfKJnL5q4L2z8113id70yuGXJn0Ck3PozAr1244HTcug6p+jEZTtx2U7d7afudng8dbefeToQ/M43PfwIwiO78chuBPb2RrR7I1rfsMY3rAH8dgaU2/2Kj72yDz3SzW7JRpf4fadwtUPwrp3/xtr6ysxdMXJeGNjP9awXBjYslnXMJS1jUUNf1NCfqZvvy2seKmvuy6sWxGV3hOULgjIPp2SoCTNCJ3TXF1pqCqyNRZamYnllDgsbW5sbXpoSUpJ8i5wUQky4SUwMJCUFlaQEUVJvVmaFVmWH1RdGNmNjG9Co2vywBjSKSUxg45NaiCmtJek8cloLMYWNT2LjkziE5BZiCpeU2kbJEJRlXSlPjShJvE2MC6YkhVZlRFWmR5Yk3q7KiKpIQ5Umh5Umh5WlhAOKlJQwQtIt8D1yenhRbCA2LoiYfBsbF4SPu1kYcTX/9t+LUNfxMUHFUTeKIq4VRfxWmXS7ITOcW5QoKUlXl2fpqrMstdnWuqwhBnqYiXGwi91cwjS3ZLa19IcELimbV7SM1wb2zwjcHVQBhPujusNxw7HDBOAhC2gVIgR+me5E/PD3ma5/zHZ/Ac33fJnvQXa++6nLn73TuQ5EJ7PtiA0ChLvjmq1hxYdB2UaP6NwG9YxzG5Q3vtDQX2joj8S1d7ilsyzSFB3vbiqaZpE8DDxAOMUmTXPId/gVT+QNj2X1i6rmlwbW+/a2Dz1iZA4BQW57ULk1oAB97JevdYnWukTvO4VvrHD5AfW+pG5BULUgqPKwSEN1BX1VOYO1+WNNRXZqsZ1a7GGRJjklM7yyBUHVA2n9E2Xzooa+qGMCgUtm3kq74E23ZLVPvjag3BhSQwnUn0AEQn/5E3jg/IYTQIigeObpAAF+55sefqSDMT2CHwIeCPDb6pN/7JUBfgiBb21tlwl8rmf5E/hMTUMIfKCoXhCXzQnLZgWlbjZ5uLlohE7oaii01BTYmrDmpmJpeRYdHVWZeYuSHExKDMbHBeJib+DjA8jJN0vTgisyb1fnhNfmoRox0XR8QjM2ujY/rL4wgoaLbSGm8MhpbZSM1pJ0LimVQ0gG/JD3grKsK0AaKT6kJPE2hJ2k+JCKNFRZSjglKZSSFAoQUpJCyUm3cQnBhTEBMAeDjQvCJQSTU8OwcUGE+GB/ArGRAZjwq5jwX8sTQuozwjjoeDE5TVWWqavOMtdkWeuyBumFQwz0OLPIycFNtZDBBuf55XfbKh4Iqx9L6p7KGgBCCETfmblIFAo7lXb6ZLv98p0BJUCI2CCwd+wwweLMbf3ksQGBv091AoEIhP8lgYjpIdSBYI3YoM9t8Lr0u07d7ph6e0T5sV+63i18a+O9NLFf6BjLGhrcjQEEznNKZpjEKTre1YwFD3RSsU4q1kUrnmASwAbvCiofSmqX1NTXJs5aB3+zWwRF4PVu8Xq3eKNHstEj2eyVwmKjR/LW1vbW1vbawlsxchY19AfS+rm2iqkWylQLxUHDDdXk91ZmD1TljjSgHc3FDhrOTSe4mcRJFnmaW3qHX/VAWv9MSV3SMp5omU8NnOfWtledorc9UsT9zrsjXwmEgyoAwgscAoGQvx3azRdsDQEPYQ/wuwDhod0MQsJOfwJ3BpQgxAA3usTrnaL1ThEYIPyneGlqQXzPH78LBD5S1QKBM3zKVCvFxSINNxcNNGG7GzCdjdgOKk5fh24lJTflhQOBxISbxTEB2Ojr+PgASmoIgl9tHqqpKIZBSKThYhvQqEZMJB0f11qS3kbJ4JdmtlEyuKRUYA/cj1+aKSzPFlfmXgG7A9iAQHLCrbKUcEgOgUBYExNC8IkhBdHXixODSWlhxfE3CUm3KOkRuIRgYkIIJvI6RKHggUBgadzN2rTb7MI4ESkVCLTW5bQ35AzQCgbphWMMjJ2FnWATp7klFwh8Iq0HJ1xWUV9o6G9NLe+QruBXG9zpk233K3YGlP42CBAiKF4IRC8Y4D9mu3+f6/l9rufzXPfnue6z+cv6rwkEGwQIfXatd1yzPaLcHJCudQne2njQoH8ib1jW0J6raY/EtQu8srkWyjynZIpJnGYTJpg4JxUz3ljgaEZPMHGzXPIcr2ShrfSesOKJvO65lvrGzF61cd+38963t7228N5YW9+181c7BCD4wiF/2S9q6I/kjXeE1dPcUg+L5KLhXTS8qxlnb8KO1aHHGjCuZtwkizxBJ3oYxEkGaZpDWeBVPBDXPZM3L2roT3WsJTPvZYfwTbcEQlCofyKbIfyPitn32BAzRDgEAvfsJujgAUgIWj/ED0EUwe98/GXcBPghTugb1iDuh2SAm92S9U7RWocQksD/kkDA76mK+lTVdF9e81Bd+0BVNycun2qlTHDJDhZxhIrtri3obsD00AgddLyqMpdZFFOfFVaTHV6aEkKID8JGX8dGXycmBpal367KDqvJjajLj0Q8kEGIpxbHUItjWKREcDlBWRYQCAbII6e1lqR/R2BVRhQgBwSWJN4G0wMCERoJ8cHE5NuFMQFF8UH45FvYuCBC0q3SDBQ+MYScdLsoKgAdfrU46gYh9iYShZKiAiqTbjLyogWEZFVZpr4mG/LAfmr+AK1ghFY4xsB4WISpFjJC4H1B1SNx7WNJHTgh2OBrA/sNUhH9CuFWjwT+T/jbIEAIOnaY/APRL5MdP4tCf0bgz6JQ4PBo2goe+I1Ah85n1+6OqbeGFR/6JGtdAtgav6SmPtfSl1XUx5K6B8Lqh6Kah4KqeW7pLJc8yyVPsvBOKsZNx85yyfOtlJkW0l1B+X1R5SNpzTNlw3Mt9aWB8drEem1iPdczXhjYL00try281xYeEmjBt+qJsvmhrOGeuHaeXznNLZ3klLip+GlWyVxL2SyndIJOdFPxU0zyXEvZDJsyw6bMckrnueX3+NWPJQ2LCuqyhrFo4Lyw8QG/d72y1T75xpAamYDxJ3DfY4MxgAtmCATCZe77Y0YACfG0y2EnxKgIgQh++2PG/THj3oj2MoHAnn/8CQS+bz/Hzz8EBeqWdcwLBvhURX2sbrqnqHmkqXuorp8Tl09wyS4O0c4kDFFxnbUFXfXobire2oyVlWbSCiNrs8PqclGlabfAA3GxNyipIVXZETW5ETW5EY3omPqCqAZ0FA0XzyDE03CxDEJ8CyWFX5oJBLaWpEMeCARyCMlcUipweKUyPdKfQPDD0uQwJASFJBAIJKeGFURfL4wJwMQFFkZdxyUEgwdSUsKKYwIhBCXFh+BjgrCo60URv2FD/06Jvd6cFdFanKCgpOuqs2z1uZ1NeX3Nef3U/GFqwSgd7Wbip1rIs62lC4KKCwQiNvhSx3ypY742sP0h9J/VhgMs9kc10BUEHTsMJ07jmdv8yWP5PGH9Mmn7NGn9NGn9PGX7PGX7Mt3+Zfq7uRn/NA/0s0oM1ELBAC8Q6LVrEQg3+iXr3cL3nfw35pZXRvayhvZE3gB/oqeyhrttFfeEFfdFlQttpdMc4iyXfF9UeU9YMccreSipBj2W1T5V1C+qGp9rqSt6+qKGinT5YbBmUUN9pm5+rGh4JK+/L6m5I6yc55cjla15bvkCr+JOa+UCr2KeWw5a4FXAy3v86gfC2seShmfy5mUVfVnDeG7mvewQrvbJ3/cr3n2tgvqPYiPnxMAA6r7Htu+x+VdHgUDvmME7ZgCKEEM7tJsR/MAYkcLMBQLPGw+jBqTSBoEo4PexVwb4+Rvg+3bBqo1/gUDE9xAC/QyQ+kjVeE9R80DT8FDVOCuscLeUONkkO5M0RMX1NWFtdWhzDVpfWygpy2YVxdflRNRkh5el34Y8kJQYXJ4RWpsXVZuHqs4JZxKSmzCxjZhoanEcHR+HEAj48UszeeQ0Nj6JhUsE9qAeA+HolfLUiMr0SECuPDWiPDUC8T1YXCAwP+paXuTVgujrueG/YuOCyKlhxfE3S1PDcbFBUAgFAosjA7Coq4XBfyVG/tqQHtqCiZWRU7VVmda6nI7G3L7mvL7mvKHm/BFaoYuBm+SQgMA7reVAIOixpO6ZvHFJ2Qw3nL3Ss6AuumZrW2/nb3QIYELtfLfEsApagt+685cIhJk1ENB4Nm07m7b9jEBoRVzuRhxNWxECEfy8Lr3XrgUb9I5rdkZVHwZlm73i9W7heqfgnZX3XEt/pmx6rqa90rMWFU132yoeSWueyOseSqqRsPOxrHa+lQILgBB+zZK66bn2vMW/rKPDkA00/R8rGh7K6gC/ubYyKGstCCruCCsfSxru8asBPODtHr96gVcB60fi+ifSxkUFdVlFf65mPNcyX1haX3eJ1waUawNKIHB9UOU/BONP4OFkxx8TuDd6EUIEMxB0Js48HT8k0DeiR/J8SAJ3BpTgex97Zf4ZIOD3PyLwibL5kbL5nrzuobYRCHRxyA4WcZRBHKThhxhka22hpjRbWZ4tLc9pIabU50VWZtwuTw+HQmhJ8q2q7Ii6/OjaPFRVdhiXkkHHJTYVxTRjYyEEpePjOCXJ/iEoG5/ELD6vjn7ngZAHInUXaD+QE279QEm3i2IDC2MCAMLCqOsQiJJTw0pTw4tjAtHhV3HRgaT4EGJcMD46EBd1HR9xlYD6e33abXZhdCsmRl2R3k1Ftzfk9DblDtAKIA90MXAQiM62lt4XVEEt9KmsAQT4vdDQX+lZb00tIBiR2egQfOwV7QxIvUNy37Bid1C2MyCFW6+P7FrQsUN36jJ88pi+TFp+n7KeuA2nHuPZhOnTpPnzlOXzlOV0ynw6ZT6btZ7NWo9nLMczlpNZ69l8++c7nb/f677MJOKNnxa6Tuc6jmdsSDl016kDGveceq9duzOm3hpRfhySfxiUQUQKm3fP+xPKpkVV86Kq8Zmq7qmy9omi5pGs6oGk4r64/J6obFFdv6iuf6KoeSitvC8ufyitfKqsXdY2Lmqanqoanqkbn+tpyzrqE2X9I3ntE2X9XVHFPL90mkua4ZEXBGX3JVUPpNX3JTWA2WMJzHzU3G2rQthDrO+ljv3WxFu1tL1vF6z2SCH4REZAwfpgcSEE9fdAZCh832XZd1l2R/WXCQQP/KG+JX4QfI4azvW1A+GP33qnCEkCN7rEax3CVRv/nbXtraX1ra0N2Fsxcl6aWiAVvIzfY0XTI3njA3njQ1XjPVXDgrx2RlzpaSsbYxEGmrA9DZjeJpytHqOryleU5wpKMpnFibU5EaVpwZWZKHxcIDHhZnl6eGVWeBMmnoFPqi+IasLENhRGgweyyUnc0tQWSgqLlAgFT35pZmtJOoeQjHggvIQY9QrkfmB6SO+BFB9yWcSEEGxcEDr2RkH09fyoa/4EliSHFkUFFIb95t+Rx6Ku4sJ/w4X/rSY5mJkfyUNHq8rTupoL2xty+prz/Al0M/GTHNIMj3KntRwaEhc8EGnNIwRCZ2KzW7DVJ94dlHmH5LuDMljsjSj9CTxx6s/cxs8T5i+TlgsEfpo0/wGBX+52/YxApBJzIRa9TODWsOLjkPxjv3Sj5+tBhjrGsoa2rKEta5pXDNTLeqFvfm1mvDYzVgzUZ6o6gPCBpOKRrAp6x/clVY8VdY/ktffElXeE5ffElY/ktQ+k1Q+k1Y/ktU9VDYuapmfqxseKusey+qeK5kUF9Ym86bGk4aGk/rGk4bGs8ams6amieVlFf6FjvTa0vLO2rdkEa12itT75+37F2oDywhD292fDfCMQAQ9JBX0Ok89h+pkH/rTr8CP8fCN6/wagP4FIFHqBQMT9/psEPlA23FXWz8tqpkUVLh5ljEkaouL7mrBd9UW2eqyxtkhRnssjpDYVxlRlh1VkhlVlRZ4bYFZkdQ6quSiBSUhuKIxuLoprwsQ2FcXQcPFAILc0lVOSDC4HNuifByL5oaAs6wpCHagsJbwsJZwYF3xZhPhgXEJwUfw5hOjoAGxcED4xhJQSCrVQIBAqMUgeiA75c3lcADU7jJOPklOSOxrz2xty+qn5g/TCcWaRnYV10otdDNwEmzjV8nXHIL/yvqDqvqAK6qJIIApR6Bsj552ZC6ngemfbh17+9oBod0gC8o3I9scUh3bVoV115FAfOdQnLu2pW/dpwvB50nji0Z1O6M8mDZ+mjKDTKePJpOFs1nw2az6ZM5/MmU/nLWcL1s932z/f6fwZfhCFIrEoIoDwvDMxrtkeVW2NKD8OKz4MyjYHpBs9ovedfCiQvjSwVvT0FQP1pZH60kh9baa/sTDeWpnvbKzVdvb7Ds77Ds47G+ulkbqornskq3wgKX8gKb8vrbgjKr0jKn0gq3wgq1wQUuYFJXfFZY8U1Y8U1U9UtYvahueG5mV90zNN/WNF3aKGuqxjwizIkpr+TE1bUtOXtIxlDWNZx1zRs1+Zue+sbe87hZvdks1e6eag6nwofFiDnAeDlGGgFQG+BwZ4uRbqg0D0JwT+TPDLEPx8I/pz+fXfIQOE0ot/Eggh6FtL6w8JfK5nQRT6QwLvKhvn5fXT4moPv9zBoYwxSUN0wiCV2FFbZKvHGuuwktIcVlFSTTaqIjOsPDu8MhNFSgwuTw+vy4uty4+mFSexiCkNhdFUbDwVG08tjmMQEjklybyytNbydF5ZGoIZ0o2AQqiwPBvRFXLCLST4RMLR78CLvQnCx90kJN2CEdDCmAB0dEBRbCA+MYSYfJsQH1wUFYCJuIaPCSLGBQOBWNTVotu/5N7438SIXxrSQ1i54RJSgq0+11af3U/Nh37gOLPISS920ovPbZBNnueW3m2ruMevvMev9O8NLquo0J1HCPzQLVi1cTe6W7f6hTuD4p1B8e6QZG9UfjCuBAJBx07NiUt75tF/mjAcu7UXIDyZNPgTeDpvAQI/3bF9umP7GYHHMzYwQITAg0nzhaqM164FCLdHVVvDiq1hxfagfGtAttkrXusSvLPy3pjZL420VybaazMd2HvfwVnrbFnrbEHWq+3sVybac13jsrZhSVP/RFX7UF71UF71VF33VF0H6yeq2mea+mea+iVd43ND8wsj9YWRuqxvWtI2LxuZL0wtK2buC1PLsoG9bGA/N3JWzNwVM/elhQdbBN93i9d7pZv98g8Diq0RLdL9AwGB/hkgEHg5/gQO95zmPacZqYVe0M8I9Pc934jeO6w719fpswsEbnZLYHFeAgUDNPPeWFvB914Y2MDhHxN4R9EwK62dFFY6eZRxFnmESRqmk4cY5I76YkstVl1RwCem0wvjgcDSzNCKjAhyUkhlJqqxMKG+IIaKTWQSkusLoui4RDoukUFIZJGSWygpreXpbRUZ/MpMUUWOqCIHCOSR0wC/NkqGsDwb/pGoIucKKT6EnHALKYSWJoeRE26dh51+BOJjgnCxQfjEEGzCTfDAwqjrRbGBuIRgIBAbfQNCUFJ8CC46sDgyABd1HRv696xr/wt76y+1KUGM7FAhPtZckwUEggeOM4scNKyDhnUz8RNsoj+BSE4I97rAfMwrPQsqomu2ts0u/jtry1onF2wQnNA3IkMIRBYA4alb508g6GTScDyhBwIR/BD9j6PQSdPepAmxQRiU2RlTb48od0ZVoO1BOaSFqx28tU7uWmfLehd3vYu70c3b7Gnd7Gn90Nu22s5e7+LCIwD5xsJ4Y2GsmGhLusYlXeOKiQbrZX3TSzP9bTv7bTv7jY312sp8bWW+sbHedXDedbW+sHBe2lpftbe9am9bsfLgGpnXHfy3XcK3XcLVHvFan3RjQP5hSLk1ot4aOW88XBbgd8EAL2SDACSctvgzApEazAUhpgfg7Q5pz/X9BIz/+Mt3JdCvBCJtQH8CFzX0nxE4J6ubltZMCKoc3NIxdglCYE8zUVdVKMSnsdDxzQVx9XnRFRkRpJRbQGBVVmRjYUJdfjSSBzLwSQx8EpOYxCangAfyKzNFNTnS6nxRRQ7kgSDIABH8hOXZV4A06MJDIRQe/TlECCyOv4mJC4Q8sCDyGibmBi4hmJB0ixAfXBwTiI8Jgt8IBOKjA/ARVzOv/gv65p+qk27QMm+1YaMMlenWuiyoxIzS0WMMjIOGveyBEII+FNUAe0hJ5qWOCRCuWnjrHa1vLRwgcKtfCE7oHZbujcoBP0RHDjVAeOTSXIDweEIPBH6a+569ecvJnPkPCEQG05CWoD+ByJSM16712rViDvFvAAAgAElEQVTA3u6YemdUtTusBCfc6BFsdLdudPP8BdR97ONvDwh3h8Q7g6IPvW3rXVyIS9+2s1+a6Ssm2hsb642N9dJMf2VhrHa2rHXz1rp577u47zo4gN9aN2+jX/TSxn3ZyX/dLXzdLUQuTnvTI1rtl74fkK0NyteHFJsjqo9jmq1x7da4FroOSO/h27Tn11GYC9QdTnaAkJdw5jfSkb+Q2v3MAxHTA/B2BjXn8ht/8W8AQv/9An4IgdB/Bw6Xdcw/IHBWWjslqfbwK528sjF2yTCDOEAj9tII3U0kdXleS2F8UzaqMS+mviCmKiuSlHKrMhNFSbldnR3VWJhQkxvZiI5j4JMaCqMZ+CQmIZlFSmaTUyAPFFRliWtzZTUFooocxADbKBkgJAQVlGVdKUm8jY8JIsTehFi0JPE2rKEjDxyeQxh3ExNzoyD6el7k1VzUb/moq0AgMfl2cUwgNvoGEEiKD8FGBhRFXMNFXSdFBWRe/ZeCwP9TlRhAzQhpLYrUladaajN7GnP6mvOgIw8EQjl0mkWa5ZRAPQY8EJryyHAMNAahLrpqbQECN3vaPvYJ/CEE8PbHFPtjCnBCyAn9CQQdT+iPPDqEQAg+zxasJ3Pm41nT/zgKnTIDhL6JbxDuOnUQi+6MqrZHlDA7+rFf+qFPtNHN2+hp2ezlbvZyP/TxPvTxPva3fuxv9Y6I9sYke2MS74hoe5D/oY+32cv90Nu21s0Dr1vtbHnfxX3bzl7tbNns46918zZ62z70CzZ62wDF9Z7WjX7Rq6621z2it32St32SN71iWK8OyNaGFGtDivVh5eao+sOY5uO4dsuu27Lr/Nnz2wR4Eb8LHuhfFAUP/BmBP5O/7wF72wPq7QE1TFwgEzAIge/bBf74IQQiTYj/JoHT4upJcZVHWOVsKx/nUIYZxL5mfFdTcXsdTkHJZhfG1WeF12ahanIjq7IiSzPCa3Kiy9PDa3NjEAJZxBQqNp6OSwQCWaRkFimxhZLCr8yU1OXJagqE5dkwlo0Q2FqSjvQJ+aWZVyhJofiYIIAHQlBC7E2oiwKESDiKj7tZGHU9H3U1N/zX3PBf8yJ+Q0cHEOKDYSAGE3kdaUUUoa5jwq9iUddLYoMyr/9r7o3/XZlwozkzhIeJ1JSlmWuyOutzepvyB6kFo3T0OB3jYmAn2MSZFtIEkzDNIS7wyu7wy+7xK++LKp9I658pGxYVTUvqphUt44WOtqJlrOjpb4yctxbOOxsbPPBjnwAEsag/gf4QHjsvEng6oT/y6D7NmD/NWT7PXybwx6kg8AbsAYfAJISjhx7Tgdu47zLsuwx7Tv2eU78zpv5WlRmSbw7KNgekmwPi7SHRzpBgd0jsHRHtjcr2x6UH44oDu8w7LPGNivdGZb5R8c6gaHuQvzsk9o1IP/QL3ndxVztb1ntaAbaN3rbtIfHHAeHuiHTfrty3K72jsu0h8faQeGtYttojXO2Xrg3K3w/IVvulsN4YVm4MKzdHVB9G1eB+23bdtl2347jYeYcEDzK9HxK477HtT1j23NY9j3nPbfW5Tfsuy77LtOc079kNe3aTb1zvGzd6x3TeMcPuqNY3ovf96HN3SLs7rN4d0u4MqXYGNduDyu0B9fagcqtP/jMCzxuAfgb4jUAd57me9ULf8sLAXtayn6lpy1r2kpaxqGY+U9OeKumPFU2PZM0P5I3ToqopUdWksNrFrxjjUAbphK6mYls9Rl9dICvJYqHj67PCK9NCK9JDq7Iia3Ki6wtiKrPC6wtimjDxNbkRTZhYDjmNQUik4xKZxCQgkElM4JQk8yszpbXnBMI8GpeU2lqSKijJ4JekCkvTQQJK2hViQkhxTGBxTCAhPpiYEIKPu4mNvkGID0aEj7vpr6KogPywX/NC/45GXSuOCYQ0EhsZUBx17oGw16kIdT035G95t/8DHfFLwe2/4lC/NOVEtOESJeQUQ21uR0NhbzN6iIYBAp0MtIeFm+LgJln4KS5+lkteEFLuiyofyCofSWseKaqfKuqfqusWVY1LusYXOtqKifbKyHxtZryzsdc6WyBsA0Hwtj8m3x+TH4wrDu3KI4fqyKE6dqpPXBrQqVt75tF9mtB/mjJ8mjKczRi/zFu+zFs+z5k/fSfLyawV8j3E8S7UPwFFBLxjl/HYZTx2GI6chkOH/tCh33PofA7dnlPvc+h8Dt2OQ7vj0G7bNdt2zc64cmtYsjMs3hmW7AyLd0ek3lHp3rhi3644dKoPnSr43Lcr98bl3lHZ7oh0e0C01S+88NcN4vlI8Qn+9vGNKreGFR+HVf46z/dG1Fsj6u1Rzc6Ydndc57XrfQ7DntN4YczlW4/hK4qI9Z3Hn1O2g0nzwaR1f8K0PwGlYLPPbdjzmPddhn2Xad9l2HMa95x6n8Pgc+h2R7W+UbVvVLs3ptkb0yGfvlGtd0TlHdHsDiu3B5VbA7KtAcXHfulWn3S7V7rVI/nYLf7QJfrQJdrsFG52Ctfb+evt/DVb23tr66qF987MfWfmvjHzXuhbXuhbnutanus4y1rOkoa1qGYtqpnLWs6ylo28eaqkP5bTHsib54XVc6LqaVGVh18+0lLSxyR00vA2arGmOl9ansPExJcmB5HiblSmhTbkRtflRtGxCXUFqOrc841IIBoulklMYpESWaREGEljEhNay9PF1TmtJamtpGQuIZGDi+fg4rmE+DZisoCczCcl8UlJQlKCkJRwhZx0GxcbVBQVgI2+gYsNwsfdBFsjJd4iJoQAgbjYIIgzoc5ZGPZb/u2/F4b9BnPYhNib2MgAWMMeCyAw79Yv+WG/FEVdyw/9a0HoXypTgmn5qDZcor4mx9ZQ2NNUOEjDDtPR43SMnYH2sLFTHNwEp3iyBTfTSlwQUu6Kyx7IKpFy31N1HVLuWzHRIAV6a2W+7+BcJtA3IvWNSPdGZQiHgOKpU3Pq9CPwK4Sf58yI/ksC/dsPCH4IgSdO44ndcOwwHNm/IxDC0V2nbtup3XJothyabbtqZ1ThHZWBfGPyfbvywKE6dKrBqE88umO39silOXSq9+3KvXHF7oh0d0S6OyTZHhLvDkl2R6R7o/K9cQV8HowrDxyqI4f60Kk+cqgP7JqdUdXOiOZn2h3Vesd0vnH9nt2w7zDuOY1Q20SE9PqQN/6F0INJ68Gk1b8IjHRE/QXTQrtOnc+h2x1T+0bPtTemQeQdUXlHVLvDyp2h84rx1oDsMoGA30aH4DKBb00tb8y8FQP3hZ77Qs99rmtZ1nKWNOxFNWtRzVrSsBEtqllPlYzHctojWfO8sHpWWDXNr3DyKENsUhej2EYtNlGxyuo8UVkGFR1LSQoEAhtzoupzUTRsXG1+WHXu7frCiGZsdFNRVFNRFMygsUiJbHISi5TIJCawSIm8sjRRVTa/NF1ASWsjp/CISa2EhDZiooCcLCxJEZckiUuSJCWJkpLEKyXJodBLKIy4iom8DidWlCSHAoRAIOBXFBXgT2BB6K+YiGtFqOvYyAD4RAiEQLQg9Nf8sF+w0dcLwv4jN+RPxOjfqlOD2IXRuupsa31Bd2PBALUIIdDNKprgFHvYWCAQ2lz3pRUA4RNVLdTcF7UNy/qmF0bqSzP9pZkOBG508z70toG2+gU7g6LdIfHukNg7LPHn8GBcceJQnzp/YIOfZk2Izr7JfDxjuZzy/RC//QnTgdt4wQP3nRcJ3HHptp3abad2y6nddqq9DrXPrgTtOVQHLs2hW3vk0UGP5ORrqfbIoztwafad5794b1zhHVfs25V7DtWhU33g0nhHZbtj8n27ct+pPnJpDt3aY7f20K332bVeux6OsbgsxPr2nMZ9l2nfZbqM3GXwvr33mPcnLMgf/4cEIvhdJtBfgN8PCYTT8T70iDe7RRtdwvVOwXqnYK2D/7697X1726qt9Z2V99bCfWM+J3DFwH2hBw9kL2lYSxrWopp5QU+V9CcK2mM5dV5YPSOonOCVjrGJ/Qx8Jx1rbcYam4vklTn8ktTG/ChKUiA5PhAhsBkTU5sbWpNzu6EgohkT1YSObEJH0rAxTHw8m5jYQk4GcUtSWkvT+OUZoooscXmmsDSdX5LKJyUBfiJKqrQ0RVqaIitNlpUmXylJDiUl3sLFBqFR19Coa7jYIHhz2QOLYwJx0YGYiGv5t/+ed+uXgtBf0eFXi1DXQQiBkEliIwPQ4Vdzbv0VG30dHfFL7q1/w6F+KUu4Rs+N0FZlmWpyO+vz+psxw3T0KB09Ti90MTEeNvZnBD5W1oANIgSCDb6xMPwL9/5VxAsEAoQnDvWJQ+1P4Nmk/tOU4XTacDptOJsxns0YT2eMFwj84+AT+f4duI2HbuOh23jkNBy4DPtOPQSfCHv+2nbpdlwan1Oz51CB9p1qwO94Qn8yaTidMp5+HRgACA/d2n2nGnTg0gCu8Fu84wqfXYn8G0CHEwafQ7frNPgchh2H3mvX7zj0u+O6bbvO5zDAe6/LuO8y+dymA7d5z2P+WcyJ5H7fbYZwGfc8ZgQ8f13Gb8eh9dq13nHNBfD83Q/w8yfQHz9/An+EX8trE8efQH8In6kYz1QMwA9uawECF0Q10/wKd0vJKIuAEGhowkjLs7iExNrs8JLEGyUJQZVpoQ3ZkfW5qKaCqNrc0Nrc0MZCVDMmqrEQ1ViI8ieQR0ltLU3jUVJBkq8ECihpAnIySFiSIqEkSyjJUkqSlJJ0Be7NJSXeKo4JLIoKgITQP/HzzwkxEdcKQn/NDflb3q1fCsN+A/CwkQGYiGvIWPb5VFrUjSLU9cybf8ZGXy+K/LUg7N+J0b+VJVyj5YSrKzIMVdnttTl9TeghWiFCoJtVBE44zSPM8cl3RKX3JOUw/PFYWfNYWQMEIoHoion22kx/Z2OtdbYg1XywQcDvsgce21UnDjXkhADh2aT+bFJ/MnWu02nD6TcIzUfT5zqcMoEOJo2I9icMoD2PHnTgNh64jQdfazDI9w8hcNul23HrQbtu7a5T43OqvA6lz6nac6n33ZrDCd3RpB50PGUAHU3qDyd0Bx7tvluz79YceLSHEzp/HXi0F14eeLT7bt2uU7fjNOw6DdsO/Y5Dv2XXbdt1H8e1Xpdx12X0uoxet8nnNnndpj3PHxHob4BIcuh1GX1uE2J3/gSez6n74YcQuDemueB7u8NKAM8fv3MILxngWgcfDHDV1upP4GsT57WJ89LIe2nkXbZBhEBYAH6PZM13xLUIgYMsYjcTZ6MW6xvR4tIMZlFMRVpISeKN0qTgyrTQ+ixUfS6qMT+yNje0Pj+8GRPVjIlqKIhACGQREjikJCCwtTSNW5LCISUh5RbwQEQicqKInCgmJ4jJCVeICSHkpNvkpNuE+GBcbBA2+gY2+kZxTCAuNghJC4kJIcSEEFLiLXT41fzbfwcC0eFXoQBTHHUD1kAgnBNTHHUDG30jK/gvmJjrRdG/FYb/FR/zW1nSdWp2mLw0VVeRaanN7mkqRAh0MtAA4QUCwQYfKarBBv0nP1ZMtFcm2lsr80JT+2Mf/2dR6LFddWxX+RN4OqE7m9QfTWiPJ3XHk7qTKf2JH4QXCPwD/Hxunc+tg+/fvuuSA1zGz2Pwegw7DrXXoQT5nKoLdAGEQCOC2d6E9mhSfzhtOJ4yHE4bjib1B1N6+IQ3x1OGgyn9gUe759F7PQav27TrMu44DdsOPbQctuy6XZcRkddtQvSzKPRCWoh4oNdl9Lr0lyG8jB8MJyAE+oedO0MKf+r8BScD+BsgEPhj/Ezsl6YWfwIBwmUtG4k/wQAfy6kPpU0PJI0LopqptnIXhzzGJg5zyL1sgrUZq6nLF5akNedHUJICyQkBZckhlWmhdZkRjTmohjxUXV5YYyGKXhxLw8Y0FqKa0JEMXByLkAAQgg3yKKkt5GQ2PqGVlNxKSm4jp7SRU/wJ5BPi+IQ4ASFWQIi9goSaSMCJjb7xMw8sQl0HCCEJBAMsQl2Hqgwh9iYYIC46EBcdiIsNQqN+K44PREf+PffWv2EjfymJ/60x45aEnKQpSzdVZ3Y3FgCBY4xCOwPtYGLcrCIPGzvFxc/xyVCMuS+tuC+tuEDgt0DUSH1jYSDDXBCOQiC6MyiChBDhcG9UhhCIQHg6oTud0B16NIcezTmHfhBedj8EvMv4AYHnnUCPYdet33XrL0aebv2uxwDyTRh3nRpEXpfW59btTxjgpxxMGpEfDT/9/IdOGY+mzUezlpNZ69Gs5WjafDhjhveHU6bDGTO8OZwyHUyb9iZNexMWn8eMcAgo+hPor58h598Y/Ca3addpQOzOn8Bvzv8Vv227Bgj0jmtgMmEbGVuH7SM/0maveLNXvNEjWu8WrnUJ3nfy33fy4TxI/0tRkds4Xpm5L0wtyNFvS3rWoo6J6JmW8URNe6Rsvi9ruCupg2OsPFyKk00a55BGWkp6WHhTA1pRlS0gpzbkhJLir5MTAspTblWmhdZmhDfmoBrzIxvzI2iYaBYunoGNbS6MpKKjWLh4DiGRhYtnFsex8QlcUjKPnAJvuIREHjEJIESiUAE5+TsCIf6EQihSdwHT8+9GgCXiogMBwsKw36AMg4m4Bo/YyIDztmFMUHHUDVx0ID7uJi4hiJAUXBDxt/Sgf80P/Qs+5pfa9GABMV5ZlmasyexuLBikFw7T0aP0gnF6IdRjgMDZNtIFAmHy2L8Y88JIBQJX29lAIISjH3rbPvbxt/oF2wNCQBEJSo/Glcf2b80JhMADt/qHBB5OG/6AQCT4RAj0TRh9E0av58cE7rr1O2699yt+vgmj16VFhOCH/KzDqUsmPG06nDEfz1lP5m2nC+0n87bjOevRrMXr0fkm9PtTxsMZ89Gs5XjOejxnPZ5rP5xuP5iy7U9a/TlEBED662fdiG/HwPidEwPXZuw6dQiBCIQXCITuCwLhBQI/nHdHz/XHBK52nJ/I6n8rIxD4wsyGkdfLBMJJcAiB96T1d8S188LqSW6pi0O2MwljbCIQaKgrkJSl80kpdVm3CLFXSfHXLxDYVICiF8Ww8QnM4jgqOoqGiWbjEziERGZxHL0ohoGN5RASW4hJ8KYFn8AlJAKBUIMBXSQQKbogvCGRJ4ybFccE4uNuEhNCEN4KQn8tCP0VzLAg9FckISyOuoEYIxp1LTf8l/yo3zJu/RsQWIT696qUQBE5UVaSrK9K724sGKAVDNEKh+j5dhbGzSn2sLETnOIpLh4aEsDeE1UtEAg26F8OhZ0EQKD/aCWw54/fuQ0OS/dHZId2JdjgsVN95FIfOlVeu9znUOw5lfsu1b5bfeDRHE5oDye0h9OGw2nDwZQe0f6kbn9S5/+4N6Hdm9D6PBqfWwfUXdaHUeXWuHrXqfN6DHseo9djgOPVPo6pfA7docd0PGk5mjAfTZiPJy0nU9bjScvp19O+4fFkynoy274/ZT6YthzOWI9mbcdz7Yjg5fFc++lC5+lC58l8x/Fc+9GsbX/CAj2DwykbnPDtdRl3nQbkqO8dh37HoYeM7ryr7ncIGsLbBQLPIfSYdxz68wjTqUNQ/C77/Z7AD0Pyj8OKnwlmFTYGpOv9krU+8Vqf+H2PcK1XtN4nXu8Tr/WKVrsFbzvbXrfzXtm4iF5aW15aW1YsnBUL56W1ZcXa8sLCeW5mL5tYiwbGUx3tsaZ50cBYNDCe6elPtNRH6qb7ivq7stoFSfUUr8zDpbhbSsY5pAEmwdpUqKrIEpCTubiEmoxgYty1ksQbFam3q9LD6jIjmnIj6YUx1AIUtQDFwERzcPE8YhKPmNSCT2BhY9lfeeMRk6AByC6Ogz4ENANbCQkCcrI/gUJinJAYdwUB79zlYoPADCHxg+QQIfAcrfCrAF5B6K+FYb8hCSEEnxCFQh6YG/5LYcy17LB/Tw/5P3lhf8FE/KUi5YagJFFCTtJUpnU05vfR8gdoBYO0vDFGoZODneAUA4Hggfck5VAIBfyQYow/gch2nv8+gQfjCrDB4/PGtwrwu0wg8PYdZh6Nz6Pxf/S61V63etel2nWpdlyaCzVP+CJujau9du2eUw+DMj7Ht71Lu+OaA5cB6qgHbuORx3Q0YT6ZtJxMWT/NtJ9O204mLUcT5tMp69lM+9G09XDGejxjO5q1Hc/YDmesR9PWg2nL4ZQF3h/PtZ/OdZzMI7uo2o+m20+nO45nOk6m2g8mrQduM1Q+fW4TUiPddRr2nEaf2/TfIfBbLOo2bdv90rwfQYjgtzWu3hpX/wF+f0Ag6H2PECHQH0J/Al98FULgMz39qY72TE+HxQ8JhDywn4G3NhWqK7NFlFRGYVRNRnBJ4o3S5KCy5JDylFt1mREMdBwTE0dHR9EKI4FALiGxBZ/ALo4DAjm4eIAQERAIL6EbwScltRETvyPQv+F+3nKIDQL8LhOIiw6ENgOCH5INwkwMpILIFFtOxC+F8QH5UX/PDvtzXthfCkL/REm42kqMExET1BWp7Q15fbT8fmr+ADV3lF5gZ2GgIw+VGCAQ6UYgBD7T1CN54Fsr039fDxAI5VCIQv0J9I1IgcD9MTkyKwMEIvgduNUHHg1CoM+jBnndKq9btetS7rqUO04FLGAN2nbItx2KHYca+UZ+KwDatT6Hbt+pP3CddyngIJntEeX2sNo7pjt0GA+cpkOHcd9hPHaZj9yWU4/1ZMIGFyGeeqxHbsvZhO1sqgNYQog6nLIdeix7HvPxpO1wynY8aQPeTue6Ps91f5nvOZ3uOJ3uOJvqOJlqP5mwHU1YD13mfZfp0GU+cJv3HUafw+Ab13vt+j27wecwXDz47CtvMKfm/xIqMVvj3/ztMocIgVvj6o9jqo9jqs0RBWhjWH5Z60OytUHp2qD0/YBktf87AgG/d138Nx2tQKA/hwDhS2vLczN7yfJNi2bWUyPjiYH+WE97pKM+0lEfapvvqxvvKusX5LV3pDXTreUTvFInmzTMwPXSii2NBZqqHElZekPW7er0m2UpN8tSbpYmBZclhzRkR3KKk5iYOAYmmo6OYmCiATkEPxBAiOR+MBADBLYREwE/Hj4eIVBEir+CNNyREig+7iYp8ZZ/gRTeE+LPczxMxLXCsN8Q/CA5hAXsD0R29GaH/60wPqAw5rec8L/khv45O+Rfi6P+g4mJEBDjVeUptsa8Hlr+AK1ggJY3zCiwszCeFhyEoPOCkjui0rviMiiHQvx5YTLmhZEKe3bABv0JRPJA/yTQOyzxDUn2hr+blTlwKA8cX93PpTpwq/f9ILyA31fSfqZvBJ6D91UHdt2hQ3/s+DorM647GNPuj2r2RrQHdsOxw3TsMh87TEdOE5y0f+I0n3qscB3iqcuCnMB/MmE7nrSdTLWfTLUfT9rg6ogDtxl5PJqwnky1n810fpnv+edC3/k1KRO2Y4/1xG0BzvfshhO35chtOXaZkTcHdsOe3bB3+fxPp9nrNPvvk/j2T52Gj2Oaj2Mq8LetcTVCoz+BgN+HUeWHUeVl/NaHZIgQ/IDA1X7x+17R+x4hgt/bzrY3Ha3+EPo74Yq1ZdHMAvaWrRwEwmcm5kNtM+iBpumequGOom5BXjsnrYZKjJ1JGKRhu5owpvo8dWW2pCy9LiOkKi2oNDmIkhRYlhxSlR7WnBfDxibSC2Po6Cgg0B884BAE0Sm/JFVASYMQFN5zcXFgg1CJERDjRaR4MTnhClL/RDBDeg/ggUifEB933maAbBDa8WB96PCrQCM8gnCxQUBgQfSv2WF/zrn9bxlB/5J/+//WZQa24mIUpUnWhtxeesEgvXCIUTDKQjs5WPfXJBAIvCcpBwF+lwl8babD9tYLBAKECIGIfEMS35AEmVk7GFfs2xVAIALhnku171aD9iY0exMagNCfwC27DJE/gV6H2p+9/fGvgltlxnTH43rQ6bj+dFx/PG48dpjOnJZTl+XUYT5xmj+5rF8mO07splOX5ZPLeuqynNhNxw7TqcN85rYeOE2HLvOR23LssfpfeAJXoMDNJycTtrOpji+z3b/P9Xye6vg81fHJYztxW06c53cwHNgNcK8GvDl2mA4dxsNxw4Hd4Pv+DGz/w7D9biz7uoPJrvswqga0wOIQGv1D0J8R6E+dP3sXCFztEb7rFrzt4r/pbHvd0eqvV+080EsbF7RkYS5ZmMtWFmjJwlw0M56Z6A+1jQ+1jQ80DffV9XeVtQvy6jlp5aykarq13N1SMs7AD1CLOhoKDbU5irIMATm5PvNWRcoNUvx1Uvz1itTbjXkx9MJ4WkEMNS+Slo9iFEYx0dEsTAy7KLalOJ6LS2AXxbIwMSAONo6HT+STUgTkVB4xiV0cRyuMpBag2EXRbcREcWmatDwDIVBSkvidB0L8CdYHHMLIKBp1DQZHkQkYZB4N+oGQDfq/wUYGFEUF5KL+XhgfkBf5S2bYv+WG/jk98P/NCvpflPi/sdERElKcqTarm5o3wCgcYhSMsTFODtbJKvKfC4VC6H1pBWwJByENieeG5lcm2isTDWwQxtOAQPiE4RjvsAQ22m0PCIHA75r1dsWBQ+lzKBB5HQqfUwm6jN+WXfZxXPphTPJxXAryo1G+a1d