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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;AkMBRXozfip7ImA9WhRVEEU.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405</id><updated>2012-01-08T21:54:14.486-08:00</updated><category term="Software" /><category term="Design" /><category term="iphone" /><category term="Astro Byond" /><title>Software &amp; Program &amp; IPHONE</title><subtitle type="html">The blog that provide free program for yound electrical engineer  for their design, making money, freware, free software, webhosting, affiliates program, engineering, images, photo, music and more</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://freeware4engineer.blogspot.com/" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>14</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/FreeSoftwareProgram" /><feedburner:info uri="freesoftwareprogram" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;C0MNSH88eCp7ImA9WhdQGEs.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-1754585455648679735</id><published>2011-08-20T10:25:00.000-07:00</published><updated>2011-08-20T10:31:39.170-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-20T10:31:39.170-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Software" /><title>11KV CABLE SIZING AND SHORT CIRCUIT CALCULATION</title><content type="html">&lt;div style="text-align: center; font-family: arial;"&gt;&lt;span style="font-style: italic;font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;11KV CABLE SIZING AND SHORT CIRCUIT CALCULATION &lt;/span&gt;&lt;/span&gt;
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&lt;br /&gt;&lt;div style="text-align: center; font-family: arial;"&gt;&lt;img style="width: 509px; height: 247px;" 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" alt="" /&gt;
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	mso-ascii-theme-font:minor-latin; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="text-align: center; font-weight: bold; font-style: italic;" align="center"&gt;Overview fault current calculation&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:center;text-indent:.5in" align="center"&gt;Short Circuit calculation/fault current calculation in designing &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;High Voltage&lt;/span&gt;&lt;/span&gt; system is important to determine the fault current at &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;Main Switchboard (MSB)&lt;/span&gt;&lt;/span&gt; and also could be considered to calculate all the way up to Distribution Board (DB). Normally, I just calculate the &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;fault current &lt;/span&gt;&lt;/span&gt;up to MSB only and the remaining downstream I just estimated according to standard condition.&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:center;text-indent:.5in" align="center"&gt;To calculate the fault current we need to know the fault current at provider side. For Malaysia is Tenaga Nasional Berhad (TNB). &lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:center;text-indent:.5in" align="center"&gt;The calculation above has been developed using two (2) way of calculation which will provide the same result. &lt;span style="font-size:180%;"&gt;&lt;span style="font-size:100%;"&gt;1) using &lt;/span&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;resistance (ohm)&lt;/span&gt;&lt;/span&gt; and &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;per unit (p.u)&lt;/span&gt;&lt;/span&gt;. If we could see the above overview, there is two (2) section which is at the left side is using resistance calculation and the right side using per unit (p.u) calculation.&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:center;text-indent:.5in" align="center"&gt;This calculation also could be used to determine the selection of the cable size for the High Voltahge (HV) cable and the conductor could be copper or aluminium. The calculation is based on the IEC standard. There is also complicated software that develops by ABB that could be used to determine the fault current and cable size. But that software also could be used to determine the selection of the breaker/switchgear/etc but as usual since that the software develop by the ABB so all the protection are based on the ABB protection devices.&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: center; text-indent: 0.5in;" align="center"&gt; &lt;span style="font-size: 11pt; line-height: 115%;"&gt;I have been using this application / calculation for my Hotel and service apartment project in Shah Alam.