5v9bcYeIRLnXaG1LtDakOh9VHI5rjUe3JiPZ0VHc2pj8ZNZzYTZ/s5hO76WTUcDxu/GQ3f3bb4P1nh+XUYT4dMx6NGc7GTacO8+VI9dRjPfZYP331upMJ29mE7XSy/fNUx5fpzn9Md/0+1fnF0w6EHztMx+PGI7vxYER3MKY/GjMcjhvg83BUvz+u936/L8mfPQS8bzt3x7Ubw8qNYTlwBYwBjYgZnqd/X/lECETw86fuAn7+BF7Gzx9ChEAA77mN/dzG9ifwka4JIfCOomZOWjkjLp8Slk7xylwc8hgd19+MsdXlayozxKTkluLYuoyQytRAYtw1QuzVyrRQamE8E5PYlBtJzYukF0Qy0dGIAELk0R9LHj6RS0hkYWOpBajm/AgWJqqVkCCipErK0tWINe8AACAASURBVAXEeCEpQUxOkJQkXgHGMJHXMZHXYSCGlHgLaQ9io2+gUdcKwn+DqVF/0pCaJ9RmECb9a6H5sdfQCTdyUX/LCv9zQcRfs4L/v/SA/weH+lNzdnAbFqWtSO1ozO6j5Q/S80dZaAe7CEa0gUBkIOYygVCMeW5ofmmkvvo6GeNP4IXhGH8CvYPi7/r14/IDh9JrlyPatct37fKdcdnOuMzrVnjdil2XfNsh3bJLPoyJNkeFm6PC9WH+xohgY0QAjx/GRB/GRFujkq1hGbSYd4YUu4OK3UGFd0DhHVDsgfrkoMM+xWGf4qhfeTioORzSHg1pDwY1+/2q/QH18bDudMx4MqI/HTN+tpvPxk2no4bjEf3ZmPFs3ASR6onTfOK2nLos4GzHLvPnifZPk+1fJjs+T3XA+pPHdua2fvG0f3JZz8ZNR2OGo2Hd/rD2cEi7P6zd7ZHv9iv3B9R7Qxp4czCo8Q1rdv22JiEE+m/bBfbOz7AY06wPKdaHZOBpSI532RKRANWfQCTf+wMBgW+7+AhsAN6bzjaESX8nfNHOAQGBgN9TI+2xvhkgvKeqW5BXz4jLJwUUTxt5ooXiZJOAQGttnrIsta04jl4QUZ0aBFEodCOa8mMZ6ITmvCgmOpZdFMvBxrEwMfSCSGpeBABJL4j0N0YQCxMDZVIGJppZFMPBxvDw8a2EBB4+HiFQSkm6AowVRlwtjLhaFBVwXnGJDYLoFCa288N+LQj/DY26BuOgmIhriNFBRHqhG3HeJ0RdwyYEYhMCc1F/ywn/Kybql5yQP6UH/As69E+16UHsgnBFaYqlPqenKR+OjRljYcfpGDeraJpLglYElGEeyCqfaeovEPhc17Ssb1wxNK+YqK/N9Dc25vsOzlo3d7OndbOvbb2Lu9HbutUv2BkWe4clO8Pi7QHhVr/gG41Dot0hsXf0nMDdcRmi7TEpol2XfNsl23JKP9jFm+OijRHB+jB/bUiwPsBfH+BvDAo2BgUfhoQfh0Ufh0Ufh8Tb/ZLtfhlop0+20yfz9sm8fbK9PrmvV7bXLfV1SXydYl+neK9D7OsU73dLD3pkB92K/W6pr0O61yU57FGeDKg+Dem/jOp/H/3/OXvL5bjSNG23TuKb7poysy2GTDEnMzMzMytTmSlmZgZLlkHMzJBisququ6q7Z+bbsU9j/3jlLLXdMzGxI+5YsbQy0798xf3Q+6yqf/SW/62r/G/dpX/vrvhHX9XfB2t+H6r5+2Dd70M1fxuo/etA1W991b/2VfzncON/vGv4v++a/3O08b9Gmv4+XPf3wbrf+6t+76v8vbv8Lx0lP7cWfm4OXDX7gc7q8y8afVfN/s9thV/ai4Cu2otvesqv+yo+D1R/Hqr+PFhzM1h11Vd52Vd+1Qc4rDzvKz/rLT/rLTvtKTvtKT3qCgIddweOuwvDEIYt8ayv6LKv+Kq/5Kq/5Hqg9Kw7eNLjP+0KHHX5jjsKDjvyQ23eg3bPv7wedeQftrkPWl37TY6dRttOvXW7wbrbYNtpcOw1OncbnbvACQGZgMMG62aDdbvBulFv2ag1rVQbVip1ixXa5QrtQrluoUQzXaScLJB+yBe+d/KGHbxhK6/fxO42MNq0lBo5zs/NsZKTVag4ftZLMTxGDI/hZL7mZr1RIBP0hHQDPtVCSbPR0uz0TDM5WYeDqFAxanS8Fhuvw0H0+EQjMdlMTjaTU02kJAMhSY+HglINaFQ4GBk2WpqJlKTHJzpZ6R5WhpeT6eNm/RAGjJz0CoAHKjHgrCBIAgmJz/EJz3DxT8GhJFAIBS14RmokyAlBYYaW/AY8JENe4mKfkKHPwZJ9EvQ5Nu4RKvo+KuoeOvonUV6cEpFgI6eVSjBNWnKrntyhp/SYqCM29rCFPmxhvnewJ7zCmYB0zi+d8YnBrr6lQulqiWK9TLVRrt4sU2+Uq7eqdZu1+t06426j+bDJethqP2lzHne4Lrryz7rz717POz1hXXTlX/T6rnsLrvr9oBN4Mxi86vdf9Pouen2XfQXXA4Grfv95r+982H/81nfU5w315h/2eA66XLuttp1Gy1Gb66jFcdhkO2qyn7fmX7b7rjoKbtoLLlvyL5s8F43us3rnRb3zvM5xAW5q7Be1jqta53WdC+imxnld7bipdtxUOz5Xuz/XOD9Xu6+r7FcVjssK62W5/brK/rnafVPtuKly/VLv+Xtr0X91l/+jp/r37srfOir+0lH21/by37sr/7Ov7v8ONfw/g43/OVD3H721/+ir+UdPzW9dFb+0lNw0BP7SWPRbc8lvzSVfav3nZa6jEvtZhfumzn9dW3BZ7T2r8pxWuk+rPRd1vuvGwHVz4WVz4XV76S89Nb/0VX/pqf7cXfG5p/rn/urr3uqrvsqrvurL3oqz3sqz3vKTnorTnrL9poKDloJQWyDUGTjqLDrsDBx0+PfbC0LdfuCNp12B827/ebf/qjtw1R247A1e9PkvegKn3d7TTt9xp+e4PT/U7jpodh60OkKt7lC7Czw5bHEdNNtDbY7DVvthk22v0bpXb96pN+/Vm3fqrbu1lu06C7ju1dl36u3gul1n2aq3bNWa12uM61Wm1UrjaoVhuVw/X6SaK9LMBdXTAeWUTz6WL/noFL9zinuN3E4jr1XLqlVRi0UYJzNbi4dIELGC3EhhXpQIFi2CRUvyouWIOB022URKs9HS7IxUByPDSks2ECA6fJwen2giQwwEiIGYYCRCLdQkKzXVQk0yEqE6XEK4V2GipFpoqVZ6mpmaYiQnWekpdkaqnZHiYKb+AOgCcSaAMNyLB1EoCfoSUIqNewIIBBACAkEZBgh4I1gqQ0x4jo15TEt6SUt6SUl6QUx8iol9jIl9jIt/Skh8zkh5LciKMuBTi4ToOjWlWUfpMjIGrOwhG+uthTlsYb53cCe8wmm/ZLZAMuMTzxWIwgRulKo2y9Sb5cqNCiUgcKvOsNto3m+2Hrbaj9qdxx2uW1P6Vzrv8Z73eAFpwPQAbxe9PvAF8NFFr++sxxvqc+/3ufZ63Ic9nlBv/lEv+O9iP25xHze5jhud503uyybvZZP3rN59Wu0A1J3X2E+rrCeVltOKW4VKDMfFhuNiw0mx4bhID3RaqL8utVyVmK+KTRdFxotCw2lAd+rXnvi1R17ViV97HtSfBfXnQf1FkfFLue3Xas9fG4v+2lTye0vZ31rL/9Fe+Y/2yv/oqPqPjqq/t1X83lL216aSvzQW/9pQ9KU2cFmRf1bqOg1aL4od1yWu8yL7sd8cCpjPS52fq31nJY7TEsdJsf2oxH5c6jgtd11U5V/UeI/KXSc1BRcNhReNRecNhaeNhefNxRdtpedtpaftpSdtJcftJUdtxYftxQdtRQdtRQdNBYfN/lBb4Kg9GOooPOwsPOwMHHQFDjp9B52+o3bfcUfBeYfvorPgsqPgsst/1VNw0VNw3u076/KeduafdHiO293H7e6DZvthiyPU6jxqcx23u4/aXKFW52Gr/bjVcdRiPWyyHjRa9hvMe/WmvXrzfoNlr856R/awtuss23WWrVrzRrVxvcq0VmlcrTCslOuXSvSLxbqFIv1sQDPlU465pe/tomG7eNAu6baKW4y8aiUtwEebKRlyRBwv+w0n+zU35w3gUJIXrUQlGAgpdkq6lZpqZ6TaGakWapKBmKDFxerwcQZigp4QbyQlWqhJVlqylZZspkCNpEQDMQEUQo3klDCBFlqqiZJsZ6bZmWkOdpqTk/4DOJSET3iGjXuCT3gGTicBAkGNNPwpJvYxOBIBHI8MeQlgA4EoyANBX54CfYWPe4qKfEBPfkVLekmGPsfHP8bEPg6frMfHPmKlvNRikoJ8ZLWC2KAmduhp/RbWoJX51sIcsbLeO7jj+YKpAnGYwIWAZKlQulIsXy9RbpSqNsoUGxXKzSrtRo1uq86w02D6nwkE4F32FfxLnfd4T7s8J53uk043+PJZd/5xp3u33brdbtlpt+93Og+73Qcdzr1m23adaa/GclBrPaq1ndU7LxrzL+rcx5W2gxLjcYX5qNwUKjEcFusPinSHQe1hUBsq1IUKdaGg9sCvPvAq9/MV+/mKA68y5FWd+rXHPvWRW7HnlO7bJTt28b5dsuuQHDikB275sUd55FWd5KuOvKrzAu15wHhZYr+q8Pxc6/+tqfj35pLfmop/rQ/+XOu/rsy/KHOdlThOimwnRbZQwLzn1e841ZsW+Y5dte/U7DrU2zbltkN1kK8/CVj23NrdfN2eV79fYDzwm0JBy1GhNVRsOyi2HZY6jspdxxXuk0rPSY33rMF/3lx40VJ03lp01lZ00l503FZ41FZ41FZ43FZ41BoMtQQOWgr2m327zb6dFt9uq3e31bvT6t5t8xy25ofavKdt+Wft3ot233mH77LbB/ALEwggDLU6AX5h/UsC9xvM+w2W/x8EgvG0xWLDXFA76VV8cklGbcIhq3DAJu6yiJr0nHIpKZ8F0+GTJXnR4GXx/LxIYV4UIFCOiNPhkszkVCs11UZPsdFTzBSonhCvxcUC6fBxZgoUwAnwM5EhFmoSwO82D6Sl2hjpwAat9BQbI9XGTLGzUn8gQV+COBMd8wgb94Sa8oabEx+ekgGF0LsEAtjAFQzB3E0FQR5ITHiOiX6EjLhPhb6gQl+Qoc8JCU/CHkiEvMDFPAQE+rnwcgm2WoZpVhG7DbQBCyNM4JiHP+kTgQXs837xQkCyGJQsF8nWihXrJcqNMsV6uWKjUrNerd2s1e80mPaaLN8TCMAL+x6wOyBgdECnXZ7jDhf4LeDwqN150GrfaTFvtZi2my07LdbdJstWvXG1QrNULF8v0WwWa3ZKdKEK02mV/azacVJuDZWYDgKafb96r0C141Vse2TbHtmuW7brlh36VHse+Y5DsmkVbloEW1bhtk2065Ds2yV7FtG2kb+h46xr2Rs6zpaBt2MS7FlE+1bxoV0acshCDtmhXXpolx445Acu9ZFPfx60XZc6Ppd5bsqcl0WO80LLkdd4mK/dc2p2HIodu2rLJlszSpZ1wk2DZMso3TbJNvTiZa1gWStY1YvWTdI1o2TdJN20KbYdql2XZs+t3fFotz3a/QLjrt+4FzDvB80HxbZQueO0Kv+sznfRFDxrDpw1BU+bAyctwZMWcA2ethYeNwf2GvK36lwbNY7VavtKjXW11rbZ5Nhqdu41uQ5aPKFW92lb/nmb97zDd96Zf3pHgMCTDs9d9gB+oVZnqM1xl8Cvsh40WvfrbWH9bwj8Opb9LYEdBm6zgVurohcKsXZ6tgYLFcNjhHlRYmSsGBkrQcSKYNGinEhxbpQSGa/BJFgoKRZqkoWaZCJDgAdqsDFqTLQOH2ehJjlZ6XZGqokM0RPiTWSIjZ5iJN/2D+8SaKGlGskQIxliokJMVMgPoBNIgr7Exj3BxT8FBH7vgSAKxcY8Bn2/cMwZbg+SIS8BkMAA0VEPkRH3ifFPyInPKEkvyNDnuPinqOiHiMj7iMj7uJiHdOgzJSIhn5lTKkJXSdHNKmKPkd5vpg+ZGSM29qiD+8nNAzY47ZfcTmYHJUuF0uUi2WqJYr1Uvl6uWK9Qr1VpNmp02/XG/47AcHZ32Vdw228YCAACwxAC5EJtDvDzo3bnfrN1p8G002TcbDRs1hk26wybtfqNSs1ykXyhQLzmV6wXyNe9sg2ffDeg3S/UHwb1h37djku+7ZRt2iXrVtGaRbhqFqyZBKtG/rpRsKrnrWjYi0rGgoK+oKAvqZgrKtamhruh5qwpWasK5pqStaHmbOv4uwbhlpYHtK3j7+gF2zr+lpa3qeFuG4XbZtGeVX7gkIec6pBLCa57Vvm2WbShF67reeC6ouYuKdlbGtG2VryhFa2pBcsK7pKcs6jgLKt4yyrekoa/ohOuGcTrJumGWbZhlq1bZBtW+apVsmqVrdtlmy71doF2L2DaLzKFyh0HFbaDcsd+hW2vyrlXZd+rcu5VOQ9q8/dqPdtVjvVK22qldbnSulxtWamxrtVb10HJpMl12OI6afWcteaftXvPviIH9A2KIP68S+BRi/2oxRpqtgEID5ush022ULP9sNFx0GA/aLDv19vuTmmDPHCzzrxeY1yrMq1WGsFg2kKJbqFEN1ekmw6oJ3yKj27JqF301iZq07EbtKxKGdnHQRiJqXJEnDAvSgC7JVCMjBXmRQmzI8S5UXJ4rBodbyYnmylQExliIkNAnKnFxYYJdDDTbPQUIylRh4+7JZCYDEoyRmKyhZJio6XZaGkWSoqRlGgkJZrIiSZy4g+gEQ9II0Ff0lIjwrPa31disDGPQagJqAOmF74HjXhAICb6ETrqIT72ESnhKSXpBSXpBS7+KTLqAezNT7mvfkRH3iPGPhBkvLGRUov4iBo5tk1L6TMze43UMIEfXV9tMHA7krb4FcKVYvlaiWytTL5WrlqtVK9Xa7fqDP8DgeGUL0zgNxCCEPSo3Ql00GLbaTBt1Og2ajSrlcrlcuVqmXK1TLlSLF8KSBe9opV8yZJTuGDlLZq5KxbhqlV0i5yRv6rnLWs5i2rWvJIxp6DPy2nzctqykrmkYCxJaQtiyryIPC8iL4gpixLqioS2LKYCrUrpGwrWloqzo+Ftq7lbKs6GgrWpZG+rueDPdQVrU8VZVzHXVex1FXNDzdnScrZ1/B09b0vLW1cxV+SMFTltVcFcUzJWFcwVOWNVxlqTctbk3LBW5dw1BW9Rxl6UsZfknCU5Z0nJXVbxVtT8JQ1/Wc9f0vEWtdxlPX/NLN5wyDedig2XYsun2SrQbhVoN/3ajaAOaD2oWwkYloOGlULDSrFxudS0UmFZqbas1FiXqo0r1aaNGstWnW2v0X7Q7DxucZ+03nodyP3CBIaD0nAGeBuUtjvvEggUarYftThCTc7DRgfgMEzgdp1tq/5fEzhXpJkr0swENVN+1Vi+7INLPGIVDFmFgMByKcnNyFWhEnjZbziZr7g5b3i5Efy8SCBBbqQUFqNGJxoISSZSEoDHTIFaqElmChRACEwPZIB/pIWUFBMp5S6BVmqqhZJiJicDI7VQoRYq9IfwJNpdhTc13S3G4BOeAQLBGFr4jDwYUgufDwwvksHFPiHEPSYlPCVDn5Mgz4AHIqMeIKMe4GIe4qPvMSBPdKh4Pzu3WoZpUZO69NReI3XAwhh2cN65eO9dnI8e3rhPOB2UzhfJ5gql80HxfFC8UChZKpatlsrWyuSrZcqVChUgcLfRHCYQdAi+r7j8U9/vTgcCJH4nne7jDleozbHfbN2s1a9UqFZKZQuFomkff9LNmXSypxysSStz0kSf0NMntLRJFWVKTZ3TMOc0zFklfVpKWVDQ5+W0WSllSkSc5OMneLhJDnaSg50XkeeEpHkBaV5AWrgrNn6RQ1jkEJZ5pBU+eVVAWRNS10W0PSV3W8ZaF9HWRbQtKXNHzt6Rs7fkrA0pbVVKXpVSw9c1GW1NRlmRUJZEhHk+fkGAWxKRViSkVSl1RUJZ4lOW+fQVAWNVyFyVsNekHKAlMXNRxJgT0Gb51Fk+dU5AmxMz5iXMeRljTkqfk9IXFaxlLW/FIFjW8+c1nCWTcNEsXLKIFqyiBZt4wSZetEsWHJJJq3jSLp10Sqc88kmvYrJAOe6Xj/vlsyXquVLNUplutdK4WWPaqbceNNgPGx3hfC9MIMAPJIcgHL1L4GGr/bDVetBi22+27jdbD1pshy2OwxbHQbPzoNm53+TYa7SHh9T+BwLni7WAQGCA7+yCIRO3z8htVjNqVfRiIc5OyZTBYjiZrziZr/h5kZzcN9y8CF5uBC83QpAbKYbHqDEQPTHJQIAAmcnJwNDM5GQ9PtFAgBiJUPAR+BM8MZNTgQ2CRgXAz0iEgoLNLYHgMMQ3Y2jhTU1hGwQ9Q0AgPSUCEAgi0jCBYByUlvwGjG4T4p+REp6SE5+RIM8ICU9uM8m4J/iEZxTIc2LsA2r8Q2VeVD49s1yEqJNiGhXYbiMlTOCok/3Bzf2XBC4WSVdKpKtl8uVy5UqFaq1Kc5fAk689ursEfoPfN7pbjAm1OfaaLOvV2pVSxVKReMbH/Wijj+iJwxrcWyVmSIoaFCEGBchhAeqDEDMhIUzLqTMy6qSYNCHAz4hIM3zCFBc3wcZ8YiA/0RAfqfBPVPgYDTFOR04wUNMM9K1oqGkaap6BmWdglpi4JTZ+hU1YYuOXWfhFFm5LSFvlkRYZ2AUmdoVNWBdQNviUNT55TUReF5M2JGSgNRFxVUhYEeCXeNgFDnqOhZxjIZd42FUhYU1EXBWSlnmUJS51lUtb4dPXhMw1IXNVwFjm05f59HkedZZDnmQRppiEKTZxlkeZ5VPHWdgxJmaMiZngEWZElBkxdVxI+sDHj4vJY2LyJynlo4zySU4dU9DGFLSPStqYlvvRwPtg4r038d6ZuENGdr+B3q2nTgblU4WK+WL1UplurVK/WWParbXs19/yE2p13iXwvNt30VPwDYFHbS5A4EGLBRB40GIDBIZanYctrjCEYQK3/nsCF0p088VaQOB7p+ithdunY3ZqmdVSYpmE6OehTKQ0UIPh50WK0XF8eJQAES2ARfHzIvk5EcK8KDkiTo2BGAhJADALJcXByHAwMqzUVCMRaiRC9fhELTZeh0sIE6jHJ4LefZhAMznZREoyECAgjr2NQgFmwAbDTQhebgI7KxbgBwRsMFxuAQOi4dO6IP0Lz6wR4p9hoh8h3tzDRN0nJTylJr8kQZ6hoh/CI+6hYx4RIS/oya8oCY+p8Q9F6S8sOEgxL7dOiqmXobuNlD4LfdDKfGtnDztY71ycMa9gKiCZ9otmg5L5Yul8sRQQuPyVwNVKdTgPPGixHbbaQ22O7/ED549+Hi7+8rYIdP/uPgdfAxwetTt3GkxrVZqVUsVUPvuTjTqkwfVIYB28rDZmWjMluZEI6aCkd1LSu8np/dSst3TYOwb8LTV3iJT9nooYo6PHGZhPNNQ7Yt4wNnsYmz2KyxnBZL3DZo/icj7gcj/i8z4RYBME+CQRMUtBz1ExCxTMPA27RMMt0HHLdPwiA7/Fo61xKatM4iIDv0zHLzEJ62zyOo+8wsat8nBrfPyGkAi0LiCs8fGLLNQCEzlLg81Q82aoefMMxBIbvcLFr/Goi0zSHAU3Q8HO0fALDOICgzhDx09RsZNU7CQVO0bFTFAw4zQs0AcS/AMF8ZGK/ERDjdHR4yzsGAf3iYMbZaBGmKgRNnqEgxnhYIY46CEOeoCD6uViOzjoTj6mS4zvFOPbRNg2Oa5XRx118yeD8uVy/Xq1eb3KsFFtPGiwn7R6AHh3k0DggeE88I9WRIvjsNW+32Lbb7Xst9j2W2x7zda9Zutuk3W3ybrX7Nhrduw22XcabeGptM1a6+Y/DaMZwwcjJoPK6SL1hF816hK/tfEHLdwePbNFQSkXYgvYCDslU49PlsFjOZmv2FmvBIhoITKGh4jmwSI5uW+4OW8EsCgZKl6LS1IgYhSIGA0mwUJJc7Nz3excEylFhYozkf5I+XQ4SFgmfJIJn2QmJFuIKWYi1EyEmggQIz7RQoJYyVAbBWqnJv0AKi7hiVDgfvy8xPDBCCAQi34zegbcDx/3NEwgKfEFeIiOehgmkJbyigx9jol9jIx6gIt/Skl+zUh5TYM8pcQ94CY91sKjCxjpNWJUkxLXoSN2Gyn9ZvqQjfXWznzn4oz7hN8TuFAoWSqWhAkMR6GgIQEIBBD+dwSCKDT8PFwUPevOD7U5wgTO+LjjDvo7HaFPhujmZbcyUptI0DpcfB0yrhYR2wiPa0EldmNTe3BpPZjUXlRKHzJtEJM5gssZweW8xWQNoTPfYbPf43NHMdnvsbf4jeNv8ZsmIadwsCkcbBoPnyEgZonIORJqnoxeoGBWmUSgNRYJaJ1NXmeTt3ikNR5ujYVbYqGW6egFBmKZjl5kIleZ2CUWaoWB+acrE7NAx81RcDMkzCwZO0/Fz1PxMxTsJBE1jkeMEZFjROSnO/pIQHwiIj+Q4O+JiPdE2CgB/o6YN0yADZFyB/C5/YTsXmJuDym7h5jbRczqIua0E7PbKHmNpOwGSnYTI6+RBWvgwFslmF4d9b2TNxGQLZXp1qpMG9XGrVpzqMl51u79vgzzfWfiLoEHrfb/JYGbtdb1OuvdgewwfgvluomAYjKoHPMpRhzCQQt3wMzp0tIbZMQiPspFz9Hjk5WoBBEsmpP9mp3zmguP4sKjeIhoASKamxcBOhMyVLyGkKzFJmowCRpMgpGYbKdnOpnZFkoaSPMAfoBAcGMgJP2vCATJHjDAcPoHPPB7AsOd928Oy4MCTPjMBC72CSryAfz1T9joB8ADydDn2Lgn6JhH+IRndwlkJtyXpD+34xMqBfAWNaFZhW3XEXtM1H4rY8jBHHFzPnoFEwHJVEA0UyiZK5bOFUvniiRzRZKFEslSmSwchYKGRJjAu1Ho9wR+HioM12NAbQbgBwLRUJtjt9G8UaNbK1etlsoWA8IZF+eTmTqqwg2I4d3srDZaagM6oQ4Z1wCLbYDFtsIT2xCQNlhiW058S0ZcRxa0OzelJy+1Lze1Lzd1IC9tEJY+BM94i8gcgWe+Q2S9R2S/R2R/QOZ8QOZ8gGV9gmd/gmePIXLGkbkTqLxJNGwSDZvBIeeJmCUKfpVOWmdS1hjkVTpphYbfZJNWmdglCnqWmDeLh80S8xZIyEUqcp6ImCfDF8moBQpigYScJebN4PKmcLmT2LxJDHwKi5jBo6aJ6CkCagwDG0Vmj8AzR1DZ79A5o5jcUUzuO3TOMCp7CJE5gs4ZQecMo3IGUVkDyKw+ZEYvPKMHkd6JSO9ApnUg01uRqS3w1GZEShM8pRGR0oBOq0anVGNT6kiZ9YzcRja8S44fNDE/uPhTftlSmW692rxVa96ptx62uE46vP8SP0BguEEfDkQBgXtt1r02+26rbbfVttNiEwnamwAAIABJREFU3Wmx7bTYdpod20327Sb7VqNts8G+UW9br7slcLXOtFJrXKrWL1YZ5it0c+Xa2TLNeEAxHlB88MreOgT9Fk6vidWmptSKcQWsPDMhVQ6PleRFC/OieLkRnNw3XHgUK/cNFxktQMXyENGc3De83AgZKl5HSjWT0/X4ZA0GosVCTaQ0Gy3LRsuyUDIMhBQDIUWPTwYyEFKMxFQTKc2Ig5rxSRZCsoWQbCUmWQhQMx5ixkOsRIiNBLVToA5q0g+83ARAXXgnBTnpFWjKh89MgHW9RMiL8NH4sEDFJXxyFzCJjXkMCMTHPgLdCBLkGSb2MSr6ISb2MSHxOQXynJr4hBr/kBF/j5/0SA+PKGRk1ElRjQp0qwYPYtEBG33IwRx1cz96BZN+4XRQPFskmS2SfE/gXRsEgWg4FQxPmd0lMAxhWOGi6HmP97jDBWqh2zX6nRrtZrlyNShd8ApmHOxxA2VUgRsSIYZ4iH5Wbg8loxOf0oFJ6UAlAQK7Yam9sLQ+eHo/ImMAlj4ASx/ISxvIS3uLyAQEDsMyhnPT3+akAb3LSR/9qnfZae+y00ayUkeyUj/CssYQOQDFOQJ6noiZI6DnCOgFEnqOAJ/BwaexudNY2Awub56IWiAhJ9G5k+jsSXTuBCprHJn9CZ7+EZbxIS99NDfjfV7mB1jWR3j2e0T2KDxrJC9jODe9Pyt5IDtlIC9tCJ4xBM8YyEvrzUnpyU7uzUrpzUrrzUnvzUnvyc3oyc3ozsvogWV2wzM74ZltsPTWvLSmvNSmvNRGWGoDLLUBnVaLTm0kZraxEN1CXI+MNGxkjrnFkwXSuSLVaqVxs9a6U2/dbbAdtriO2/O/x++823fe7btL4B822Ob4hsDdVhsg8A5+1jv4WQB+yzWGxSrdQqUe4DdTqgYEvs+XDtn5gMAWJalcgPLQsrSoRGHWG2F2hAgWLUBECxDRfGQMI/c1FxktwsQLULHcvAhuXoQUHa8lppgpGQYCOKOUZCSmWqmZNlqWlZoZZu8ufmZyugkHNX2FEBAIIPwnAsGyUEBg+DAEQJEEfQlaFOHBNMDbN8LHPQU9iTCQgEDEm3uEuMfkxGegIw/yQETkfXTMI3zsI3L8I1rCI2bCfS7kgSLzmQuXUMRMb5CjmlXYDj2p20Tts1D7rbQhB3PYxR4PCCcLbwmcKRTPFIrni8WLpdLlcuW/tEHQWD/t8oBA9J/WwNxRmMO7/QkA4WGr/bDJul2t2ahQrhbJVwKSJa9wwcmdNjEmdJQpDW1MTnzHQw7Sc/rJ2T2EjB5cWhcqeZSEeE9EvCciPpJR42T0OBk9RkJ9IiInyOhxEmocjxjDwT+gc0eR2aPwrHewzA+wrA+wrNHcjJHstLeZKYPpSQNp0P5UyEh22kh22rucdMDPJ0TOOCpvAg0bR+aOI7MnUHkTqJwJVN44MnsMkTOGyPoEz/4IyxjNSR/JSh7OTBnJSh7NSX+fmwH+neGs1LeZKQOZyYNZKUO5acOwjL7MpP6s5P7c1IG8tP68tL7c1J7s5O6s5N6stN6sjL7szN7szJ7crN687F54Ti88pw+Z143M7UBkt8OzWuCZrYisFkRWCyq7BZvdQsrp4aBHlfQxA++TRTDpEs8GVLdV0FrrToNjt8m+1+w4aHYetrjCDcC7+H0zJXOXwMM2x367ba/NDrTbatttte+23uJ3l8C1WkuYwKVq/WLVrftNl6imipUTQWWYwAErt9fEapITijkwOzFVBY8TZL4W5URKkXESTLwYHSfCxDPz3vBQMWJsgggTz4dH8eFRElScCgfV4ZN1uCSAmZmcbqVmWqmZ33ggINBMTrdQMoxYyF0CwxD+E4F3l1CEIbzbBgTHJsBYDKArLIAfKIqCHiBYJYqNeYyJfoSKfAC6EcTEp7i4R8ioB/CIe/CIe6AbQYp7SI1/yEy4z064J055aMh97cDEVIvyGuSoNi2hy0jpNVP6LNRBO+OtkzXmF0wERTOF4m8IXCpTLJUpAITr1drteuPd2TQwYvYNgT8PF4cFcsK7CkMIOhMHDcbdWt12hXazTL1VqtosUmz4ZWv54hkja0JFGRVhhjnwIQZsiJb3lpo7RModJSFGCfD3RMQYFTNNx88yibNM4jQdPwNEwU6R0BME5DgeMYaBjWFg0zjkFBYxgYZ9QuSEURzOSn2fl/k+L3M0NyNsYp8QOZ8QOR+/Rq0fYVnvczOGM1MG06D9KYlvM5IH06B9yQm9SfG9SfEDqZDhzJTRnPTwvzOSnTaUnfo2J+0dIusDOncEnglseQieMQjPGEJkDiEyhxBZI0j4CAI5gkAOI5GDSMQgEjGARAwgEYMYVB8G2Y2Gd6FgHShYJxrehUN2ERA9VFQ/C/NeRpu1ihfdyrl85YJftVSi36q1btfbdxudBy2ewzb3YZv7sMUVJvAb/EAh9JtJ0aM2V6jdCQjcb3d8Q+Ad/Cx/4FdjXqk1AgIXKv/Ab7JIMR5QfCqQjbhEA1Zun5ndbWDUS7B+epYBkyjNixZlR4jhMXJsohSbIMLES3CJXGQ0Hx0rwsSLMPEiVKwQGSNCxEgQsQpkvBqdCAwQMGahZJjJ6UZiqpGYCjgMe6CVlG7AJBqxkLsEftUdAsFUGjgZGJ6DAQYYnti+ezYCQAhIA4PaIPgEvoeKfICJfhT+Di7mIT72ET7+MS7uETrmESr6ITrmESb2MSnhKTn+ETn2PjXmR0bsjwLoPWXaE13281JORpUwt0mJ6dCTekxk4IEjbk6YwJlC8XRQNB0UzRWJwgQCCEFPAvTlwXQLIBAMo93dQwG2g/4yUvJNTnjXBm9rOR3Ok1bbQb15v8Z4WGMMVRuPKo2hMv2aW7Jo5k6qKB9F2Pc8zCgXPcpGvWeiR8nIUSLyPRE5RsVOMYkzbPIMgzhFw8/QCGHNfdU8lbBEJS5RiYsUwjwJN0fEzuDR0zjUNA41hUVOYZHTOBR4MoVFjqNgY8i8cUTeGDz3Y172aHbGSGba2/SUobTkwdSkobRkoLfpKSOZae9zMj/BcsYReRNo2AQOMUVATeKR41j4OBY+QUBOkzETZPQYEfkRD3+Pg73HwT7g4Z+IyHEy5hMOP4YnfiIQPxGIH4mkj0TSRzL5I5k8SiK+JeAHCbgBPLafiBskE97SycMsygcR/ZOMMWMQrHnUm379WkC/VmLYrLbtNjh2G537ze5Qm/e403vS5Tvp8B63/5H43cUvPKv9rQ22O0PtzoMO+367IwzhXpvjXxJ4u5Oi1rhUa1io1s1VambKNJPFyokixXih/EOB9F2+aMDO6zYxu4yMdh21ko9wE1OUeVHinEhJbpQcnSDHJkow8UJ0nBifKMTGCzBxAkycCBMvxSZIMPFCeDQ/J0IGj1Ui4zUYiB6fHIbQRssyk9PN5HQTKQ1wCIC0ENMMmEQTBmLGQq34ZBsh6Q8RIXYS1EGGOilJP1CSX1KSX1NTXtFSI6gpr0jQl/iEJ7TUCHISODT4lAh5QYICCJ/g457i4h5hYx5jYh5gYx7j4x8TE56TIM9wsU/Q0feREfeRkT9hoh/h4h7hYp/g4h5hou5jox/g4h7h4h7h4x/jvn6flvSSkvCYGP0TMfLPlOg/sxPuiVMeyTOe+hmpJbzsehm6TUvoNlEH7awRN++9lz9WIJoIimYKJYDAmaBorki0UCIB+C2WypfKFKuV6jCBAEIwHPMNgV8Age9Kfxkp+Xm4+PNQ4ffDooDAi678i07XcYt1v860W6Xfr9IfVOpDFYZQmf64zLRXoFqx8mfVtEkpeVxMHBPgx3mEWT51hkueZpFmOeR5Hm2eR51jkafp+EU2dZFDWeLQVvj0dT5zU8jaEnF2RNx1Fg1ojUkFWmVQVhmUBTJ+iUpcY1LXWbRVBmWRQpjGoSbQ8EkMfByV9xGW9S4nfTQ7YzQ382Ne9idE7idYzhgybwqNmCVglsiEZRpplUZeoZOnCOg5Cm6ZSVlhUZYY5AUaYZ5OXGSSFliUOSZxioIbJ6PHyZhJKnaWSZpnUz7isZ8IhHESaYJGnWLQZ9isOS5njs/9xKR9oFNG6eRROvk9g/KBTR/jscbF7FmdYMYgWLTLNv3a7SLzRolxu9J62OjZbXDsNToPWzzH7b7zbv9FT+C823/WVXDW5T3t9p51ec96fOfdvvPegouegvPegvNu31mP76zLe9KVf9LhOeoABLpC7c6DDuCEfxC41+YA+H0lEHQgvhrgVwKnS9WTxcqJQvlYUDbqFQ+7Rb0Wdpue3qqjNanJRdxcCw4iznwjzHojhcUoMIlybCKwOzE2QYqHgCRQgomX4yFybKIAFsXOeCmFxcgRcUpUghoD0eKSDMRUCzXTwcgBsWiYwNtAlJBqwCSaMAlmLNSKh9oISXZisp2Y/C2BjLRXjLQ39NSX1OSXZOhTYuJTfPxDStILMvQpCfKMkPCIkPAkfCVBnpEgT8jQ52QomHR5QoI8IyY+JiQ8wcbeR0ffR0X9OybmATb2PibmASrq3zFRP+FjH5ASHhPjH+FjH2Bj7xPiHpMTn1Chz6jQZ5SEx4SYn3BRP5Ji7rGSn4oyXpqxiS5SUgk3t0lN6jQxe8yMASt7xM17a2eOetiTfuFsUDJXdNuNWCmVzRVJFkpkgMDlcuV6tXa30Qxa6qAec7ciejMY/Py26Gak+OeRki+jpWAb2s8jJV++Fki/DAQ/9wdu+vzXvQVXPb6rHt91T/5Vp/usxXnWZD9ttJ3UWY6rTKEyPThttOdTrpp582rmnIoxLaVMCPBTXMIkCzfNIs5yiFNMwjgNPcskroroC2zyMo+yIWDuSNj7Uv6BnLcv5e9JeCGpICQVHMmEIalgX8TdFbCBNjn0LS5jV8DeE3L2hJwdPmuTQ19nUdfZ5GUWcYmGm6Ni5knYOQpuiUpYpBOXqMQlBnmNSd3gMbd5nE0eZ5PDWmUxVpj0dT5zW8TfkfC2hLx1PnONy1rjMVbYjCUWZYFOWWBRlrnMFR5jkU2fZVImKPgJGnmKQZ1iUCfplEkmdZpNn+Eyp/msKR5zkssY59IneIxpIXtOwptR8KbNwsV8xXaJabfSsltp26myHNQ5jps8YNPuaZvvrL3gvMN/0Rm47Apedvkv+vxn/f7z3oLTvoKLPrDXI3g5VHjSlX/UnQ+ux52egw7XYZvzoNURancdtjlDrc6DVsd+i32v2Qa6ERsNpo0G00ajeaPRvN5gWq0zrNQal2t08xWqhUr1QqV6vkI1XaIYD8o++cQfvJIRl+itS9hn53eauQ1aWokY7WZmGonJ/IxXCmSCBpskg8eJYDFydKISC5Ui42WoBHCvwiUpsVAZKkEMjxXmRbMzXwthMTJUggID0ZPT7WyYmZ6txkAt1CwTOcNISjeS0s2kDBMxXY9L0aEhRmyCERNrRMebsHFWQqKdBHWQk5yUZAc5Cdy4qCk/UJOf01JeAFGTn1OSnoVFgjwhJj6+KxLkCRn6NPwFMvQpMfExIeERNvY+OvonZOSPyMgf0dE/YWPvY2LuoaN/wkbfw8c+IMQ9xMXcx0bfw0bfI8Y/okCeUiBPSQmP8bEPUBE/Il7/CRP1EwXylJP2Up0XbULGeWlplRJ0k5rcrCF36akDVvawg/Pew5v0CWYCYjAZs1gkXi6RzhdLF0pkdwPR7XojqGTuN1vvzsdc9Pou+/03Q4XXw0U3I7crmD6/KwEEgrTwl6Ginwf/4PCmzw8IPG91XbQ4L1qcl83Oi3r7WbXluMx0Wmo6DGg27aIlA3dJx5lTMWYk5FkBeYZLnOUQ53nkWQ5xiolb4JLWJcw1IX1NSN8UMrbFrH0Z91DBP1IJj9WiY7noVCk5V8sutYpLreJCIwc6louO5aIThfhYLjqSCQ/EvD0hZ0vA2hIyNgX0NS5llUNeYZPWuJR1Ln2Tz1zj0Df5rB0Rd1ckCGtHLNiVCPcUkpBSFlLKDuSSPakIaEcs2BLyNgXcDT5nlc9e4bEW2fR5JnWGQZ5hUWfZtFk2bZpNnWZTZ3j0eSFrVsiaETCnhcxpIXNWzJ5X8JfUokWDeMEjXynR7lZb9+sd+7X23VrbQZ0j1OQ+bfGetHrPWn1n7QUX7f6LzsBVZ/Cyy3/eGzjtKzjr95/1+88HAkAXg8HjHu9Rd36oy3PY6T7ocB10uPbbnfvtt+NpYJLmewLXG0zrDaa1euNqnWG5Tr9U+weBc+XKmWLFREDyySf9kC8e9UiG3aI+u7DFyKqQEz2cPAMhSYGK5We+kcHjlKhEKSxWkhejQCaoMVAlKlGBTACSI+KlsFhxbrQgK4Kb9UYEj5VhIXIMRIpKUGChBmqmkZqpIaSE8TORMyzkTECgFpVoxCaYsHEmbJwZFw8IdFKSnZRkDz3NQ0/LZ6R7mRk/kCBPKEnPaCkv6KkvGWmvgKjJz6nJwOiekiBPAHjgngx9CqAFXyAkPMLFPUBF/Tsi4s/wN39CRPwZEAggxMXcB8JG38NE/YSNvkeIe0hOfMJIeUlLek5KeAw+IsQ9pCe/4GW8VuZE6mHRblJquQjZoCQ2qUldeuqgjTPs4Iy6uZM+wbRfNBcQzQVE80HxYpE0bIBAKxWqzVr9bqP5mzHRWzPs9V0PBq/e/hOEYCcaiEjB/mwA4S2Hvd6rbs9Fh+ey3XPTkf+5Pf+61XPd5Dqtsp5VWo+LDdse2apVtGYRLht5CyrmooQ+L6DMCyiLItoCnzLHJS0LqJsy9paUvSNh74hZuxL2oZR7ohReaKXXBsWxSnKqkV/oVdcm7Y1Zd23SXhk1F3oV0LlOeaZVnGrkJ2rZsUp6rJKEFKIDhXBPxt+V8vZk/H254FApDqkk+zJxSCk70ShPNOqQUhFSKk406nO97kSvPTXqz02GM6P+WKc50qqPtOoTvXZPIdtXyg8V8j2pZFsk3ODzNvi8dSF/kctY4jEX+awFHnOWS5/l0ueFrEUxZ07EnpNwZmXcOSV/USNaM8q3rOpNl2a92LBZYzlsdB22eA4bXbsNjoMG52GL57TNd9zuO2svOO30n3f4z7oCl13B827/aXfBSa/vrN9/MRi8GAyeDwTO+v2nfQUnvb7jHu9hp3u/3bnX5gD4HXS4wvgdNN/it9No2Wm0fEPgSq1+sUa7UK2Zr1LPV6nnK1SzZQpA4EevZNQtfOsQDNh5nSZOrYoc5CMtlDQVKk6cFyHIipDCYmXwOEleTJhANQaqxSWrMVAFMkEKixXlRAmyIngZr9kZr+QYiAKfJMdAxIg4MSJOhU820bIsjJw/8KNm2Wk5FnImINCESzTh4k24eDM+wUJItBIhdnKSk5rioCQ7qSlOaoqLlvoHgYA9ZvprZvrr7/0QMHkXV1rKCzL0KT7+ISbmHiLiz7DX/5b36v/A3/wJFfXvgEBs7H1czH187AOguxzSkp7Tkp5Toc+AH1Khz2hJz1kpz6VZrzU5EXYctIgDq5FiG5TETgN90MZ5a2e/c/HGfcKp2+1pglm/cD4o/oZAYIObtXrQmThosYUPHJ12ec56vFcDAbBvF0B4M3K7lRCkiN/g97k/8Lm/4Lr3j02H153e67b8qxb3aY3tvMZ+Um7eDag33fINl2zNJl4x8JaV7CUxfVFEW5YwlkX0BT5lRUjblLF3JOwdCXtXwt6XcY8VgjO1+FInu9arLg3qS4P62qT9YjX8bDN+tugvDeozreLKqLkyai4NaoDipUF9ZdRcm7RneuWJQXGsUxzr5Sd65alBdW7SXJj1J3r1hdl4ZTVfmI2nesOpQXdptnxx2q9stkuH9cJuO7OaTo3GE4PuzGC8MBt3pLJ9pfxIpT5UyHcl0m2RcE8qCykVKzzWioC9KuQs8llzPMYcj7EgYi9KeXMSzpycN68SLOkkqxblllO37zXvFVq2K627DY7DFk94qzy4v/sGCPBulvPu4FmP/6jLd9LrOx8IXA4VXg4Vng8ETvsKjnu84HrQ4QKFFgDhYac7jN9+0y1+2w3m7QYzIHCt3nhrgDW6MH6zFcrZMsV0iWy6SD7ul773iN46eD1mVoeR2aimlokx+cwcYICSvGhRThRgT5IXI4XFAgI12CQzJdNATFNjoDJ4HCCQn/mGlx0hRSXIcVA5BiJBxosRcQos1ETLcnDgf+DHyHUxYXZajpGQpsFAjNgEgB+QhZAICLSTk+zkJAcl2UFJ/uF7AwR03SUwHKmCEBTQSEl6Rkx8DOJP+Js/fUMgLu4BLu4BCEGJ8Y/IiU/CYSf81b/hYu4T4h6SEh6DhJCc+AQf+wAX9SMX+lSY8kybG+kmpRaxc8oFiEYFvttAG7Qyhx2cT/n8iQLBpE8w6RPM+oVzAdF8sTRMILgBbQnghMAD7xJ40VdwPuC/CyEgELQi7oB3G4X+PBi4Hii46gFve/deduaft7pPm51HtbbTOsdpjW2vRLcd0Gz51Rv5ilWraF0nWJGzFiX0FSlzRcxYFFCXBdR1CXOdT9sUMvaknEMF/1QlOtdILjXSC438i9Xw2Wz8YjH9arf+5nL85nL8YrPcmAy/2q2/2Cw/W82fzcY/ZDVdWgwXVt2F1XBp01/ajFd207XDfOOwXdksNw7HZ6fzxuG4tNourdYbh/NLvufG47nxuG88nkun48xiPTGbzs2WS6t1T648UKqOlJoDuWJXKN0RivfF8pBStcJjrQiYKwLmAp8+y6XO8mnzEtaigjur4MypefM64bJFtu7WbPuNB8W2/TL7drVtu96+3+wGx+HBWoqTTj/QaVcgrLM7BIY98KzfD+LPk17fUXf+QYdrt9W+02LbbbUDDzxotgP89hpv8duqN23Vm9brjet38Fus0sxVqmYrlHOVquky+VSxfLJINlEo/1ggHnby+y2sLiOjVUerU5AKBQgbOU2FipPCYkSwaDE8VgSLEcFiJIg4kPspMBAVLslEy9KT05VYqAQRJ8iN4mVH8LIj+DmRcgxEjoMqcUkgEJWiEtT4ZCM1ExBopWU7mHluFtxBzzUR03W4JAMm3oSLtxASzfgEIzbOhIu3EiEOSrKLluqipbrpaW562g938aOnvvwevzCB9NSXYfZIkCfh9A8V9e/IyB8BhPA3f0JH/wTwAwTiYx8AAkHuh42+h3zzZ+CN5MQn9OQXjJSXVOgzXMx99Jt/YyU84kIeKTJeWjGJPmpGETunVoJu01J6TYwhG+uDmzvmFUx4+WECZwvFYQgXS+WLpfK73XnggX90Jnq8570+sOHzcigINmF/flv0+W0RaEV8g99Nn//L2+DV4G119LzHe9GVf9ruPm52HDU4Tppcpw3O/UrTbqlxp8SwHdSue+TbVtm6lr+kYK0q2Ksy1pKQBmxwmUfZENB3JOyQUnCmFl9opZca6bladmlQn2vV51r1tVH/q936u9v5V6f9F5vlP3z5//B6/uZx/eZy/MVh+8Vm+WIx3ViMn13WK7f1+uv12uO4cTuuPY4bt+va7bpxua/d7s9uz43H89ntuXa7P/u8NwW+LwW+63zPudNxarWeWayXVtuRTn+k0YUU6j2JfJsv3uQKt3iiLaFomctc5jOWePR5Hm2WS50T0BfknCW1YEErmDeIFq2yZZdqs8CwXWTZK3fsVjm3ax2bDfa9Jtd+W/5xR8Fxd+CsO3jaW3jaFQBrmsD1pCcItqSd9PhBHhiOPwGBxz3eUJcn7IFhG9xvsgH8dhv+wG+zzggIXK0zrNTql6q1C5Xq2QrlTLliplwxWSIdC4g/+UWf/JL3XuGgjdNtYHQbWW16eq2cWMDJNWAh4rwIXvYbfk4EKLGI4bEKDESNT1ZioQBCHSlNjU+WoxNFsBh+TiQgkJcTqSalKvBJCixUiUuSoROFsBjwWwMxzUhKN1MyrbRsBz3XTssBBGrRsUZsnBmfYMLF69ExenSMCRcPDDCsH6jJz+8aIOAQVFnCAj5JS3lBS3lFTX4JOuyYmAeoqHvIyJ+QkT+ho+8jI3+Cv/kRGfkTJubBbe8h7lG4BgN4CzsesETwhJ78gpb0nBj/CBf1Iz3+ASvxgTjthQ4R4yQk++jp5QJ4s4rYpaf2WegjTvZ7D2/My5soEIBZ7Sm/YLbwNhYNe+BalSbcG7w90gISwk73aXc+WLZ7MRgANggIDHvgXd0MBq+H/OcDvvPeW130+s66vGcdnqNm13mb97w1P1RvP6y2HVbbdstN20HtoU+zYxGv6bhrGs6qmr0kpS0IyUsiyoqQsi6i7UiZB3LOqUpwoRVf6aXXBsW5Vn2kUh4q5Cca9bXZ9KvT8avT8bPd9heX869u128e9+/5nt887r+4nL847J8dti/5rs8+9xefG1xvvJ4bj/s63/2zz3ed77l253/2FvwlUPhroPBzvu/C6T53uy68nitv/oXHfWy3hcymQ4MhpDecGIyHGu2OVL4pkmzyRZt80SZXuM7jL3PpSzzaEo82z6PO8qlzYsaimreiFy2bJUs22YpHterXbRWbt8ttu1XO7VrXTrNnu8W11+o56PQddflP+gpPewtP+4tOeoLHvcFvric9/rO+4GlfARDI/YAOO92gBgPywD84bLQC/Hbq/8DvewLnK1Qz5YrpMvlkmfJjoeS9TzTqFX7wSkZcgj4zu11DadfSGtXUcgneRc9SIuP5ma85ma/5OZEKLFSMiJMg4zXEVD0lQ4lLAs6mwicrsFAZOlGMiBPCYsJSk1LFqHghLEaKSpChE0XwWAkiToGB6PApQAZimpmUYSZlGPCpWixUjYzWY2NNhAQDLk6DilIjI/XYWAsJYiIkABnx8T+Ek0CQAQKFCzDh4udXG3xNSXpBSHiCiXmAjPwJEfHvgMAwjaioe9jYh/j4x2ECMVE/Id/8GRXxIzH+ESPlJScjgpsZCSJSkBOCSBUbfQ8T8SdCxJ9Ikf/GTnggy3xtgMfZsBA/PaNCiGjXUXuM9Ld2QKBgokAwExDPFUonC/gzQdH3BK5UqDZqdGCGFtBPAAAgAElEQVR5zF6T5XZiu9152p1/0uv9nkCwtR68QwLol6GiL2+LrgYLzvq9J73e0z7fZb//aiBw1Re46Ck4bs+/6Cy46Cw4ab59q+tejW2nxHBcaNx1yteNgjUDf03HXVIwFsSURRFlTcbYkDI2JYxdGSuk5F1oxTdG+Wer5heH9cpkPNVqzvW6z1bLX1xOANupVnNh0H+2Wn51On7zuH/zuP/qdv3qcf3iz//Zn/9LwPuzP/9nv+9LgffG67nxen4NBm68+Vfu/C8+/+/Fpb8Xl37xBU8czkOb5dhpP3U7j532A7NpW6fdUqu2lMoDrW5XoVwXidf4wk2RZFcs2xFJ1wXCJR59UUBfFNDnBLQZIW1WzlrSClYs0hWHYsWjWinQrhUZN8us21WO7VrXdr3zoL1gv8O73+E97Co47g2e9hcBHfcGv9dRT8F5f2HY+u4K1D/vQrjTYttutn5DIMBvo9awXm9cqzOEQ9D5CtV0mXyqVDZRqvgQFL/LF4x4+KMe0bCT32NktqjItTJCtRRfxEfZyGkyWAwv4xUvO0IMj1XhkyXIeBk6UU/JMNGzVfhkUGJRE1JU+GQQbcoxEBk68VZYCCcngpn+kp8bBSBU4ZL05HQNNkmNgarQEDUGqsel6HEpWkySGp2oQkTpMDFGfLweG6tCRCjhb3SYGDMx0UKChPXDXbsL++H3/YmvZvgi/PYybMxjdNRDVOQDZMR9dNRD8CfizT1U5AMwn42Ovk9OfALoAn0IWtJzVtprdvobgB8u5j4F8hQURfGxD8jxD4iRf6ZG/8SBPBFnvJRnvdHlReWTUypFyCYlodtAG3FyP+TzP7i5H9zciQLRbJEUeCA4tQQEAlFQkgFr1MDRwVCb46TLE2p3hrrcp32+i8HA7Usg+grOe31388DbPkRvwWVfwZeRwqu3ty+KuH05RJ//tPuPIY/jFvdho2uvzr5dbdkuN51WWEJB7bZTsmbhrxq5qwbOqpa1omIsSchLItKygLgupuzKGCEl50jFPVLxL4zqc5Puwqw/NWiOdapjnercpLu2mS7M+hu7+VeP469e11+9rt987n8Eff9ZEvjFn/+lwHPjdd14XT/7fb+XFP1XVcX/W1fze0nxr8HAX4JFfy8t/1tJ2WdvwZXbd+0rOHE5jtz2Y5ct5LAcWIw7Bu22RrWlVISMhj2NekMmXReJ1kWidYFwhctb5LDmuNR5IX1JwlpWcJdVvGWdcN0i23CqNrzazaBxu9z2lT33TpN3v8231+YD7J30FR73Bo96Akc9AXAT6vYfdhUAgYen/cGzviAg8K5Oen2g+BkWsMG9Nsd/F4VuNJjW6gwg/gS9h6lS2XiReKxY9rFY/iEoHfEJh5y8XguzQ09rVVNqpPhSPtJNzdSiEkVZkbyM19ysN/zcKAkyHhQ2ZehEAzVThU8WwWNV+GQVPllLSlPhk4WwGPA1CTKenxslgMfwYdGCvGghLAb8SomFqvHJagxUh0+5DUQpWUA2WpaZnAx2OgGBBWrggHxYPwC7C/f6wp2GcMoXxo8EeQZOAIIlFGDyExlxHxlxH0yigf1o6KiHYE4NE/2IlPAUwIaJ+okQ95ACeQoSP4AlPvYBiEIBqOT4R4yER7SYe/TY+7ykZ7LM11p4rIuYUsTOqf4K4YCFMWxljdiZH9zccR9/8v/j7D272syytd36D+fs3VXlQAYhoZwFSoBQTiBQzhElFFFCEhlssDEYk4NzznY5R8DkjEOF7qre7/tHzodFPa12Vffucca4xzMeCUx9qWvcc80515xpw6MO0w9dlifdVvB81mt/0e8ELTIgJQNmGa6ORdcn44DAjdkUtO9h73x29/cJTrmHQIjAvUv/vKEFIvB3CFfPJZfPxhfPRD+cimyfjq73tnzIuN4lrG9j5rcR46sW7Wuv+rlD8dxa/8Isf2VtWHQoP7jUqy7NilO75rFueB2bvuZNn3Pd49zwOrZbPHsh707AexDxf4lHfkyEwfPnVOyXTOJzOvYJhKCZ5OdM8ks2/WN75sf2zM+dHZ8z6S+Z9r929fzS2X2QbNuNJXaTqc1EdCMeWo+FV6Mty0H/gs/1zuV447AsuF1vHZaXZtNzk+6lyfjSpH9hNDw1aB7rFY8tTc8cmhcewyu/+XXE/j7hXsj633W0vOsNLQ3EFocSi8PJxbNtH8azK5PZDxOp1enM5mzH5nznxkz72kx2Y6Z9Y64DvK9NZVanM2tTmfXZ9s3Zjq259q25doAcCEHXZ1JAf8QPRKEAv1wCD21wOPDqtO/ZgPsf9fc++51u2412y9Ws6Uqb4XxMPRtsGnPLh23iQYugV8/NqGrCkkoXB2tiVgD8TBwMMEBjLdrCxXlklQ4hyViLBtbXLKE6RWQTBwNiTisPb6hBmXk4ExcLvgQEukRkt4TqFpI9IgqAECIwKK/6VwSCuYZA3+SW3aGYM/cQCIWjUkKRjFAqxZeJsSUCVCEfWcBF5AGJMMVibIkQXcSryBeii2QEmIwAE6ILZPgiEfoYv+IfzTFQOR4kYwCT9cQiKS5fjstXU0oU2OP16CNqUqGFAWuuQQV5uLiMfMJYN2QVjDdLZwMNlyKq6wn9zZT+blp/r00PbPCHLgt4Pu2xveh3Ag4BhP+Y4zTeujYRW52Kr00n1meSILbcnc/s/T7DIjcHAwj8dKXj4FIW7JAA+yR257Pbs+lDAqfTG1Nt6xPp1bHU8mhidSS+NRzbOB1a7fd96GpebHe8T1netBrehLQvvE0vmhUvHfUvHfVvHYr3rqYFZ+OCvem9Vb3kMKw2W9c81jW3bd1r2/Q5twOuLb9rN+TeD/sOor79sG8/4j2I+A9aW3ZaA7uJ0EFb9HM2/jkb/9gW30tEd2Lh38PR1Jds5nMmvRuPbbdGd2Ktm7HQRmvLWqRlJeRZ9De/dVtfOS0v7IYXdtNzi/aJQfPEqHpq1D63aF9YDE8t2vtmxSNH03Ov7nXQ/CZqe9fW/KGzZbk/vNgbXByILJ+Jr5xNLY+mlsfTK5PZtemOlYm2tanM9kzH5mzH5lR2bSqzOZUF7+vT2Y3JzNpUZmMysz6dPZxXP9cOsQfV3/+UPXAL6V9Foa+H/C9PeQF7EIF3e+y3Om3XO2yX06a5mGbC3zjslAyY+f0GXqaR3Sqr9PGI1mq0gYnUs1DGWqyZR7Dw8VYBQVeD1NeinBKKhY/X16IcYrKZh7MJiXYRycLHm3k4q4Bg4eMNHLRDTLYKCBYuzsTBmDgYKw8PCPSKqW4h2S0k+yS0kJwRaWCF5IwWKQ0QCKaqQUNEwwpKTFUF6ZuvjnwQdV91w0gJBVJCkZxYJiPAAGx8ZAEkMbZEgisVYYoFqEIRplhOLJcTy8XYIsgDgeOB7AtIwIAK4VcEKklFjbg8JSFfTyu10OFWZrmTDfdz0H16zglj3Rkbf9IjvxhW3kgabqeNt9PGO0ntvbTuYbvxUYfpUcdhavR5nwMKR1+dbAYcLpxp+TAaBh2GyxOtK5OHZggIPJykNp/NJfBgLvPpUvv+xcMdEgBCQOBhtzGAcDKzNg423cU3zsY3RqIbQ+HVwcCHfu9Cp/Ntm+VtzPg6pH3lV710N75sVrx2Kd44Fa9t9a+sDS+N9W/NykW7dtllWHWb1jzmda8FaNNv2w44doJOoN2QayfkXvE71kLNO62Bg7bw53Tsczb+qa31IBU7SLbuJWIHifh+Mr4fj2+3RrbC4c1IaCPiWw+7V4PuxRb7O4/tdbPxhd3wzKZ5YtY8tigfGpUPTY2PzeonNvUzu/6pU/fIqXzs074Im18nHG/bmhc6fB/6Qisno4sDkQ9DsZWzqZVzbcvj6eXx9OpU+8ZM5/pEGqo6gN234OPGZAbSPyoTMxnIA9dnUrmnvlz8Dm8AjoYXRsNLwyGA38JQALD39rT/zSnfq9O+5wPuJydcP/Q7wfPQAzutV7OWC0n9VLjpbLNswMzv0XI6VdVxaWVQSHHVYE3MCgMTqa9GGzhYExdvExJtQiIg0CEmAwKdEoqBgwbgWQUE8DtWAcHExYJcKMjQmOuwgECPlOaXVoIivldMDdcfFuUBgWCALzRhLaygRBqprcpKSN9A9b3cCoQEnw/0FYEN5HI5sRzAJkQXCdFFwP0kuH94oxhbUk+C15PgYmyRnFAM0qEi9DGoJgGKEGLMcSHqqAxfoCCX1BOLJNg8Kea4DH1Ugc83VMKsrAoLHa6nFploRS5meUZR1d5E79Uwh6y8Sa/0QkR5Naa9FtfciqvvpDT3M/oHWQPgELAHmeE/3R4cCX4YDS+eCy+NRT6MR1cmY+szh0VCcEMXUAd0iOLF7P75wwEWh63bc9mdmfTmZNvmZNvGVNvGVBu0dRncwVkbi22MxdZGIsunAot9noVO57uM7V3S/DaifxVQv/QpX3maXrkbXzrqX1hlz02yV6aGt9amRadm2a1f8RiW3foPzbplt37ZrV/1GjdaLFtB23bIDrTqt68GHJsh907Md5AIfmqL/Jhp/TGb2I0GdmPhvdbwdjS4HQ5tRQJboeB60LcWcK0GHB+8tvdu01uX8ZVd+8ymeWpVPbGpH9mUD22qhzblA7vqkVP9xK1/4jP8EDQ8azW9aXO8yza/6/QsdPuW+gNLJ0Og72xlNLE6lvowllweTwH3W59Ig5r71lR2YyINavHb0+0bE+mNiXRuXX5rKrs5nQa5UGCDoPyQa4AAv4XR8PuzoXcjwXcjwcUzQYDf+9MtgL03p3yvB70vT3mfnWx+3OcAetRrv9dtudVpuZDUzsQ04y2NQ05xn56TbaQnpNRWEalVTPXxiDY2Ss+AaxkV+mq0vganr8XYJGSbhKyrQ+vq0HYpxSTAgxfwjZGPs4iIVjHJIiKahQSzkNAsozklFFCRBxEs8MCAnO6T0DwiCuSB4XpmQFYZbKAG6kktcqJfRmiREwP1pJCCEm6k5upP+kJBr1kugb+bJJjIBJfiywCBIkwxxB5EYK4HSnGFwOugEBT0wTRRy0B1XoLNgyryQtRRCfJ7BT7fRIfbq9EWOlxLKtKTC+1MWFxCaqundauYA8baUYdopqX+UkR1Naa+0aq8nVTfS+vuZ/T3M/qH7UbAHniCLhlomtP7My0Lw4H3Z4MLo6GlsQiwwc3p5NZM6pCx2fRXBH46n9mbb4N6uyECt6bSW1O/x6JTWYjAD2Pxlcn4+mRibSy2MhJeHPQv9Xs/9HuXOl2LadtCzPQ2rHsb1L71q1+6G185G17bFG+tirdWxXt705JL/aFZs+RSLzpVSy41+Ljq1W+0mLaClq2gZaPFtBlybgRd6wHnRtC1GWreiXr3Yi0HieB6i3sr5NsMetf8nlWfeyPgW2/xrnidy17rktu44DK+dWpf27UvbMpnNvVTu/IHh/oHl+qHZu0jt/qRW/vYp30WML9otb5IWF9lnO+7vIt9LYt9LQv9gcUTwaXB8NLpyAdw2W8s9WEsCSBcn0gDwHan2jcnM5tjbWtjqa3x9NZUdnOsbX28DepK25rKbk9kNifbdv5FFJprgAC/t8OBN2daFoYCAL93p/yAvdeD3lcDnheDnqcnXI967Q+6rQ+6rfc6zbfaDVfT+vm4ejKiPOuRn7TwOlWspIwSFRKDPFxIRHVzcBZmhY5ermMiAYHaapRVTLFJyHouRs/FOGRUs5Cg5aCsYpKBh9XVofVcDCDQJMCbBHirmOSUUEBXGpQdBd3bPgkNkl9Ma5FUBmX0UD39KwKDDWQwrz5QT4L0DVRpgErtoNn6q8MhuAyhoMCBBwrRRQJUoRBdBNgDKIowxXxkgRBdBAgUYQpF6DyQhgEeCA6BoC9UhD5WV/4XIeooqA2C42IDrkCBL9RSSkx0uLmqXE8pMdFKHKzyiACXlFG6VcwT+uohM3fMJZkPKK7G1NcijTfjyjspzb207l5aB5UHoZQMZIOAwDenvG/O+N+fDQIPXJ063EAGCu6H9yFyPXA+vT+bAg0x4MuDuezeTHp3th3S1nQ7gHBlIvlhIrEylTgMsUajy8OhtTPhzTORjYHAWq93JetcTtk+JCyLUeO7kO6dX73kUS+6mt7ZG947FIuupqVm5aKr6b1DAV4WnI0f3Ko1v269Rb/q0y67tRstlnW/dc1nWfWaVzymVa95zWtb99mXmy3rPsea177ktCw6zKsex6rHseQ0Lbn0Cw71O5v6ta3ppVX5wtb4zK585mx6bG960qx84tM9adH+EDQ8j5repFzv292vs6433d7FE8HlwcjyYOTDqcjy6ejymVZggGvjbSDeBiiuT6TBvYfdiezWeHpzNLU+mtweS+9MZjdHU6Aze2cyuzuR3ZnM7oxntsZTG1Nta9PJP3Zg5xoghN/rIT/AL5fAVwOeVwOe5wPuJ/3Ohz22e53mux2m21nDtTbNxYR6LqYaDzUON0v7TXVZJSMmJYX4+AAX28InOavRxqpybRVMz0KZODgjh6DlYMxCkkVE1NWhDTysQ0Y1CfCqaoRJgDcLCcAGzUKCRUQ08LAmAd4upYC4FJQogBwCokNABPHnYSzKIzbziD4RNVRPDylowQYygPBfEph71wF0uohxeX/Er55cXE8urSfBpESYCFPMQxXwKvL56EIRpliMLxVhikW4EiG6iIvMF6KLpMTDTAy/4igX/i0X/i3IhcoJxUBN1HIh6jgH9q0AeQTcXRKijgoQ32moMAW+sBGXpyEXmyphpkqYlQ53sivcbESQj0nJqe1N9B41a8BYdwhhVHk9pryd0t5p095N6/89gQtnWl4NuF8P+RZHgh/Go2AHIEiQHu51mWn7msDZzMFMenc69RWBB+e7gPbnO3dn27dmMpuTmfXJ1PJkfHU2tT7btjqdXB2PrYxGN8/FdseT28PRrVOhtV7vamcz4HApbl6IGD6EDQs+9ZvmxteOhreuxvdu5VtX4xunYtGteu9qAjmbJY96xatZala+szW+d2neO3ULLn2OjAsu41u7fsltWWw2v7ZqX1u1Cy7Tosv6xqZ9a9e8sTe+sja+sNY/szQ8tdU/dTQ+cSke2hseeRqftGifhnXPWk0vU5bFTu/KidCrTve7/pal05HVkTjQymhibSy1fDa+ci65PpE+dPux1Np428bvBrgzmd0aT6+PJtdHk5tjbTuTWfCyNZ7emcwCbU9kNibSaxPJ5YnY8ngCen4Yi38Yb/0wFl8aiy6Oti6Mht8Nh9+caXl9OvB6yP9uKPj+dMu7U4E3p3yvB/2vBjyvBnzPB9zPT3p/6Hc+6Lbf7TDdzpqup7WXE+r51qbxQMNZj3zAyu/UsBNySpCH89YgXdVIH5dgZyG1tDJNZZmBjbZwCWYuSc/FAbS0HJSei3PIKg08fBMLoavDWsUUPRen5WBMAqJZSNJzMUY+ziGjGnhYMw9nFZAcQpJDSDrsoeHi7XU4kIZxC8n2Wqy1BuXmk8C+pKCCFKgntdQTAvWkoIIUbqRGlNRAPSnQQATPb4AFQY0pUlx+I6VUhi+ABA5vDaTiBkqZhFAiwBfx0flcTL4AU8DHFQowBXXoPAGmoBZ5rBZ+hIM6LsYXi0mlQmwhF3mUA/tvLuy/eeV/ESKOyjAFDfjSBjxMji3VVWHl2FJu2ffcsm+l6HwFsUiOyxchv5Nj8mTo4w24PA211MpCOmrQdhbSwoDZmXAPBxUWEGISSkpe2aVmn7aJpvyNl2OaqzH1tbjmWkJ1Naa+HlPeSmrupvUPO0yPOs3g7tLLXtvrfsebE87XA643g81vhzwLZ3yLZ1uWRlqWR4PrE9HtmcTWdHxnNrl/Pv3xYvbjxezBhczefBuIS/dnM3/UwVz2YC77cb7943z7wVx2dzazN53dmmlbm0l9mE2szCRWZxKrU/H1yfj6RGxzPLZ5Nrp9Nrp7JrI7FN4eCKz3ede6mlfbXcsZx2Lc+jqkf+nXvPCpX/rUL7yql27le7/unVv92tn0xtn03q1eaFa/dTS9sjYsuA0LbtOfatFjXvSYF9ym983Gdy7DW4fhtVPz3Kp45pC/cDa+aFa88qhe+VWvA7pXQc2zgOZ5q+5Nm+1du/1dZ/P7btdSr2/xZMvS6QjYR7s0EvtwNr48mlg5lzzcYjsaXzqXgA6Bq5NpcA6EmIRaQ0F36FeZGKDl8dTqZGptKrM+nV6byqxMJJfOJRbORhdH4wtno+9HWsHcF3Dj9tWplnenw2D27utB/5vB4MtB/9N+7+M+19OTvicn3Pc67VdT2stx7aWk5kJcMx1SjLrlA1ZBp4adqq+KSikBAbG5BmVhwIxVMF1VmYEON7GRZg7GXIc11mJ1NWhjHQYQZeVTzFySkUMyckhmLk3LJuhrCIZaoqEWb6jFm7h4q4Bgk5CtYopVTHGIKt3SKq+c4ZXS3UKyi0vwCil+MS0gq/RLqG4hqVmI94opgXpKsIEcaiCEFeSwghhppESbyNEmaquSEmmkRBpJ4PkNdDAD4IE0CRQu5nIoJxVJiaUCfBEPW8DDFvBxhQJ8ER9XyMXkC/BFXEw+B3WcjyuUkMukFJiQUMxDHROhj4lR34sqjomRxyWoAim6UFxRJIQXyDFlElSREJEvqsiTovNl2DwJ+piw4lsZ+ng9Nr+JWKirhFlZSEcNxsFG2ZgVXh4uICJFpbSolBaTUFL1VV2a2kGLYMrfMBdUgFky1+KaG0ndvYzhYYcZEAhOgy97ba/67G9OOAGE7057Fs74Fof9i8N+QODWdHxjshWCEGh3LrUzm/xT/HIhPJjL7s9m9mbSu9NtW1OptdnkKtBMAqza3ZiMb03Et8Zi2+diu+diu2dbd4bCW4OB9RO+1T7PSo9nqb35TdL6utX0utX0ptX0Jmx4E9S/CxnetejeeNTv3OoFr3bRq33vVr9xNr1z69949O+ajV89Xzt0L12aN079q2btG6f+pUvzyq597lC9aG567ml86VO+DmrehnXvW43vE+b3KcvrpOldxrbY5Vrq8yz1ez+c8K0MtCwPBRfORN8NR9+PtC6cjUHIfRhLLp1LfIXfIYF/2AUPffmnyv0LKxNtH8aSC2dj74ajC2djC2dj70dawdilV6eCLwcDLwcDYO71i37fyxOHE3h/6Pc87HEB3emwXU3qL8Q152Pq6ZBi1CMddkpPmgTZJlZCRguLKS18grMGaaKXmejlejpMRy83MBHGGpSZgzFxcIYajImLtfDxVj7FyqeY6siGWqKhhmKspRprqUYOxVBL1lXjtWyMgYO1CkgOGdUpYzjkjGYpwyNnBRrYLfWs3y/jkvxCik9M8QhJLgHOyce6RASPjOiX4vxSTIsMG5DjAnJcsB4faiCEGgjRJjKkb8BFoSZqWRO1DIAH/BCQCUJEIAk+X0YqExKK+bhCgJ+QUAw+CgnFAnyRAF8kJpXKaXA5DS4ilvDRx6W4fCnmqBh5XFRxTIIqECPzhfACPiyPW3pMAM+ToIpkmCIZpkCMOiqs+F6A+IsUdawBV6ChlhrocCsLaWOjHGyUsxodEJFCEkpUSguLKWEBISoipeqrOlWsYbtg3C2eC9ZfalVei2tupvR3sob7neb7WcODdiMo1oO5hq/67K/7Ha9OOt+ecr8f8i6c8S2c8S2NtKyOhTcmW9fGIwDFndnk7lwK4PdvCNybSe/NpHM/AgI3ZlPrc6n1udT6THJ9JrkBFhJOJsANw93xxP54Ym80tjcc3RkKb58ObZ0KbZxoWe52L3U4lzqcy+3O5YwDxKiLUeP7sH4xpF8K6ZeD+qUW7Tuf9p1P/9avf+czfvV86dK8dKtfu3Wvvdo3Hv1rr/a1W/fKo3kT1L8J6963GheSlg9p+0qHa6XbvdLj+dDVvNrvWxsMrJ8OrZ8OrQ6F1ocj6+dal0ZiAIZcx1se/0f2JdcA16YyYIM8hBy0U/5fEZhL8oex5OJoHEz7BPiB98OZS4OBFwMtL/p9z/u8z3o9z3o9YPbuo97m+12OO+3We532W1nL5bh2vlU1E24c9YgHLHWDFkGPlpOUV0ZFpICA6K3D2tkIY1WpmQHX02GayjJtFUzHQphq0SYOzsTBAQJtAqqFRzZySPoago5N0leTLdwqUx1VX0PSsLAqBlJXg7bwiQ4Z1aOoblawPXKWt54dVFSHGmtA2tMnIAMCvSJysxDfLMQ3i4keGTFYTwrWE0MNpLCCHGmkgKW5X+mQwEZKaSOlFFB3OELidw8E+MnwBVJCgZxcKiKWANhExBIxqVRELBESiqGnlAKT0+AyarmQUMxHHxcgjwgQf+GXfy9EHJWgCmSYIhm6VIoq4ZYe45cfFyMLZZgiObZQijkuQh4RVnwrQnwPEWhmIMwMhJ2FdNVgPFysj49v4RP8PHyAiw0LCHEpNaOoGjRxzjr4Uz7J+bDiclR5Naa+nlTfbNPeyxjuZfQP242PO81goszLXtvLXtvLE47XA663p9zvTnuAGX44G1gbj6yOhdfGI5tTse2ZBCAQ6F8RuDvdlgshROD2bNvmXNvmXNv2bNvWTGprJrU1fbg3e28qtTeV2ptI7o8n9nIu3W8PRzYHg+sn/ZsnA1snW7b6/Bs9npWsczVjX0nZlpOWlYR1NW5ejpoWo8b3YeP7kPmPehswvgua3ofMixHrUtQGtNhqWWmzf0jbl9udq53Nqz2e9T7fxomWjYHA2mBg43Roazi6MRJdH46sjUQ2RlvXx+MfzsYhSHKRg15y8QMErk9ncwkEEOZSl+uQuX986VwCGODbM5HF0TgEITR56eVgAOD3pLv5aY/7SZ/nh173g27nvU777azlTrv1WspwPqKcDNSP+aRDDl6vnt2rq802MqMiUoCL9dZhm2tQVma5obLEwkTo6TAVtURFLdEwyg3VSBMHZ67Dm3k44IEWHtlQS9SycRomQcsimjg0Ux3VUEvWsnEaFlpbjTJx8VYxyd3AdtYzm6UMt4zZUs8KNdZEFexIAyskrQpJDyc1ge+EVCkAACAASURBVIWBPjnV30AJNZDDCnJYAYJPWkxVGVdXJTT0uLoK0jcAP8AhKM3l+h6EH4hCZaQSCaFIhCsQ4QokhCIZqURKLJYQiiDJSCVycqmUWHy4NR7xXR38vziwb7nw70XoAhm+RI4vl+PLRahiPiKfW35cgMyTYAtk+AIJNk+E/E5Q/q0ck6ciF+sqYcaqcmNVuZWBcLBRzhqkqxbVXINqrkF5a5ABLjYqIiVllG4V/aSBPeLgT/pkc8H6C5FGAOGttO5WWncvo891wqc9lhf99lcnnW8Gm4HennKDWBQQuDHZCgjcm2/bP58+uPAvQ9Dd6TYA4VeuuDefAY2m0IWmw4uFM22706nd6dTuZHJnIgFpbyK5ey66PRzZHg7tnonsDod2h8Lbp1rW+7ybfe6tHu9Gt2ujw7WWta1m7KsZ+0qb80P6T7SYsi+1OZYzrpVs81qHZ63Ds97pXe/0bvX5N/r9GydaAHgbA4H1U8G1U8FD0zsbXRuNroyEP4yEV0ajq+MxQFoubxB1UJAJKZe93J/+8XvwRyAvzSXw/Ujr+5HWpXMJCEJo/uerU8EX/b5nvZ6nPe6nPe4fet2Pew4N8E679VbGfCmmmfTJRpqFwy7BKVtdr57doWQmZbQAF+uprnBVI53sCohAXVWZklKspBSrqsr07ApjLRZ4oJmHs/DIZi5JX0PQsLBqBl7DJOjYJEMt2cihGDkkUDk0cLAGHtYuqbKIaTYB1SGq9ErpLfWskJwRkjMickZYRgcj0lrk1BY51V9P8zdQ/FK8X4prkeGBE0I2mNDQIX3TRC1TVZYDD4SGR0iweZAAgcAbZcRiMb5QiM2HCARMSonFQBJCEfgFASYPjKvgI7/lwr/nIY4IkHliTKEEUyrBlMrx5UJkYR3sGBd+VITOA/9FIfp7AeI7KepYI6FAQy01VpWb6HALHW5lIJw1SEd1hYOFsDPhLma5p7rCz0EH+ZiYBJdtIPXrmMN23qRXOh9quBpT30zpbyR1N9u0d9p0OU5oedJtft5ne3nC8eqkE+j1gOv9kHdppGXlXGh1LLw+Ed2cioHT4MGFzKdL7f/eA8FpECRjwIEQaqkB9X1Q3gD5VWgqPtjRC7xxbzqxMxnbHotuj0X3xlr3xlp3z0a2h0PbQ4GdM8HdoeDOYMtWv2ejt3mjt3m9z7ve51vv8633tnz1XO70rHS713r8G/3+zf7g5omWzf7gxomWnaHIzlBk60xk60xkYyi8MRReOxNeOxNeHT5cxLcyGv0wEl46G14Za12ZSOb61Venu1y6cvWn58BcAiELhYJPgB+E3PuR1sXROPiYG4i+OhV8ecL/vM/7tMf9pLv5cU/zwy7nnXbrjTbjzbTpesowF2ocdQlP2epO2epOmmu6tcx0Q2VUSPTWIJ0MmIOFcLAQVmY5iEK1laVN5KImcpGqqkzHQhhqMMZarIGDNtZhzFySkUPQVeMhAlV0nK6aaORQTHVkI4dg4GANHKyeizHxyUYB2cIj24U0j6TKL2eCuUxhGT0oqTwcmy0lt8ipXhnFIyOCNZ3BeiJkg8D3/olAcF1IVVmupME0dISqslxOKDw8+P0zhDJ8gZRQJMYVCDF5Imy+lFAkIxbLiMVSQlEDpQyMppfgC4WYPCAR9rgYlydAfw/uMYH7EyJMCRDoLOVVHOchj/JRR/ioI0L092LUUSnqmAKfr6aUmBkIKwtpZSAsdLidjbAyyy1VZZaqMntVKYDQx6kI8zFxKb6zqfKkgT1s5036ZBejqmtJ7fWEFoSjt9K6exnDg3YjyM0867W+6Le/POEAAsdCEIsujwZXzoXAaXB3LnVwIfPxYhZMs/yjwKDLvbnswfkOSB/n2z//ro/z2U9zh61tYHfv/oX23fnM9mzb4RFxNrU1k9qeSexMxbcnY9uTsb3pxN50Yncitj0W3T0X3R+PHYzFds9GtocCG4O+jUHf1umW7dOhzaHQ5lD4q+f6qeD6qcDmUHjrTHh7GJhqdOtMZOdsbGs0AbQJNJbcHEuunouvjifWJpIfxuJL52IfxuKrk6mNmT8/vOVGm1/pX50D/0hgbkZncTQOAk5I0CEQSsOAvAsg8El38+NO54NOx92s9XrKcCWuvRhVXYgop/zyYTtvwFJ70lzTo2NkGqlJGSXMxzez4PaqUhuj3M6EW5nlJnqZsQqmoZU0kYuAB+pYCH01Wl+N1lZXGDhoI4dgqMUDAkEUqqLjtGyCvoZkqCUCDzTW4UwCvIFLNPBJVj7FKa7yy5mBBjYgMCJnQAT6ZZRAPc0np3pkh12goA0trqYntcyUjtWmZyc0DEjf6FkoYzVGQ0do6Ag9C6VlVOQeAiXYPGjQiwSbJ8EXirD5ADAJvhAisKkSDhYkiXEFAvRxcElXgs8XYY/yUd/VIb4HBIowhRJcmQRXxik/DvrXhOgCDvy76rL/lwP/iwD1nQz7VTUCY2chLXS4qarUWFlioBQZqcX2qtJmFtxbg/TXIaNCXEJG6Gik9WlZg6aas07BTEv9hYjyWlxzPaG9kdIAAu9n/0EgsMGXJxwAxTeDze+HvIvD/qWRlg9nAyAxsz2T2JtvO7jw5/gB7c1l9+fbD853fLzQCfTpfMeX8x0/zncACD/N/cMPP1/p3r/cuXuxffN8emO+bX0utTHftjHftj2X3JpNbE3HQfS7P5vanU5sT8Z2p+L7M8mD6eTuRGxrJLQ+1LI+1LI5HNwYifyptkZbt8/Fdsbiu+MJSDtjia1zyc2x5NZ4ams8tTnZtjWV3p7ObM1k1iaSq5Optam2lanU8mRyZSq1PpvZOt/xlbnlEpgr6He25jo3Zztyf7Q527E115lL4J/6HrTsIVevT4cAe9DOo5cn/M96PT90uR622+9mrbfaTFfi2gsR5bRfPtNSP+GVAgJPmKo7VLS4FJ+QkoNcrItZbqsssdJhdibcxoKbGTA9rVRNLQYEqukwHQuhY6N0bJSGjdDVIEHJARCoZRF1bJKGSdCygXAaFlpfizHzCFYxycgjGQVku5DmljFBJiZczwzK6PHG6oicAUZlhxRVkSZGQFHlr6f5JUSoIRviMKFhxNV0SN+AO3taRgVwQgW5BHhgbkkQ+KEYc1yMywMlexH2uBBzTILPV1BLVXQ4dK2pnlwMZjcJMcfEuDwJ/rgIe1SIyROgj3PKj7BL/sIpPy7GlrJLvq8pO8JF5IHxvmJcnhiXJ8YeBQTKMcdU5GILs8JRg7EyEEZambGyxMaC25lwE63EVlniZiOaWXBrZaGTXuyrgUdFmLYGcreKftJQc8bGPdcsAsO2rye0N1N6wOGDdtMP3dYfukxPus1PeywARQDhq5POd6c9gMPl0SA4EB5SMZ/dnc/unW/fO9++O5/dmctszbRtzbTtzGWgH+1f6Di42PnxUteni12f5rKfZ7OfZ7Nf5to/z7dDd+33zh9ebtq51L59Mbt5IbNxPr0+37Z3Kbt3Kbt3Ib17vm1nPgWOoHvzbQdzbQdzbfuzqf3Z1P5MEtjj3nTi8DD5B4FkD+gcgM6cO1OpnZnszkzHdo52ZjsBIeAuH9DabPvabPv6bPtXxzmIq68SLZuzHbn6I5m558nc4x+AMDf+BB74j9Urp4KAwCd9nsc9zSD+fNThuJ+x3kwZr8a0FyLK+VDjqFMw6hSMOPinLZweHSOtIMUkmIgQHeSi/bWoZhbcyYDZmXAbo9xMLzNUllhZFSYWQkcvV1FLFJSiRmqxsqpcw6zQ16L0tSgtG6NhodVMjJqJAVGovpps5FCaqtAKGsJQizfW4TRspIGHNXCJJiHFJaF75KyWelZQUd3aWB1rqkk01bQ2sILyKr+E6pWQfFKyv54WUFQFZOSgnBJuoEUbq2JKRlzFBALbP6ONVdHGqm/khEIFuURJg4FAFGRlQF70cMwu6ig0WAl0yYC2NQk+X0YsbKSVaZgV0JyLBkoJmF8IfirCHuUhv+XAv+PAv6su/ZZe8P8wi77llB+vg+fxKvJFmGIJrliCLwTzDrmI/5ZijkuQR2Xoo03EQhMdbmOjLHS4nlKipxZZGDArHWakFltpxc0suJuNcNDLXIxSb3V5mI9JyAjtCmqvhnnKXDds50375fOhBrAD9FpccyMFyvRmkBqFIIQiUpAdBeEoiEU3p2Jb03GINKD/nMDDcBSMurjYsXepY+9Sx96Vzr0rnTuXO7YvtW9cym5eyOxf7dq/DO4KZ/bOZ/cupPcvtO9fzIDnwYX2/fPp/fPZvfk20Du+M9u2Pdu2M5P+6rk7m9mZS+/NZffOZ/fn23fnf59FPdu5Nfcngq7Sbsx1rOfoq/MeZGtfhZ3/K4HQ2e+r7AtU9wPgQU54eOr7Pfh82u/9odf9qNv1uNMJ8LuTMl2L6y6GlXNBxbRfftbBP+vgD1nrThrYnerKVD2hVYyOCNH+2goPG+FkwACBUBQK6oFqWqmSUqygFDXRStQMhJaF1NeidDVILRujZWO0bJyWjdOyiECGWrKSjmmqQlp4ZJuQbOYR7FKKQ0q3y+guCb1ZygCZmKiCDQiMN1aDydkhRVVUyWzVVMd1tWBzdURR2dpEB+wl1KyEmpXSVgMlNexvwABPcFO2iVqmpMGUNJiWUaGkwWT4AgHyCA/xnQB55LCrk1TQQC4EqicVKChFqqoyLROuYyG0TLiqqkxBKZIR8qT44/WkggZKkZxUwMd8z0F8X1dxhIM4yi77llXyfQ3sGA9ZKMAUifGlYBi+AHusDvkdB/5fYtRRccUR0J+tp5WZ6HAjrUxHLtZRCo2VJSZaiZ5caKYUOhkwYINOZqm7GuavqwgJMDExIdNIBeEo2EMIivWAQzBg5mG78VGH4XGnEZQoAIQv+u2gRPFHGwTTncGEWXChG0xVyB07u3uxY+9S5/7lro+Xuj6db4fY+3yhAwy/AGOCD650HVzrPrjWvX+te+9q1/bVzp3LHR+v93y82n1wpXv/cuf+5S7wPLjS9fFqz8GVrk+Xuz9d7vp4qevjpc6Pl7o+XuraO9++c6F973znV8/9C127FzsOLnbvX+76eKln71Ln/oWu3QtdO+e7t8/3/lGbc92bc90b818rF7Nc0v70y/+EwNzj39K5BOR7uQnPV6eCz0/6gUD8CdKej7pd9zPWe2nLnZTpRkx3KaKaa2mY9ErH3eIRO2/IwjmhZ3WrKtMKUlyKjYpQYQHKWw13s+BOBszFLHeyK5zsCjsbYWGWgyhUSSluIhc1UotVVWUaZoWOjdJWV2irKyACddV4HZukY5OaKjFaNkFBQzZQ4UYOwcTF62sxFhHRo6h2NbBcErpTXOUWV/pkjHA9s7WxOiyjh6RVh0vLGiqjSmZMW5M01IUbaBB+CTUrqWEDQfglNexvoL4zUJcHUyQMbLS6Cl5PLBKhj+VO2gUENlKLG6nFh25eWQoKLDoWQllZ2kAulBHy5MR88Gv11CJAIA91DOwP5MDz6hD53IoCHqqAjy7ko/MFmDwB9hgfc1SA/l5Y8b0Q/p244js55piaVKSjlurIxRpioYFWDAg0UIpM5AIrrdjJgAECm9kwT025j4MI8dAxMaGjkdarYZ62cEcc/AmPZC6ouBRputKquhpTX0uo7mX0D7K6h+36XAif99lAw9q7057FYT/kgZsz8e3Z9OZcOneeAmjt/1cEQuOeIPYOZ7H9TuDH6z37v0O4e6Xz47Xej1f6Di73Qvp4pe/jlb5PV/v/VPuXev6NoH9+cLl3/1LP3uW+vUsngHYv9gPtXOiDtHWhF2jzfM/m+Z6t+Z5crnI981+x928IhBIwUPYFJGD+WHl/ORh4dsIH9LTfC+p+j7pdD7ucd1Km20njjZjuakQ9H1BMeaTnXMKzDv6QhXNSz+pS0tJywu/4VYT4yBYO0leDdLMRnuoKdy26uQblqK6ACAS50CZaiZoOUzMQGmaFilmuYparmSgNC53rgWoG3lBLVjGwjZUVhlq8vhajZlUYeFiXnGmX0e1Cml1IAwSCakRATGsRUcHqskA9LdxIj6rZcV1taxM9pmQA9lLa6jZdTa4Ah99AxcBGSqmSBlNXwUFKRkNHKGmwBlJxbnmwgZDfSCoElc3D6gq1RFNZZmRVaKtgTeSiBkJ+PT4P/FojtViEP1aD/G9W+V9qkUd42II6dF5tRX5tRT4PU1yHLqipOF6NOFKN+K4G+W0d5ogAe4QP/1ZQ/q0I8a0UdaQRl6ciFmqIhWpCgZleZqaXWarKzJWlJnKBkZRvoRY5GTAbs8TBLnNXl3tq4D4OIiTAJGXkbBPtpKHmlLluxMGf8ErnQ42XWtWXY6qrceXtlOZum/p+Rvsgq8uFEBQJcwncmo5vzSY2p1Mbs20QhP+ewP3LXR8vdX7F3ucr3R+vdoOpUMADD53watf+le6PV/o+XjlxcLl//1LfweX+g8v9H6+c+HT15Jfrg1+uD36+8bU+Xjv5p9q/0n9w9UTuNwdXT+xf6f94dfDg2uD+1YH9qwN7V07uXTkJMQmRCWjcPt+7c753e77rTwU4/P9NIHTw+yoT8xWBIPsCDPBhl/NBp+NWwnAzrr8W1VwKNs345OMuEXC/k3pWt5LWJsPHReioCAURGOZjg1xsSx3Gz0F767AeDsZRXWFmwEz0cm1lKfg/VllZqqbDVHS4sqq8saq0iV6mYiDVTJSGhQXVCDUDb6ih2IUMUx1VX0OwCagWPtFYh7NJyCY+2cAngWoEiEKDMnqLpDIiZ0TkjFA9PdzACDfSW1WsmLYmrqtNqKuTmpqUtjatr8sYuEBpfV2nRdhpEXaYBR1mwTcg7ATnQHUVXMuo0DGRQFpGhboKDuZ5gvRMAyG/iVykppVqKsvUtFKAoppWqq2CqaglCmIBhF8TuUhBKRITjtdhvuOgjvJxh72jdahCHqZYRIDxccW1yDw2/Hsm7L9Z8P+qrvhLHfIvEIES5PcNmGNN+HwVPl9NKLAwYKA/28FCWGnFBmKeiVzgoJdZGcV2FrBBuI+DCPLRcQmxrZ7ap2X169gDxuphO2/KJwM7sa/Emm4mVLeTyjsp1f2MFjghOBNClfqFMz4QhQIP3JhKgmmWgL3/lUBo/trBlUP2wGx8iMCP13sgHVzt+XjlxMcrAweXTwJ9vDLw6erg52unfrwx9NPNMz/ePPPjzTM/3RqG9OXG0Jebp/74/Hh18NP1gc/XT3++MQien66d+nh18PPNoc83hz7dOP3x+imA4sGVgYMrAx+vDoKX/csnAYd7F/t3L/TtXuiBtHO+GygXwj/l8N8QmIvfu+FoLoFQ3uXFQAtgD3K/+x32u1nrnYzleqv2WlRzOaQ872+YdEvO2ninzbUDBna3kpaRE1oFyCi/IiJEtorRESEyxEdGBLgwHx/gYgNcrJ+H93AwdjbCRC+DKvKgJ0bHQqgZiKZKWBO9TMmAQR6oYWFVdJyyCqui48xcmpFDMdQS7UKaTUi28InNDVX6OoK2Dm+qI9qFNL+cCXKhAWlVtJ4ZrWeChZ7hRnpUyYyq2a2a6jYdB7CXNfLaTfx2Ez9r5GWNPMBeh1nQbuJ/k2t9OiZSz0LpWSgDG21go/UslI6JVFfBlTQY6BRVEAtU1GIdHWZgwnV0mKayVE0rUdNKVNTiRlJBAyGvgZDXRC5UUYtV1GIFpVBGLhCR8kTEIgm5REgo5qCOc5AFfGwJD1PMxRTWoQs4qOO1yCM1yG+rK/5Si/gvPvxbIfw7QGA9+qgCexwQaKwsMVWVOlgIdy3ayYAZSfkmcoGTATNXFdqYJa6ack9dRQsXCU6DKTmlU03vUFV1qypPGtijhyWKxktRxfVY08144+2k8m6b+kFW96jDABIzYB8oKE5AEK5NRjemkmvTyf+cwIMrXftXuz5e7T641v3p2iFpn270AhQ/X+/9cqPvx5v9P97s/3Kj78uN/h+vnvrx6tCXK6e/XDn949Whn66d+fH68E83Rv56+9xfb5/75c65v94d++vdsb/dGwf6+fboz7dH/vj8cmP4x5tnfrp19qdbw+D5482RLzeGfrw9/OPt4S+3zny+OfT5+mmA5cerg1+un/587dSnq4OA//1LJz5ePHFwoX//Ut/+pb69i717F3tzOfz3Zvi/EgilXnLxyy08QAc/UPS71Wa6ntBfi+uuhFWXgk3n/Q0zbumonT9kqj2hY/aqqzJyQlyICnPhYS68VYyOS7GtYnRYgArUoVo4aD8H3VKH8XFxEIGgIq+kFKtppXp2hbEGpWOj1AyEmgXXsBG6aqy+BqevIWjZODUDr6zCNlCQhlqyrpqoZeMsPLKJizdwsA4Z1SKkGvgkUx3RJqD65cyIktPaWB2uZ4ZldMgDI02MVhULEAixByEHqMsaeZAlflNPKlBSStV0mIGJNFQjzdUYYw3KUoM11qBMbLSOhdDREaqqMjUNpqaVNpGLNJWlJmaFiV1hYlbo6DBtFUxTWdpELlIQQYxaoKaVaqvKNJVljdRiMeG4kJgvIhUICYUc1FF66X/TS7+tRhxjlR+pRhyrQ0MXLPLrMEfqkN8BAkEyRo46AmxQQyzUkYsNtGIHC+Gtw7qqkWZKoYVa5GYjTLQiG7OkuRbu46GCfExYiI2JCUkZuV1ZmWmkZhso3arKIQsHtMtciDRea226Hmu6lVDdBrMt2o2PwV7eDtPjLsuzXvvLk83vTvsWhgPLo+GVsejqVGJt+msb/HceeKX74GoP0MdrvR+v9X663vfpet/n632fr/f9ePPET7dO/nx74OfbAz/dOvnTzcEfbwx9uXbmp2tnvlw78/P14Z9ujPx88+wvt0Z/vTv+693xX+9P/Hp/4rcHk39/OAX0y51zf6qfb4+CF0As9OVPd0Z+ujMCIPxy4x8Qfrl++o8Q7l86cXD55FcQQk74O4cdW3Odm7PZ/5zA3K7rtyPRN8OR12fCL08Hnw+2QKveoWW3d9qtN9OmqwndpVb1xbDyYqDxvL9h1iObdIqGLXUDOlavuqqriZoUY6I8RJADC3PhMQkuKSfGJLiwAOWpgbvZiOaaCg8H5eFimzloGxtpZsD1VeUqagloiDHWoMAcXh0bpatB62sxRg7BVEcEndkaFl7FwGqYBJuAbuFRjRySTUA11RH1tRiHmOqSM60implLsvEpXjkjouTEVLWtyprWxurWxuqYqiah4aT0nJSRmzbzMxZBxnSIHwg7ocgz9+M32qoyIwOhZ5RraWWaylIjA2GpQZlZSEsNylaDMbEr9FXlmspSXSXMQIdrqKUqcrGGVKqrhFkYKDMLaaBXaKilSkqpilrSSCltIBfWE4sayIWgw6aBViqnFEuIBSJ8ngB7jIc6VlP+Lav0L9Ww73ioAiG2WIApkhDKGqhwCaGEU35EiDouRh6XoPJk2DwFvrCRUNBIKGjC5xsqYSZ6uY1ZYWcj7GyElQ4z0Ur05HwTrcjGKHNVI9wchI+HCopwqQZqh5qZbqC1NZA7Gmk9akaPuuqEnnWuWXQ5prkYbrwUaboeU99I6u6mjXez5ocd1vsd1h+6HY+6HU97XU/73a8GfK9PBxaGw+9HIssTsbXpJDgHAvwAdWDGHsAyl0MorQLyIiA18ulq/5frJz9fO/EHDfxye+Tn26PA7v52ZwxyvJ9unf3lzrlf70/8/eHU/zya/vvDqV/vT/zt3vhvjyZ+ezTx68Pxvz0Y++v9c3+9f+6Xe6O/3BsF739ULqI/3x796dZZoB9vjkD6cmP407Whj1dPH1wZ2Jrv2T7fu3Oh7x9pm4s92xe6ty90/q72rfMdG3Pp9dnM2kx6ZSq9Op1Zm8muzWRzZ4R+mEh9mEgtjScXxxIL5+Lvzra+O9v6diT69mzrqzPhF6eDz08FwPPpgP9xv+dOh+12u/VG2nQlobvYqp4PN80GFXNBxYWQYtotGrNzx+zcESu3X03PyAlJMSbGRydFuLgI2ypAt4rwCSkpJiYEeCgvH+nkwO01cHsN3FGHdtRhrdVoI6vCxEbrmEgNHaFmIHTsCn01Ul+N1FZXgH40Ux3ZwqOa6si6ary+hmDhUfU1JIeI7hQzjByShoU11ZEdokqnuCqk4voVNV45q0VR06rlJY2ihJ7XquG0ajihJnawkRlV16SM3LRVkDRxY9qalI4L1KbnQUob+BmjIG3gt+l5KR33GwOjHEhPhxkY5SYWwlKNNLEQ1hqUnYMBW7b1dBj4qY4C05LLtOQyAw1upiMtDJS+CqGhwhpJxU05Hd5KGkzHRBprsSo6vJ5aIsLn8TFHeegjPPQRLvJoXcWRuopjfHQ+D1XAQRznowulRJgYX8qrOC7GFIKrTGLkcRn6eAOuoJFQ0EQs1JCL9bQyCx1uZyEd1RV2NsLGAE1qJXYmzFWNcNcivVxkUIRLyMmZpqqMojLdQGtXUDubKjsaKR2NFADhfEBxIdR0KaK6GtPeSBpup813Mpa7WevDLufDLufjnuYnfZ7nJ/2vTgXfnom8Gw4vnYutTMYBbIA6gByEHzBDgN/epc6PV06AzEpuWuXztYGfbp6G9OONU5Ag7/oq4Pzlzrm/3Rv/7cHk/zyahgj8692xvz34Wr8+HAdA/qnA38x1RaB/QeApUKv41wS2b19o3zqf3ZhLr8+2rc2kcgkE+orAhXPx96MxgN/r4cjr4cizoeCTUy0/DPp/GPQ/HvA9POG51+u61Wm72WG9ljFdSurAbaOpYMN0S/18oH7aLRp38M5aak9oGFkZISFCpyTYVh4qIcTGhLgoHxMV4hJSUkxMDPIxXgHKyUPYORV2ToW9Dmuvw1lqsCY2WsdEa+hIMA9ew4RrWQhNNVzNgoMihKGWaOXTgOOZ6sh2YZWRc0ggwNLCo7okzGYpK2mURNQ8f0O1v6E6pKyNqOtCyuoWBdMrr/LIKj1yml9BDyoZYTUrpGIGlYxOq6TLJgXqtssg/ROBRiYc0GVkws3sCjO7wsRCAAId4QT2OQAAIABJREFUdVhHHRZAaGTCDYxyAw2up5brKDADDW6qqjBVVegq4RoqTEkpVVHLlDQYuGeoqiwHBOrYKEVlmRB3vA75XR3yOz7mqAhXIMYXinBFQmwhF5lfDTtSCz8mxBaL8aVCdIEEWyRF54sqjgkRR8UVR+SYvEZCgYpcrCIWgrkVNmYFdE/CVY20M2FONry5pgIQ2CLAtEoIyXpKRlGZUVR2NlV2q+hdSlpHI6VXQx+y1k26JdNe2VxLw4VQ05VWzfWE/lab6XbafL/D/qDTASB82u99MdDy+nTo7ZnQ+5HI0lgUDFQHAhCCqiBkgFAU+unqSQAhxN6X64M/3jj1y+0zf64/sPe3e/8UfAICf3sw+bd743+9O/bLvbG/3h//24OJvz2Y+PXh5G+Ppv7+ePrvj6d/ezT1pwLOCZSLImAPmOGXG8Ofr58BBIK8KFS62L3Y/58QCEG4Op1ZmUqvTKW/MkAQfL46E345FHpyquXRSe/DE56HJzz3+5rv9jhvddputFuuZ81X2gwXE4f3/SYD9VN++bRXMukSjFo5p3SMrIwQrYNHeYg2Ka6Vh4oLMDEhrlWAbRXhU3JKQkoOCbAtYqxbiHLx0E4uysHFHRLIwmroSCUN3kgrb6SVqegwDROuZpermOUaFlrDwho5JJug0iaoBHfkrXwa4NAhopu5FMBns5TlkVdDBPrq2S0KdrCpJtDI8jcwvPKqFgUzqGQFlaygkhFUMiIadquuJqmtS2rrcm0wbeCnDfx2s6jdLAIcfmNiIXRVZXo6DHI/PR1mZMIt1UhHHdbFwzu5OFst2syuMDLhxkqEsRJhoMEhaagwDRWmoyN0dARo7AbXLJQ0mIoO17KQisoyET6Phz7CxxwV4fOkxGIZqURKLBXji/nowrqKvLqKPD66UIQrEWOLJNgiGaZAji2UYQrkmDxwX15NKVERC7WUElMlzM5CumpR7jqMtw5cAKsActciPXUVfj46IsK1SghRIS4qxLXJiJ1NlV1KWmcTtU/LOG3hnDFzRqzcMadwyiM9H2y80qoBTng3a72btd7vsD/scv7Q6352wvdyMPDqVMvbM6GF0fDhJq3J+MpkHCRm/miAEIEAQvAC8Pvp5ulc6v56Z/gfymEPgAcEsQcReMjSg4lfH07++mDqt0dTvz2c/vvj6b8/mvk3z98eTIJ/+xWKUDgKIPx8/QywQUDdP9Uq/mMCAX5gjQRE4PvR2CF+Q6FXQ6EXp4M/DPoBe/d6XXd7nDc7rNez5ktJ3aWk7mJCez6mno00TYcUk4H6SZ9s3CUYMdecVFd2NxATAlS4FgYIjAswSREuISbERfiElJRuoLXV06JiQkCC80lwHiGumY9zcHE2DtZaizOzceqqCkBgUyVcRYdrmHA1C65ilhtq8YZaooVHdYoZNkEluKCkrzmMSwGKRg4J/IJHXu1vqPbKWR4Z01fPDjbVRNR1EXUtsMGIujZu4LbqOMAAY/raNgs/axV3WiXACYH79TjkPQ55t13WZZN2WiUdFvE3ZnYFCDJNLATATFdVBvzQVot2cnEuHh5yQjMdaaYjTVUVBhocRKRqSpmaUqatgucSCDZyNtLKlFXlDbRSKalQTMiXEAukpMLf7xOWiPHFYnypGF8qwpUIscUiXIkUXyLGFDbgi5VkmIpSriSVNBGLm4iFKnKxjlpqqIRZ6HAHG9XMQUMEejgody0SQAgIDAkwYSHWzSpzs8qCHHhCjGuT4dtk+HYFuVdD71fTT2qZp401o3b+tFd2May8ntDfTpuBE97JWO612x52OZ/0eZ6d8L0Y8L0ZCr4/GwIjZb8i8I+HwP3LXX80wJ9unv751hCIP3++NfTzraFcDr9iDwDz24PJ//N4BhKIQgFI//N49n8ez/790dzfH8389nD2t4fTvz2c/fXBFPT+9fP3P/gVhIA9cDLMDUQBePuXT0JVin9PILQZAghyPyBggAC/l6eDL04FXpwOPh3wP+pzP+hx3e923u2038yYr6UM8+EmSLNBxXRL/aRPNuGRjFg5J1S0dik2LUKlRJiEAJUQodMyfEqMT0uJbTJySkpKySnZxqqMoiomJQUkeJ8E5xXh3QI8RKC1hqBlYNRVqKZKuLIKoWUh9dVIXQ1SW40y1OKB6QECQXO2rhpv5oJ7SSQjh2SoJQKTdEmYdgHVKar0yJiBxtqIuq5Vy4tqOGFVjVdeFWxiR7W1YXW1r4Hma6CF1aykiZu1irNWcbtN0mGXdjpkXU55t6u+p7mh0yHrsEvbbZKsVfwN8DcQeULRJni3VCPtHIyTi4Ns0MpEW5loCwNlrERoyWVqYomSVKKmlCkppWoaTFVZrqosByNngAcqqKX11BIZuUhOKZZTimXkIjG+UIDJE+GKRLgiKRHWQK2Qk+EiXIkIVyInlonQBQpCibayQleF1FBhSlKJklSkIheDu4I2ZoWzGt3MQXu4WB8X5+PivHVody3SVY1wVSMAgUE+OshHB+qQ/lpEqA4RF2FTUlxSgk3LCZ1N1J4mWp+q6qSWecbMGXeJ5loagA3eSBpupoy32kx3Mpb7HfZH3a4nfZ5nJzyvTrW8HQ4snotAq5UBgbkJ0lwIvzoBQgQCMwR+mAvhV+xBOc+vCPxdM//3yYX/++TC//nh4v88nv/7o/O/PZz97eH8rw9mfns4D96/fj6Y+iN+v1c1RqH0DAhEP10bAuzlErh9ofs/JBAYILC+3BAUynw+H2x5firw5KTvYW/zvS7HnQ7brazlWspwOa6dCTTMBhWzQcVMoGHKLx9zi886BSN23oCO0VVPaBMiM2J0u5yYlRHSMnxGTvj/KHvr5jrurF3bX+Q880xsCzczMzMzMzOJmZmZJWMSsx2HHTLEjoOewAQcmM/x/rHkzo48M+85Vau6trpbqrJLl+7Fvy4tuUdP7TbQO3VUILDLyKxoyGklLqUiplTkhIIclhAAv5CI7OLiHWysjYWxc9Au/vFkoEeMdwnwLgERfM6gnOERkd1Ckl9KC8oZkBoF/Dwisk9CjajYURUzrmGnDfy8RVyyS0p2SdEmLFgFGSOnYBWUHMKCjY8Q2OaVVJ3imkvS5pa2e2QdXnmXX9kdUCHW6VN0eOWnwM8Mi3Hggvr5KPjg5baALwoQwgshHi7Mxwe5WC+z1UFpsBJPW8hnbNQGO6PJyWpxclAgg9BfamO3mBmNBvpZYE9PO6OlvKIi/F2O/R8l/hUF7u9qYgMQCBpoorVo8KctlEYnE+VkomzUBjPptJVyGpnWBQITEhxsrMgpyGkpLi5ERfktUX4LQmBOhqlpyCUFvqLAdmhJ3QZyl57UY6QM2pgjNhbI4JRHsBCSgS8KB1FcaHNfbPdc7vRBYubmUPz2SPzueOqdmcz783lYpQ5nu8K6y5chfLrXC0l8SOh/fTT27PwEUPcygf98be7H1+cRjQLwENjqCQT77dbW77d3fr21/+ut/V9vHj6/uff8xsH/7/Wnq3/BD0nMnCAQcUShTA+GEPhkd+D/kkDE+ax3Qd+eKbw5lXtjInNnPP3GRObmSAKqDpe7/Rc6PIdVx27RslMwb+dN0HW9klDPhaSTXsGYiztopvbpCH06wqCRPGCi9erJPQZyv5nWraP0Gmhdelq7htyuo3Ya6O06WkGBT8iwCQU+qSTF5SQgMCQiRyR0F4eIEOgW4H1igleC84jxHhHRLSSBDPqlNEAOfE6fhAruKHzwiilhJSul56UNfMjE5MyCglVUdoirLilcq25J2Skq2LhFO+/YCw1resKa3oi2P6YfiBuGkqbhlHk4Ze4OqbuCqs6AssOvOJVSUVMqalxOCgoxfj4KEjDgjoJrGhJhIxI85EXDfHyYjw/xcF5mq5181kJ4BQj08jB+Ac4rwLl5GDur5TgpSm8AL1RHPa2lvKKlvKIh/12J/18gUIb5mxJ/Rkdp1pAaIQ60MFA64lkLpdFOb7FSm0zEVwz4/7VSTruYTR5mE2ysiAqwSSk+oyAVVNSimpaSYONCVITXfILAioqYl2KKUlRNhQcvFAiccPHGndwJF2/KI5gLSJajSkjMnK+5ztdckJh5rTtwrT9ycyh+azh2ZzTx5mTy3dns+/P5ewuFDxaLH69UkMPuEAiR8iBUsQHCrw5HERn8t/j9dGXhvxBYj+Jvt7b+uLPzx53dX27s/nJ9//mNg+c3Dn69efjbraPfbh39fvscfDhptw9+urr2bzMx/zcEfnk4/v9EIIR/IH3/icDbY6nrQ7HX+0KAHwz7beWMeyXrbtGynTetp3WLUcWkVzBsZ/WbaX06Qr+eOGKhTThYQxZGt5bYrScNWhmggZ06apuaBBXgqpqclWJiEnRcjgMCQ2J8QEAMiagRCd3JJtiZOCsTbWdjXXycV0T0SggeMT6koAdkdAj5oPAAiZmkXhCQ0YFG+AAEQg4mqeMmtJyUnlOwito88u6gpuqSVl3SslNUcggLNm7Jwa+6Re0+adUtqXmkbV5Zu0/eGVB2h9TAZH9M3xfV9Ua0PWHNqaSSklRSYjIiooEhERYEEHxRUEWwmIgUERCCXKyPhXLTmx2UBojWHMxmNwcFA77QxWakHB9Pb+W02HkoK6fFQD+rIf8dVlrIMH9T4P4OzqcSf0aJP6MhNerJjSZqs53e4mSibLRmE/EVI+HvNuoZN6vZx24J8tBxET4pISalePBCMzJiVk7IyPBpKS4lwaak6LQMk5Nh8nJsUY7LiFohDgQNbNfg29S4PgNlwEQbsbEmXLxpr3AuIJkLSOaD0s20fq9gOVd1nq+5jiqO8zXXld7QndHEG2PJ26PRO2Oxt6fTHy6VkFMmoURR3yjz2W7PFwf9kIZBfFEkGYNEgAh7P11Z+PnqIgSBUHWoV7zfb2//fnv7jzs7f9zZ+dcbuy9sD8Stnr3fb5/74875n6/9eR+AfH7j4Jcbu89vbEIMWS+AfynZv4gDX2RET3arPd0fero/9HR/4EUxsOfxTjcQ+Girs74OUe+FgvP55lTu7mQWrrdGk9cGoyCAUHM/qjkPqw6Y91tNatbTuvW0DgRwwsMfcbCHbMwRC23USgcbsjAGzfR+M63PRB22cfpNjC49rdtA7zGzei3sDj29pCKmlYSEAh+XE6JSQlhCCInIQSElKKRZ6RgbA+vkEv1iqk9McvKwDj7aI8bDijSfhBpSMP1Smp2Lc/IJQTkjomLDneMFagKiW0hyC0mgfkkdN65hpw3cskNadUmLNiH4opALBQIrLmHVLSo5hGWnqOISV92SNq+sM6AESQT2uoKqDr/iTwJBAwMCdEiEhQrhCQ79fFREQAjxcBAHQibGRm2wUs46WS0IgdDCBhpoZjSaWU0WdrOJ2QheqJ7aYKQ3QRyoxJ+RYf4uQf1Niv5fJf6MlngW0UA7vcVKOWujNnjYLSEhDgiMCrAxIS4mwsREmKQYl5YS/hOBBRk2K0ZBHNipI7Zr8O0afKeO2Ksn9xupw1YmOKIzPtGsXzwXkCxFFBspHZQozlWdkJ652he8PRK/NRK5NRJ5czL5/nwezjdHfFFwQRFH9PP9PqTNul4DXyYQgbCeQATC5zc2fru19dutrXoO/7iz86839n67ffDb7QPQt99vn/v9ziFcf7m+//zm3q83D+Hpr7f2/18JfHZh9tmFWQS/EwSCBr6EXwfUHpAKRH35AaQP7M54GqTv6kDk1Z7A+Xb3YdVxULHvlY7n/YC9hYh8NiiZ8gknPPwxF3fMwRm3MxEbsbGGrcxBK2PAQh918PpNDMjEdBronQZ6m5ZaVBKSclxcTojLSTEpKSIlA4EBAdXOxNmZOBeP5BfTfSKKi49z8nFeMQkY80tpwBukYQIyekjBBL8UgkCA0MknxDVsEMCElpMx8iAXmjFyyg5x2SGGOLBg4yJWdopOEIjIYHdIfeyFJhTkhIKM5FoAQsiOQp2wnsYAB+Nno6EgcSIX6uagoJkb0qFAoJF21shoMDIaIBrU084Y6U1mZouB1qyjNKqJDVCUl6D+psSf0ZEagEAHo9XBaHXQm1zMFj8PHRETYGdMiIsKcVFBbnOI1xIXYv47gTkJGrzQmgpbUaDb1LheE7VHR+rVkwfNdJBBBMIZnwgJC6FOeLHdc6nDfWMwcn0weGMoBDIIvuj783nwRZFKPTiin+/3AXv1BNZnRF+WQShF1Jf+TsSB9Sj+fnvnjzcO/njj4I83jn6/s//7nUO4/nZ775cbu89vQpS4C3ma5zf3frmxDQRCHAjgIQTWu6AvE/jn2MSLXOiT3b56Ah9udjzc7IDK+4nawzuzRST5eXcyC7Hf632hi53eSx3e8zXXYdl+ULLtFSwwcLQSU22m9UsRxZRHMObgjDu5k27+pJs/4eJNuTjTbu60mzvl4ow7uaN29rCdNWRjjjp4A2Zmp47ariG3aSk1DbmkIORk2LgUE5XiYjJiXEaOyihhMQUIdLAIDhYBIdDJwwKBkPAEAgMyOggdJEJ9EqpfSkNk0Mkn2Lm4kJwWU7MQAos2cd7CT+lZBaugaBMW7YKSQ1i085CKfMklKrlEZbe44pFUvdL2gKIzpOoKqztDqo6gsj2gqPlkp6DsDmHecdGP2+JiNb5sbnaTj4UC/KAu76I1ORnNTkazi93q5qAgEwOd3BZ6o4neoKecNtDPGhkNJmbjMYfUBj21wcRoNTFaDbRWLbkJfFEdpdlEazHTWuz0FhcL7WKhXcwWF7PFy2kN8DFBHhq2NvlZzV7mWT+7McpHpST4jAwPBKaluLQMAwTmZJi8FJOToEsydFWJK8tRRWlLmxrXb6F3a4k9OlK/kTpkYYza2QiE017hrF8MEII7eqHNfaHNebUveG0gcGModHs0enci8fZ0+t3ZP7OjEApCNPh4u+vpXu+JOBCSMUhPzMsyCAS+XAB8OSsDKP7r7v6/7u7/6+7hH2/s/X5n//c7u7/d3vvt9s7zmzvPb24h119ubELFAiljILp3okmtHj+IA/8igHsjkAt9stv3eKe3Hr8HG+0PNtr/E37Hmc/J7J3x9M2RxJX+8MVO71HNeVRxHJbt+0XrXsGymzdvZQwrMRX8t88HpeNO7piDM+URwN/ESTd/zicAm/XyJ938cSd3xMEetrMGLaw+I71LT+vUUdu0lLKSkBWj47yWiBAdFuOiEmJMSolKaWExLSik+fmUFwSSfSKaR0BxcHAOHhZKEUAa9MQAkNAH4xGR/VJaQEaHoryTT7BxsGEFPa5hJ7ScuIad0nPyFmHRJoSemIyRk7fyinZB2SmouIRlp6DsFACBYABhm1/eHlC0+eU1n6zqlVY8klNBISYoxECYB+V4BDkns+GEIeV4N73ZTW/2MFpczBY3q9XNQUE9EOx4nILeoCO/oqedMTEbLexmC7vZyGjQkE4rcH/TU5uM9BYzE2NmYox0lIHWaqC1mmgtFnqrg9HqYqHdbIyHjfKwUT4uys9DhwXYEB8T5LT6mE0exhkfqyHKRyXFOGAPOMzIsRk5NitFZ6XonAQNBFYUWITAPjOtS0Po1hKRaBB80WmvcD4onQtIZv1ipE54vua62O56rdt3pc93fTB4ayRyZyz25mTynZnMe3O5ewuFD5dKUCQEDsERfbLd/9nOAECI1CS+OTcOaZiXIQRRqu+AQQoS9bkZRBL/9ebev97c++ONvd/f2Pn9zu5vd7Z/u73z6+2tX29t/3p76/nNLajFQ73+5xvr9S5ofQM30iOKEPjN+RmkGvEnfrvDkIl5vNP76XZ9Aqb9/nrb/fW2EwQipb9bo8nbY6nbYykI/C53+8+1uQ6rjoOS7bBg3c+Z93PmvaxpO6Vfi6qWgrLViHLBL5l28Wc9wqWgbCWsgC8XAqKFgGjeL5zzCaY8AiBwyMbs0VN79NReE7PXxOzQ00oKfILXFGScCfJaAgJ0SIgLi4ghETkkogYEVD+P6mSTHSyCk0vyCCguHsnGwtg4aLeQAGUGJBkDnifwhpQloC7vEhDtXFxcw4aKfFTFjGuYeYsQcjAnCCw7BSUHv2jnFZ3CnEMAlncKCy5RySMpeSRFt7jgEuWdwpxDcArxPAMCNFTnHYyzL0PoYJx1MM6CBiIcepmtwAkQCCNOyNInM6NRTzmtp50xMhoQAtXEV2SY/6MhndVTm8xMjIWFNTMxBlqrntpioDQhGujl4gJ8XEhICIvwETEhKsJHRfgIHwN700ADk2JcSoIFArNyQlaBAwIzEhRSD6wosFUlpixH1VTYbgMZNLBXTx4w0eqjwcWwfCEkmw9K54NSiAn3i1bYbfFqt/tqv//GUOjWSOSN8fjb0+n35nLvzeUgLwpFwgfrbeCIfrrZ+2S7/+nuIEIg2Mu5UIAQCEQc0ZfZO6GBv7+x89udbcR+vb0FBp+f39r8+cb6T9fXwH6+sY4007yc/3wZv6/PTQN+9QQ+2R14sjvw6XbPo63uevw+Wat9slaDyjuEfyCA4HleH4rdGI5fH4pd6Q9D3uWw6jisOo6KNhh32EkbtlP6zYR2NaJcCsoWA9IFv2TBL1kOyddj6rWoajEgnXELFoPixaAYCJx088ccnCEbc8BCh1woENiuoxZk2Di3MUA/7ec0ebktPi7Kz8P6eHg/nxTg0wJ8mptLdbLJTi7JI6C6eCQbC2fn4qAUAUIHsV9ExQ7KGeBzIgSCg+oVU1wCYkrPg3RoTM2Ka5gFq6jdq+j0qyAZU7QLinZBwcbNWdhZMyttZubt/Kydn7HxEMva+TmHAD6nrdyUhXMK2IM+bMiCOpkNEATWQwgEQhwIHaFgXg7ay0F7uGgXu9XGbIYhQ5gqNDMajbSzUIrQUU9DQKinNmhIp02MVgsLbePgrWyciYEGDTRSmx1srIeD9fHwQSEpKiHHpJSohBiVEONgInyEj4E4MCZA/3cC08KWnKi5osC2a/A1FbaqxLRr8D06EhCI5GPA/5wLSBZCsqWIYjEsRyDcK5gOSpbzbTaAEJTwzcnke3M5pEgIR09CTPhk53i/2Gc7A/+JwBMQIgTWTyGdSMwg+P12a+v5rXXEfr29gdjvb2z9envjl5trSJc2dGzXu6D/ncCvz00jPTF/CuALAh9tdT/a6j6B38er1Q+WatB7jeAHJYerA5GrA5Er/WFQv4OK/bDqONfmOixY97KmraRuI67ZiGvWY+qVsGIpKFvwSxYD0uWQfDWiXI0oV8KKxYB03icGDZzzCWY8vHEnd8TGGrDQ+0zUHj2110DrMTK69LSKipiToJP85iinycdudLObXMwmF7PFxUJ7OHg/jxoU0H0ChodH8wioPhHdI6A4OAQnn+CX0qD9BaQvrGTFtbyQggn4QXwIBMILPgk1rmFDOjSh5SS0LKhGdPpVFaek7BAX7YK8lZc1szImZsbETJkYWSsXMEua2WApCwe+TJhYcSMzbmSeCgoxQQEWvOeIBO/noeGcJze7yc1qdrEaXcwmJ7PBQW9w0BuQnhjg0M9GezloHxdzgkCoClrojWZGo5byipLwP0rC/2gpr0AaxsRodQtJbiHFJSDbOHjYh2NitFqZ6KCEEpaQIlJyVEaJy6gxKSkiJoRE2ISUmJSRkhJiXIyNCFBhfnNMgE6KMf+FwJSgOSNorCiwkAutKjFVJQbwAy+0nsBpr3AhJFuJqZajSvBIl6PKjZRmJ687rJgvtzte6/Fc6/XdGAq9NZ54dzb73nTmvbncx4ulj5bL95cr99dqjzc6nux0P1zvfJnArw5H/21F/p+vLYBbWE/gia60v2Zitn+5vv7zjdVfrq//cnPt15ubv97e+O3W1q+3N/64s/Pr7Y3nNzZ+ur7y09XVH68t1/ej/VsCkcGI/0Lgk52hJ7sDj3f6YRapnsCPV6sfr1b/nHuYLb41nX9jInNrNHljOP56X+hKf/i13uCFDg/kPA+rjovtnr2CZStjWI+pl6PK1YhyOapcDskXQrJ5n3ghJFsJK5YiiqWgbD4oBSYX/JJ5n3jOKwIBHLQy+kzUHgN5wMzsMzO6DfSqmlSQ4WA9TEqI9rGbXcwmB73JRm2w01tcLKyfTwkKaUEx0y+k+0T0gITpE9FcPJJbSArKGScITOj4YSULpiV8ErJfSgnKaSEFPaSgw/lKYQUdRpPSBm7awC3ahFDuKzmEL/DjZEzsrJmTt/IKNn7Gwkmb2SkTK2lkgqVMrJSRndAzE3pmXMeI6xinXMwmJ6PZzWr287AhIS7Ax/m4KDerFe67mE1eDtrHRXk5aDer1UVrctObvcxWxB11s1o9bJSD2WyjN8K2NWQJt4l61slrtbFbjLSzsOpXSzxrYWCcXKKbT7az8U4u0Ssku3gEI63RQD1jZTXb2U0+PjosIURlpIiYEJHg43JSSkWOS3AxCTomQr2wloQInRRj8kpSRoZPijEZGb6oIZW05JwMkxA0FWTYggxblmOqSlxNhW3X4Du0hA4toV2J7dGRBs30QTN9wEQbsjAm3fz5oBTJxCxHlctR5VJEMR+UzvqFy2Hxdlp1oWK+3G5/td3+Wqfz1kDgrfH4m6PRN8di704m781m7y+VHq5WH61WH67WPt3sfrzV99nOAMyzfr439NXhKCRjkP4YSIp+f3nmu0uz/3x16cfXVn56ffXnK2u/XF3/5er6z1fWfr6y9uv1zd9ubP1+c/uPWzt/3Nr5/eb2bze2fr2++fOVtZ+vrf1ydf2X6+vPr208v7Hx242tX29u/nZj6/mNjV+urv94ZeWn11d/vLLyy9UXOZirK/+8uvLDleXvX1/67rXFb19d+PbVhWeX5p5dmvvm4uzXF2a+Oj/91fnpL89NfXU09cXBGKyreLo7/NnO0OOtgRejt10P1/88+R1KMh8tl9+bLYG9M124O565NZyAIffj/dZt7oOSbTdvhomwo4pjO2vczBo20/qVhHoxLJ8LSRdCssWoYjmqXEmo1xKa5bhqLaHZyOjXEpr5oHTxBRxDAAAgAElEQVQ+KJ8LyGZ8kgkPf9QJBJK7jcQuPammJbZpKR16elVNTQnREXZziNPqpJ11MprdrFYXs8VGb7RSm4DDoJgRFDP8YrpPRPMKqV4hnAlB84upAQktJGNEFKyoihlW0P0SsluA94qITh7aLcAGZeSIkhaSU0JyUlRFDUnJISk5LKPE1bSskV2y8SpOXtXFL9k5JTunaOUWLLy8mZs384pWQdkuAhqzJm7WxM2ZeS9MAACnDdyMkXeq06koGQUZNSsuowYFeCej2UI+4+WgIcA7ljg2yk5rtJDPBDiYIBcb5uMjAkJEQAjz8UEBPijAB4R4Lw8DORiIA0ED9ZS/6yl/11PO6shndKQGE63FySXBnyI3n+zkEl08go2NMlDPmBmNLj7KzWn28lr9AnRQhIVenJgMn1AQEzJsXIqJi1tjohawhLg1IW7NKYhQisjKCSUtuayjFBQ42JtWlOMqCuwJApE0TJ+B0qMjDZhoEy7eQki2EJIthuVLEcVyVLkSU63G1atx9WpcuZNS72U1R0XDhYr5cpvt9U4nnEIB5/K+M5F4fzr90Xz+k8Xig+Xy/eXKp+udEAqCfbYz8OXBCCRjkLIEAuF3l2Z/uLz4w+Wlf766/NPrq2A/vrby42srv1xdf35tAzgE9p5f20D4BFafX9uAd8CeX9v4+coa8nPgtR+v/Bv8/nF5/gSBX56b+vLc1JeHkzApDxB+tjP0ZHsQRuAfbXQ92ug6QeCHS3/iB7tekBUv0Ox+sd1zrupECg/bWeNqUrOW0q6ltMtx1WJUsRCRL8WUq0kNXFeTmuW4ajWp2cjoV5OauZB0PqCc8yumfZIJt3DEwR60MnrN5G4jsdNIrmnxNQ25TUstKclJASbKQYW5KBetycVs8bBRLmaLndFkozc6GK1uNsbNI7h5BBeP5OKR3HwyEOiT0H0iSlBKjyhYMRUnqmKG5DS/hOwVET1CHDRwB2XEsIIclBFDCmJUTQmIiUEJKaIgp3SMgoVXdnDLDm7Rxiw72CU7q2jlFiycgoVfsPBLVnHZLsqZuDkTJ2fi5kzcvJmXN/PyJkHeJMgaBFmDIGcU5ozCUyklI61i5rScklFQtYhrVknVIs5pOWAFPa9o4Oe0nIScFhYRkQQMDEmAF+pho1zsVjujCRauwQZuWDZjZTXaOc0OLsbGRpnprSZai5mOsTJxLh7ZwSE4uUQ3n+jkYW3sFgcX5RVhfXyUh9vi5jR7XoxHRaW4mAyflOMSMmxCgkIgjItaEuLWrJwA6dCcgljWUSp6aklFyMkw9QS2qXFAYKeO2G+k9hupfQZKt5bYpSH0GSjjTi5kQSEDDuNLSxHFSky1llDtZ3W7GfVOWrWf016sWl7vdF7r8Vzr8dwdiSAQwvnYHy8UPlkqP1hpq9/x/mS7//O9ofppCSQa/O7S9HeXZpG1FLAY5ng9zOXFn15f+fnK6i9X1xD7+coq3EQMefT82vrza+vIOz++tvzja8uw56K+Ga3e+UTKDzAW+OXh5JeHk18cHK+rOEHg462+EwQCfkAg4Hd7JIng93pPELqLYNfLYdmO1P0Wo4qlmHI5rlqOq+AD8LaSUK+ndbALFLkzF5LO+RWzPvmUVzzuEiAE9phI3WZqm45QURErKlJeRkjw0TEuOibAehgtblYraKCd0WRnNDmZKDcbY2WgrAyUlYm1sXAODsHNJ3tEVJ+E7hWSQzJGQsNLaHgRJSMgpfgl5ICU4hZg6wkMSAlBOQEIDEnJIIBlu7Dq4pcd3IKVUXawyw52ycYrWrlFq6BkE5ZtkrJdlDcfS2LezAMOc0Z+zsgH9nJGYd4kOpVRs7Iadl7HLRr4ZZOwYhZVLeKUkpFU0JMKelrFzGrYWQ07pWTEZdSynl/S8cp6fsUgqJlENZOobBIWDXwfH+vmoJCebCcH5RXgAmKiR4jxS/BBGTUgpbj5RDsba2FgzXSMgdJqYWDcfHJAQgtIKV4R3iPEeUXYkBjn5bU6WY0udlNAgI5KCTEZPirFpRT4pByXlKJPEAjFwIwMn1eSgMCKhlRQ4IpyHBBYU+Hb1DjADyGw30iFRvs+A2XExoLi76SbD3nRuYBkMSxfjipX48rNuGIjLttMyHfSqsOC/nKbDTmqHoHw7fH4e1OpD+dyHy+W7i/X7q92IjunH2/1gSN6okXmz3n5ut0wCH4IgSfseHnMX+3E0x9fW66H+T81oCHJz3r8/hOBiBf6YL0NBPDDpdIHi8V7CwUEv+sDUZA+sP2i9bBsh+rfXuF40eBiWA6it5JQryTUy3HVSkK9ltJuZg1wBelbS2mBwNmgZM6vmPHKJj2iMScfNsT0WSi9ZnK3mVrT4stKQklByEpwQGBChIfymJPR7KA32eiNQKCLhbbQWy30VgsDY2ViIfxxCcgeEdXNJ4ZkjKSWn9TyI0oG4BeS01x8jJOH9ggxITkpJCf5JfignBDTUOMqRlzFSOmYeTO34hDV3IKaW1BxcipODmhgycYr20UVh7hsk5RswoKFX7D8iV/WyMkaeBk9N6Png2UNglMFPa+g5+V13JyWA7BlNeyclpNWMWNSSlRCjsuoSQU9pWSklIy4mBwVEqNCYlxMTsloaTk9JqVExKS8gZfWsMIyileAg0yMT4gPiIlOXqtXhA3JaRElIyxnBqX0gIQZkDDtbIKLR/IKqR4BycXHuQVYrwjvFWHDErxfgHaxm9yc5qAQE5MRTxAIMhgXtybErUkJCknDFFTkso5S1lHKamJRiS/KcSUFvqrE1VR4RAC79KRePbHfSB4wUQbNVLBhK33ExphwcaY8vLmAaDkqX40r1xIqsJWQeCMu20mrdtKq7ZRyP6e93Ga73uu90ee7PRi8OxJ5aywGSnhvJvPRQvHjxconKx3IIV4IgVCjhwL9XyCsw68enhNcIV+CvtXbX3irU9HvLy18f2nhPxXfIe/y1dEUEPjFwcTn++Of7/+J39Pd4SfbgxAHPtroebje+WCt4/5aDfC7t1B4by737uzxhvkbgzFYcHax3QNTJkjNfTtr3Ezr1xIayHKB6EEL6GpSAwSup3WbWcN23rSVM8KjEwROuIUjdi7UIfoslD4LBQgsynEFGS4jxsZ5qDgPkxQTvMxWJ6MZOiVhb4OD0epkohxsrJ2FsbFwYHY23sEjOnhEBwcXkNDqNTAoo0aUDDjXxSfGhRXksILsl+BDCmJCRy+YhTkjP2Ng50ycsl3Y5hF2+iWdflHFySnamAULp2jlwtqYklUM7mjefMxexsBO61kpLTulZSfUx5bUcE55OeigAA+kpZSMnJZTNPDb7bKSUZBSMqIScj2EeTU7q2Sm5fScigVimNNyUkpGWEIKiYk+IR5aQz18bEhKjinpPjEuKCNGlIyIkhGSMYDAoJQVVwtiKp5PRDPTW3VkCAIxXhE2KML6BWgvr9X3YkojKsVFpbiEDAteKGLQgwYE5hTEgopc1JCKGlJRiS8ocCUFHghsUxOgI7RLTwIC+wwkBDywYSt91M6ccHFm/cKliGw1rlyNK5ej8qWoZD0q20mrDvK63Yx6PSZdj0l3M+oLFfOr7fZrPR5QQhDDdyeTH8zkPpgrfrhY+3i5HZaFPdrogbzo093Bz/eGICZE8qLfXpz67tLsv/VC6zUNcSl/vrJ64jWwY9hefAl3vrs4/+2FuR8u/8fS3wn8nu6NPd0bQ3IwgN+jjeOTJO6vtn+y0vbRcvmDxeL78/l3Z7NvT6ffmkoh6z1f7fJfbPdAXzvo3k7OtJnWrye1EFSvJTRriWN928oZATaICdfTuu28CWYjoEd0M2sAAmd98mmPdNwlGLZxBq2MfjMNCOw0kqsa3AkCEyK8n42uJ9DBbIZJNxcX7+Li7Ww8AqGVjbNx8DYWxiMgheXMmIoTUTJCchqohVuA9QhxQRkxqqJGlJSAlBBWklIGZsUuLVqOo7uyXdjuFXUFpN1BSdnBLlgZOROrYOFUHOKqU1K0iLJGTt7My5k4WSMnrWeldMyEhh5XMWJKekROj8jpUQUjqmCcgsJ3gI+DiM7HxQT4uKSCHhYRPWwULKFwMpqhRwxGIpzURje9OcDBhHg4eMdMOWOlNZhfmJ3V4hPiI3IqiHhQRvWJSW4+0cnFu3hkj4AaVfJiKl5AwrAwUECgg4tycFs83BYfHxUQYgIv2nRCInREgo1LMZCJOcZPhsnIsVkFDnFBCypyXkXIKfEwnVRS4MtKQk2Fb1MTEAHs0pMQARyy0EbtzDEHa9zJHneyR+3McSd7ysOb8Qnmg+KFkGQhJFkIizbjip20CkLBjbhsPSbdiMtADC/VrDf6fHeGQmBvjkbfnUi9O5V9f7r44Vzl44XaJ4ttD5Y7nmz0fr498Pn2wBc7g1/tDT87HPv23MR35ye/vzD1/YWp785Pf39h5oeLs/+8NIfYDxdnf35t8efXFn+8PA93frw8D3d+enXhp1cXfrw8jzz64eIsGPIm3Pzu/PSz81MAJ9D4j/Ozz87NPDs3883R9NeHU18dTH51MPnl/sQXe+Of74493Rl9ujP62c4Q4PfpZv+jjb6H671wACAcMwj4vTOTeWsqdXci8cZ4/Fp/BEm9XGz3HFUc+0UrtJttpvUbKd0xeAnNelK7kdKBt7lTMO8UzFs542bWsJk1bOWMOwUzDCiBLwoEzgTEsz75lFsy5uQPWdkDFnq/mdZvpfZbqe16YlmFKcpxRTke8ULjQhz8QtppjTZqA8zreDhYDwfr5OCcHJyNhbMysWAWFtbKxlkYKAcHB9FgVMWMqpgRJSOsoHuEOJ+YEFaQE1pGVEUNyohRNSVr5pRtkoJZmDNxCxYeaGCHT9zhExZtzJyZljEw8mY2eKEFszCtZ+VM3KyRndazklpGXE2LKikROTUso4Sk1LCMBnbKw0YFBfiQkBASEiJiUkJOy6hZMSklJCT4eVgfF+PnYQN8XICP8/OwMJvrpjf7WKgwHx8VEv08rIvZ4uVhYCGcldEEZw/CxjQ7p9nOabZz0DY2ysbCOLl4n4gelnOsTJxPRAtKmR4BycHFuPgYBxdlpJ12MBs83BYgEJpU/fyWkAgdk6BjEjQQmJSi03JsTonPqwhpKS4rJ+SVpLySlFPika60f0tgt4E8bKUPmqnA4bCVDtRNe/kzPgHYrF84HxQvRWQrMcVaUgHUrcekmwn5dkq5k1ZtJRXA4VHRcLXbfWsgAHZnKPTWaPyt8dQ7E7n3p4v3ZkrA4aPVricbvU+3+oHAbw5G6wn8x9Hkt+f+5PD7CzNggBly54eLsz9env+3+CHfAhDWE/jtual/Xlr47uJ8PYHfHE1/czSN4HeCwCfbg3Xq13t/tRsOYPloqfrhYuXeQgHUD/C7MxaDvAsQeKHNfVi2A37rSS3YRkoHBl8iBNZP5e4WLbtFy37Z9p8IHHXwhqzsfjMNIbBNRygp0UU5rqQg5KR4JBMTFRJ9XAzEgS52q4+P9fMJPh7ezsLYmGgLA/OnsbAWFtZEa7Ey0U4uPiChwfw71CS8IrxfQoyqqEkdM6amheSkmIaas3DzJkHOyM+ZuEUrv+oU19yCqotfcXIKVkbWRE3r6TkTCwjMmwRJLSNr5GQMx+oXU1EjCnJISg5KSCEpFYHwlJeDDvBxETEpIiaFhISohJxWMcMiYlCA9/OwHjYKkktQ9wtwMBEBAaYEYUjCz8NGxCQvD+Phoh3sVjgHG84kdHHRfgnexUfZ2Cgrq9XJxXuFZJ+I7hXSvEKai0eys/EuHsEvIQekJLcAa2U1hsS4qIwI0SBkYuJyQlSKC/AaQ4LmuLg1LcdmlfisEp9T4hENzCmIOQUxq8BlFTjY1FRVk6Ae2Kkj95lpvSZqt4HcbSD3G8kDZtKAmdRvIvabiIMW8piTMeXlTHrYkx72lJcz4+fNh4RLUclKXLaWVOxlNRABbiUVW0kFJEUPC/rViHgjLtvLai5UzFe6XBAW3hkM3xmM3h1OvjWafnss8+5E7oOZ0oOl9ifrPZ9t9D7d7Pt8q//LncGvdoe+2R95djD6j8Oxf16cRuzHSzP19s+L09+fn/zu3ES9IY/+eXH6hwtT35+fhHe+Pz/5w4Wp+p/2w4Wp785Pf3Mw+exwCtnJ/Y+j6WeHU88Op77en/hqb/yrvfEvd8e+2Bn9fHvk6dbw061hYO/BWs/D9d6H670P1nrgyLEHax0fLJTfmclAb/pbU6kbQ6HLXS4AD0a6IO25nTWC27mZ1u/kTFsZw2pcDdMPewUL+J9bOeN23gS6B+0yBxU7eKHwdC2lnQ/LJr2CGa8MCBy0sPpM1F4jpcdE6jGR2nSEsgpTkGHzUmxeRsjLSGkRISbAhvl4HxfjZrV6OeigiBCWkEIisp9P8ApIHj7RwSHYWLh6Ao3UZgcH5xGQ3HyiW4D3iUlINcInJkSUlKSOGdfQwwpyTEPNmjl+ESGmpBcs/KpTXHWKK05excmruXkAYd7MLlq5BQsfMi4FCx+pRmQM7JSOGVNRwzJKUEJCXNCognHKw0YBRRExKSjAR8SklJIREZPCImKAj/NxMX+pDbJQIR4OpgRBDCGM9PIw3rrDXkAAnRyUi49ycFtsbJSDi3HziV4h2SOgunhkINDJJXoEpICUEpCSXHyMhdkQluBfJhDxQsEFTUrRSSk6JUWnpOikGANpmKKaklcRsgocsicmJWjOiZphQvd4RFCL7TMS+k1EgHDATBqyUsZdzGkfF2zGz5sN8OeCgoWwCCCEHAw4ouCLgu3ntLsZNajiQV53uc12o8/3xlDkzmD0zZEU4PfeZP7edPGThdrD5Y7Ha93AIUD49d4wEIigBSwBSPWGMPbduYlvj8aR15Bv/PZoHKz+5yCP6gkEAwK/3B2rZ++zzaHPNoeebAwCfvdXu8E+Wen6cLH2/lz5g4XyuzP5t6ZSb04m35xM3hmLXRsIvNrthhU7AOFxv0tSu5bQIARuZ42ggTD2tVey1tt+2QYEwpwu+KX1iyqmPdJJlxjRwF4jpdtI7DYSTxCYkxIRAv08LHRK+vjYgBAfEBADAqKHT4Q40MrEIgRa2TgTrQWEwc0nwuy8T0zyCAmQGgwryEkdExzRhI6et/KCElJUQUvrWUUrv+aSdPolvWHFQExZc/MgE1O280s2IVQdilZBxsDOGFiQg0lo6FElJSQlB8REYC+mZMaUzGMCwyIiIBcWEZOK4wwnooQ+LgbMy2yF8C/AwcCIoIvZAv9a74vxXBiQh8Kgjd1kYzcdr8cRkr1CsptPcXJJLh7ZySVCT0xITgvJKT4xwclrDUvwMTkpIiUAgVCRD4sxkAv9MxEqQaVlmIwcmxChs3JCUU0paah5FSEtwySFzQlBU0bUmhI0FyStoIE9RkqXntRtJPYZCQNm4qCFBDZso0y4mdM+zmyAh9hckL8QFi5FxcsxCTifuxn1fk4L1G0lFRtx2X5Oi0SGW0nFUdHweqfzRq//Tl/4zcHEu6OZexP5exP5DyYLH8+U789VHy22f7rU8WSl6+laz5eb/d/sDP1jb+Tb/VG4gn13MPb94ThiPxxN/Hh+CuyHo4nvD8eRN5H3ETvxE+DOs4NRIBCB8Nnh1DcHk1/vT9TrHrD3eH3g8foA4PfxcifYR0sd9+Yr784U357KvjWZuTuRuDMWuzkcvjYQeL3Xe7nLBbOUkPxcT2qXo8rVuBrCv62MYTdvhnTodtYIy3igP/uEHdWcgB+kYdZS2qWYcjYomfQKJl3iCadozMkfsXOhJa3LQOjQ4Y4PipDjCjIcQmBciIsICPAb6+WgYWIOeoxPEGhlYq1sHMSBLh7BJ6IAgR4hwSMkOHlYJw/tEeJCclJCy0hoGTE1LW1klZ2iil0KSU7wQjt84u6grCckrbl5JTurZONVHAIoAwKBaT0rrWciXmhYTgpKSH4RAdiLKZlxFetPAiEfExISEnJaXEaFUgTcDwrwEAr6WCggEAkIoQXBx8cicSAcQ398GiG7ycZucnAxLj7OIyAhXqiTS3JwCA4Owc0nBqSUiJIWUdLCCnJURowryFEZESEwKsVBHBiXYpJSdEqGScuxGQUup8TnlPiECA3l+JyCmJKio4KmCOdMmH06yW9K8puKUlSXntJvoYMX2msmD1rIwzbKiJ06bKMMWcnDNsqYkz7pYc34uWCzAd58SLAYES3HJKsJ2WZCDs7nbka9l9XsZTWghGtRCUSDW0nFbkZ9WNCfKxkvlC3XOry3esJvDSXfHc28P567N5H/cKr48Uz5k9nK/bnqw4W2x8udAOHX24PPdoe/2RkCe7Y7jND43cHYP/ZGvjsYQyD84Wji2/3RZ7vDiNW//N3BWP0dsH/sjTzbHf5mb+ybg0nEwPn8cnfsZfw+Xev/dK3/wVrPJytdHy11gH2w0PbebOntqfybE+k3J9J3JxI3h8NX+nyXOp0X2u0X2u37RSu0vCDe5lpCs5nWgwBCQWInZ9rJmWBPOSgeUHeuzQV2VHOC9EGJYjl+fETZpFcw4RQBgaMO3pCN2WukdOhwbRpMVYOrqLElBb4gw+Wk+KyEgBAIv7FeDtrBbLYzmjwcbFBICoipfhHFzSeDI4pkYqxMtJtPBAKdPKyLj3PxcXYOGs73DEgJcQ09oWXENfSsmVPzSHuD+g6PquIQVxyiNre00y/p9EvavYKqiwv1wIpDULIJs0ZORs/Nm3knCETiQAS/uIr1ZxwIGggEAoTAISKGQQEeaUmDjWk+1nGUCF4o0g5qIJ8GGXRwWxzcFgcX4+BiQO6DUlZEwQ1KWV4h1cUjuXgEr4gI3XcxNS0mJyWUlKiMCJmYsBgXkWCDQlRE1BqXYjIKXF5NzKuJWSU+I8empGjoDk2KMXEhKsxrCLBPh1ivhNmnI6zTUfYZ8EK79CRoSesxkUYd9DEnfdzFGHXQAMIROxUgnPKyQQwXwsKVuHQ9pdhIH4d/J4LAcyXjdkoJhvilO2nVblpzoWB5req+0RW8OxB/ezj13lj2g8nCR9MluH4yW0Eg/GKj78vN/q+2+r7a6vt6u/+bnYFnu4P/2Bv6dn/42/3hr7f7n+0Ofrs//P3h6A9HY98djDzbHfxmZwBegzfh5e8ORuApcufb/WH4/Gx3+Kudka93xxH7cnv0i62RzzeHP98cfrox9HRj6LP1wSdrA49X+z9d6Xu02gcC+OFi+wcLbR8stN2br0HN/e546u546vZo9Gq//1Kn86hq2S8Z90vG3bwZyn0gfVsZA2RB9woWMEQDd/Pm/aJ1t2iB2A8h8KjmPKo5EfVbSagXo4q5kHTaL5r2ixACQQN7DOR2LbamRlfU2IoaW1YSIBeaFuHSIkJChI8ICPDr6udhnawWB7PZw8EGBMSYkh2WMfxiOmQfrEwszKbWEwg64eRhbWwUNGn5xLioihpT04DANq+s6pBBqb3mknQHVP1RVV9EiVQjwAsF6UtqWGk9C7xQhEAkF/oXDfTzsFAPhDgQvFCAEDhElDDAxwF+UJQ/XlvIQcOErvvFWGA9gfW5UDsb6+YTQzJ2XC1IaIRRJTcgYXgEJLcA7xXhA1JSWEGOK8hJFTUmJwGBIRE2LMYEBK0xCTopx+VUhIKGlFMRklJ0hN8YYJ+GPYVRfkuY2xRgn/azXgmxXolwziR4jUl+U0HS2q4hduqIHVpCt4E8YKONORnjLsaEmznuYoASjtipow7ahJsJEM4GeIsR0WpCtplRbeeOFQ9g282oD/K682XTxarltQ7HxaplP6fdTMhBDzcT8u2kai+pPcqaX624rnX4b/WE7w7E3x3NfDBZQPQQIASP9LPV7s/Xuz9f7/5io+cEh19u9n611Yfw9mx38OvtfrhTzyFCI3LzBXuA69AXW0NfbI2AAXWAHBiA9+lK36Pl3odLPQ+We+4vdX642H5vvvb+XPW92co70yVoebkzmrg5FAX1O6pa9oqG7Zx2M6PeyhjWEprlqHItodnJmaAQv501wh4K+BI0cCdn2s2b6wmETU0HFft+2QaFeNgWAwI4ExDPBiVTbsmkSzzm5A/bOP1mWreeBASWVZiKGltREaEnJiXEpoT4pJgQFRIhnoLchIeL9nJxPh4+ruJE5Ey/mA4jAQiB4IXCeICDi3HysECgldVs57R6hJiwghxRUqIqasbErnmkZZukYpfWXFJY/tkVkLZ7RSCAeQs9b4bGNEFKx4yrGJALTeuZUIoAAqMKWlRB+0smBqgDnxMKEkkFHQQQcUcBzgAfh+AXE5GiQiKUX1zMFgez2clqObkzm9ZgoL5iZpy1slqBQBeP4BczwnJOVMmLKDhhOTsopQekFL+EGJCSgjJiQklJqWlxBRkhMCRC+/ktUTEqLsWkZJiUDJOQoCKCpgD7tJfxvwHW2RCn8RhCXkOIezbCORPlns1LMXkppqrEderIsCutz0wb83CGbZRRB2XCTZ9w08ec1DEnddxFm3DTp7zMKS9zxs+eC3IXI4LVhGQjLd/MKA7yuno7LOgPC/qjouG1DselmvWoaNjLav7Uw5R6O6baS+rP5SyXSo7Xax4Qw3dG0u+NZd8fzyFK+GC+9nCh7dFi++Pl9icrHZ+tdj5d6/piowfA+3q7HyETbsJ9eIQY3AFDvrH+6Zeb/U83BkDrgL3Hq/0A2zFyi90PFrvvL3R9Mt/58VzHR/MdH87VALy3p4pvTRbujuduDSeuD0Sv9gUvdbgPK+a9omGvaNjJ6zYz6tWEHCk5gMohugd1eYAQPFWwev/zqOaECsR23gSV+noCZ4OS+bCsPhfaa6R06YjtWmybBgMEVtWkegJTEmJUSIS6WlhEDImJsLLew8GGpPSAmAqTgYgXamFhzfRWJxfvEZCAQMQLtTCbrKxmtwAdkBKgpp0yMCsuccUubXMpOryKdo+s6hSX7JyClZW30EEDES80rWcBgWk9K6VjQA4moiBHFOSInBqR/1kMjMjpp4A6IC0sIot+T/8AACAASURBVEYlZGgBfZlAPw/74p9HDouIYRE5wMd52Bg7o8lOb3Ewm+0slJXRZKZBOrTRQm9U4f9HTzltYbbYOWg7G+vg4DwCCvwp8oloSBk0qqJHlJSIipxUUesJDAoxQSHKx2sO8puC/KYwvznMbwzzm0O8hiC7IcA+7aH9Pcg5k+C3JiWolKg1IWiO8RpivIacBJ0Vo0oyNJQEaypst4E64uT0m0kQ+4EMTriZU172y0HgSly6lpSvpxSHRcO5kvF82XS+bDpXMh4W9FCfQPTwUs16qWY9XzZBbmY7ptpN6A7SxnM5y8Wi/fWa52Z36O5AHAgEGQQI789VH8xXHi5UHy1VPl1qe7La9tlq5+cbnV9s9Hy51f10revpesdnq52frbU/Xev6fKMTgRB4+3Kz94uNHgD16VoX4Ar3658+Wet7stb3ZG3gyVrf49X+R8vdD5d67i90fDLf+cl8+8dzHR/O1T6caftgtvrBdO3eTOX96fLbU8W3xnJvjGXfHM3eGk7d6Iu83hN8tcN9ULJsp7UbadVuVr+T122lNMtR+WpcvZUxAGPgcIK3iRAIQ0lQqzjX5rrY6QWrXxaKdKJBFhQhcCGsnPHLJz2SETu/z8zo0lM6tKR2Db6qwZWU2LKaWNGQiwpSRoyPCzEJET4pIUZF+JAQFxRgI2JCTE6NyigBAdHNxngFJDeP8KIagbUycVYWHnKhDi7GIyA5ediXCXTxUX4JPiAlBGXEpI5ZdohTOmbezCvbhRWHqGTjleycqovf4RNWnJyijV2yc6pOYdkuzBhYCQ09qWWkdIyEhpZQUsNyUkRKDMmIURklLKNEpOSQlByV0sIyyqmYiASWkFDA4mJyQkJJyWhZJRN60JJSalxMjohJAQHRzyf4+aSAgBgUUgICoo9HdHIwNibaRG00kBtN1EYjpUlPOmOmtTg5GBO9ycpqdXBwDg4OqoIODs7NJ0LSyS8hxtSMrImft/CzJm5SzygYORkdLaYgBEQoD6fRyTxjp79ip7/iZpxx0U+76ad9rDMBTlOQ2xhkN/mZZxKC5ij3bJzbmBK1pIUtcW5DnNsAaZisGAV1+YqKWNUQOg30PjOj30wbdbImPNxRJ2vUyZr08mYCwmm/AD7MBIRTPv5sULSaVG1mdVtZzVHJeL5suFg1XaqZL1SMR0Xdfk69m1GeLxvOlfRHRd1hQXuQ1xzkNYcF7WFBvxlXbcSUaxH5WkS+lVAf5IwXK/bX2t3XewK3ByJvjiTeHku9NZp8eyz13mT2w9nio6XKp8uVT5erj5bKDxZKDxaKj5YqT1Zrn290fr7RAdcvNru+2Oz8YrPri82uJ6ttn621P13v+Hyj84vNri+3ur/a7vl6p/fzjc6n6x1P1zs+W2v/bK39yWrb45Xa4+X2x8udj5c7P13q+nSp49Fi58OFtvsLHZ8s1D6Yrd6bKd2bqbw/V/5wrnZvvvLeVOnt8exbY5m7I6k7g/FbA7GbfZGr3cFX2zzny46LFedB3rKd1G0kVFsJ7WZSvR5VLYfk21njVta8nbPs5K27Bdte0b5XtO+XHAdl51HVfb7Ne67mOSg7D8rO823eS52Bi53ec+3uozYX2EHVsVO0bGQNqyntSlKznFAvxVULUcVsSDodEE/6xBNeyahHMuIWD9j53SZWu4Fe01HLOkpZSyuoyDkFOaskJ8SEIKc1yEFFRbiYDA/HBsZkxLiCEpWRAkK8m40JiKkOFh7mcqwMgpmGM9EJVhbRzSc62K0ONtorwPlFBDcPg0y32pjNbh4mKCGFZZSQlAxFiLSemTezKw5BzSWChpiekHwgpq65BWUHN29hZk30rJGZMTBSOlpCQ0mqqAklNSGnxBWUuIwclZFiUhJyjcuoMTn5FAJePYFJKTUlo2UUDITAmIgUFhGDQopPSPbwiV4ByS+i+EUU+OtiY6JN1GYjpclMazFRmw2we5eFMdNbwfn0CEgeIcEnJgVl1KiKmdJzkjp2UsdM6VkpPSuuoUdU5IAMn9XTUxpKVI73C1uBQAfjtINxuo7ABthSEeI0B1hnk/zmGOdsnNuQEbVmxShgLyNqTQtb8lJMSYGvqIhVNQkOl++1MvtNjFEnB8Y9R52cSa9gJiCe9oumfMLZoGQ2KJn2i2aDktWkZjNr2ExrDwr6o6LufNlwoWK8UDEi4NV/PixoDwvao6LuqGg4Khj3s4adlHYzrtqMq7aTmr2MHjh8vcNzsy/0xlDs7nAcUHxvMv3OaPz9ieSH05mPZrIfzWQ/mcs/WCh+ulx5sFAEe7hYAnu0VH60VL4/X3ywUHqwUHq4WH60VHm0VPl0ufrpcvXJahvY45Xa45Ua3Px0ufposf3RYvvDhbaHC20P5mv356ofzVU+mqu8P118b6rw9lT+nenCuzPFt6fyd8czt0eSbwwlbg/EbvVHb/ZFrveEXu/wnS/Z97Omg5x5N23YjGvWo6qNmHorod1O6raSuu2seSdv3S85jqruczXPUdV9UHbulxyHFde5mgcIPKy4DisuIPDCfyYQgXAhqpgLy6YD4im/ZMQtGnGLh5zCXhu308hu0zGqGlpJQ63omAUNLaek5ZS0pIQY5KFCfExMjI/LCTEZNirFxeWkhJIak5NDYqKXiwMCTTS0mY6x0PEmKt5EI9nYJCcH52C3unmYgJgYEBOhqxkOcndx0R4+1i8i+IR4uBmQ4FM6WsZIy5kZOTMjb2GW7Jx2r6gnJEcIhEc5MyNjpKV0tKSSklRQwRJySlxGjklJMSkppaSlVfS0ip5RM06lZDSwpJSKGMw9ZBSMjIJRT2BYTKsnMCCmQp4XCDRRm2EQC2i0MlBGarOFgbKzsU4uHkaPA1JKWEHPW4R5izBr4iZ1zLCC7BPj3EKUS9CaUJFiCkJIgvEJWtzsBifzDJiLftpJewUhMMxvDXNbguyGlKAlzm1I8BqzYlRWjEoJmoHAnARdkGHLSgLg166jdhkZvVZmn5E+4mCPu3knCJwJiOfDMvB/5kJSGFFbT6r3clrQt3Ml/YWK8VLNfLnNcrnNcrFqQiBE7HzZdKlqO1+yHuSMCISbcdVWQr2b1h0VzJdrzqtdvus9gZt9oTuD0bvD0dt9gTeHwu+Oxe9Npj6YSn8wlf5oJvvxbO6TuTzY/flCPY2AH2IPF8tgQOOjpQpy5/id+RqA98ls5eOZ8kfTpXvTxXvTxXcn82+PZ98YS4Mh033Xe0LXuoNXOv2vd/hebfOcL9n3MsaNmBqx9ahqParaSmj3s6ajog05dQMOn0LWgb5Y9+g+X3OdqzrhvNRLXT4g8LDmBNuv2LcL5o2sYT2jX0vrVlPa5YR6MaZECBxzi0acgiE7r9fC7jIy2/S0ioZcVpPadIyimlJQUXMqSkpGCPNbI3xMXEJIKIiwsTehIAOBYQkpICACgUYqykhFmWk4ExVrZhDtHLKVgXKwW/0iQkRODUpIsPDWK8DByj/QwKCEFBATwzJKSsfMGBgZIy2lpyR15KSOnDXRyw5uh09ctLFzZkbaQAU7fkdLjctJSQUVeEspaUkFFSAE9rIaZk7LOoXwhlCXU7EAPMSAwJCQEJHQQfeAwKCEBuZgY82w7ZOFcbCxAKGF3mqmt1oYKCsTDYdmgKvtFuCjKnpcw0xoGRElxSvCOnmtTn6LW4gKS7EhCcYvbPXwmtzsBhfr7LHVERjitUQEqAivNcRpzIhQiM+ZEbUmeI0xztkkv6kgw4IA1l6c7NFtYvZamb0G2rCdNebijjjYIw42QuBsULIQkUMefCEiRwg8KOhB4hACX+uwvd5pv1QzA4TA4YWK8WLVdLFqOV8ynytaDnLGvYx+N63bSWl30zr4AGJ4VDBfKNtebXNd7fJd7/Hd7vO/ORR+bzxxbzL1/kTy3bE4GEjix7M5oLGOw78QeH+++LJ9Mlf402YrwN6HU8UPJgv3JvLvTuTeeeFt3hyK3xiMXR+I/n+svddznPeR98vLc3FuzjnvBgeJASDi5JxzzjnnnGeAGcQBZjDImQAjCBIkApFzIAiAJEgqS/ba63ctrWWvg3b97rtV7935C85FU49gynK9F6eqa+pJZJWq+FF3f7t/3XuV8HYpsFH0bnV611udy83WpZx5IWN8nNI/iKlnwoq7QdmDmPpxSj+fNsDvcrN1rdW5nH+7jRgIBAhh3jFyUgmO6sJ2KohCl9ocYAsttkfN5oc5IwLhvaTmAoGiEbdgyCnot3F7LeweE7PLwGjXUFrUpDYNraAkN8vJOQU5JcHDbvOEBJeUEYDAuJwUk5MjUmJIRIZ6oIONNVAajVSUiYo1UbEWJsnBJZmotQ52Y1BCiqsYYRkFhoz5RQSY9gAEQv0goWY2W/g5EytjpKUN1KSOnNJTMkZa3sZudfJSekpcQ4yq8BElLqrCx9SEqAofluNjMmJCTgECM2oGAmFCTgEyM2rGpZiIBOwBfs0aToue36RmZxQM8I0AZ0xECgrwCIE+ITkgpgYlNPCBLi7eykBZ6I0ONtbFxduYaADSwkCB2VgYBD+3AO8R4qD8EJKTfGKcW4D2ijF+KS4gQvmFjT5Bg4dX5+HUutk1b41R7aJXeRjVfnbtRQKbpNi0sCElqM+KUWlhQ5RdHWZei7KrkQywXUMu6mndRkbZzCpbGGU9dcDGHHZyBu0shEDI++H4NnAIwsBsUr3SYvrWvxmAwK1O63bRBp4QONxoN4Nv3Oq0r+RNK3nTcrPxSZPhSZNhKacHW242LmZ1j5KquYTycUr9pMmw3mrd6nAcdLsBwhdD0eeDkdP+0Elf8KQv+GIo+mIo+nI4dj4SfzWaeD2WfDOeejOe+mAig9ib8TRi8OTDyey79i14r0dz58OZl0Pps6HU6WDyZDB51Bvd7QltlwKI71puday2OBaypgdxzb2w4l5YMRNR3o+qYHjZo5R+OW9ba3WutjiW87blvG21xbHR4dzocK63OzY6nJudrq2ie6fbu1vybXd5toruzU4XPIdXG0U3QuBCiw3srxI4FZJO+EVjXgGczR2wsnstzF4Ls2JmdetpbWpSi5LYJMflpPicFJ8SokOc2jC3Li7GJqT4mIwIFpYQQmJ8UEhCCDRSUSYa2kLHW+h4K4vo5JHNtDonBxWSkuMqRkhKBh/oE+LhnB1EobCPyCfERxTktJ6Z0tHA0np6xsAAi6vJEQUhJMMFpdiwHB+W4+E6KiXEpCQEQiDwIoRpFf07AuG3WcNpNQjyWm5WyUQiUiAwwMeFxTS/iOITksEBBsRUyAM9fKKF3giRJ+IDTdR6Nb5KhbumIVQbKHVWVqOThwUCoQAIlRaYwxGQ4f1SnF/YCAR6+fVe7ncQelk1HuZ1mJYd4jUgUWizDAfeDwaExjjXI6yqGOc67NCFKLSof7vUuttEK+ko/VbG3yDwdlRxN66CM2wPUprVVvO3/s2EhKCbHZatTutWp/Xi7be+0brRZttos623WtdaLCt5E3C43mp90mR4lFQ9jCvmEsrFrG652bhaMK82GzZbLbudjv0uF9hBt/uw5HnWG3jWGzjpC572h54PRoDGl8Oxl8Pxl8Px85HEO/ZiKAYGH3z3zXDm5VD6xWDqrD9x0ht7Voke9oQPe8L75dBOl3+tw73S9t0c68c503zG+DChvRuSw+zA+1HVw4R2Lql7lNIvNVnW21xbnd6tTu9GuxtQBMzW2x1rbfb1dsdW0b1b8u33BPbK/u0uD8IeALne6dro9q10uhdb7fMFKxgQiEShd+KqmxH5jaBkzCsY9fAnvOIRJ7/fwuozM/strD4rq2Sgd2rIBQWhSYrNSXBZCS4pQIVZNSFObUyEiUsIMRkxLidFpYSgCAd9oSER2S+iONhYMx1tY+EdbLKdRbKxSS4+xc5COTmogJgYVdCCEhIMfffwsUAdEAipIEShcTU1piLFVKSEhgIQJrXUuJqc1FJjKhKAhxAYkGAiYkJUQoxJSRf9HqAIDjCrYV6KSSlw/j0mpcA1TKyAM/IxKQVK8xExKcDHBYUUEGAg+ES8n5tHMFHrNfgqPanGTGswUur0pBo9qUaOvixDvS9HX1bjq0z0OhsbBdV56D2HE5BxDT2qogZkeI8IDQQChD7edxAGuPU+dq2fXRvg1AGBoIUCgVkxqlmGbZJiIA9MCxtaVUQ4pAtLxruNjG4jo2igdGvJfRY6zF0etLMQAif9IhigADMU4MTaXEYHWiji+raLNgAPuUbY2+127JWcmx22rU77dtGxXXRsddrX2yyrLSYY9ATFQyhjLOcNT5r1S026J1ntSpN+LW9cL5jW8sa1vHGjxbzVZt0rOhEan/b4jit+APJZ71s76Qud9ofPBiJnA5Hng9Gjsu9pj/9pj/+4EjiuBJDPnlWixz2Rp+XwYXdwv+jf7fBudXg2290b7e6Vgh1pWIFGltmkdjamBo93P6qaS+rmM8aFrGkha1op2FcK9tUWB0C4XfQBh9ud7q0OB9h2p3O3y71f8h6UfQdl327X21c7Rddul3un6NrsdG10+5Y7XAstNmRjLhAI+CEh6IRfNOrhD7u4417BsJ3dZ6L1mmnAYclA7VATWhX4JikmJ8E0SbEpUWOEcz3KqUuIsAkpEf6tx6SkoIgQEOKDQlJEQvUJyXA+0MUjeQRUJ5fk4JJcArKHjwfFBdo1QQWFDBAOmoMWGlXQ0jpOq0Oc1jMTGkpUSYypSEktNa2np/V0cIlxNRnAAwtIMD4RKiImhEV4sIiYEJeRAby/yAPhQCAchw+LiHEZNa1iIgRGJeSEnJZU0CNiko+PBe8XEFNDUnpISvcJyXYWxkStd3JwelKNAn1ZjbumJ9XoiNc1+CoNvkpPrtUSryM+0MHF2DloK6sRun6g5wD67gIyvJPfEBChwPzCRj+/wcerBwKDvIYAtz7AqXsrhPIaAqxaH6OqSYrNilE5ydsDgbAuIi/HAYFwATJMl4HeqSd/n8CpoORGQDzhE94My4DAmaTm7ZHtrH6xSbdS0EP6t9vt2OmyA3hwAYbgt192rbWaN9qtW532nS7nbrdrp8u51WmH2j0gBzQiQK4XTBst5vWCaaVJv5TRLKbVSxnNck63nNOtNOlXmw3wwVabdbvdtt1u22y1brXZttvtOx2O3U7nXtG13+Xe73Lvdjov3h50ew66PYcl70FX4KArsNfp22n3bLW6NgqO1YJ9JW9bztsWsqaLJ2hn4uq7UeWdoAymVj9OG540WyHgXGqybHZ4VlscS02WJ83W9TbXTpd/tzuw0+XfbHe+A95+ybvX7Tns8e91e4DA3S73Xrdnp+ja6HD+EIGghYIQOhWSjvuEwy7ukJMz5uEPWpkVA6XHSOkzM/vMzC4duU2Ja1MS4GBEswyXFqNivNo4ryElwSdlZPAzcRkZKvJhMSUmo3sFJCcHZ2fjPQKKX8xw8ykOLsnJJ/lFJJA9IfKEowU2Zr1fRPDwsYgW6hXgghJSUsvIW/kQc8ZUpJSOljOx8lZu3spNaCgRBSEoxfrFaL8Y7ROhPIIGF68BCAwKsAE+JiTEgQaT07IQITSjZlyCCbkxOTWhpKfUzKyOk9NzU2omWEJJj8ooASHezUE5WQ0WeiMkeEZKnZFSB3KLjYm20ButDJSRUqfCXlVhrxrItfClEntVR6ox0xvN9EYjrdZIq7WxUW4B3s5pBB/oE+MCUkJURQ0piC5BY0CECorRYSk2LMWGxW/L8R5ObZDXEOQ1hPmN4ACjQjQsjcjL8bAmKSdBtygJnTpqq4qYETU2STHviDFFPa3LSK0Y6f1WBsgwg3YWyKFQh4ARJjDA62HWsFCwLhUsT/KGtVYjYAbUAW9gQN1+2bVXcsKT7aJjp8sJttvtAtsruVdbTADnZodto92K+EYEM7DVZsOTrHYpo3mcUDyKyx/F5fNJJfjJ5ZzuSVa7kFIvZbQrTYa1vGmjxbLRYlkvmNcLZiATbLPVupY3rTQZnmR1KznLapN1rdm21mxbyVmW0sa5hPZBTD0bU8/G1MjRdeilhto69FLDIjdQMp+02JF4dbXdtVH0ItnjYW9ot+SD9O+gEoTbjQ7n8UB0t+SD0BRe7ZX9kAcutNjmC1ZIBWcz+pmUFpZXz6S0gN+NoAR84JCTM2TnIjZo4/Va2EUtpVWBb1ESW5TEvJyYFmGinLowqybMbYiJMGEBFjxKQk4LiykRCTUioYZE5LCM4eET3XxiUEoPyVhuPtnOJbgERL+IBAMIwQd6+Fg4YWdl1IEMAyUKNw8TkpJTOiaMA03pGHE1Na1nFmyCvJWf1jOzRnZcTY0oSBEFKSwn+sXYgAQXVZLjMnJUQoyICRCOJuSUjJqR07Ka9ZwmHTunZWU1zEtRGeUdg2aCiJQcEhNhECjg52DWQ7kPig1AoJWBsrMwIIGaaQ0afBW4QSOlzkCuVWCuaInXEQJN9Do7B+0REnxiQlRFj2voASnBLUB7RVifBOsWorz8er+wMShGhySYsBgTEqEDgkY/vwEIDH1rEQEqLsQkROicBA6JYbJiVJMU06IkwO5OmJUGeWCHllLU07oM9G