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: center; text-indent: 0.5in;" align="center"&gt;&lt;img style="width: 556px; height: 290px;" 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+u0SqVG+xyb+gjVkJxvOXjM9hVnFn90MTtGpdXL88IfmPRGpVaREq5fXMMBaKgqg+kdIrfSYPEAAMWwPOnqr8/85IMPv77xSKNWPAyLVKriHz+IeBIRERERJVcYJ9cZD42vzK24XCgAOJY3KREo+8rc9HSxWRsTF/Po/mOlShF+PzxepVbKY7WJGVNrh78xAACAJCyNtOuVsQqlWqPRaNRqjVqtUSvjlIaBRZd/Nf1y4AThFg74Ie8H3NhapkEuV6p8WVIq4zWGXCv73GI2zTA0c7INY38hCAKOH7mSESgCnD8DgZ+meYEAw3ExyFP3LhiWpengdonLlzdlDMsGT2iGsdntJ47Osuz8hiu3dYHjDgtmsztIigpqQZwuF4rhQVWB4rjT6dot+PYFx7Hbd3wX3O6dl1QXx7Esx7ws2L502APS2XPzpSlwu3njuEPTYTmW25sT3zXL8TzLMkNtNZlZ2bl5eXl5+Xl5edlZmaXNfeQz7c/SZLnddFiGZXkam5mbQem9xXlpt+G4PbF2q3S3BpZG2jKzMlOSEkyJaQWFBbl5eTnZWZn5ZTPrTq9X8oheiuoE6N4jnQDtIr+yOD5akp2qUig0z/829UGn0WoTklaQYYChl8kwT9SmZiXG60x6vUFjNuv0eoNOrzbqNKaE+q6RLd7DwxhAB0A7QC/AOOZ0zi3MNlSXZWRklZSXl5QU5eXlFxYV+v4WFBbm5+YUVjXaKTfnFrySVxAEluM8kpfnOLfo9YJkXRrOSkvLLyrKy8svLC7Ky8vLzcvLykzPyCudWrF6vV6v1+vxeAThmXhE0euVvCI/P9aVk5GRlZObm5e3K1npaXkVbSi1v3qPJXanEyeIE0fH7atVhdm7GcvJycotrN1A6b1hXCjqQtGgDliCIOwOZ1BVBDh/Bqjaagu6arvDQQR56t4VBMVcSBC7hCCwH3+8IiNIMniCE6TFajtxdIqiplcd2c1zNE0dEsxitWEYHtSC2BwOlwsJqgoXgtjsDpJmGJY5VkSaY/fXD0UzzP5ESIpmGPq0cmux2REMO24su92JYs6x7uaCwqKS0lKfFBUVVrcP4CRps9sRFD0sBYpBUBQ7Sq8LQa12+yEBSNTeUlNSWFJeUVHhy0NpaVlxcVF+QWFhYWFxVfuG7W9R9L/eldXZv66vvViYHaGSa5Uqte7ZpmmiWmN8Rqhas9IYP2P9UwDZAfKfbU1+qFWmabTPMbFWo1ZrdAZjQlHFH5qbzjU0nGttu9hY+41Zq9Xq9PkFRSWlZSWlZSWlpYVFRcUlpbtVV1xUVF7bsok83y576pBm2LXpgYL83OKSst1YJTuFLSoqzi8s7hyeXl1b25Xh7uaCgoLC4uL8goKiktLSPbGKCguKqlvtGENRh43HI8VqtyPosTvPriDWlfqK4qKdeiguKSqpaF5zPTcDOJxOh9N5Wr395dlAMavtsG52ChLY/Bmg6q3gq7babGiQp+5dcbhcDkcQuwTvpi5cWP6hL/luIqxfS77eE1gvHgMkRQX7UDDvdlM043XzFHm8tWUGp9yefSumIsnsXz0WPTx38mW2/cBwwnP8tRqKYkSR6a/JjY2NU6tUPpHHxSSWtAAASZJH7oX7s0bkFgTiiDPp0kR7WWxUlFKt3s2GWqVSqVRKpVKlVuv0et0eaNQJcnmqSm3U63fJ1KCUpyVn3y7OjdRpTTuMapSrdQML/+vBhCoD+BfjHVeV8Rl7F4xNRkN05KPr16/fuPn4QYRJrUy8fjU8IibBYNTrdDq12pc9ZWysMj0jy2zSKJW7VRdrSi/D9/R9DCf21aGXJ5tLUmOiopUq9U5S24VVKZVKpVKr0xv3QKfVKJVK3/NnlaNWK+TxsfHazokjBqM/wAkikJ0zAVvL1MfHK5S+vCkUcWp9rpV7bggwLMOwwV3f83g8oSXfAIHhuBjkqXsXLMcxZ7DkG1QFIaMk/8FyHCd61trrtAp/twlHGvoRniuNTuiee66jrPc3ZBd17wvMIXMZ+bnIKdUTiuEn2AYjSVoQ6IG6AqVS9cw4VqVILW/zAhAE4T7KVgXFMOEovRzPH2mm63XjDQWpcfGKPby2Z/FWZ9DpjHvE8PwPyoS4+NSckstO8o8W+79UKpOfsWx8csPAnx9KqDLw/uv++lvK+AzVzq/bBJMx7Oa3589/8Of/9v9456v7N7/58G//+i9/9cElnTnRYNDrdHpzYoLZmFDTOcHgttJs8+72rUalTMquxPa0KYrhL9ahxJPdtflKebz6hX1f/fOvDjqd7mWL2Xq1SqFQm3qmToFNIWSU5DdCRkmniB+DUVKIUP3HNqG21qjian13vNhGemy0PqOFcbNteQVxcY/T64ZFN59jVsZqjC3VNZf+6g1DeVeN2nzvYZQiMQcTfO96fEVK4uQm1l9arlJGpReX56VqDYX1XhAKNHE1g1YAAB7JSdErFAqFQtE0tHCC3P5zJ1QAEEh7dWG6PE7+onnRQdBpzQpFmtagaOz/G06UAcissx9qlcnPFoFVKekln/CHEyrIQPqXs0MXkg0J8fJUjdao0+kTkjMSlGFvvvFevCLm3X94N0avPPcPb92P1pqNZoNWcf3LLz786KI6q7AqV/ve7z+K1ZqNhl1CrUCPIlQAAImf6ms0aVRyhVL7Us48sMgaRXy8ITV/cvm4520ORIhQ/USIUE8RIUIF+AkSalutRl4HAACeAm2c0pQfc/NqUnbWvcu36tsbwr/XZxemqbOa6hIf37un0N5V9yxYCp7ej0uvSHgQte30GJ15cCuBlNDHH31Z3tJ+65NP8+tb48LkYy6Yq1OlVnYAAHjo3o6m2tra2traqVXbCXIbCKH21+bJ5QrtDlSK+OTS1rMnVAAAN95bV6rXKOLj5RqNVqvVvoRRdEat1qhRJcfHp2sMypLa8+uO/2aXGjnX/5tuSFeoTVqtSas1qVVJSkP8gvNPjiBUkAHICNu/ba+/mmgyK+QZGn3WlY/e/+irh4namLd+diE+QXPx5+9evZus1xuKKwpu/v6T7Ppeze1vo7RJX7731uUbUUmJJh+hpuTWEnvWzA4kVAAAcG0u1JXm6jWq+Ph4tUar1b6cW3U6rVarVauU8fFyrTGxqrnPSZ/m+AqYUFezjEqlrwBarVqt0BrztkKEetqqQ4R6XIQI1V+cGaGutNQYdZ2+O7H3v7kSazbJI6sry/SPimgJyQpLidZH5U6SsNytj0tJjctbJbmKGOPwOt5uTC1rWQEAcE2GPcggRZfhhtnuoTLumlYpuviRoX8Nlnt0xvI6AAAeyUsz+vbJmocXT5DbQAh1qLFYq9WZd2DQaTKrOl4NoQIASI71ua7GquREk8moV8jl8fHx8fHJ8fHp8fHp8fEZaq3BaNCl597o6v3VlusFphT/pLUiQqvTmc1Ks1lpNqk1Wn3ryL/3h1C3KZn8n0cH3upvO3fh3K9uPFWlmx+9/fN3FQkxH7/xd9m1/zS/9ncerzPnUcqsi2pQZ9Y1dz48/94nX4cnJpn1er1Kpcwsadu75X44oQIAgNexvtDT0ZidmmgwmrRqZfx+yLV6g9GgT88r7eodsCCnv+0UKKFi6/nJer3R5Os/RqPOnFxsDRHqaasOEepxESJUf3FWhCraB2o/f/cbg8GQW9s51lyvjdOZjZnTgyPGx3k4Z016mDk+0hMTEf3k7vUYRUm+KsJUUFGqzBpacbaY0io7VgEA3DbzY8U66Ui+l2xhkIywhGUcLYw0j9qF/jx1bt3YqeT2ZIRKkCTDsgLP0s+D4dwAgOFHkkEwCHUbLEPTqLW/u6Otrb2j45uOjnc6Ot5pbflwYuF/p6k/5T3/xUGMKAr/iqb/hKb/9bZQf8pyf+Q/oW6LR2Z8/F/OIn/KMH9cnv4vz1/44zDTfw4gA/jvAYisR8lTNqRel1VZ13j33HuXrzzeJlSlMre2b69Rhx+Eug2BYyiaXpwaamlt7XiG9paWzsUNB0VR/H5Lt1NDgIQqeUWW2deBWPH5zIYINXDVIUI9Lv4ZOHb4qVn5gsQvTY8NDg5OLW0CwMrE8OTSBgDQOAMgURiDrs0XFpUlyaM1aT1uxr62scFQvMcruWmGd29XQldpUlXbEkMwEgCD014AjqAFzp6glY9YTsc9xcmsfEmK4vgDM4AT+y1UX6b3VKx8j8T/eWxGDEwkr4xCdq2WZFPjMpz3/ftvAASWoEUJeJpZGmmND38cE