4TrcdA67PQB+0ssP8dAtfbTN8nEMA76HEjBk8OK77Diu+gx7tXcoMPhHAUCU3hdrPDtt5mWW+zIOyBreWNK0164A1c4mJaDS7xSVa7mFYvpNQLKfViWrOU0YItpjWA5TtP5pOqxwnlQlK/mDIspY1LaeNiyvA4rp2NqmbCiocJ7cPEW/YeZY1vmzabzMutDmglA+o2il6Y/gLCJmwaBlVzs8v3rf7p3e0O7JT9e6XgTtm/2x2AJ1vd3u2ib7PLg7zdLgXWip53CLyf1v0NAsd94hG3YNDG67Nyei3ssplVNjCLenqTFNssJ+YVpIwMnxJio3xUTICOCXEJCSWjZjXpuCklIyqlxWT0qJQWEpEDYqqHT4QWUOhNs3MJXjHFw8fDSDGk6uAT4j18rJ3V4OFjA2KiX0SAyWMhKTmlZQelhJCMEJDgglJ8QkMr2AQFmyBrZCc0tLCcGJDgQjJCUIr3iTBAIOAXFuFDQtzFKBQMEsJL4H+9ApyHj71Yi3Rx0chS+Ld74ZlvwTOQaw3kWiOlDhygnYVxcfFQl9eTaiAbNJBrtYRqFe4aDOo10xtN9Dozox4WeUeUtLSBmzawgzKinVNvZdVCNcLFqfHw6nyChqAYDQSGROigEBXg1ge49eAAIwJUVIiOCdAxQWNK0ACjQeFAIESkGVHjRS0UqhHdRkbJTO8x0HrNtH4rAwgccXERAiH+hBF6sFd5MW9GCIQQFGyv5DzocR9WPIcVz1Gv96jXC9cHPe6nfT64BSaRPwVPwFUi4et20bbVZt1qs262WiAW3Wgxg222WsAlgpME37iYVgNgQNdcTI4YPHkUVyD2OKF8nFDOJ3QIhIspw0JS/zCueRBTP04b5jNG8HXIZMGVNuda0bPa6V7pcK0VPRvdvq1yYLPk3+j2XewmW+10rxU9611eeLVVDuz2RHYqoa3u4HqXd6Po3yz5N4r+rXJgrxLd7Q1vl2BzoB+RYRZabCDGgAQKWuj3CRx28Yddwn4Hv8/C7bFweiycbjOrqGe2aWgpITotJWTlpIyClJIQY0JcVICNCHExKSWtYmc13IScgThAP58QljGCElpAQvOLqS4ewcpE27k4r5ji5GBA54R8D5o2I3Kqi4uGcZteAQ7K8WEZJa3jpHTMlI4ZV9MiCnJCQ88Y2EktIyQjRhRkvxjnFWL8Yhxc+ETYsJwU/rZLLiTEhUV4RBfNaVngADNqxiWgCwCzMevhGqhDXiEGEouOeF1PqrnoAJ0cnIuLt7Mw8AH4SR3xuo5UA0V5CwNlote9bVLjYsIKakzNiKqofgneyWu0sevs3DoHr97NrfXw6t56QiEKLCBo9HPq/Jy6EK8hKkQnJLiUjJCS4JNiTErQAMleToJO8GpTgvqcBN0kxSCtMBB/dhsZJRMTCKyYqH2Wt7HoqJs34ROCGPN9AheaTcsFI0Ig4ATBJ/i9iwRe9Ifv8HnU6z3u9z/t8x30uBEm4e/ZKzp3Ox3b7TbgcKvNutNh3+10wEMgc7PVstlqAfeIhJfg5eaTKnCJK02G5Zz+SVa3lNE+yeqWc/q1vGm9YIYQdD1v3yg4NgqO9bx9JW9bydueNFuX8zakdA4Fvc0u30b3W9ss+bfKge2e4HZPcKscAN7gGoCE292+2E5vdKc3vtsX2+1L7PRGt3qim+XQdiW22xfbH0jtDyT2+pNbPeH17tBalx+q8FCHeJy3gPcDAu8lNQiBkwHxmFcw7OL32ni9Dn6fQzTgkgy4JGW7qN3AblZRm5SUnJKWVVDTCmpSRobFPhExKSqhJhXMtIqdkDOiUlpczohKaQEBMSJnxlWchIYXUbA8ApKNhYHdSdCDBrCB4hJV0GJKOjSpQVwKBEbk1Iyem7cKmi38tJ4VU1FjKmpcTQtKCQ5OPRDoE2EDErxfjHPzUR4BOiDBh4Q4xCLit5WJpIKa1TDBMmrGJThKixisv4VRS8j0a5hCDwSCyqIlVAOBNiYa8kAYyQhZIjw0UeuRcryFgTIz6iEQNTPqfWKCW4B18VFeEdYvwXuEGDu3zsysBvy8/HqfoMHPbwAxxser97FrgcCEBJdTUZo1tGYVNSsnpIWNLUpCu4bcJMWACgqtMO0acruG3KGlfJ/AHiMFIEQIhKNod2JKZGbzXM44n7cAgRvtZvB7SPoHASdEoYj3+zYKfWtHve6jXvfTPg/Ycb/3qNd90OPcK9l3u2273ba9kn2/7DoseQ663cDhbqdjr+gE/XO/ywUQ7nTY94rfgbrb6dzpcGy12SAJ3Gy1IqrMTodju90OOs1upxOUmN0O716nb7/o3y/636oy3YHdLv9Gu3uj3Y1U0nfKwd2e0G5PCMC7aNs9wZ1K6K2v6w3v9oZ3KqG3vrEUXC9Hljp8C23ela7g7kD6cCS3O5BebIVBXQAAIABJREFUL0fWSpHlYuBJZ2CtFN7pT+0Nprf7kmul8GKrc6nNAQ7wUbP5UbMZIJzN6O8m1Dcj8osEDnkEgx5xr0tctovAum3iTrOg1cgt6NlNGmZSRkZOrsKBgaCAGJMw4lJmTMKIyZgpFTehYIfFNBcXG5RQYmpWWEH3ioguPs4lwHtERCcHhXSfBSUk2AkRllH8IgKEoBAMegW4iJya1nFCMmJIRgTYQjIiHHrwi3EJDT0sJwWlhJCMGJDg3XyUi9foFWIuCqFQkwChCHrTwC7B/wagCcBCr4UT7hr8ZSOlGqJhiIy/PXnUoCfVqHHXEAKtDBQIMxCOApMwntHGRNtYGDArE21m1IMbNNJq3QKshVlnZlyHweA+Mc7OrTMxqgA/D6/Ow6vzcr8z8IERASotJxZ0jFYDq6ChZ+WEjAgFoWazDJsWNuQk6FYVEdYaXyQQolDIA8sGctlA7jXThhzsMQ9/wicEux1V3E9pYWbz2wFeTcaVFhNCIECIqC9/lcCTQf+zAd9xv/dpn+ew4jroce6XHftlx1Gv++It2EGP86jsPSp7D0sesKOyF2oPACEAeVT2Hlf8T3t8hyXPUdl30Z72+KHqALeHJe87z5+Ww+/YUSVyVInsdgd2uwMA3l4lvFcJ7/dG9nsjCHKAGdzCFiR4vt8f3e+PbvcEVzpcj/O26ah22CcdcEkmI+q5gme5O7TQHpjJWaei+rGgYsSnuBHVPMy7l7tDK93RJ13Bx61vu2GAvfmCFfpC76d17xA47hMOe4UVp6jdxMnIKTEhLibEpeSUZi0rb+DGpCQ/D2un1RqJ1QZClZ5UbSbXmMl1FlKdg4ZyMTAuBsbDwQeFFD+f5GRi1LgrFno9HP9z8rAeIcEvpfilFCj9eQU4nxAP1CEJIRAI2RmM3kyomWE5KSwnQZwZlpPSelZaz4oqKSkdM6qkhOWkiIIclBLcfJST2+B5u0sUj1QFwQFCRR6xS7B287vFt9TrBnKVlnDFQK6y0GvBB17ICRuBQA2+CurvUIgHAsENOthYD58IaaGViUbaYqysRiur0cJssDAbfGKCndNoZdW6BWifGOfkNVrZNVZ2jYvz1tzcWi+3zserB08ISkxUiM4oSC16ZquB1aSkJMWYrPhtHQJJ/4A6IPAdCLuM1LKeWtKTSnpSxUSFivzfIPBxzrDSYtrssLyNGC8Q+EN54LMBHxB4Ebm9kh14Q3wjvD2suBDkoNx30heEWjwgB2+/rQQGjit+qPVBMfCiXSwSgp30hU76Qqd98ZPeGNTiwY77Ysd9scNK5LASAeoO+qKIbfcEd3rDe/3R3b7IVk9wsxzYroTgdrsS2uoJ7vZF9gdiGyX/g6xhIiTrsXE7jKxWHbPbyhvyq8Yj2uGAutclLtmERTOn3cDusnCH/KpbacvDVv9ip3+uYHvS7kQIBFXm+wTeCErGfcJhjzivpiWkRD+n0Um77qLXvJ2sKSY6mPVmco0Gc1mOel+Oel+OvqxAX1agrqrR13SYaj32uh573USqtdEaLZR6LfaaGnfFQL5upNXqyNUmeo1HiAsqKAE5GUJNMMAP3CDcAoQg1YRllJiSnreIckZ+XMWAbjUYgB1V0KCpLSQlR+TUkJQMntPDxwb4GEgCER8I9hfVCD3pmoVSa6HX2ukNVkadlVpnol7X46/pSdfM5BoLvdbBaLSzGpxMlJ2FsjHRBnItQiCUHCDxAz3GwcY6OTgYjGNloEy0BjAzvRHK8WAwktHFx8CSGhO9xkSvdvIa7YzrdmaVg1Xt4tR4OLV+fkNQiAqJ0BEhOixAxUSYjIJQ0DHyWmpaSojw6jMiFCwqg7MRUJDo1FEhCUQIBAiLelrJQIUFEj0m6qCDPeYVwMEIhMD7KfVsWveoyfAOgVByADvocQN4T/t8x/1+yPHgyUGPE0i7CNtRr3uvZD/ocR71uo/7vQilT/veMnbSFzwbCIMBbNCeBmSe9oeQ26NK4Glv8Fl/9GwgctYfO+0PP6uEjyuB077oyUDkbCjxfDh5NpI8GYo/G4w97Y+cDadPhzIng+lnA6nj/uRxf/LpYOrpYOpoIHk4kDzoTxz0J/b74mB7/fGd3ujOQHxvKLk7mNjqi272Rrb7Y7uDib2h5FZfdL0ntNUX3RmIPyl6p2OqspXd55b1OGUlu6TskFZc8h6nrNsm7jDx+zzKiktedkhLdkmvWzERMz9oDa70JB8WnIvt3oU2z4Mm22zO+rjF9bjFdT9ruZc23YrrpiLqyZByIqiYCCrG/LIhryQixEIxLcDHBIR4vwAH60mcTJSZ9rbrw0CpM1Dq9OR6DaFGi6/RE+uMxDododZErYdUSI27ZmE2WFmNemqNAndZS652CbFBOS0gJ/slZL+EGBCTA1JSSEoNySkROT2ipPlFJHiOvA3LaGEFPWsSJnXcoIzqFuD9EnJcw4aN1rD2zC8hh+Q0eAtzn9w8jI+PDgjxITE+LCFEpESwhJKaVNFSSlpSRbtkodTaqY1Wap2ZWGsgVJkINWZyjYlQYyRWw6+FVGel1jnpaBcLCyInyC1aQrWWUA34OdhYKHrCf3ZYxghJ6fZvQ1AbC2NnY+GELhgyGAeGw1lZUKuocTBrrbQqG73ax0fBTl8gMCZBR8WomAiVkKDyWmq7idGsIkcFda0qYl6Og6bQjKixWYaFg0idOirEolCOh4p8h5bSZaR26EjtWmKXkdprZw97heM+4ZhXMBUWT4XFtyLSewn5g4z2cbN+MW9eLBjX2ixQf0dkmP2yC9FXvk8g4hif9vkQXfQdV3nxG9iFBiO3n4/Ezoajp0ORZwOhk8HwyWAY5uHDk6d9gcMe/+lw4nQ4cTqUOhtKnP3l717Z/3Ky+WAg9qTduTcUfzaZW+h0r5cjGz3Rw5HcSldwvRzZG0xvVmKr3aGVruBaT2R7ILncHVzs9G0PJJeK/oUO71yL83Cs6XGbe67FudWf2OpPLHR4Fzq8y93BhQ7vfLtnttl2MJpbLYdLFla3lVcw8v7nZ8e/fb6+MtTSG9T3BvUtFlGnU748WPj6bO1/fnacNwmaDLwut/J2S3A6576Tc9/JOha7og9b/YM+5WTMeD/vGfQppxLmbqtgImqYSpiLZl7RzBsJavIappVWHVXQBmKWD5Zvfbw20xM02lkoI63WQK410xsXBzs/2Xh0PDv58frcycPphEZQClmP5ibOn9zR0ettfLwUd0WCvayj13+w+eB08WZn0GhkoUTo95Ska3GDwCkimJkoGwcdkNCsbJSdjY1p2EktX4m/YmGgvGJSSMbwScg+ESWkoMfV3KiaE9MLPRKGU0j1yVhWLtEppHqlTLj2y9l+OdsnY9n5ZJeI5pOxZPgqJx+nJl1x8XGwny+ipMWU9JiSHlGQYypqUkWNq6mXzMRaG6XBSq43E2tNhBozsdZCqjMRaoz460b8dXhiJdc7aCgHA+1goEFlAdenJVSDLqon1Tg5OK+ABNIo9I5ezAPfgTAgoXmFZI+ABENyLAyUgVJnotdZadUm8hUL9ZqX1xiR4MNiXFiMiUpxQX5dSFAfEdQlJKiCjlK0stuN9IwcZvX8BYFtahI4PYRASAIBy6KJ2mEgt+tJRRO1184e8ghG/cJRv3AqLJ6OSG5HJfcS8gcZ9eNm/WLBuFgwbLRb/38hELn9HpO+7xN4ET8wgPC4L3Q6nHg2nDodSp0Opc4u2Pl401LB8Thvm4oq+928ybhmOmMYj6sH/NLRiGoiquv1iAZ98om4djig7POKe13iAb90PKLt84rLdsFwSDHglZUcvB6HcDSiKtsFXTbOcEA5GJBVnKJuO3fIr6i4hX1uSdnJv5O1zRQcZbtgIKDq8Wu/frH1hzf7vzp6sjTY2ulWtzkUWzfKX2zPffPR0TcfHRU9mp6gsdUuL1ilMRk9q2Tm1IyyQ1Z2yXNKelZFz2tYIT4mKSGVnLKClh3golJSckxM8LMa4jJyWEaxcxrbXPLPtmc/3rift0mNtFo7B+3iEYzU+ria/6i39eXCnWcPbnS4DTY2YTDrf705e/hoglX792LcZQMbpWXUa+h1rzbuv1y715t2WQV4EfZ9XuOPjRy0glxt5mCkuCs2DtbIQinx19g1f6+n1ukZDVL0+3LCNR2lVkur01PrdPR6A61eS2uQE+sMLLyailKQ6jl176kojVJ8Dbf+fSm+hlP3HqP6R1J8jYJUL8JUSfE1Yuw1ZvV/E6F/YuOgJaif8Gv/Xku5psS9pyFeCYiJYTkprqYlNLRLRvx1C6nOQqozE2sBPyu5HvC7SKCd2mino1wsrJODg95r8IRwGFeOet/GRPtFFDeP4GBjYWEi5IHWbzkEAgFCn4ji4hEcHBz8wmpBK6vRzqixUK9ZaVVeXiP4QNgbERLUh4UNUWE9ENhl43Samc1qYkGBb5ZhoTkbukNBiSnqaUBgh5byDoGdRkqHgdxlpgGBIz4BEHgzKr0Tk84kFQ8y6kdNusWCcanFCAQiKuhutwMJQX+IQOTVxYfw2V9j1X/cHzwZDF8kECBEtqMhdjYUOxtJno0knw+DpZ8Pp58PZZ8PZc/H87cjmkGXcMAtrHgEgyF5q5U5EFYNR9RjcV3FLe3zy0bC2qGwquKWDoaUA35lySUcCqoHQ8pej6zLwR8MqHp90l6PrGjn9XnlFa+k4paWXMJ+n6LHIy45RB1WTo9L0mnjtps4vT5pm5Fd9irKAd0vj5Z+/8H+f/3Ti082ZxcGW5aG274+3/7F4eKXZ+u/PFoq2GXlkLFgl7W7VW0ORcEoSKuYORWrYBS0GgRNOm5OxUoq6BEBocUkTEqpAT4uKaWmVcwQDxeTUyNKhpZcXXDIP9uZO39yq+CQuwREE6NRR6l3CcgKbHUl4vxg9eHpo1sKbLWOhiqGrSfLdw/np408vJ6DNfLwXNR7fMzl1qBpuCUSMYpU9AYlrV6IuyrEXeU1/FRJrqVd+29yQrWCVKMi19Kr/k6GrxJhrkhx14Toy1LcNR0DZWJj1dR6JalGSa4VYao0DDyn4Sqr7jL9+k8tArqEUE+8/PciXC0fXc1HVwuxNTJSo4KCFuPrBJgqKb5Kgr+iIFaJ0O9JcVd09Fpx449t3EYnD+0T4yJKSlxDv6THViGuz0qut1EabJQGuEWe2KmN4APt9LflB5BAzbQGKAkqMVcs9EYQYFxcPFzYWZgfItDOxkKjDLyCooWLj/MLMC52nZNVC7uT/HyUl1vn5zckZFjYXpaSYZo1pA4zs91Ib1IRgECYCnPxVO5FAqEa0WWgF/W0LjOtaKIWTdRuC73Xzh5080d8grGAaCosvhWT3UvI76eUDzLquZx2IW940mraaLdCMRCRYZCy+18l8CJ+FyF8NhBADL4HAo/7gxdXEV6EEB6+GI2/HEu8HEucjyfPx5MvxpIvxtIvR8GyL0ezL0eaXozmD/tSYx7pgFP4qN2/Pda8OdZc8snmytHF3vSdFl+nQ/ywK7rYmx5LWnp8yvme5KNSvOxVjMRN8z3J2c5wm1Uw3eR62BWdyjnbbcKHXdHZzvBQ1NAbUM92hh92RcdT1lt5z9pwfqGSarMKut2yFjOv5FW22qVfPd/4+nz7i91Hb1bu/Obl1q+Olz9an/n6fPu//unFHz86bLKImyzinFk0nHbdao/OtMd7g/qojJJSM4diltGkvS9kGEnY+kIGF7sxIMQPx60tFlEloKsEdGkdJ6XnuYWEvrjt891HLxanb7SEKlGbX0pjV/19SMG2MHEDCe/LxXufbM7L0NcMDMxke/Jsdebp4u20QxnSC/UcLB9zJajju+TMZq/OIiTLKbUJqzzn1oQNorRDGTaIVPQGfuP7zLof+RTspE2etirMAmJYK1AzGoXoKzJyjYJUy274Ca/hPQW13syn+TQit5xnFtLZ9VckpAYlFaPjkBwSdtSsjJtVPEw1rfonNgnLqxQYuaSIUWQTEnQMVEjNztoUWZtMjr1iYTUaaLV2TmNASoqqqJcMuGpwgwhpdmojcu2ko0HbdTEwTibGSm2ACoSF3ghl94t9oQCnm0eAM4QONvavJoFOLt7FI0CJwsnFO7l4+MYjJITEeNih6xegQyKsn4/y8xsCgsaUAp9WElIyTFKKblIT202MDhMjryFB+zWIMdAcA60w4PFAjIFA9K2ZaV1mWreFXrIyKjbWgIs34hOMB8XTEcntuPx+SjmbVj3IqB9mNUDgZodtu2hDNJi9khNCyr9BIICHPIdXwN7JYBAM+SMIaX/h674NPmE9KKzpfT2ZfnMjcz6ePB9LnY+lzscy52O587Hcy7Hml2OFze7IkFs64lOd3C795mTpX54tjOWcLxbGv/no4KPlW3fbwr8/3/rzx4f7N3uWBwvffLD3x9c7S/3Ne9Pl//jo4HcvNm63BN8sTv3x9c6HT27OFuN/eLX9uxcbh7d7N8Y6fnO6+qc3u3fbwlsTxa+eLf/66VJfyNAXMhRdinJA12yVfPPpyb++3HkyWnzU3/LNpydfvdi+2R5/UGn+fHf+qxfbTVbZeHNw987gL46WP9t++HR25HFvc5tDMZJy/Xz38R8/OPjnw6Xfvtzema40m8VxFetsbuKzzQf/fLj02eaDf32xmTEJDcz6glv90fbcZ/sLuzPDL5bvPX005ZEw7HyynU+e7kgfzE59sDGvJjdqKKiESb45M/rzk+2FyZ7Dx7dvdGWMXJIAe/XZ0syL9Qejrcm8z7B5b/zF+oMnUwOnKzOlhNej4uB++n+JCNWDzdHVO0Ort4bP1mafTA00efVKKkqIr+I2XqFe/wc1HdPkNf78bG/30d3V2xPdqRCl6qc/+j8uWYSsG6XWs9X5zdmb8xODVgmHUvXTtojncP7+z053dx9Ovt5+dL45d7J4e2GstHazP6oTyPBXFcQqI73OJcAHFZRLEGpCpudiYJx09EX23Eysh4UDc7GwTiYGSg4WeqOBXAtJoJFS5+EToRxvoTdCQujhE53fIgfUAXhgUSU7KKX7xdSAhOYTURwcHBzhBR/oYtf5BeiIBA8zsxMKYlyKQTZ4ZpX4dhOjaGG1G+nIOcB3rNvIAEUU0kIkEAX8yjZm2cas2Fj9Ti5C4J2EAtgDCBfyhuU22B1vhwoE/EJI+bcJRGJO5BU8PBkMng6FTodCJ4NBcIYXwfshezEaPx9PAoGvJ9OvJ9OvJzKvJzKvJ3KvJ5pfTRReTrRtFKMjHmW/R3l6t+/fP9z990+PRrKenx8s/Onjo+fzN0p+49fn2//xycnCYMut1tgfPzr8/euDqZbQQn/rN588/e3L3S6/7mzuxu8/2H+1eLscMv7+9cHX59tLg+33upJfnW7+/oP9ux3J3dt9/+Ozs//82VmnW9vhUectsqxR3GSV/emTZ799vb8w1D7VGv3y+davzzZvtsfXJsu/e3Pwnz9/WYna1ibLn+/Onz6e6vDq/sfPzv75eHm6NTzW5Pt8Z+7N6t3htKs7aPj16drBzFBKz1ud6Prvz1aWxzojSsbxw7Ffna2N5v19KdfPjp68XLnbGTQO5QI790Z27o7qaCgttfF+peVk/u7Z4oyWilaQ6sdaEqfLs0fzd/Rswt3etoNHt26W8lYh7Xjx3rOlmXLSFzFIt+9PHjy6VfCZ+3Phz4431u6OOmSskbbk6p2R0faUWUhdvjV0vjXfGXNJSHUc1BV242Ue5lrWrd95ePNWb6ddxpvsbnlya2yyu8Wvky1MDZ+sPs55rVGLZmfuztq9G2mXqZyJPBjt3bg/zUFduVlu2pu7Md6RjBnEH2w9Pn50sz/tleGrtLQ6Bw/vl1IuQbRpozS4GBgPC+diYBw0FBB4ET83E+tkYn6IQGhJA/cIpXkoSyDIuflEN5/oEZDAoD8oJGOE5Uy/mApBqYXZEBThwAcGRVg4aplQEDMaalKOSynwsMU6Lce26KkdJkabgQbdZ0jtoU1NalURW1XEiwQiqWC3kdFlppWsjB47q8fOqthYfQ7OsJc/EZJMRyR3k8qHWQ1C4HyzfqXdstVpRwgEgxazHyIQcYAXA06IOZ/2+U4Gg2fD4ecjkbPhMHD4cizxYjT+YjR+kTfEkIcX3GDqzY3UmxuZN5PZN5NNbybzrydbXt5oX++KToR0vW7lwXTPH97s//nzk2LI9MXh0n98fvbZzuNy0Pq7Nwf/+cX5+o2e+91N33x68qePTu52pdcnKn/+4vm/vT7qDpo+25r/5tOTf9pfbnWp//2Tsz998mxpqHivO/O7V4e///Bopiu3fqPnDx8c//mL5zmTrBQylwKWVpe6xan67ev935zvbkxV7hRTX73Y/vrV3lxf4fFA6y+Oln9zvlsKmZ/NTf7bB4dn89NBOeMXR8tfHC5Nt8XGCqF/fbnzz6frk4Vwd8QylPZMdyYcPPzCaOfv3hxs3u6Pqjlfnu98sjtXippzdvn56r1XazOtXu1Ic+gXz9Z/+WxTR0Pp6ejpjvTrtUdnizMmFkGKrynHPftzN4/m71Cu/cPsYPHl+qOlG/1SYt3ew+lnSzMDTZGsU/dme/HF2lxQK2pyG1bvjD25NaKgYx9P9r/cWrzT38lGXTtde7Q+Mxm1qNioa0JCnYhYL8DX5gO25xvz//TiiIetc8gFNinPq5HycfU7c3f35++XM1G7jL/98M76zLRdxm+LeHfm7n50uMnHXr8/VHy++rCSDtCv/3h7dvzFyv3elEdBvK6jN9r4RI+UegmEUDu10c3Eetl4NxMLgSi4RIDQzcS6GBgHA22jvY0234lC4aGDjXWwsQCnmdbg5OAAPIQ9WN7iFZKDUrpPRPGLqXBhY2GM1HojrTYmJweEGB8fFRLjYNZAXE5Iqcg5DblJS8kocLC2JaciFLTkJtXbQUxI0Q+BsGRi/hCBZRuz4mBXHOx3CLyXUs3ltHM57WxaNZtWXSQQwe9/h0B4ghCIdIQe9XpPBoPPRyIvRqMvRqMAIeR4CGwA3sWHSCx6Pp58NZH6jsBvIXw92fLyRttqZ/hm3DwU0B3d6v3mo6P/+vl53qX5eGf+Dx89+9WzjXLY9tWL3T99crp7Z3iur/X3Hx7/9vXhg0ph5/bQnz45/erFbjls++fj9X/74OmXz3eyZtkfPz7548cn84Mdd4qZ374+/OrF7kypaXG4+Ouz7T9/8bLNrZvtyS+Pleb6CuWw5XdvDr483Vwe67rbmfrt6/2vzrZGc/6924NfPt/6+uVuV8B4eG/kN+e754u3m6yyX51tfP3BwWxffqQ58MuTtU92H3eFzSmz2MrDpcxin5x+sjD92f7C/EhH3CB4szHz8c7DO6XUYMr5ev3+h+uzHQFDJWp7/uTu6eObOhrKI6T1xFznSzMvlx84uBQR6lpXxLl9f/KjvWUR7vrqreGd2RtzIyUFpfHl+qPzjcc9Kb9fLTh5cv9s5UHEIO3NBE9WHn54sCYk1I115rYeTD8cq5CqfnSyOne0dL8z7vWohVmPKWHXWsTM1rDz6ZPZk9XHpKqfdsT8TT572mVmNVafri3sPrqXDzhtUt7r3bWnT+YsYk4lFz9aerg+MyUhNQy1JI8X782NlLRM3OHj2yeLd4phm5pSZ2CiHUKyV8a4ZCLUfF+JuegGwSAPdDIxgB8cU4KwE3RRIBBefdcfw8E5uXiA0MUjQCwKCxO9QrJfTI2ruSmdAPplXXxcTE72C9CQB4bFuKiUAD4wrSRkVMSMAgczs9NybEFL7jAxem3cNjUJWrFBfenQUrqNjLwcB2TCL0yp6NRRIQ8ET9hrZ0MeOBYQ3YxK72c0czntw6xmLqddbDGtdthW2i3LecNmhwXYg9NJ+2UXxJPA4XG/HwLL434/YHYxD7yY/sEtgAd/w6uJxEWPd9FAd0E0mFcTb6k7H4+/moi9mkhALAoEvrrRfjyU7zELbqdda/2Fz9dnf/Nya+f2wNn89J+/eP5m+d7+naFvPn72s92Frane2VLuo7XZr1/uPnswcTp34w8fHP3b64OjmdG924O/erq6e2tgJO09mhn9/ZvDZw8m9m4Pfnm6+fXL3cXB9uePp//44dOzR1N9UfvT+2N//uzseHa81aH66vnGf/3s+Vxv073OxB8+PPi3V7sTzf718a6vz7e/PFkbSjkX+gufbT/8YntuNOv5dPvhxzsPb3cnpztj/3T85Hz1TnfE1OSQuSWkhJEfVDGO5sZer987fDg6mHW/XLl9MDOUd0jKIf3nu48+Wp9pcSo6vZrPd+d/trsgw1y1s/HTbYlfHq6+XLynwFRpiHW9Kf+n+ysvVh5w69+fHy2fLN5bmuiV4K4/X579ePdJZ8ieNCs+2Fp4+vh20qwo+Mz7j+8cLd3XsImVXGT17vh4sSliVu4+uv1mbyVsUgT00v35u9sPbwYNsoBeujg99HCsr9lvvzdY2pm7EzIqJWR0X3Nif36mKxkcKKTW7t2Y7G4xChjFROB0bX7j/jSj7v1Ho5WnC3dn+jvoVf949uT+x9sLHX6zDF+lpTU4+aSAjHnpYhECBBjE/kKGoaOhHggqKDhABELoiblIIGwtRXSXdwj0iSjwPCilR5XskIwRkNCCMmpGy4S1LSExLiolRKWEmAyfUpGzalJaSUjLsbA4qUlNbNFR2o10qMiD9AKRZ1FPq1g5BQUe2AMfCJOaECUGIRDRQqcjkpm0ei6nfSvDFIzLbZblNvNqi2mr0wrHHUAOPax4ACoktoTbZwOBixIogh+8PR0KwQUQCBHp+fhbd/d9ezWRAgjBviUw9Woi8S2ByW99YP7NjdbnE63DTsl4UH8z7Xx6u+8Pr7a/PFn7f//1k//1i/M/f/rs189W//VsY2mwtTdsbjKJxjKeP35w8KcPD//04eEf3uz/7nznN883f/1s9VdHT8az3rSON10Ifbox+8X23Jcna//rF+f//vHTP3/67JcHi88fTU42+fMWyd6tvv/8/PQX+wuSGhnoAAAPyElEQVSTGe8Xm/e/PH6yOty62Nf0y71Hv9ide9yTOb438LsXG/9ytNgXMpS86tli/OfbD748Wfnq+dryeLtXTMo7JF8+3/jms6MbLSEbtzGiYib0bL+UcvJ47MvnG79+vroxVf7q5Xp/3BJRUopexdH9/tOHoxPN3ulC4M3KnVeLN70iYlBCG0y4zhduvVq6F5Vz7GzCUDZ49HBq5+64Q0CZGyguT1TuV9p8MtbezOTL5ftD2XAxaH2+dH9vZrwzYBtqijxdunewcI9W+x697v2ebPjF5sKD0Z5nKw/XZyZjVnXSoVufmVy9Ox61qJQMnEvJ//R4a2689+FI72hHVkpCE67+g0cpag07n68tLN8evdffHbOq2Q1VKaf+2ZO5V9tLFgH9XqX1yWTfTG+biUPcvjOyNzNeDtsUuCo9tcHJJwXljL9CoIOGunjtpKPBJdrpKButEXiDXlDEgEAnBwdvkUj1ogCDQOjg4OCYFqwv9YupIMlElIycnh1XkGGTbkJBjstJSSUpq6U1aSmghWYUuLyW3GaktxloLToKHMbtMtArVk7JxEQ8HggwHVoKJIrdRkaPhV0yMS9qoUDgqF84HhTfCInuJpUPMuq3SWDe8KTVvNRiXG+zbBdt0AWKRKEIb0i1HZFYLmowFwl8PhKBD+ACuH05Fns1kfobhuD3HYE3kq9uxF/dSL66kURSwTc3Wn/1eHil3f8w6+ixCst2yUTC0mETj8TMrVbxZNZ9qxCYavJ2OuUDEdNQzHIj5+lyKycyrrGUo90ubbWKB6PmgYip2cgfTdpbLKIOh2wkYRuKWfpChm6PKqNld7mVXW7lQMQ0GDVXArqRhK3s07g5Dc16TsWn7g/q2q2iVrOg4lP3+jVtFmFWw6z41MNRU7OeA7dFh7Q/qPPyUDkTt8kkSGjoCTXTL8Z5+NiMgR2RUyMKsl9E2L/T8+nGzM7N7oCYGFGQHZw6C6Paw22IKskRKdFMrzYQL1sZdRbqdQ3+ckBAdHGxTibKwcaq0VfMtAYDpcEjonqENO71f3RwSUY6ykBFCet/aqJjAjKmHFPFr/2xX8K0cwm86z9Wkeo4DZfjVqWeS1QxMOzGy3xslYRU93Lz8enqg5zHICLUyCgNMkoDB3WFg7oixF/noq/Sa3/CR1ezGy9jf/J/U6r/UUXDqplYRs17XPRVDQOvYmDY9Vf42CoZqZFR8xNG9Y/U5HodDWVi4ehX/87Fp9g5RDn6qoZQY6Y3egSkkJx26WL7C0gyDhrqr7pEK7XBSm0ABwjndKEbBukLRQiE0NRMa0D8HiLGOLl4OxsbkjF8Igr0xPjFVMgS/RJySk0PS/ABISYiJSSVlLSaltPRW8ycvJ6WVhKSUjQIoVCRL2jJUIKHcaBdBjqMh2lREqAMCEMr2tSkkolZsXJ6LOxuCx2sbGNeJHAiILiTUEAGiPTELOT1622WrU4rlAEv5oFAIPhGKDacDYdfjEYv1v0u2sux2NlwGL4BAo/7/S9Go28zuu8ZaJ4Iim8l0BuZ86nU+XTi9VTq9dRf6jHjhcNK4ngwO9/svJe2Pmrxjke0UynLcFh7K+caj5srHkW/Xz3T4p9K2zutwqGQbjCoHQhoBgKawaB2KKQbiRjgs9GocSRiqHgUZZesxy0fDGpvpGyDQW2fT9XtkBRtog6LoMXA6bQKRyKGfp+i08JrN3EqbmnFLe0wc+F6JKwtWvnQRj8RN/b7FHktPaMkt9uEzQZ2Tsds0rOyWkaTnpU3crJaRquF32LmddhFrx6P/svho+O7lZiMaKVeCwpRcTkuLEZZqe9bqVf8/IaAAG2jVZnJVwICtI+LstOuW8jVTkZ9SEhwsdBmWoMKe1VLqDbTGnTE6wr0ZR3xuoXeqMFXwb9MA7kW/mXqSTVWNs7KJ3HRl0W46+W0d3awWE57NQzsk5v9ew+nm30GIbaaXPV39Os/FuCuyckNInwVu/59BalWQ0OrqQ06BlZJrmNe/zH2R/+njFArRF+hV/0j9ep/49S9J8JcVZIbLDyiDFctQV0W1r0nx17TEusUmGuShvfVuGtWBsrDwYZE5LiCdsmAq9Zjq3SYa3psFVIY/H5caqM0AIHIlAogUEe8riVUI3kgnFR6h0CIRQEzF49gZ2P9YqpXSA5IaBEFKyxnwhphr4iYUFKDIqxfgA5L8AkFOaWiAoEFAz2jIial6JyK0GlhlZ38ooXVoqOA7gIVCJBD4ZwEVCCKehpINWUzq9fGrVg5gF/JyijbmH0ODnSlTYQk437+7bj8HQLnm3VrrebNDgtyOglORSAnbpHWluN+/9lw+OVYDKn4gZ+8SODzkQjIMIgPfDEa/WAq+0MGHL5D4Kvp9PnN9Kvp9JvpNBD44WT2w4mmXz0o/+xO8cOplpWC/VZIcSusHPeIxvyyibBqOCjv94r7veIHra6NgeRyT2QqqR+Pqnuc/LKDNxpWjkVUfR7RoF96K2OaL/oPJvLr/YnJuLbXLeyysosW1qBfWnEJRkKK6ZRhrt0zX/QPB+UlO/dm2jgZ0/e6xD0O4VhYMx7RVpyisl0w6JNPJYzjEW23lVey8Qe8sj63pMPI6nEIW/TMTgtvOKTp9ciiQnSI19Bu4vS4JO0mTlyM9bFqhoLqe3n3VMqSVZKTUmxM0phSYKPiBhfjsodVlZBh0wpSiN/opF2LS3A+dn2Qh/Iw6+yUqpiYEOJjvBy0gVBlJFb7+QQjsdpOb/BycX4+wUart9HqfTx8QEB0MlFOJsrPJ3j4eCHqfT7msoVHLPgNt0tNizd6hpvDx0u3R/IRt4IpI1yXU2o1tEYdG2Plk0wcHLf2JyL0ZV7dTyXYqxYOwcBEKwg1BiaaX/+eBHtViq3S0RsdAoqKXMup+bEce01LrNUQqpXYKjn6sp2JU2KuKNCX7fQGP58AU9EScsolPbZKi76qQV3Roq8acNXQg/a3fSDiBqE1FMZSgCiKEAgCqZtPhA4YIBAWtUGZHmLRuJobV3OhKhiQUtIaRkRKCAgxYQkeJh+nVOScjo4QCD6w5OB1WdlQjSi8HVyHRgrxBQUemY8GMmmPhd1n51WsnJKVAdZjZwGBYwERQuCDjBrywPm8YbFgfNykXWs1w6jCi+eSoC0G/BhS7rsYan4fQhA/wQeeDYdBiTkfj/8Qfh9O5xAIv7Mbmdc3M69uZV5Np19Npz+Yyn44mfloIvvRRPbD8cxn0/nPp1s/GM+9HE2/mWz6+HbrJ/eKnz2snN/peDPTdTbd8uFs6eRG/my65Wgs+2yy+eRG/tlk8+Fo5nA0czzR9Gyy+XiiaasvejpVeDqe2xmIw2f7w6m9oeTpVGF/OLVaCuwMxE+nCntDybVy8HAkt92XWOuJrJUim33xrd7ESim0XAwudwdnc7aN3thqd3h3KL3dl9zqT9xLm+9mzI9a3Tfjxptx4+2k+WbceDdtvZ9zTEX1M1l7r12YEWOb5cSMGJsSoiPs2qigbjSsGA7LhwLSXq+w7OB2mJkFLTmjIGRk+JJDMOiTD4c0bXpWiNfQbuAOBbRtJn5Ww25Ss5t03IyC0WYRlxyKglGQU7ESclqLnt9qFmWVzIya1aLnp9TMqJpj4RHUlDoTB9fi0d3taZ5si091pqI6gRB9mXb1/+E3vifGXJETrztFlKhOEFZy/FKag0d0C0kBGdPCQuupDR4R2SUgO/kEMxNjZWM8IqqVjbGwsBEFyyckRxWsiJzpE5ITCnZYTAmLKVkNOyalpOSUtIKa+qsEQn3iL/rRoFGG1gh5IBj4dCAQObCLbIwAJcYjIL2ttnNwXiEZ2kHh0CB4wpiKE1WyISL1S8jvEJhQkFMqcpOegRCYUeBa9NSild1t4xQtLFBc2tQkCD7hHCCivnQbGdCS1mvj9tl5PRb2RQL7ndxhr3AsIJoMS4FAqAfO5bQLBSMQuNH+djoodIRePNkAFEE4ityC0HKx7A4GcAKBz0ciELW+nkz+DQI/nM79FQJvZ1/dyry+mXl9M/PBVPrDydRHE5mPxzPnA9GPxtKf3Wj+7/e7fjXb9fnNwme3Ch9NN5+MpQ4G469utR6Ppj+813k0nHx1q/X8ZsvxaPrFVP75jeaj4eThUOJ0Inc6kTsaTj4dSR2Ppp+OpJ6OpE7Gs89vNB+Ppnd6w8ej6b3+6HYldDAYP53InYxnd/siK53u/YHEdn9spze+1RfdrsTWysHNcmSrL7o/kNofTs1mzAvtrift3t3BxOO8Y7HdO5Ox3M9awWZzttmc7X7WOpOxjPnlXQZGq4qUl+NTgoYEry4rRmdEqLKN2W1j9jo5/V5Bv5vXbWN3m5ldVvagR1zQklvUpKKZM+yVD3hlnXp2QUNvVjObtayClh0V4ZtUjLyO3W7kZ1X0diO/1cjrtklKThlcd5qFzXpeWi+08fEyzGUNtVZPrZNgLxto9RpqrZpYzan9ByX+mkdK9UtpLjHZJ6H6JFQDrd5ArbEwUC4+zs0n2jlo6CSB1WBOLt4vIYflzJCcFlGwYmqWm4cLicgBATEioXo5b3fFw2aktIySkVNTUtIlA65ah7mmRV/VYa4Z8dehNvg3lBikK81M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" 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Is it creepy that we did this? Yes. It is also detrimental
insofar as we intellectualize beauty, thus removing it from the realm of
the subconscious mind where it is evolved to function best. By moving appreciation of beauty to the conscious mind, we move our hearts away from it, rendering beauty itself an obsolete ornamentation and not a
means to a relationship end.<br />
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In any case, it's
interesting to compare this composite with <a href="http://obscurelure.blogspot.com/2014/06/morphthing-your-favorites.html">the one in our previous post</a>.
A corollary in Economics might be government planning vs natural trial
and error of the free market. This post reflects random trial and error, whereas the former post shows an
amalgamation of our top four pre-selected female celebrities. (We won't reveal
who those four are, but none of the pics we used were from the given
morphthing pics.) As to which looks better, it would probably depend on our mood at the time.<br />
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Also of note is whether facial
averages really capture beauty. A woman's idiosyncrasies may
enhance her beauty beyond the average rather than cause her looks to deviate from a balanced ideal. Although good looks are said to cluster around a facial average, we believe that humans evolved to bond with individuals, particularly individuals who may syngergize with their biological own traits. Therefore, you may have a "thing" for someone, even if the person isn't supermodel material. It's also said that men tend to like women who resemble their mother and that women like men who look like their father. This doesn't seem to be true in every case, but perhaps it is in some cases. But in some sense, there is a hierarchy in facial looks up to a certain point, and from there it's all up to the eye of the beholder.<br />
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How do our biggest crushes deviate from the average woman? We asked here how the average of our favorites differs from the average of all women. We hope that it might tell us more about ourselves than perhaps about the women in question.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-44338390495877140882014-06-07T15:32:00.001-07:002014-06-09T17:24:43.004-07:00morphthing your favoritesI morphed my top 4 favorite female celebrities.<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-53328676425705122152013-09-22T13:50:00.000-07:002014-01-02T12:13:34.346-08:00Charles Darwin Respected ReligionIn his section on belief in God and religion in his book, <a href="http://www.gutenberg.org/ebooks/2300"><i>The Descent of Man</i></a>, Charles Darwin esteems belief in the existence of an Omnipotent God as "ennobling". He seems to view religion as a link in a developmental chain which leads toward scientific endeavor.<br />
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Throughout <i>The Descent of Man</i> Darwin draws parallels between animals and man in various behaviors and functions in an attempt to show that nascent attributes of man's capacities developed from lower creatures. For evidence that the religious sentiment of awe has an animal prototype, he cites dogs who revere their masters in a way that is distinct from how they admire other dogs. According to Darwin humans view God in a similar way. For Darwin the capacity to express wonder at something is the result of physical mental development along with other traits such as imagination necessary to develop religion. If religion is an attempt to explain the world around us, curiosity is the catalyst to this, and Darwin points to curiosity as a trait of a highly developed mind. He contrasts belief in complex religious systems that attempt to explain the world with the simple views of savages which do not go so far. Most savages do not believe in a God or gods and have little religion, which Darwin attributes to them having a lack of curiosity in the world around them. When high religion is viewed as the product of superior imagination to that of the indifferent savage, that is, when it is viewed from the bottom up, it doesn't look so bad.<br />
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Indeed, Darwin is right that primitive societies do not have well-developed religions. African witch doctors do not have a sophisticated theology or extensive code of morality. We would not expect a monastery to to be created by Australian aborigines or pygmies living in the Congo. Religious devotion requires strength in attention span, which is a trait Darwin casts as being indicative of a highly developed mind, as well as ability to conceive of abstract concepts. Darwin characterizes savages as having few words which relate to abstract concepts.<br />
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For Darwin not all religion is equal. It consists of a continuum progressing from brutish disinterest in the surrounding world to simple beliefs in animal spirits to polytheism to complex systems of monotheism which ultimately leads to science. <b>The sort of belief in standardizations necessary for to make a code of ethics that is found in higher religions translates more easily to belief in absolute scientific laws than the ever shifting, capricious beliefs of savages.</b> Intellectuals such as Prof Michael Levin have pointed out that belief in concrete rules is one of the founding principles of western civilization.<br />
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On an aesthetic level, Darwin admires the sort of devotion and sentiments which lead one to believe in God. He states that "some of the
highest intellects that have ever existed" believed in a creator. Granted, Darwin laments superstition and attributes it to minds not well developed, but overall his attitude toward religion is to appreciate it from the bottom up rather than denigrate it from the top down as modern anti-theists do.<br />
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Darwin was certainly not an anti-theist. He gives a more holistic, anthropological approach to the phenomena of religion rather than the hysterical anti-theist polemic used by New Atheists such as Richard Dawkins. Darwin's attitude toward religion is more similar to seculars like FA Hayek who doubt it on an intellectual level but admit that it often has positive aspects.<br />
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Darwin's perspective is not commonly found today. Please read the passage for yourself and let me know if my analysis is wrong.<br />
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Excerpt from Charles Darwin's <a href="http://www.gutenberg.org/ebooks/2300">The Descent of Man</a><br />
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BELIEF IN GOD—RELIGION.<br />
There is no evidence that man was aboriginally endowed with the ennobling belief in the existence of an Omnipotent God. On the contrary there is ample evidence, derived not from hasty travellers, but from men who have long resided with savages, that numerous races have existed, and still exist, who have no idea of one or more gods, and who have no words in their languages to express such an idea. (74. See an excellent article on this subject by the Rev. F.W. Farrar, in the 'Anthropological Review,' Aug. 1864, p. ccxvii. For further facts see Sir J. Lubbock, 'Prehistoric Times,' 2nd edit., 1869, p. 564; and especially the chapters on Religion in his 'Origin of Civilisation,' 1870.) The question is of course wholly distinct from that higher one, whether there exists a Creator and Ruler of the universe; and this has been answered in the affirmative by some of the highest intellects that have ever existed.<br />
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If, however, we include under the term "religion" the belief in unseen or spiritual agencies, the case is wholly different; for this belief seems to be universal with the less civilised races. Nor is it difficult to comprehend how it arose. As soon as the important faculties of the imagination, wonder, and curiosity, together with some power of reasoning, had become partially developed, man would naturally crave to understand what was passing around him, and would have vaguely speculated on his own existence. As Mr. M'Lennan (75. 'The Worship of Animals and Plants,' in the 'Fortnightly Review,' Oct. 1, 1869, p. 422.) has remarked, "Some explanation of the phenomena of life, a man must feign for himself, and to judge from the universality of it, the simplest hypothesis, and the first to occur to men, seems to have been that natural phenomena are ascribable to the presence in animals, plants, and things, and in the forces of nature, of such spirits prompting to action as men are conscious they themselves possess." It is also probable, as Mr. Tylor has shewn, that dreams may have first given rise to the notion of spirits; for savages do not readily distinguish between subjective and objective impressions. When a savage dreams, the figures which appear before him are believed to have come from a distance, and to stand over him; or "the soul of the dreamer goes out on its travels, and comes home with a remembrance of what it has seen." (76. Tylor, 'Early History of Mankind,' 1865, p. 6. See also the three striking chapters on the 'Development of Religion,' in Lubbock's 'Origin of Civilisation,' 1870. In a like manner Mr. Herbert Spencer, in his ingenious essay in the 'Fortnightly Review' (May 1st, 1870, p. 535), accounts for the earliest forms of religious belief throughout the world, by man being led through dreams, shadows, and other causes, to look at himself as a double essence, corporeal and spiritual. As the spiritual being is supposed to exist after death and to be powerful, it is propitiated by various gifts and ceremonies, and its aid invoked. He then further shews that names or nicknames given from some animal or other object, to the early progenitors or founders of a tribe, are supposed after a long interval to represent the real progenitor of the tribe; and such animal or object is then naturally believed still to exist as a spirit, is held sacred, and worshipped as a god. Nevertheless I cannot but suspect that there is a still earlier and ruder stage, when anything which manifests power or movement is thought to be endowed with some form of life, and with mental faculties analogous to our own.) But until the faculties of imagination, curiosity, reason, etc., had been fairly well developed in the mind of man, his dreams would not have led him to believe in spirits, any more than in the case of a dog.<br />
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The tendency in savages to imagine that natural objects and agencies are animated by spiritual or living essences, is perhaps illustrated by a little fact which I once noticed: my dog, a full-grown and very sensible animal, was lying on the lawn during a hot and still day; but at a little distance a slight breeze occasionally moved an open parasol, which would have been wholly disregarded by the dog, had any one stood near it. As it was, every time that the parasol slightly moved, the dog growled fiercely and barked. He must, I think, have reasoned to himself in a rapid and unconscious manner, that movement without any apparent cause indicated the presence of some strange living agent, and that no stranger had a right to be on his territory.<br />
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The belief in spiritual agencies would easily pass into the belief in the existence of one or more gods. For savages would naturally attribute to spirits the same passions, the same love of vengeance or simplest form of justice, and the same affections which they themselves feel. The Fuegians appear to be in this respect in an intermediate condition, for when the surgeon on board the "Beagle" shot some young ducklings as specimens, York Minster declared in the most solemn manner, "Oh, Mr. Bynoe, much rain, much snow, blow much"; and this was evidently a retributive punishment for wasting human food. So again he related how, when his brother killed a "wild man," storms long raged, much rain and snow fell. Yet we could never discover that the Fuegians believed in what we should call a God, or practised any religious rites; and Jemmy Button, with justifiable pride, stoutly maintained that there was no devil in his land. This latter assertion is the more remarkable, as with savages the belief in bad spirits is far more common than that in good ones.<br />
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The feeling of religious devotion is a highly complex one, consisting of love, complete submission to an exalted and mysterious superior, a strong sense of dependence (77. See an able article on the 'Physical Elements of Religion,' by Mr. L. Owen Pike, in 'Anthropological Review,' April 1870, p. lxiii.), fear, reverence, gratitude, hope for the future, and perhaps other elements. No being could experience so complex an emotion until advanced in his intellectual and moral faculties to at least a moderately high level. Nevertheless, we see some distant approach to this state of mind in the deep love of a dog for his master, associated with complete submission, some fear, and perhaps other feelings. The behaviour of a dog when returning to his master after an absence, and, as I may add, of a monkey to his beloved keeper, is widely different from that towards their fellows. In the latter case the transports of joy appear to be somewhat less, and the sense of equality is shewn in every action. Professor Braubach goes so far as to maintain that a dog looks on his master as on a god. (78. 'Religion, Moral, etc., der Darwin'schen Art-Lehre,' 1869, s. 53. It is said (Dr. W. Lauder Lindsay, 'Journal of Mental Science,' 1871, p. 43), that Bacon long ago, and the poet Burns, held the same notion.)<br />
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The same high mental faculties which first led man to believe in unseen spiritual agencies, then in fetishism, polytheism, and ultimately in monotheism, would infallibly lead him, as long as his reasoning powers remained poorly developed, to various strange superstitions and customs. Many of these are terrible to think of—such as the sacrifice of human beings to a blood-loving god; the trial of innocent persons by the ordeal of poison or fire; witchcraft, etc.—yet it is well occasionally to reflect on these superstitions, for they shew us what an infinite debt of gratitude we owe to the improvement of our reason, to science, and to our accumulated knowledge. As Sir J. Lubbock (79. 'Prehistoric Times,' 2nd edit., p. 571. In this work (p. 571) there will be found an excellent account of the many strange and capricious customs of savages.) has well observed, "it is not too much to say that the horrible dread of unknown evil hangs like a thick cloud over savage life, and embitters every pleasure." These miserable and indirect consequences of our highest faculties may be compared with the incidental and occasional mistakes of the instincts of the lower animals.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-79136262902254673292013-05-16T16:45:00.000-07:002013-05-24T13:57:45.808-07:00Why Big Business Promotes Diversity at its own PerilThere was an old word called cosmopolitanism which meant a universal ethic among all peoples. It would allow for people of different beliefs to overlook differences and interact more fluidly. In modern times, cosmopolitanism is required in the business world, where markets seek to expand to nations which are different from the West such as China or Singapore.<br />
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Diversity within an organization artificially arranges things so that people of different backgrounds have to constantly work together rather occasionally on business trips. This would seem to make interactions with dissimilar business partners much easier because of already having to relate to different people is already a necessity within the company.<br />
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But like cosmopolitanism, diversity tends to make people become worldly, consumerist, and less focused on "dirty" beliefs of religion and aesthetics-- beliefs that function as a selectively permeable membrane to things which are irrelevant to the success of the corporation and that serve only as potential barriers.<br />
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This is probably why corporations, who seek loyalty from workers even above religion, race, and ethnicity, don't mind if such allegiances are diminished. The company and other companies can thrive on the void left in their wake, which will presumably be filled with consumerism.<b> And from consumerism comes the real payoff from diversity: profits.</b><br />
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Whether the loss of "dirty" beliefs will hurt people in the long run can only definitively be seen in the future. But forces like gender and racial equality which underpin the going diversity/cosmopolitan ethic would seem to prove dangerous in time.<br />
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For example, feminism leads to fewer children being born, and non-feminist cultures would seem to proportionately replace feminist ones. Moreover, an atmosphere of racial equality permits races of lower potential population IQ to mix with those which have higher average IQ, thus lowering the proportion of people suitable to fill highly skilled occupation necessary for the functioning of the modern world. So, a society reduced in number and genius may find itself reverting invariably to "dirty" beliefs of religion and ethnic identity as the potential for functioning of business and science is reduced.<br />
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Paradoxically, preservation of the mental material needed to sustain a cosmopolitan society seems to require the very same beliefs of religion and ethnicity which cosmopolitanism seeks to wear away.<br />
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But markets, along with cosmopolitanism, are focused on the present. The question is how long the present will last.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-49192258783321127892013-03-31T16:42:00.001-07:002013-04-30T20:18:44.462-07:00Pagan Symbols at Easter do NOT Celebrate Evil ThingsSome Christians believe that secular and/or pagan symbols of Easter are mutually exclusive with the Christian celebration of Christ's resurrection. They want to change what has become a largely secular celebration of Easter into "Resurrection Sunday", a solely Christian celebration of the without peeps, eggs, and bunnies. Some even refuse to celebrate Resurrection Sunday, claiming that Easter was an attempt to Christianize an irrevocably pagan holiday.<br />
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Whether the peeps and bunnies are idolatrous is a good question, but the concepts
behind them are not necessarily antithetical to Christian life. In fact, these symbols represent things that could be considered a precondition of the Christian life.<br />
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First, some background. The peep represents new life on earth for obvious reasons. The rabbit represents fertility since to breed like a rabbit is to have many children. Indeed, these symbols celebrate earthly life and not the salvation that Christ accomplished by dying for us at Calvary. But new life on earth isn't necessarily a bad thing because it is a necessary condition of future salvation since there cannot be salvation among people who haven't been born.<br />
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People usually think of salvation in terms of saving souls otherwise destined for damnation, thus limiting the number of those sent to hell (or the grave if you don't believe in Hell). But the famous Italian Catholic priest Padre Pio, in one of his remarks, thought of salvation in additive terms. He viewed marriage as a means to "populate the earth <i>and</i> paradise" with saints [emphasis mine]. The Bible seems to affirm expansive procreation--but not in the context of salvation. It presents salvation more as means of preventing people from perishing, "that none would perish," rather than a way to add more souls to heaven. The idea that one should have children just to populate heaven with more Christians is an interesting concept but is not really found in scripture. Having many children could be a way of investing in future missionaries, assuming more than two children become missionaries. This might be called salvific investing.<br />
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God blessed Adam and Eve in Genesis 1:28, telling them to be fruitful and multiply. Normally, in the Old Testament, children are seen as a blessing. For example, Abraham and Sarah were blessed with their son Isaac. Job was blessed with a family due to fidelity to God after losing his previous one. Psalm 127:3 states that "Children are a gift from the Lord; they are a reward from him."*<br />
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In the New Testament, there is no conflict with child-bearing, but in some instances, it may seem that way. The apostle Paul writes that it is better for a man not to marry so that he can focus on doing God's work. Not marrying obviously means having no children in the Christian moral paradigm. But Paul's opinion is not a commandment because he permits those who cannot control their urges to marry rather than burn with passion. Paul then esteems childbearing for such people in 1 Timothy 2:15 by writing that a woman "shall be saved through childbearing; if she continue in faith, and love, and sanctification, with sobriety."<br />
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We should add that opposition to the bearing of children within the confines of marriage seems to be forbidden in scripture, as in the case of Onan who deliberately tried to frustrate the act of sex in marriage and thus won the word onanism as his namesake. Pope Pius XI, in Casti Connubii (# 17), Dec. 31, 1930, <a href="http://www.mostholyfamilymonastery.com/42_NFP.pdf">states</a> quite blatantly that “The primary end of marriage is the procreation and the education of children .” The Bible seems to echo Pius XI's sentiment that a child born and trained to serve God is a blessing. In Luke 1:14-15, an angel tells John the Baptist's mother-to-be that "thou shalt have joy and gladness; and many shall rejoice at his [John the Baptist's] birth. For he shall be great in the sight of the Lord, and shall drink
neither wine nor strong drink; and he shall be filled with the Holy
Ghost, even from his mother's womb." In other words, the Gospel of Luke seems to affirm the idea of bearing children who go on to be servants of God. But because there are no similar verses, we must consider that it is not a prime concern of the gospels at large.<br />
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At the very least, childbearing is not necessarily discouraged in the New
Testament and is even commended as long as the children are brought up by a God-fearing wife. In the Old Testament children are seen as a blessing. So, the phenomenon of new life on earth should not be
disdained. Furthermore, life on earth is a necessary but not sufficient condition of salvation, since believing in and living for Christ is the sufficient condition. <br />
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Indeed, pagan symbols should not overshadow Christian symbols at Easter. Maybe it is inappropriate to idolize fertility in the Spring. But without fertility, Christians would die out. They would either run out of potential pagan converts by evangelizing all of them, or they would go out of existence with only pagans left in their wake. These pagans may come across a written copy of the Bible and convert, but there will be no one around to mentor them. It seems necessary that there be some childbearing as an investment in a Christian future.<span style="font-size: large;"><b>Thus, t</b><b>he baby of childbearing should not be thrown out with the bath water of pagan symbolism.</b></span><br />
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In other words, the pagan symbols of Easter can be done away with if they are bad, but the concepts they celebrate should not be seen as antithetical to Christianity.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-18074813058333690372013-02-25T13:57:00.003-08:002013-02-25T13:58:35.319-08:00The Virtue of Mr. Magoo<i>Blindness to peril helps one move around in the world.</i><br />
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Doing dangerous things without knowledge of their danger is not necessarily brave or valiant, because the actions are done out of simple ignorance. This would describe the actions of <a href="http://www.youtube.com/watch?v=7o5zipU6r7o">Mr. Magoo</a>, the cartoon character who does daredevil things mistaking them to be every day actions due to his nearsightedness. Luckily for him, he always gets by without suffering any serious harm.<br />
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Perhaps the key to life--or one of the keys to it--is being ignorant enough to get out and do potentially dangerous things, like Mr. Magoo does, but to be lucky enough to survive them without significant loss. Some live, some die, and some stay home, but in a sense you can't live without leaving home and being like Mr. Magoo to one degree or another. Maybe this is the sense of altruism that entrepreneurs, explorers and mountain climbers take into consideration when they take risks. They might bear in mind that even if they fail, as long as there are many people trying making it possible for one person to succeed, then all of humanity will succeed.<br />
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Increasingly, it seems that blindness of social status, class, etc., can be necessary for people to move around in the world and to make their lives interesting. Blindness of static status may be necessary for both improvement and, potentially, loss.<br />
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But, if asked, many of those who've died or suffered because of taking a risk--however great it may be--would probably say that they should have stayed home, at least to the extent that they wouldn't have ended up in their present, sad condition. Maybe being like Mr. Magoo isn't all that great.<br />
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Mark Twain wrestled with this idea as he wrote of his leisurly steamboat trip down the Mississippi River as a newcomer to the mighty river. Later, after he became a steamboat captain, he learned of all the perils of guiding a steamboat, including signs of shallow water below which lay jagged rocks that would sink the boat and leave stranded those on board. How stupid he thought of himself to have once been ignorant of the danger in the river and to have even regarded signs of shallow water as elegant expressions of nature. His eyes now manically scoured the water signs of danger, but in a sense, he longed for the ignorance..and hapiness... he once had.<br />
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Shakespeare was right that all's well that ends well, and whether one goes about life with caution and refrain or happy Magoo-like rambling, the present consequences of the actions taken seem to shed either shadow or illumination on past actions.<br />
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If any conclusion can be drawn, those who've have fortune enough to take risks and live should be humble and remember all those who strived similarly but were not so lucky.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-2945949319428975832013-02-14T13:14:00.000-08:002013-02-26T09:31:50.233-08:00Summoning Boyz II Men, a Good Move for PutinA lot of people are making fun of Russian President Vladimir Putin for bringing in the R&B group Boyz II Men to Russia to encourage Russians to have more children. It is indeed and odd gesture, as the "sophisticates" mocking it allege. But overall, it was good because it brought publicity to the Russian people's birth rate which is clining toward their ethnic extinction.<br />
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Russia's fertility rate is said to be 1.6, which is below the 2.11 necessary for replacement. By no means is this as low as some other areas of Europe, such as Italy, where it is 1.4 and even lower than that in Northern Italy.<br />
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Russia is also not in danger of becoming a cold weather Saudi Arabia, like Germany, Denmark, and Holland. It is not losing entire areas to Mohammedan immigrants like France and Sweden are. There are no ghettos where non-Moslems are not safe to venture, like there are in Paris.<br />
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However, 1.6 is still a cline toward extinction. At this rate, there will be half as many Russians in sooner than three generations. With terrorists like Pussy Riot publicizing a poisonous ideology of feminism, which is <a href="http://obscurelure.blogspot.com/2012/10/feminism-is-demographically-self.html">demographically self-refuting</a>, Putin must go on the ideological warpath to save Russia from extinction. His first challange is to get publicity, and he has succeeded in doing that.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-61297758768678561052013-02-09T13:50:00.002-08:002013-03-31T12:32:44.900-07:00Marxists Against Affirmative Action?"<b>From each according to his ability</b>, to each according to his needs."<br />
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Most people forget about the first part of the saying. But its meaning is rather hard to misconstrue. Abilities are the criteria by which people should produce things in a Marxist society. We plan to show that insofar as affirmative action displaces people with ability in favor of those with less, it may be anti-Marxist.<br />
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Before we continue, we must illustrate that affirmative action can result in less qualified people being promoted over more qualified ones.<br />
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Suppose there are black and white people in a given area, and a black and a white person apply for a job in that area. Suppose also that there is a quota for a black employee and one job open. Suppose there is a test which correlates 100% with job performance. The black person scores an 80 on the test, and the white scores 90. In this case, the white person does not meet the demand of the quota, so the less qualified black person is given a job above him. The precept of "from each according to his abilities" is <i>ipso facto</i> violated.<br />
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<i>(Henceforth we'll call the ability line "the ability precept" and the needs line the "needs precept".)</i><br />
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However, by violating the ability precept, the needs precept may be affected. Suppose the test scores indicate how many units of utility a person would produce on the job in a year. Following the example above, the black person gets the job and produces 80 units. Redistribution of wealth is a fixed cost in a Marxist society, and thus is not covered by this thought experiment. Assume that the black and white person have identical needs. So in the end. the black is given 40 of the 80 units produced, and the white is given 40 as well.<br />
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Now suppose the ability precept is followed and affirmative action takes a backseat to ability. Then, the white person is hired, produces 90 units, and the units are redistributed, 45 to the white and 45 to the black. Are not both parties better off?<br />
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Of course, for the black person, the prestige of having a job may outweigh receiving 45 instead of 40 units of utility. For example, having the job may be worth, say, 6 units utility, so that 40+6=46 outweighs not having the job but receiving 45.<br />
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Depending on how much more productive the white person is than the black person, and how much more wealth he is able to generate, the black person may or may not be better off if the white person gets the job in accordance with his abilities.<br />
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The task of the utility-maximizing Marxist is to weigh higher overall production versus the need among blacks for the prestige of having a job. In any case, if one population shows significantly greater ability, there should not be a 50-50 distribution of jobs because the ability precept would be woefully violated, and the capacity to meet the needs precept would also be reduced.<br />
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Suppose, in another example, all conditions remain the same except for that the black person scores 90 and the white scores 90 with black people having fewer jobs and being in need of affirmative action. In that case, the marginal benefit of a black getting the job would clearly be the deciding factor because the black man would derive comparatively more utility and the ability precept would not be violated because the black person is equally qualified. <br />
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In sum, affirmative action does not require as a goal the equal per-capita representation of races in high-income jobs to be fully Marxist unless the abilities precept is ignored.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-86274249524338170272013-02-01T15:20:00.002-08:002013-04-30T20:24:22.701-07:00How to Invade a Country that has NukesIt is impossible for a nation to conquer nation that is armed with nukes. Even if the would-be invading nation has nukes, it will not attack because it is in both nations' interest to avoid the devastation of a nuclear war. This is the basis for the Stability-Instability Paradox that reigns in modern times.<br />
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However, there is a much simpler way to invade a country with nukes, but it cannot be done by a nation, and it takes longer than even the (so far) 11 year old US Afghanistan war. Indeed, it takes generations, but it is more efficient than any military campaign. It boils down to immigration, miscegenation, and multiplication.<br />
<br />
<b>Immigration</b><br />
Obviously, getting foreign nationals into a country can be difficult. Also, they'll be coming from many different nations which may not get along. However, in places like the England and France, Muslims will constitute a majority within a matter of decades (unless immigration is curbed). If they create a new Islamic Republic via democracy, it may become a member of the Arab League. It likely would not be ruled by an established Moslem nation, so the invasion would not be an imperialistic venture. <b>But it would be almost guaranteed to re-carve the invaded nation into one more friendly to the nations whence the immigrants came.</b><br />
<br />
<b>Multiplication</b><br />
If immigrants multiply fast enough, then they can ally with similar immigrants to displace native peoples. They might use government to open up immigration more, once they gain a 51% majority. They may not need a majority if they can get some native sell-outs to go along with them. This coalition would push for either more overall immigration or more immigration from specified nations, which would presumably be Islamic nations in the case of England and France. In the case of the United States, they may vote for increased quotas for Latin American countries. But first they'll need some generational gestation before they can spawn a takeover of the native population.<br />
<br />
Protestants in 20th century America worried about being displaced by Catholic immigrants from nations like Italy, Ireland, Germany, and Poland along with other Catholic European countries. These immigrants, particularly the Irish, had huge families, as was encouraged by Catholic Doctrine and priests. Eventually, Catholics began to practice birth control, and some started marrying Protestants. In fact, today modern Catholics of European descent probably have much lower birth rates than protestant southerners. Moreover, the heart of Catholicism, Rome, nestles in the nation of Italy which has one of the lowest birthrates world-wide.<br />
<br />
However, Latino Catholics still have very high birth rates. The question is whether they will end up like the European Catholics or whether they will continue to have a lot of children. In the case of Europe, the Muslims are a more sequestered group, and may be immune from the cultural influences of feminists and materialists, so they will likely retain high birth rates with only a few of them spinning off into a life of childless European modernity.<br />
<b><br /></b>
<b>Miscegenation</b><br />
Miscegenation, or sexual race-mixing, is the fait accompli of conquering a nation. The descendants of mixed couples usually identify with the one they look like most. Because Moslems come from stock bearing genes that are phenotypically dominant over European genes, the child will look more like the Muslim parent and thus will identify more with him. As an American example, Barack Obama looks more like his black Islamic father than his white atheist mother. He did not become Muslim, but he did identify more with his father's race because he looks more like his father. So, even if the products of miscegenal unions do not identify as Muslims religiously, they will identify as middle-easterners, Africans, Asians, etc. <span style="font-size: large;"><span style="font-size: small;">In all modern cases of immigrant invasion, </span><b>miscegenation is far more of a subtraction of the native population than of the immigrating one</b>,</span> not to mention the fact that the natives would already be shrinking due to birth rates below replacement rate.<br />
<br />
As a matter of anthropological fact, the immigrant population will also endeavor to miscegenate with the native population for several reasons. For one, the immigrant population may consist more of men than of women, and because men are usually the initiators of a relationship, the men will resort to coupling with native women. This will seem easy because the native women will look better than immigrant women for a number of reasons. The native country will be European and most of the immigrants will not be. Surveys in anthropology reveal that all races consider the nordic female to be the most attractive type of woman. Women of European countries obviously tend to be more nordic-looking than non-European immigrant women, and they would presumably be more available since there will be relatively more of them compared with the immigrant population which would consist more of men.<br />
<br />
Also, there is greater use of plastics in England and France, and these have estrogrenaical effects on women, making them look more feminine and attractive. As proof of this, look at any highschool yearbook of white women from 1935 or earlier and you'll notice that the young women look far more masculine than they do today. Poor, immigrant-generating countries have little to no exposure to plastics, so their women do not tend to be as estrogenaicly-pumped. Estrogen from plastics affects native males by blocking their testosterone, so they will seem less pheromonally attractive to native females than immigrant males, despite on the net being more physically and socioeconomically attractive.<br />
<br />
Native males also come from areas that have more Internet access and are thus more likely to see a lot of high-speed Internet pornography. Excessive viewing of high speed porn causes people to experience a decrease in dopamine levels which leads them to be less interested in real girls because dopamine is the hormone which helps men have drive to chase after girls they like. Furthermore, pornography may take the place of real women in native men's minds or may raise the bar in terms of beauty so that native men ignore native women they would otherwise find attractive if their standards hadn't been artificially been raised by porn stars or females in movies and print.<br />
<br />
In some cases, immigrant males may practice more sexual license with native women if they view them as part of an inferior, immoral culture or an "infidel" religion. This phenomenon has been observed in the <a href="http://nothingtonpost.blogspot.com/2013/03/muslim-immigrant-raping-swedish-women.html">rape epidemic</a> in Sweden being perpetrated by third world Mohammedan immigrants. This mentality would not provoke miscegenal unions, but it may result in pregnancies from one-night stands.<br />
<br />
<b>As a final note, European women are terrified of being called racist, so many of them will be unable to think of a moral justification for refusing the advances of immigrant men</b>. If a frustrated immigrant calls a native woman a racist for refusing him, she may relent to his appeals to prove her non-racistness. Once he makes sexual advances, she becomes physiologically linked with him and may stay with him despite having other ideals in mind. There's also the syndrome whereby an immigrant may tell endless sop stories to a native woman, leading her to take him in out of sympathy.<br />
<br />
For the reasons mentioned in the prior two paragraphs, miscegenation is inevitable given present biological and sociological conditions.<br />
<br />
<b>Conclusion</b><br />
The three-pronged attack of immigration, multiplication, and miscegenation takes generations to complete, but it is the only way to successfully invade a nation with nukes.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-45490381998613681022013-01-05T00:18:00.000-08:002013-02-15T14:10:45.985-08:00TV Channels Christians Should BanIf you want to avoid evil programming, don't get cable or satellite, and don't watch network TV aside from sports, news, and local shows. Also, be forewarned that computers and smart phones with Internet are potentially far more dangerous than TV.<br />
<br />
But if you must have cable, there are some channels that are heads above rest in terms of the evil they promote. Christians should use the controls of program menus to block the channels listed below.<br />
<br />
However, if you block them, your children may see them at a friend's house and may wonder why you don't get them. If they asked, you would have to tell them that you blocked the channels. Your kids may develop a forbidden fruit mentality with respect to such TV channels and may want to watch them more than if you hadn't blocked them. So it is best not to get cable at all, so that the collection of cable channels will be out of sight and out of mind, so to speak. But if you <i>must</i> get cable, here are the channels to ban:<br />
<br />
BET <br />
MTV<br />
MTV2<br />
VH1<br />
VH1 Classic<br />
Fuse<br />
CMT<br />
GAC<br />
Comedy Central<br />
SPIKE<br />
G4<br />
IFC <br />
E!<br />
Oxygen<br />
All movie channel packages including: HBO, Cinemax, Showtime, Sundance, STARZ, FOX Movie Channel, etc.<br />
Any other channels you see fit to block. <br />
<br />
<b>Explanations</b><br />
<b>BET</b> (Viacom) BET used to have a show called "BET Uncut", which featured rap videos with sexual themes. They used to have prosperity preacher infomercials come on right after it. Anyway, programming may revert back to such shows as Uncut. At present, some comic shows exhibit lewd jokes about sex. <br />
<br />
<b>MTV, MTV2</b> (Viacom) Obviously, this is one of the worst channels in terms of glorifying degenerate behavior. It is marketed to teenagers, so it is particularly dangerous. Jersey Shore is worse than the Real World was, because the Jersey Shore people are a rare breed of "sophisticated" partiers who do nothing with their lives other than party. The Real World characters also partied a lot and had more sex to boot, but they were a little more human. Teen Mom puts the focus on girls who've had premarital sex and illegitimate children, quite a model of the family for young viewers. There's also the Jackass type shows. Jackass is more gruesome and disturbing than anything the proto-Jackass character Tom Green ever did. The PBS documentary, <i>The Merchants of Cool</i>, identifies people who do such degrading things for attention as <a href="http://www.pbs.org/wgbh/pages/frontline/shows/cool/tour/tour2.html">Mooks</a>. The mooks on Jackass influenced some of my friends growing up, as they would mimic them by doing goofy daredevil stuff. There's also shallow shows like Made, which teach young people not how to do good things but rather how to be cool. In sum, these shows promote the antithesis of what most people want their kids to become. This is not to mention the relationship to pop music these networks promote, all of which is derived from voodoo, and which is naturally conducive to immorality and sometimes Satanism. (Rock, pop, rap, Jazz, the Blues, reggae, and some techno are part of the voodoo-derived family tree.)<br />
<br />
If you want to know why rock music is bad, watch Pastor Joe Schimmel's They
Sold Their Souls for Rock and Roll, read David Tame's The Secret
Power of Music, Fr Basil Cole's Music and Morals, Fr Basil Nortz's Music and
Morality, E. Michael Jones's Dionysus Rising, watch Br Michael Dimond's
Abortion and Rock Music, watch Pastor Mike Hoggard's The Occult in Christian Music, read the Music and Morality tab on the Ob Lure, and most importantly, consult your own conscience.<span style="font-family: Arial; font-size: 10.0pt;"><br /></span><br />
<br />
<b>VH1, VH1 Classic </b>(Viacom) These networks aren't quite as bad as MTV but still have similar garbage reality shows and feature pop music. <br />
<br />
<b>Fuse </b>This network actually aired a show called "Dance Off Pants Off", a competition in which people danced to music while stripping off all their clothes, or, in other words, an excuse to attract viewers with more explicit pornography than what is aired on MTV. Whether or not shows like this are presently aired, the network should be banned for its promotion of pop music.<br />
<br />
<b>CMT </b>(Viacom) <b>, GAC</b> Modern Country music is nothing but rock music with air horns and twangy singing. Often, the same themes in rock and rap videos such as Jay-Z's Big Pimpin' with lots of bikini women are found in some country music videos. Also, the songs usually concern mundane things like sitting around a campfire and drinking beer. In any case, because modern country is rock music and therefore descended from voodoo, it should be avoided.<br />
<br />
<b>Comedy Central </b>(Viacom) This network has a history of bad programming. Its most recent addition is Tosh 2.0. The comedian Tosh has a good wit, but he is too cruel and gruesome. Comedy Central is where "The Man Show" originated, which compacts manhood into beer drinking and lusting after pretty women. South Park is creative but rudely debauched. Humor is fine, but there's no need to fill it with extreme sexual perversion, indifference to murder, and general inhuman themes. The movies aired follow suit with the shows, as is the case with movies shown on MTV, VH1, and Fuse.<br />
<br />
<b>SPIKE TV</b> (Viacom) This network fancies itself as The Man Show turned into an entire network. Programming is similar to Comedy Central, with The Man Show being formerly featured, as well as movies like American Pie.<br />
<br />
<b>G4</b> In the past it has aired The Man Show, and presently airs Campus PD, which displays delinquent and criminal behavior in college kids.<br />
<br />
<b>IFC </b>Before airing commercials, the network was uncut and would often show movies rife with nudity like Dancing at the Blue Iguana. Other movies included those too disturbing for mainstream cable, such as Quills, Requiem for a Dream, Hostel, Boys Don't Cry, over-the-top grotesque horror films, and demented films with real-life drag queens as the main characters. People may think they're being cool by watching artsy independent films on IFC because they're getting off the beaten path of feature films tailored to the dumbed down masses. But most of these artsy movies are moral garbage no matter how artful they may be. Moreover, their artfulness is more image than real artistic quality. IFC used to air documentaries with sexual perverts who would glorify sexual perversion in film. They cast filmmakers who showed nudity and perverted sexual behaviors as pioneers. Presently, bad films are still shown on IFC, although now they are somewhat censored because of commercials. It's better to fill the limited time in your life with other things.<br />
<br />
<b>E! </b>This network has the typical cold-blooded paparazzi shows with hosts joyfully mocking the periodic personal struggles of celebrities. Also, the Kardashian reality TV shows proliferate, along with the Comic Chelsea Handler who joked about an abortion that was performed on her. Today they air censored Sex in the City episodes, but these are nothing compared with the shows of the past, namely, the perverted "Howard Stern" and the risque "Wild On!" But the shows of the present are still bad enough to warrant blocking the network.<br />
<br />
<b>Oxygen</b> This should be banned primarily for its history of airing infomercials at night selling the sort of stuff found in adult bookstores.<br />
<br />
<b>Movie Channel Packages HBO, Cinemax, Showtime, Sundance, STARZ, FOX Movie Channel, etc. </b>Besides airing soft core porn from time to time, these networks have plenty of uncensored R movies. However, TMC should be no worse than what is aired on network TV.<br />
<br />
Additionally, channels not mentioned here may become worse in the future, so use your own discretion. Moreover, blocking the channels listed above won't keep all of the demons in Pandora's Box away from your home, and it's up to you as to what degree of malevolence you'll tolerate from them. In any case, the channels above must absolutely be barred from your TV if you want to protect your children and yourself from wasting your lives with a view to a heightened evil. Finally, if you decide to block these and other channels, don't neglect implementing a block on Internet because it is far more dangerous than even these channels for obvious reasons. Just don't screen out the Oblure ;-)Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-46754773245913316712013-01-04T00:08:00.000-08:002013-02-01T13:28:55.541-08:00Guns Don't Kill People; Spears Kill People?The following story illustrates the errant focus of gun-grabbers.
<br />
<br />
According to an ethnography by
Robarchek and Robarchek on the Waoroni people of the Ecuadorian
rainforest, the Waoroni had one of the highest
homicide rates known to man. They didn't use guns to
kill each other; they used spears. <br />
<br />
Here's why the murder rate was so high. The Waoroni lived in small
tribal groups, and if a tribesman got bitten by a snake and
died, (not a rare occurrence in the jungle), the tribe members didn't
know how to cope with it. An infectious rage would
build among them. Often, one of them would accuse a a person from a
neighboring tribe of engaging in sorcery to send a snake to bite
the tribe member. Their simmering rage would ignite into a murderous
frenzy, and, gathering up their spears, they would spear people from the neighboring tribe, often murdering many.<br />
<br />
This practice continued
until Christian missionaries made contact with the Waoroni and implored
them to "follow the one who did not spear", i.e. Jesus. After meeting
the missionaries and adopting Christianity, the practice of mass murder
died out among the Waoroni. I have the impression that if a gun grabber had had first contact with the Waoroni, he
would have said to them "Gentlemen, hand in your spears."Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-22697631020703987762012-12-04T19:31:00.001-08:002013-01-04T15:22:13.776-08:00Ban Bob Costas from Owning Hand GunsThe media only seem to call for hand gun bans when there is a high profile murder, especially involving celebrities. Costas now wants to ban hand guns in the wake of a murder suicide-committed by an NFL linebacker named Jovan Belcher. So if famous people like Bob Costas are successfully prohibited from owning hand guns, there would presumably be fewer shootings among them, and the media will not be so eager to ban hand guns.<br />
<br />
Another solution is to ban people. As long as the implicit goal is to prevent all hand gun deaths, banning people would be more efficient than banning hand guns because it is more difficult to hide a human than conceal a hand gun. Also, there are far fewer murders per square mile where there are fewer people. Absurd goals deserve absurd solutions.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-31509543161926802892012-10-19T01:37:00.001-07:002013-01-07T18:29:27.975-08:00Cincinnatus not Ceasar<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><b>Cut all benefits to the troops other than base pay and healthcare.</b></span></span><br />
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr">
The tradition of American warriors emulating Cincinnatus dates back to
America's founding. At the conclusion of the Revolutionary war, George
Washington handed over his sword to civil authorities, relinquishing
power to them. He emulated Cincinnatus not Caesar.
Before we explain how all this relates to modern soldiers, we must first
describe the difference between Cincinnatus and Caesar.<br />
<br />
Cincinnatus was a patrician farmer who served as temporary dictator
during Rome's war with the Sabines. After leading a successful military
campaign against the Sabines, Cincinnatus relinquished his power to the
Roman Senate, the civil governing body, and returned
to being a farmer. This was actually the tradition of the time.<br />
<br />
On the other hand, several hundred years later, Julius Caesar chose to
retain dictatorial powers, the first step to forever transforming Rome
from a Republic to a Dictatorship. Caesar chose to hold on to military
power.<span style="font-size: small;"><span style="font-family: Tahoma;"> </span></span>Today, American schoolchildren are far more likely to know about Julius
Caesar than Cincinnatus, much to the detriment of what their concept of
the ideal soldier should be.<br />
<br />
The example of Caesar holding on to power relates to American soldiers
in how they enjoy lifelong freebies and benefits for a service term,
even after they retire. The present system of payment in the military
does not encourage the spirit of Cincinnatus, ie.,
someone who fights a necessary battle to defend his country and then
retires to civilian life, expecting nothing in return other than a
modest salary for the duration of his service and esteem from those he
defended.<br />
<br />
American soldiers should fight only for such causes they believe in, and
not out of desire to be a soldiers of fortune. How might they be
soldiers of fortune? If they sign up in order to receive college
scholarships, to see the world, acquire wealth and other
freebies, or receive a nice pension. The US government should not be
allowed to bribe people into becoming soldiers with said things. Men
should only become soldiers because they want to fight in combat in
defense of America. They should receive no greater
benefits from government than civilians do.<br />
<br />
The goal is for soldiers to fight only to fulfill a specific need and
return to private life, as Cincinnatus did. They should not continue to
demand tribute from Americans in spite of their service ending. The
primary exception is that combat veterans should
receive free healthcare, since combat duty necessarily involves a high
rate of injuries, many of which last a lifetime. The free healthcare
would serve as sort of preemptive workman's comp. Perhaps pensions could
be extended but only to widows of fallen soldiers
who have children. Any work-related disabilities would also be covered.
Soldiers who never see combat or a war theater would not receive free
lifelong healthcare, so that they would not sign up just to get free
healthcare without having to risk their live.
There is always the worry that "combat" may be so broadly defined that
almost any soldier would get lifelong healthcare.<br />
<br />
George Washington quelled a potential rebellion by Continental soldiers
who were upset about not receiving pay for their services in the
Revolutionary War. If not for his allegiance to the concept of
Cincinnatan military service, he perhaps would have joined
them in rebelling. America would have had a much different history,
perhaps never becoming a Republic as Washington became ruler and the
soldiers his government. But Washington shamed them into not rebelling
and yielding to their state governments. Their only
satisfaction was similar to the lyrics of this song:<br />
<br />
"I once was a seaman stout and bold,<br />
Ofttimes I've ploughed the ocean:<br />
I've ploughed it all o'er and o'er again,<br />
For honor and promotion.<br />
<br />
Aboard of man-of-war and merchantman,<br />
Many be the battles that I've been in;<br />
It was all for the honor of George Washington,<br />
And I'll still be the jolly, jolly soldier."<br />
<br />
The solider forever ascends into to an archetypal ideal type: "I'll
still be the jolly, jolly soldier." This is his primary reward. Though
he may return to civil life and no longer receive any payment from the
military, his soul will be that of a jolly solider.
Notice also that the soldier fights for honor and promotion, not for a
pension or college. In other words, he willingly fights for something he
believes in because the fighting itself is noble.<br />
<br />
Granted, receiving no pay or health benefits is a harsh thing, like what
soldiers experienced in Washington's day. Soldiers should not be in a
situation like the Bonus Army protesters were in 1932 either. But it
seems that lifelong free healthcare for combat
veterans mentioned earlier, a reasonable flat rate of pay for the
duration of service, pensions for widowed mothers, and compensation for
combat-related disabilities should suffice. Otherwise, they should
receive no greater benefits from government than civilians
do. No free college, no personal pensions, no other benefits. <br />
<br />
However, there is a problem with such a policy. A standing army is
necessary for America's defense. Obviously, members of a modern standing
army cannot be like Cincinnatus because they would need to stay on
active duty for at least 25 years in order to mentor
and train their successors. But if the standing army is kept to a
skeletal minimum that can be filled in quickly if war breaks out, then
the wartime recruits will have the chance to be like Cincinnatus and
return to civilian life after service. The problem
is that many of them will look to their lifer counterparts and want to
keep their military jobs after the war just like the lifers would. They
may push politicians to kow-tow to their desire to stay employed with
the military. It seems even a semi-Cincinnatan
policy is a lot more easily conceived than implemented.<br />
<br />
What's more, a totally Cincinnatan policy of payment seems to be
impossible in the modern world due to the need for a standing army. But
the ideal of Cincinnatan military service should nevertheless be sought
after within the confines of strong defense.<br />
<br />
<b>Foreign Policy Implications</b><br />
Although the impetus for wars that are unpopular with the majority of
people usually comes from big oil, or unseemly profiteers, these forces
cannot commence with wars without manpower, ie., troops, so the
soldiers' complicity with such wars is necessary to
wage them. But on the margin, Could the policies I recommended earlier
reduce the number of soldiers who are willing to fight such wars?<br />
<br />
If military recruiters had less collateral with which to entice young
people into the military (eg college benefits, etc), then hopefully
unpopular theaters of war could not be populated without a draft. The
military would have to force people into wars to
which they are not naturally drawn. If the people didn't want to fight,
the hope is that they would vote out the politicians who permit the
draft and thereby stop the unpopular wars.* A draft is more forthright
and honest than the incrementalist bait and switch
tactics employed by recruiters today. Thus the practice of a Cincinnatan
compensation system bereft of tantalizing freebies would be more
conducive to a non-interventionist foreign policy because those on the
margin who join for benefits or a job would not
be lured into joining and would vote out politicians who support a
draft.</span></span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr"><span style="font-size: small;">However, this relies on the as<span style="font-size: small;">sumption that Americans would oppose a draft<span style="font-size: small;"> quickly and <span style="font-size: small;">cause their representative to oppose<span style="font-size: small;"> one. But would they? </span></span></span></span></span></span></span></span></span><span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">It took a little over <a href="http://www.washingtonpost.com/wp-dyn/content/article/2005/06/07/AR2005060700296.html">two years</a> </span></span></span></span></span></span></span></span></span></span></span>since the inception of the second Iraq war in 2003 for <span style="font-size: small;">a majority</span> American public opinion to finally turn against it. For much of these two years, the majority of Americans may well have supported a draft<span style="font-size: small;"> too</span>, which w<span style="font-size: small;">ould have condemned</span> many objectors to potential death and disfigurement. If involuntary military service is a greater evil than subverting the Cincinnatan ideal of a soldier, then perhaps the freebies would be preferrable to a draft.<span style="font-size: small;"> While everyone m<span style="font-size: small;">ust agree that both are undesirable, it is not clear that compulsory serv<span style="font-size: small;">ice would conflict with emulating Cincin<span style="font-size: small;">natus, since we d<span style="font-size: small;">o not know <span style="font-size: small;">whether <span style="font-size: small;">he fought willingly or only because he was elected to do so.</span></span></span></span></span></span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"></span></span></span></span></span></span><span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr"> </span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr"></span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr"><br />
Another question is: How many join for the honor and how many join for the
benefits? If they all join for honor, then wouldn't foreign policy be
potentially just as interventionist if benefits were taken away? But
this is not the case because many soldiers admit
to signing up just for the freebies, so at least some of them wouldn't
join, and thus the foreign policy would have to be that much less
interventionist, assuming people don't put up with a draft.</span></span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr"></span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr"></span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span style="color: black;"><span dir="ltr">
Another problem is that a person may join for both honor <b>and</b>
benefits, and this makes things murky. Wars of plunder can involve
aspirations of valor and heroism. For example, the Saxons plundered, and
they had a high system of honor among themselves.
Indeed, Caesar himself probably displayed heroic traits in manoeuvering
his troops.<br />
<br />
But as in times past, there must be both Caesars and Cincinnati in the
present. Perhaps many would-be Caesars could be brought up to be more
like Cincinnatus if they were taught about him in school. Regardless, if
Cincinnatus could win in battle, so can modern
Cincinnati. And if the military is composed of modern Cincinnati, then
resources that would have been spent in unnecessary fighting will be put
into building up civil society. In such a case, the ultimate winner
will be our civil Republic.<br />
______________________________<br />
<br />
*Many reading this paper may point out that prohibiting a military draft
is a good way of stopping unnecessary wars. This is true but a topic
for another article because one could presumably be a Cincinnatan
soldier even if drafted into combat as long as he
leaves with minimal or no post-combat benefits.</span></span></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-36745813590591425912012-10-08T00:00:00.002-07:002013-01-07T18:29:06.969-08:00Feminism is Demographically Self-RefutingFeminism is probably one of the most genocidal influences in the entire world. Wherever feminism is present, there are substantially lower birth rates, which usually cline toward being below replacement rate, leading to eventual extinction. This is true of nearly all of Europe, Japan, and among most peoples of the United States.<br />
<br />
Such an argument based on this correlation alone may be called a loose one, because the aforementioned nations are also plagued by materialism. We must concede that acquiring more wealth and leisure time is mutually exclusive with having more children. For example, a significant amount of time one would have spent relaxing would be spent caring for the children; and much extra money spending money would then go to clothe and feed them. Actually, desire for leisure time does not imply materialism but rather falls with materialism under a broader category of selfishness and desire for self-indulgence.<br />
<br />
There is, however, a deductive argument that explains the aforementioned correlation of low birth rates as directly caused by feminism, and proves that feminism alone is sufficient to induce such low birthrates. <br />
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Feminism's main goal is for women to attain a cultural standing equal to that of men. To do so, women must wield an equivalent level of power. Thus, women must have an equal place in the business world, legal profession, etc. Women must, in essence, become men insofar as men are powerful, while retaining a superior feminine sense of empathy and sensitivity.<br />
<br />
But women, of course, are far more involved in childbearing than men. <b>If a husband and wife wish to have children, it will invariably harm the wife's career more than the husband's</b>, because she will need more time off, and will be encumbered physically. <b>Thus, having children interferes with and prevents women's efforts at striving to have equal power with men</b>, the main goal of feminism.<br />
<br />
Thus, the highest aims of feminism are necessarily incompatible with having any children at all. The extent to which feminists have children is the extent to which they compromise their feminism.<br />
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Now that we have explained external data with the deductive argument that feminism causes too few children to be born, we must ask the question: Is a maladaptive trait within a population a trait worth maintaining? If everyone becomes a feminist, then within a few thousand years or less, humanity will die out along with feminism itself, since there will be nobody left to believe in it. The virus will have run out of hosts. <b>So is a belief that is demographically self-refuting worth having at all?</b><br />
<br />
<b>Aesthetic Proof</b> <br />
A lamentation must be made for the many beautiful women who pursue careers and allow their motherly potential to be unfulfilled and left barren. Indeed, beautiful traits in women often directly correspond to their bodies' ability to nurture life itself into being. While they tromp high heeledly and consume caffeine, cigarettes, and unhealthy food in deference to their demanding career schedule, the flower of their countenance withers and decays fast. They are bound in angular stone-colored garments, as shapeless as a slab. Their beauty is unfulfilled, being expended on acquisition of power or material gain. Some come to their senses later in life, and often struggle to have even one child. But though every woman's beauty is bound to fade, it may be in some way passed on to her children, or perhaps the loss of beauty could be rectified with the knowledge that it bore fruit. Even if one is too old or is infertile for another reason, a woman should encourage other women to have children and fulfill what their body naturally wants to do.<br />
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Feminism does not esteem demographic maintenance as a virtue, but if it did, it would allow for its own continuation. If such sacrificial altruism were held above the desire for power or material gain, then perhaps feminism would be more truly feminine... and not self-refuting.<br />
________________________<br />
<b>Addendum</b><br />
Some may object to this write-up and allege that it should also condemn nuns and vows of chastity. Such an allegation is not applicable because in the modern Catholic church, almost no one becomes a nun, so the small number who do are demographically insignificant. Additionally, the reason most Catholic women do not have a sustainable number of children is primarily due to the the prevailing feminism and the church's responsorial compromise of permitting "natural family planning" aka the rhythm method. But feminism led the way and church went along. The idea that women who have not made vows of chastity should stave off pregnancy originated outside of Catholicism. Catholicism had existed for nearly 2,000 years, with Catholics never dying out and only multiplying. Feminism came around in the 20th century and only since then have Catholics' birthrate begun to decline. Moreover, Catholicism enforces gender roles within the church and has never discouraged motherhood among lay women.<br />
<br />
In the pre Vatican II Catholic church, when there were more nuns, women had huge families because the church forbade all birth control, and the popes expressly stated that the primary purpose of marriage was to raise children up in the Catholic faith. In the words of Padre Pio, marriages were to be "beautifully crowned with children," in order to "populate the earth and paradise." If only he could see demographically imploding, secularized Italy today... Anyway, neither the modern nor ancient Catholic paradigm is necessarily demographically self-refuting and the modern one is only to the extent that its adherents are selfish and/or adhere to feminism.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-995604443926748022012-08-24T12:09:00.001-07:002013-01-08T22:19:41.895-08:00Brandon Raub and The Soviet Art of BrainwashingBrandon Raub was <a href="http://wtvr.com/2012/08/23/brandon-raub-judge-orders-release-of-detained-marine-veteran-freed/">released</a> on August 23 from being detained without warrant by the FBI at a psychiatric ward. The ObLure does not endorse Raub's views on 9/11 or his decision to vaguely post violent rap lyrics on his Facebook page. However, we are appalled that the FBI morons would use such behavior as a justification to detain him. Raub made no actual threats whatsoever, and hence the judge correctly ordered that Raub be released. Raub should be able to sue the FBI and win a large settlement.<br />
<br />
Interestingly, the idea that a sane person who criticizes government officials should be put in a mental hospital has been expressed in a book called "The Soviet Art of Brainwashing" in the 1950's. Admittedly, the book is fake and was not written by actual communists, but it contains some <a href="http://fhu.com/articles/brainwashing2.html">chilling ideas</a> about institutionalizing people who criticize what are called "psychopolitical operatives" ie communist insiders:<br />
<blockquote>Should anyone attempt to expose psychotherapy as a psychopolitical activity, the best defense is calling into question the sanity of the attacker... <b>The next best defense is the actual removal of the attacker by giving him treatment sufficient to bring about a period of insanity for the duration of the trial</b>.</blockquote>What is scary is that officials can force a sane person in a psyche ward to take drugs that make him crazy, in an attempt to justify the initial detainment therein. Hopefully the FBI didn't hurt Raub by means of electro shock therapy and like while he was in there.<br />
<br />
If a person is legitimately crazy to begin with, and is doing obscene things in public or actually threatening people, then committing him seems like the right thing to do for his protection and that of others. For example, if a deranged homeless man is defecating in public or harassing people and has a history of doing so, then a mental hospital seems like a necessary remedy.<br />
<br />
But if someone merely has bad taste in politics or music and isn't crazy, he should not be institutionalized. Although many of us may bemoan his bad taste, people need to be free to make mistakes. Sometimes a person's involvement in politics can eventually lead to the acquisition of better, more sophisticated beliefs. Today's conspiracy theorist may evolve into tomorrow's political theorist.<br />
<br />
Also, sometimes conspiracy theorists, because of their intense scrutiny of those in power, actually have better overall political inclinations than many non-conspiracy people and are less likely to be bamboozled by politicians. This is because they tend to apply a higher standard of honesty to politicians and others in power. Thus, sometimes mistaken beliefs or those based on conjecture can have good side-effects.<br />
<br />
People like Cass Sunstein, Obama's Regulatory Czar, <a href="http://www.salon.com/2010/01/15/sunstein_2/">advocate</a> government intervention to stop people from believing what he calls "false conspiracy theories". This makes one wonder whether the FBI targeted Brandon Raub according to such reasoning, since many people randomly quote violent rap lyrics but only a conspiracy theorist was arrested for doing so. Was the detainment of Raub an attempt to associate craziness with conspiracy beliefs? In any case, people should only be committed for legitimate craziness and not aberrant political beliefs or conspiracies.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-63489831327034794492012-06-14T15:39:00.000-07:002013-01-08T21:06:49.877-08:00Demonic Possession in Zombie Attack?<b>UPDATE June 27 MMXII<br />
The results are in. The autopsy reveals that Eugene, the face eater, "<a href="http://miami.cbslocal.com/2012/06/27/medical-examiner-causeway-cannibal-not-high-on-bath-salts/">was apparently not high</a> on bath salts or any other exotic street drug at the time of the attack." He could still have been on some unknown drug for which there exist no forensic tests. But this finding leads us to the conclusion which we suggested earlier: that "if no drugs were found, possession may be the only explanation."</b><br />
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<br />
The face-eater, Rudy Eugene, allegedly growled at police after being shot and, of course, tried to eat a living homeless man zombie-style. Given the disturbing nature of these events, something more than drugs may have been influencing him.<br />
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Many have speculated that a drug referred to as bath salts was responsible. Others claim it was Zanex or a combination of things. <br />
<br />
But his girlfriend maintains that he was a decent man who did not do drugs: a man who watched televangelist Creflo Dollar every morning and was good with her children. Additionally, a Bible was found in his car.<br />
<br />
However, famous exorcist Fr Malachi Martin contends that even seemingly religious people such as priests can become possessed.<br />
<br />
Eugene's girlfriend believes he was drugged by somebody, but as we stated earlier, it seems even a drug could not make someone act just like a zombie. More believably, a drug may have set the stage for a demon to manifest itself in him and make him behave like a zombie.<br />
<br />
Malachi Martin also stated that no one can be possessed against his will. Rudy Eugene may well have explicitly allowed some being to possess him and may not have used drugs. <br />
<br />
But if drugs were involved, he still could have been possessed, but only if he willingly took them. The reason, according to Pastor Joe Schimmel, an expert on how drugs can be a gateway to demonic possession, is that when one willingly takes drugs, he <b>chooses</b> to open up his will to the influence of the drug, and by virtue of this, the drug may accept the demon on his behalf. Schimmel notes that the founder of LSD experienced psychedelic feelings by accidentally absorbing the drug but <b>did not</b> experience what is called the "LSD demon". <b>He experienced this demon only when he purposefully took LSD</b> so he could enter an altered state of consciousness.<br />
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This is a very interesting idea, that there are indirect methods by which someone can accept possession through accepting something else that subverts the will to a drug. Schimmel notes that this occurs when sorcerers take things in order to experience another level of consciousness and connect with the spirit realm. One example of this is the use of peyote by Indians in traditional shamanic practices. According to Schimmel, drugs can function much like a ouija board would in terms of being a gateway to the demonic, as long as the person is looking for it.<br />
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Schimmel puts a new wrinkle on things by comparing the decision to experience a heightened reality through drug use to Adam and Eve's decision to eat the forbidden fruit and gain knowledge of good and evil. Just as Adam and Eve disobeyed God, so also drug users disobey God's will that they be sober and not indulge in pharmacia, which Schimmel points out is a cognate to sorcery, and those who practice sorcery will not enter the Kingdom of God according to the apostle Paul. Yet, whereas Adam and Eve fell from grace from eating forbidden fruit, drug users participate in an even greater evil that leads them not only to fall from grace but to become possessed.<br />
<br />
However, Malachi Martin contends that there is no known criteria by which someone can be prone to becoming possessed. If drugs were a serious gateway, we would expect Martin to say drug addicts were much more likely to become possessed. It should be noted that despite being an experienced exorcist, Martin held some heterodox views on possession, including that people can become what he termed perfectly possessed.<br />
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But if someone were in a state of grace as Catholics say, or had Jesus in his heart as protestants say, then one would obviously be incapable of being possessed since a demon cannot reside where Jesus Christ or the Holy Spirit is active. As long as the person wills it to be with Christ then the demon cannot possess him. But if a person doesn't have Christ in his heart, he can become possessed but only if he accepts possession.<br />
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If it is true that one can become possessed through ceding his will to a drug, then the act of doing so necessarily rids one of having Jesus Christ in one's heart and opens one up to possession. This is why the Bible forbids pharmacia, or use of mind altering drugs. Since drugs take over the will for a long period of time, it is possible that during this time the person cannot stop himself from doing what any would-be demon wants since his will is gone. And if he were possessed after taking drugs, he had to have taken them willingly.<br />
<br />
Malachi Martin notes that there are a variety of demons and that each have specified functions. Could there be some sort of zombie demon out there? And if so, why haven't there been previous reports of such incidents? Could the demon have gotten the idea from a zombie movie, or could a demon have actually inspired the idea of there being a zombie, and then fulfilled it? <br />
<br />
There is the possibility that there was no demonic possession involved. Could the abundance of zombie movies have affected Rudy Eugene somehow? Did he watch too many of them? Did whatever drug he was taking lead him to believe he was a zombie, and Did he find the prospect delightful?<br />
<br />
Another interesting theory is that some drugs subvert the will more than others. Some are more conducive to possession than others. Could certain drugs always induce demonic possession? Could it be a sort of possession that is totally contingent on the presence of the drug? Would this necessarily be possession then, or simply a profound effect of a drug?<br />
<br />
Only an autopsy can answer whether drugs were involved, but potential demonic possession must be left up to speculation. If no drugs were found, possession may be the only explanation. If drugs are found, then it is still a possibility.<br />
<br />
Regardless, this incident may be a sign that the public needs to take a break from drugs and zombie movies for a while, or at the very least not combine the two.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-30003263617771092692012-06-07T14:13:00.000-07:002013-01-08T22:29:42.421-08:00The Population Conspiracy<i>Much of modern American culture and politics is conveniently conducive to population reduction.</i><br />
<br />
Many conspiracy theorists believe genetically modified crops, certain vaccines, bio-weapons, and particular chemicals in the environment are part of a stealth plan by the elite to reduce human fertility and hence reduce population growth. These conspiracies, if true, are certainly important; after all, Thomas Ferguson of the Office of Population affairs stated "The quickest way to reduce population is through famine, like in Africa, or disease, like the Black Death." ¹<br />
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However, we would like to point out some less scary forces that lead to a reduction in population, forces that may be hiding in plain sight. The methodology for this article is deductive, that is, it is not focused on amassing evidence per se, but on answering the question: "If I had a lot of power and wanted to reduce the world's population, what sorts of cultural norms would I promote among the people that would lead them to have fewer children?" This article is not meant to take the side of someone of that persuasion, but merely to discover some methods that such a person would use so that he can be stopped.<br />
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Before answering this question, some evidence is necessary to prove that at least some people in power are asking it. Consider the following quotes:<br />
<blockquote>"A total population of 250-300 million people, a 95% decline from present levels, would be ideal." -Ted Turner, media mogul<br />
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"Maintain humanity under 500,000,000 in perpetual balance with nature." -Georgia Guidestones<br />
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"The Population Act of 1981 declares it to be the public policy to promote national <b>population stabilization</b>...[and directs] all Federal agencies to use reliable demographic research in <b>planning and decisionmaking</b> which affect national and global population characteristics." ²</blockquote>A notorious supporter of the failed The Population Act of 1981, Richard Ottinger, makes it very clear that "population stabilization" means zero population growth.¹ Ted Turner and the Georgia Guidestones go even further by setting a number that is less than one tenth of the present human population of the world. Moreover, Ted Turner obviously has power over what airs on CNN and other Turner Broadcasting companies. The Georgia Guide Stones were allegedly created by a powerful person as well. The entire country of China imposed a one-child policy as a means of population control.<br />
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Many of these individuals may keep their beliefs secret so they do not jeopardize their business interests or elicit public resistance, so Turner and promoters of the never-passed Population Act of 1981 may be just the tip of the iceberg of de-populationists. So inevitably, there are people in positions of power who want to stop population growth and many still who wish to reduce world population. A question we will leave unanswered is just how many of them exist and how much power they wield. Regardless, what follows are some means they would use to reduce population.<br />
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<b>Warfare</b><br />
<blockquote>Breakdowns like in El Salvador...won't be enough to make a difference in global population growth... <b>But [such breakdowns] could easily degenerate into a hundred Cambodias, where, if they haul off and kill one-third of the population-which would be delightful for the demographers</b>-this is a much more plausible way to affect world population growth. -Harlan Cleveland 1981, former diplomat and US ambassador to NATO³</blockquote>Advocating war in order to reduce population is nothing new. Thomas Malthus was one of the earliest thinkers to suggest war as a means to reduce population. His intentions, however, were not all that sinister considering economic theories prevalent in his day, the early 19th century. Malthus believed that population would increase at a faster rate than food supply. Sooner or later, there would be no food left to sustain population growth.⁴ Malthus must have reasoned that people would be continually starving to death in such a state of affairs, and that the most humane way to deal with it would be to start wars which would clear out the excess hungry bellies, leaving more crop yields left over for the survivors so that they would not have to live in conditions of constant starvation; that is, until their population numbers started rising again. <br />
<br />
There were two factors, however, that undermined Malthus's population theory. The primary one was improvement in crop yields, which to this day have kept up with increasing population. Another was new contraception methods. Malthus had correctly assumed that humans would be unable to resist acting out on their passions, but he did not anticipate the development of new contraceptive methods. <br />
<br />
Malthus's theory probably wasn't borne out of hatred for humanity, similar to how many people view humans as a "cancer" of the planet today, because another influential thinker of his day, David Ricardo, had a similar theory that labor would always trend toward a subsistence-based level because of certain economic forces. These men lived before the days of powerful unions, efficiency wages, and welfare programs, so if technology and other forces had remained as they were in the early 19th century, Malthus may well have been right.<br />
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Today, modern Malthusians forecast that humanity will eventually run out of food. Chief among these is Paul Ehrlich, who has been proven wrong so far, because a population apocalypse has never arrived... yet. The same factors of contraception and advancements in agriculture have, at least for the moment, doomed his theory to be unfulfilled. But there are individuals on the global scene who push for continual war, especially for the US. Might they have population reduction as one of their goals of calling for war?<br />
<br />
<b>Women in Combat</b><br />
It is conceivable, however, that if powerful people believe such a population apocalypse is coming, they may consider warfare as a way to stave it off. One "problem" with modern warfare is that it usually involves only men. Even if the male population were significantly reduced due to warfare, one man could circulate through multiple women, and thus cause almost as many births as if there had been no wars and more men around. It is socially unacceptable among most people to cause civilian casualties, so population reductionists cannot achieve the deaths of women that way. <b>To fix this "problem", they would have to put women into combat.</b> This way, it is guaranteed that there would be less potential for births because there will be fewer women. <br />
<br />
Indeed, if a man donates to a sperm bank, he can become the father of hundreds of children only if there are hundreds of women. But if there are hundreds of men and only one woman, there can only be one child. Therefore, it would make sense to have women instead of men go into combat if the war's main goal is the reduction of population. The founders of Mormonism understood that women were more important than men when it comes to multiplying one's numbers, and for this reason they allowed men to have multiple wives. Conversely, the key to reducing population lies in reducing the number of women. The Chinese have done this through abortions of female babies. Assuming some western elites wanted to put women in combat to reduce population, is there any evidence of this happening?<br />
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One of the most popular modern singers, Katy Perry, just came out with a music video depicting a young woman who, having her heart broken by a womanizing boyfriend, joins the military. The implication is that she will one day participate in combat, because she engages in combat training in the music video. In recent news, two female army reservists have sued the army claiming discrimination over not being allowed to be in combat.⁵ The news media is all too happy to take their side, but it seems like an all too happy coincidence for those who want population reduction.<br />
<br />
<b>Incarceration as a Prophylactic</b><br />
In combat women can either be killed or maimed to the point where childbearing is impossible. But it often happens that women become pregnant in the military by their lonely male counterparts. An even more sure way of preventing pregnancy would be to confine women to an area where there are no men for the duration of their fertile years. But women commit far fewer violent crimes than men. Therefore, we would expect a population control advocate who wants women to be in jail, away from men, to support laws that put women in jail for as many non-violent offenses as possible since they commit so few violent ones. Chief among these non-violent offenses would be drug violations. Keeping drugs illegal means more women in jail, where they cannot become pregnant. If they can be kept there until they are no longer fertile, then population is effectively prevented from increasing and even reduced. This would also please eugenicists, who probably view the type of women who go to prison as having genes.<br />
<br />
<b>Promotion of Homosexuality</b><br />
For a very long time a concerted minority of liberals and homosexuals have promoted the normality of homosexuality, primarily through entertainment, selective news reporting, and more recently, public education. This minority has blossomed into a slight majority, especially among young people. Population reductionists would be delighted with this cultural development, and would actually have an incentive to promote homosexuality, even to the point of pushing people into becoming homosexuals since such people tend to have fewer children. (Obviously, they are also incapable of engaging in procreative activities with their "partners".) It is a strange sight that elite entertainment figures like Madonna are much more likely to be found kissing a woman and promoting homosexuality than members of a small band playing a gig in a little bar. Much of the push for homosexuality has come form places of prominence and power, including elite ivy league universities, according to David Kupelian in <i>The Marketing of Evil</i>.<br />
<br />
One sad story related by a public school teacher involves an instance of pro-homosexual propaganda actually peer-pressuring a young girl into partaking in a lesbian relationship. Although the girl in question frequently told the teacher of her attraction to male classmates, she admitted one day to reluctantly going out with one lesbian student who had asked her out. She said she was afraid that saying no to the lesbian would constitute bigotry, and felt compelled to date her despite having no feelings for her. Nothing could be more pleasing to a population reducer.<br />
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<b>Prolonged Educational Requirements</b><br />
Many people, especially those with graduate degrees, spend so much time in school that, after they finish and finally get their careers started, many are totally infertile or have few years of fertility left. So a population reductionist would certainly push for many, many years of education.<br />
<br />
<b>Feminism</b><br />
All forms of affirmative action for women would certainly please a population reductionist. If women are career-oriented, they will put off having children until they are on firm ground in their careers. But the more concerned they are with their careers, the more they may forget about any dreams of having a family.<br />
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<b>Barbie Dolls</b><br />
In the '50s little girls played house and carried along with them doll-babies, with whom they would perform various motherly duties. Today, they play with Bratz dolls, where the emphasis is not on pretending to be a mother, but rather on fashion styles for the doll. All the Bratz do is party. Barbie had many careers but also a house and Ken as a husband and even a baby. However, even Barbie drew attention away from being a mother. Staying fashionable is expensive and far less affordable if a woman has to raise children, notwithstanding any physical toll bearing children may take.<br />
<br />
<b>High School Sports</b><br />
Sports in high school are great, but when sports become the main thing, they distract a student from real, achievable career goals since most people are not athletic enough to be professional athletes. This sometimes prolongs the career-finding process since the person is too busy with sports in high school. A more distant career often means a longer time until marriage and child-bearing.<br />
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Considering all these things, if population reduction promoters can be found among the ranks of people advocating these things, this Population Conspiracy will gain a little more clout. This isn't to say that these phenomena do not have supporters who genuinely believe in feminism, drug prohibition, many wars, idealizing homosexuality, etc. Even a population reductionist might genuinely believe in these things, but we should not forget his other motives.<br />
___________________________________<br />
Sources<br />
<br />
1. "Congressmen plan hearings to impose population control" EIR Volume 8, Number 12, March 24, 1981. Page 55<br />
<a href="http://larouchepub.com/eiw/public/1981/eirv08n12-19810324/eirv08n12-19810324_055-congressmen_plan_hearings_to_imp.pdf">http://larouchepub.com/eiw/public/1981/eirv08n12-19810324/eirv08n12-19810324_055-congressmen_plan_hearings_to_imp.pdf</a><br />
<br />
2. S. 1771 (97th): Global Resources, Environment, and Population Act of 1981 Introduced: Oct 26, 1981.<br />
<a href="http://www.govtrack.us/congress/bills/97/s1771">http://www.govtrack.us/congress/bills/97/s1771</a><br />
<br />
3. "Harlan Cleveland: 100 'Cambodias'" EIR Volume 8, Number 11, March 17, 1981. Page 53.<br />
<a href="http://larouchepub.com/eiw/public/1981/eirv08n11-19810317/eirv08n11-19810317_051-stockmans_global_2000_approach.pdf">http://larouchepub.com/eiw/public/1981/eirv08n11-19810317/eirv08n11-19810317_051-stockmans_global_2000_approach.pdf</a><br />
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4. <i>History of Economic Thought</i> Harry Landreth, David C. Colander - Houghton Mifflin (2002)<br />
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5 "Women in Combat" New York Times. June 3, 2012. <a href="http://www.nytimes.com/2012/06/04/opinion/women-in-combat.html?_r=1">http://www.nytimes.com/2012/06/04/opinion/women-in-combat.html?_r=1</a><br />
<br />
Special thanks to Br Michael DimondUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-61910187106246188622012-03-08T18:56:00.011-08:002013-01-08T22:29:42.429-08:00Why Evangelicals Like Rick SantorumGrowing government, taking away freedoms, catering to lobbyists, hysterical warmongering, deference to the UN; what do these things--Santorum's true trademarks--have to do with Evangelical Christianity?<br />
<br />
Most evangelicals are suckered in by Santorum's grandstanding on social issues because they are too ignorant to have developed ideas on economic policy, so social issues are all they have to go on. (This is not a criticism of them in particular; most people know very little about economics and other policy-related topics.)<br />
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<span style="font-weight: bold;">Evangelicals think about politics in a very idealized, impractical way.</span> They'd rather vote for Santorum, a corrupt lobbyist lover, based solely on the fact that he sounds like them in ideals, regardless of whether he can actually deliver the moral utopia he seems to promise. Santorum sweeps them off their feet, and captivates them in his little conservative fantasy world...and once elected, he deceives them into going to unnecessary war, wastes their money and votes to take away their freedom. <br />
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Santorum doesn't seem to understand that when he votes to grow government, he necessarily spreads secularism since all federal buildings are prohibited from featuring religious materials. The supreme court rulings to this effect are unlikely to be overturned any time soon. <span style="font-weight: bold;">True cultural change must come from the bottom up, from evangelization and not from Santorum</span>. America became more liberal during Santorum's tenure in Washington despite what he would have people believe.<br />
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Evangelicals are also brainwashed into supporting the military industrial complex via their support for what they think is Israel. Dispensationalism is a tragically flawed heresy that perverts a Bible verse into meaning that one must support imperial wars commandeered by war hawks and war profiteers. The Iraq war that Santorum pushed for and war with Iran he's presently pushing for come to mind.<br />
<br />
To make matters worse, the idiot media is now "Palinizing" Santorum by attacking not his corruption, lobbyist relationships, record of growing government during the Bush era, nor his confusing illogical rationales for supporting the unconstitutional <a href="http://nothingtonpost.blogspot.com/2011/06/rick-santorum-is-not-tea-party.html">Lybia war</a>, or trigger locks, but instead they attack his alleged conservative cultural background. Thus, evangelicals are provoked into defending him just as they were into defending Palin because they believe they share his views on moral issues and view him as one of them. They confuse defending their evangelical morality with defending him, and then it's a wash; its all over for them. They follow their pied piper off the cliff and fall to tyranny...and another war possibly with a draft which Santorum's <a href="http://www.facebook.com/pages/Vets-For-Drafting-John-Santorum/370862886274409">adult kids</a> probably wont have to fight in.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-74357869562152508692012-03-01T20:42:00.007-08:002013-01-04T15:29:35.500-08:00Huffington was Moonstruck by GingrichStrangely enough, Ariana Huffington, founder of the liberal Huffington Post, was moonstruck by Speaker Gingrich in the '90s. According to <a href="http://www.politico.com/news/stories/1211/70406.html">Politico</a><br /><blockquote>Back then, when Gingrich helped the GOP recapture the House and took on the Clinton administration as speaker, Huffington was one of his strongest supporters. “She was a big champion of the Newt Revolution"</blockquote><br />Now, she is an Obama fan and her website is critical of Gingrich. She must now think she was chasing moonbeams back then.<br /><br />Concerning Newt's dreams of a moon colony, it reveals that despite his strong ties with the establishment, employment with Freddie Mac and friendship with the Tofflers. Nevertheless, Newt does have some eccentric originality to him. He has always been chasing moonbeams, or moon dreams rather, and has always considered himself to be a savior of the environment and of education, which explains his sitting on the couch in a commercial about "climate change" with Pelosi and his private visit with Obama on education in 2009. Newt's originality isn't up to our tastes...Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-32701408927579392182011-11-27T15:24:00.000-08:002013-01-04T15:29:35.496-08:00Herman Cain Loves Big GovernmentHerman Cain loves big government (after it leaves the US border).<br /><br />Herman Cain doesn't focus much on foreign policy, and with good reason: his beliefs thereon conflict with his image as a pro-small government candidate. <br /><br />When asked about the war in Libya, Herman Cain did a proverbial Rick Santorum impression and said that going to war there was right but that Obama hadn't done it in the right way--that Obama hadn't made the objective clear. This is another way of saying: "I also support Obama's unconstitutional war, but I'm going to try to get you dunderheads to believe that my policy would be substantially different from Obama's." Would a Cain-led no fly zone be all that different from an Obama one? Could it? Probably not, but we shouldn't have <em>gone in </em>to Libya regardless of policy employed there. Ron Paul, Gary Johnson, and Michele Bachmann are the only candidates to have condemned the unconstitutional Libya war; Gingrich was for it before he was against it. Romney seems to be itching for war according to his latest <a href="http://www.scribd.com/doc/54802751/YAR-Issue-6">book</a>. <br /><br />Herman Cain has openly sought to affiliate himself with the raging globalist Henry Kissenger. Kissenger is the poster child for big government intervention in the form of the military, and perhaps no figure better represents the forces of internationalism than him. Hermain Cain's 9-9-9 plan may seem anti-establishment, but when it comes to foreign policy, he might as well be the neo-con Rick Santorum.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-35651507350863262272011-10-14T15:05:00.000-07:002013-01-08T21:06:49.864-08:00A Syn of TimesWe recently happened upon a music marketing company known as "The Syndicate." It's website is called www.thesyn.com. This may be seen as a provocative name--alluding to "sin", but this company actually refers to its employees as "Synners" in a job solicitation (so much for being inclusive to Christians). Yet no name could be more fitting for a modern music company, as modern music has been utterly co-opted by the forces of evil; and is rife with such "playful" satanism.<br /><br />Even from a glance at the website, one notices a video with a menacing beat, featuring a person with a goat-head interspliced with brief, disturbing clips of fans doing weird, bad stuff.<br /><br />But the bad behavior is really accidental to the evil wound into the music itself. Many have commented that Katy Perry's piece, ET, is so aggressively diabolical-sounding that they actually feel like their very soul is somehow damaged just from having listened to a portion of it--their breast feeling a horrible darkness within it, having come from the song. One man reported that his heart hurt for several minutes after hearing it. Lady Gaga is another perpetrator who goes to extremes in promoting a form of demented sensationalism in many of her pieces.<br /><br />The strangest part about it all is that many of these pieces are composed by apparently normal human beings; it seems they should have been composed by a cult of satanists, or a coven of witches for how evil they sound. It is so difficult to believe that a mere human would want to propagate something so disturbing, even if it netted him or her lots of money. <br /><br />For what does it profit a man if he gain the whole world and suffer the loss of his soul? It seems like the modern music industry is composed solely of those whom have sold their souls.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-92159441241540743832011-07-28T23:11:00.000-07:002013-01-04T15:23:42.517-08:00Rick Perry a Moneychanger and Hypocrite?Rick Perry is the posterboy for a prayer event at Reliant Stadium in Houston on August 6th, that is slated to be "a solemn gathering of prayer and fasting for our country." We have begun to wonder whether the event is more about Rick Perry than about prayer.
<br />
<br />Matthew 6:5-6 (NIV)
<br /><blockquote>And when you pray, do not be like the hypocrites, for they love to pray standing in the synagogues and on the street corners to be seen by others. Truly I tell you, they have received their reward in full. But when you pray, go into your room, close the door and pray to your Father, who is unseen. Then your Father, who sees what is done in secret, will reward you.</blockquote>The question is whether Rick Perry is using the event to impress evangelical voters to kick off his anticipated presidential run, or simply to express solidarity with several thousand people in a stadium whom he has never met...or maybe, for the benefit of the doubt, Perry is just doing the event for the sake of doing it.
<br />
<br />But, consider the one time when Jesus Christ used violence
<br /><blockquote>Matthew 21:12-13 Jesus entered the temple courts and drove out all those who were buying and selling there. He overturned the tables of the money changers and the benches of those selling doves. “It is written,” he said unto them, “‘My house will be called a house of prayer,’ but you are making it a den of robbers.”</blockquote>In the case of the moneychangers, they were using the temple for the sake of enriching themselves with money. From this we may conclude that nobody should use a house of worship for his own selfish enrichment. This enrichment could also pertain to political clout; and it seems Rick Perry will gain political clout among evangelicals from this event. Moreover, the hypocrites we mentioned earlier prayed loudly so that they could gain favor with men and thus enrich themselves politically.
<br />
<br />Indeed, at the moment we cannot know the true motivation for Perry's prayer event, but we can be certain that Perry needs to be careful that he is not doing the event for the wrong reasons so that he won't be a hypocrite or moneychanger.Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2800031541617756970.post-36139608951323365602011-05-26T16:36:00.000-07:002013-01-08T22:29:42.426-08:00On the Net, Americans Deserve DebtEvery American doesn't deserve to be in debt, but all together Americans do. <br /><br />America is in a lot of debt. The total yearly income of the wealthiest nation on earth just about equals the amount it owes other nations. Americans would have to go more than a year without anything while working in order to pay off all the debt.<br /><br />Being in debt is not the end of the world, but an inability to cease increasing the debt by a lot each year is a very bad thing, and America suffers from this malady now. If not cured, the debt growth will destroy America as we know it.<br /><br />The person to blame is not the "Progess"ive who wants taxes raised enough to pay for socialist government programs. Neither is it the conservative who wants low taxes with a much smaller government. It is the median voter. The median voter isn't even a person really, nor is he a finite group of people. But he has the most power to shape aggregate voters' choices. If all Americans were made into a facial average like this <a href="http://www.cbc.ca/news/technology/story/2008/04/09/dating-faces.html">one</a>, then he would look just like this median voter. <br /><br />But, we're not exactly comparing facial averages. We're saying that the final facial average of American voters ends up looking like a person who wants low taxes with plenty of socialist government benefits that have not been paid for. This person deserves to be in a high level of debt.<br /><br />But why do Americans add up to this person and not another?<br /><br />Maybe more people like low taxes than like small government. More like socialistic programs than like high taxes. The politicians want to win and don't want to lose doing the dignified thing.<br /><br />Election politics may be to blame for this. Nobody would run on a campaign promising to eliminate public sector jobs and thus lose the public worker vote. Therefore nobody runs on a small government platform. <br /><br />Nobody would run on raising taxes and thus lose the upper middle class taxpayer vote. Therefore nobody runs on a campaign of tax increases equivalent to the level of socialism he promises.<br /><br />This paradigm is pictured in the graph below.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuovmoeQeroVMGMkHUH8Z2I4Q4YduKRllGiEspvO9wZVRwaKa8dzrPW-VUvkQJTTvu1Fl529bcPZkRllXBiSrPi416yTEy9hZKrWwkR-TsQS2sYakg3GgG1zT_NAK_leDnyP33kD0lNvjB/s1600/Median+Voter.png"><img style="cursor:pointer; cursor:hand;width: 400px; height: 250px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuovmoeQeroVMGMkHUH8Z2I4Q4YduKRllGiEspvO9wZVRwaKa8dzrPW-VUvkQJTTvu1Fl529bcPZkRllXBiSrPi416yTEy9hZKrWwkR-TsQS2sYakg3GgG1zT_NAK_leDnyP33kD0lNvjB/s400/Median+Voter.png" border="0" alt=""id="BLOGGER_PHOTO_ID_5611185380859050210" /></a><br /><br />We assume that all those who want smaller government also want low taxes. We also assume that those who want higher taxes also want high levels of socialism. But not all those who want low taxes also want small government, and not all who want more freebies want higher taxes. Therefore, if a candidate moves to the left or right of point 2 in the graph and begins to talk about either scaling back government or raising taxes, he'll lose votes.<br /><br />But maybe it's that people who just barely favor higher taxes--but not enough to vote for them--get energized to go out and vote by promises of more freebies; and those who like the idea of small government just a little bit but not enough to vote for someone espousing it, <span style="font-style:italic;">would</span> vote for someone who espouses policies of low taxes.<br /><br />Regardless, this thought experiment proves, perhaps sophomorically, that well-functioning democracy can result in calamity.<br /><br />Sorry, we don't have data to back up this conjecture, but it may well be true.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2800031541617756970.post-35966305870401213992011-05-20T06:58:00.001-07:002013-01-08T22:41:02.733-08:00Homeland Security, etc, Ushering in Feudal America?<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE-MANk1WQhjEC5BjViNU_eK-6BNgxsGfqM-EqoyTdY1mqgrDoj3YwU5lpRy5g1iLtLG3ybf5zeJlKXFm4eiuKzbAI2Al1i9mGUiF_M6c8oWoVc1P20599P2_q3FaSIZmrUwbmSO3MP0C0/s1600/french+chivalry.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5608797823523168402" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE-MANk1WQhjEC5BjViNU_eK-6BNgxsGfqM-EqoyTdY1mqgrDoj3YwU5lpRy5g1iLtLG3ybf5zeJlKXFm4eiuKzbAI2Al1i9mGUiF_M6c8oWoVc1P20599P2_q3FaSIZmrUwbmSO3MP0C0/s200/french+chivalry.png" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 137px;" /></a>The best history is history that sheds light on the present. There may be a connection between the Feudal System's power structure and what is developing in America as Homeland Security grows and gains power over civilians. On the other side of the ledger, things that would weaken civilians seem to be on the horizon, such as gun confiscation and faltering democracy. Consider the following from page 3 of the book pictured left wherein the author explains what kept the Feudal system in place:<br />
<blockquote>
<br />
As long as the nobles held their monopoly of the military profession, rebellion against their authority was futile. The short bow was the best weapon possessed by the lower classes, but its shafts were of little effect against knightly armor. Even if a peasant could find the means to procure the equipment of a knight, he would lack the training required to use it effectively. <b>Until the non-noble class obtained </b>wealth, leisure, or<b> a cheap, easily used, and effective weapon, the position of the feudal aristocracy was perfectly secure.</b></blockquote>
Now, keeping all this in mind, let us observe several trends in America today that move us closer to this dynamic.<br />
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Since its creation in 2002, Homeland Security's budget has inched upward every year. With opportunists such as Rick Santorum posturing to be the greatest protector of the people, the incentive for such congressmen is to make DHS grow.<br />
<br />
Homeland security gives the government more power to search persons and belongings than it would otherwise have--as long as government perceives a threat of terrorism. For example, because people think a terrorist attack is more likely to occur on an airplane, the groping arm of DHS, the TSA, invades people's privacy more so than a regular police officer would be able to in a place such as a subway.<br />
<br />
More importantly, Homeland Security is locationally far-removed from the civilian population, almost as much as a feudal aristocracy would be. Whereas a police chief may reside in or nearby the neighborhood he patrols, DHS workers answer to distant federal apparatchiks, and would presumably have fewer ties to the locality which they deal with. The disconnection sets the psychological stage for inhuman treatment, almost like a class system in feudal Europe would.<br />
<br />
Don't be fooled by the DHS website which has nice pics of workers smiling on it. Sometimes services are outsourced to save money (on something that is wasteful to begin with*), as was the case when a mercenary intelligence group populated by foreigners was caught spying on people at a second amendment rally and at an anti-gasdrilling demonstration, both in Pennsylvania. Moreover, TSA workers' attitude toward passengers--that they are “guilty until proven innocent [by strip search]”--could not be more hostile or dehumanizing. <br />
<br />
And DHS has implemented surveillance cameras in Walmart to spy on Walmart shoppers for some reason. Maybe DHS is looking to get stills for "The People of Walmart" website.<br />
<br />
No one would doubt that such invasiveness, spying, etc empowers the government relative to the people—and that’s what we’re getting at here. Indeed, we remain a far cry from a feudal system-scale imbalance, but empowering DHS inches us toward it.<br />
<br />
It has been said that federal bureaus are run like independent little kingdoms and operate with the sole goal of increasing their budgets by demanding more tribute from taxpayers in return for "keeping them safe". But it is doubtful that Homeland Security does or can make us safer, and even if they do, they only do so to a very small, insignificant degree, and the invasion of privacy and loss of power to citizens may not be worth it.<br />
<br />
We've just illustrated how DHS strengthens government, but now lets turn to things that might weaken the governed.<br />
<br />
Gun confiscation would not add resources to the government but would subtract resources from non-governmental civilians. When <b>effective weapons</b> such as guns are confiscated, the government's power rises relative to that of the civilian population, given that only civilians seem to be the target of proposed gun confiscation legislation. The police and military will obviously always have firearms--as will criminals. In the feudal system, only the noble lords had weapons, as did invaders--with the peasants being helplessly caught in the middle. Gun grabbing moves us closer to this dynamic, with the modern-day invaders being terrorists and criminals the peasants being law-abiding American civilians, and the lords being DHS. The difference is that, in feudal times, there often was a legitimate threat of serious invasion, so the noble knights often served a purpose. The chances of suffering a terrorist attack in America were very slim before 9/11 and have been very slim after that day.<br />
<br />
Infringing upon the second amendment may not be much of a concern for some. As long as we have a benevolent government, some may argue, gun grabbing from civilians should pose no serious problem. But what if the government stops being benevolent, what would bring this about, and is it happening now?<br />
<br />
Further failure of democracy is needed to initiate a really tyrannical dictatorship that would reign in an environment where guns had been confiscated, where helpless citizens were that much more vulnerable. But beside the Democrat-Republican quid pro quo exchange that happens when D's and R's exchange welfare and warfare, is democracy failing in other ways?<br />
<br />
Yes:<br />
<blockquote>
1. Inherently, as democracy favors the general consensus and scorns unorganized minorities such as <a href="http://www.washingtontimes.com/news/2011/apr/28/feds-sting-amish-farmer-selling-raw-milk-locally/">Amishmen who sell raw milk</a> or mothers who <a href="http://the-classic-liberal.com/detroit-mom-in-standoff-with-child-services-swat-team/">refuse to medicate </a>their children with state-mandated drugs. Within the political parties, people with new or differing ideas are often shunned or excluded.<br />
<br />
2. Exogenously, as democracy erodes due to a misinformative corporate media and a panem et circensus mentality among the public. For example, FOX News is obsessed with warmongering and airing insignificant tidbits of Republican propaganda.** Entertainment outlets such as "Dancing with the Stars" and NFL football are consuming people's time and consciousness that they might otherwise have leftover to discuss politics.</blockquote>
The pieces in place so far are: not enough leisure time to devote to politics resulting in faltering democracy setting the stage for gun confiscation to weaken citizenry and to become perilous amid a tyrannical government being empowered by the DHS. But remember, in our conjecture, we have yet to address the fact that Americans presently have a lot of wealth and leisure. <br />
<br />
The loss of wealth for most voters is happening as follows: In the present, big corporations benefit from deficit spending as they receive government contracts. In the long-run, big banks benefit from deficit spending as they reap the interest on loans the government borrowed in order to run deficits. Eventually, if taxes are raised, the super rich will offshore their funds, and big companies will continue to find ways to avoid paying them, leaving the tax system less progressive--even regressive, and heaped on the moderately rich who will have to forgo creating jobs for the middle class and poor.<br />
<br />
As for loss of leisure, mortgages pushed by the federal government's HUD and backed by Fannie, Freddie, and ultimately the Federal Reserve, effectively enslave many Americans to years of serfdom to their homes. Moreover, for people of average education, it takes both parents working for the family to live comfortably. Even when there is leisure, it is often of the mindless sort; ie watching Dancing with the Stars or sports. People spend many hours in transit from their suburban residences to their urban places of employment. The calm leisure necessary to become wise about politics may not be there, and eventually political involvement for many has become a passtime, too abstracted from people's actual lives.<br />
<br />
Even if political involvement isn't abstracted, then (in most political cases) it might as well be, because people try to live off the government stealing from everyone else--and people of all income levels do this: the mega-rich by securing federal contracts, <a href="http://alboscov.com/">the regular rich with local government favors</a>, the middle class with "free" healthcare, and the poor with everything.<br />
<br />
Therefore, functional leisure in the sense that it would be used to combat tyranny is not widespread and the nature of voting decisions has declines as everyone is too busy getting favors to vote altruistically to do things like balance the budget.<br />
<br />
<span style="font-weight: bold;">Conclusion</span><br />
Critics of this analogy might say that the encroachments of DHS coupled with the losses of civilian power do not necessarily entail that we will continue to move toward a feudal system dynamic or that we will ever end up with a feudal system. In that, they are right. But on the obverse, <b>there seems to be nothing yet to suggest that the slide into a feudal system will stop</b>, as long as the trends here mentioned continue. As long as the next generation's voters shrug off their loss of freedom as TSA expands into subways or as civilians' weaponry is taken away, in other words, if their attitude toward incursions is the same as that held by people of the present, then we can say that the conditions for a further slide toward Feudal America remain, given that DHS has the economic incentive to grow and college-educated people continue to call for gun bans.<br />
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One concession to make is that under the feudal system there was little trade and nearly no use of money. Americans have many ways to trade, even if the dollar collapses. The dollar probably won't collapse soon since people are so used to using it as money and since it is highly demanded around the world. We have a complex market economy that was alien to the feudal manor. So obviously we'll probably never reach an environment very much like the feudal system. But moving closer to feudalism is in and of itself a bad thing composed of individual losses of liberty. The problem is that our system is beginning to take on, however slightly, the negative traits of the feudal system.<br />
________________________<br />
*Because the chances of death via a terrorist attack are so small, there is probably no justification for <b><i>any</i></b> marginal spending increases for DHS.<br />
**FOX News represents the warmongering, pro-DHS, hero-worship side of the GOP, but does not really stand up for fiscal or social conservatives.Unknownnoreply@blogger.com0