69Qq9VqlSouNraodfz5+jm6Dl85ArTy9QchK9/AEbLyPS4uX978oZ9DnfHzHCr+4zmHKoiiRxTdbp6kaLdHFNxukqIYjiVJiuHYjYnO+zeufXdHPbhhp1me53mGZSmKolmWpn3HTCnH/GhZTTu5E4WiKIZj7ctj5TUtxAtHUUnyJGcKrTY7evxzqDaHw3lwNVrtdvSo44lWm+1IvS4UtdkdJ20IiiAZUfx3p8yX9P9QVRhR0/b6/Py/n535/1zkf+VvROm/JSmE5niKomiOXxrvLSwqKSvbPlRaUFDQNba4v10COOJ5NhLgOVR/5AzOoaKhc6gBi9VmQ4M8de/KGZ1DDapzCpphbHbHiaOzHDu/geS2Lrzo+GavnI2nJCzInpIwHHc4XZz72c+vl7oB4j0iAEgAouA+KClO8HhE4YXKdIui98U0rTYbTdMHJXWQ2B1OgiRPUI0ohh2YptNJEEekaXc4yKP0YgTh2PE5dXzhaIZD0D6AEb9lEWBuz7/jAMsAUzv/TgOMSnRPZnZuhDZLLk+NU2Srs6LzG/Q0TAEsA6wAzAKMASwDTAOMAEwCLAOMA4xgeDdJkQzLMSzHkdaaovzcgvzcbWSnZxXPrLuer5+j6/CVi93pxIOcSReKuhCE9+z++pFOXQVBkMH2lMQENn8GqNoafNV2x8FTNwAD8Oxfzs0AMCBu/yt5GYFnWJbheAa8DMsyvMAAMJLwLK4oMF7YvvZ6EBQNrqckD/vxxys/9CXfn5QvX4bleHS9pLCwtKyipW/sbHxcohgGcOzdMgw/yaodSVEsd+BWNE4QR+6PYjh+5JIm73YTgS35Oo/1KZXBHqiff+5ORR1M7TjW2CABBeCx3puflX1x3ZCQlBD1oPr8Z5nhaXMrKJTUQFkzdC0AAFTWwxgCAMDTUFAHNgAAF+IWxW1W2BhvVUVHht17rNJqNRqNWhGvTsy10s+1HYYfXYevHAH68vUHNMPwbjdhnS8sLCwrr+ganTt1FSFfvoEDw/EDd46GG6FheM//bqgqhumdIwkWKyDs9vXCBgAAkFBSBKs4AMDMMBQVwqoDFkegqBgqK2DJxrjdZ+HLN6gKQkZJ/oPlOJphOWS9orwySX71/Uv3AtwG9BMIip5gBzoQo6SDnr5ao6RdHM8cY6oNwu/CjdswtL59p9IMD+5CWDQQHpiugj/7LQy6YKpj5cvLrb98o+2r2xWffdr42af9f/ub7tRSob4Gbn8Bt81QkQ13okCfCHNWyIqHB3cgLgW8gGCYx+MFANaxmJWWEP/wxpv/cEGdnJxoNmk02pLGoX3Z8d8o6RUiQKMkf0DRNMdxuGWhrKJK9fDipzfUpz5BhIySAseBRklTrRB+B27cgcGdX1OVZnh4B+7HAC7AdBX8P29Blw0EHEz34G9uA0hQoIawuxCpBwID7WMorYd1JyyNQlkB/OrXUD1NSyJJBffrIyErX39xNoS688IrJD99WjtrDaq6XYQIdR+ON5UkJ0HDGgzVgaYBAAAYuKUCRgSNAbrWYaQKvgyHjg2QYGWorOkf/6H1ykNFakpK2Hdjr72REZfWMD/l0ccAzoNcARM4FBhBnQGPsgFEuCkHBAiWAZAW2wo+fP2119/+Ijoy7PW/eO21X/3ik2/vPrh25evrt8OfRqRkpd29f69nlYIQoe6Aoumd2RNVhj/p2zr9t9MfP6FiJHip4iyz7zRVZefpHBDYiwMJNSkJ6ldgqA5UPrdxDNxUAi2C2gCdazBSBV+FQ68NOCcUaOHrRBAwuK4FAIg2QF1U370AACAASURBVHMHPLoFPTu5tfVCnAkAaJZxewT7aHf43Yd3HtzvGHMCAIC3M7d6dgsbr27oHT/Jify9CBGqvzgjQiVIAOguiHtiqgQAem1O++B+eLR2C2HWRyvqBmbAww5NLm7OdFS0dnlB7G3IGl/amJgaIQGQmZ7emS3wouUFBX3TR9TYXoQIdR+OR6jmVGhZh+E6UNYAAAAOt43ACaA1QMsaAIAuBZqWAEBc65n5+c8ar0TEZSbnXLk0+XdvZ6lN+ltfjF+4Om5BHAM1EP4Ebn0FSanwpBIA4G48NWlZ3dzsrs//6Bevf3038st33/nk44uv/d1b98Juvfn6h599cEGZ2t5fqLsZXTjaVCo3twIAHiJUAPARKs0AQIU5TFvQCwDI1FBs2IMYVRqGszPdBa1TFmCR4enVtbHamp5xEJmWmqz5dcvQxLgIsDbYMrpGALNZmFswsfLyefbHT6goDl6uv7OpqqqqqqpqePZ0HE/uxYGEakqDpjUYrgN5NQAAkHDLAKwHNAZoXgUAMKRC8xIAACBwNxU4O9xIBBAhzgilzfBYDmYDJLQBACRroXUOAGiG8YA0XZJ45V6WY7U7Ki6W8AKAmH1P3TVvb1KbixpOciJ/L0KE6i/OaMmXE4jN4SePY+1eABDq8nMHFxxr0zM2K9KU8cBY1ro0NdYxsTzZYHhiymYkLjHqSv3AVHNrZU17XWlNTnlNz9JYb01ze0tdtYX2lyNDhLoPxyPU/BQoHoCGXEj2ueMQ4FEMLG9CbByMugAAYvTQsgRWGwBs5UZ1/PJCarwmLje57ddvVTzWFv/hd92ffRdjNiaoDFXVFZPfX5sJi168eG2grGj1nQu50Yqy2rqUBNVbr/0mTGG4ceHd379//oM3v5LHh33w7tf66ISq5uX5+vLMvPHN/nqfC+gQofpA0TTvEa1zTRFRBhYAgCjOzJ+xIEtj006ns0R3I6ttfGawd3Bxs7fgqSK33s3ZFOHXeifnqhoqGjqrC8uy69pG5/pb69s7m2tr0Zf1uB8/oWIEeJmGivzU1NTU1NTWodlT13IgoealQFE/NORBYgcAAAjwMBqWNiAmHkacAABxBt97KjCrcM0EIgX34sBqgcdxMLwKFIC0DjcSANygvg0WEXYIdaYi46mmBYTFqLiHGACAlPsgrnfOUavS5fkSDAAhQvUXZ0OoHlHqzHny5sdfRUU9kSelZBTkbnoABGwTJ/mtocbunq62su4tLzBL5Q21PMD6aNXQ/HJa3NdvfHwfY8WB2ixlYvYW6hnrzO1YOZC39iFEqPtwPEJFF+C7L+APD8BBwVQbOBiYqYbzH4EiDXxFScyBEQeMtcD3tyDG0JpqKnvnzZFfvt718TV9SkL1hfdrb0fKU5PSbnw9+J/+Yuif3jZp9HlfvTPx7/7vzo+/UhmN1bW1aZnpD7+5+Iu/+ftf/Pp8WNi93791OTo+Ji46r72ipqF9abmjsbhq2jLWkZneDSFC3QFFM5LkKdFef/eL76KeRurT09KLykgAoG0Wxo0vtLf0DbQ2l0xgAI7RspY2CWC6t3xqeS3+9u/Pfaem3WJLcZImvRSnhM6mnDHHSwxnfvyEivjxFfrAcCChogtwfWdYTbeBg4bZajh/7tmwSs6BnnUAAHYLorIBAHpz4cJHkFYJ6+vw4Dbcj4ERK4gWUOpAANgmVO9yff6H731+6+71ivYlx3Lv9Cay0pL17dVvb3/7pG34B7/kCz8mxw5BtvLleTdF0ZLHTWKIzWZzoMTaQOvTmw+fxjweX3d47aPtwyMj/a1t0wiwK3XtrSLAxnjdyNxiZ3d9dV1n08ja0lBFpCoDANorcuZQf22ET9ZAJ3bscLiV7yk5dgjUyvd49o0MBZQHAICnwdcNURRezCPqAMLt9hA1hcnG+2FquUqp02gVKrVarVarlTqN6WmkQa5W6HVKjdr09KlGrZMrFVXV1SaTWafTRD2JjIlXqJVybXLu9PqBM13IsYMPNMMwLOMVOAJ12Ww2J07ONlWG34mMVcQu2SlqtbtnYqa3o35wnQPXeF13PwDMDlRPLy03d9RX17R3zTtGGjPkqZUAUn1Z3ubL+mzIsUPgOMyxg5/DCvacUUDR7WsOB/vOu85OFIZlvSBNlhRpFbVOFAMAr8C6PV4AwDEny58Cg1y+vClDMSx4gqDYpsVy4ug4jk8uWTMbZ0kSPyTYpsXqQpCgFsRis9kdzqCqsDudFqsNI0iSokmKJkmSZsj5qbHJhXWKplDE5USQraWlyZk5FEN9BzoRxOVCEBeKEwS6tmVHMafV5UQxy9DQFIL6q3fTYkFQ9Li53bJYna5j1/nh1bhltfrKFaBeh9NlsdpO3BAIim1u+d9pcZSkUIpEMQzFSRTHUQxHKRoliO0ABPHsJkniJOW0rbW2NFfVVBWXlJZXVVdW11RVV1dV11TU1lXW1FRVV1fVbF9XVlb19PXV1dVXVFaWlZVVVNXWNzZPr9opmsYJAsMJDMcxnMB9fwl8p36OqMNXLltWqyPImbTZ7Va7Hd87mmhsZnxsdtVCUySCuJwIujY7N72whKKIr0e5XNujCcdcaxYHijmsCOJ0bQwPz6D4S1Q4Xa4tizWopQhw/gxU9TFGwQlly2J1vnzq9nNYYSiGb9/ECZSiUQJHMQwlKZSinnuKYTaHw4ki8/19LW3TJEVhGOYbQShOkBRNkCSGH8YyRwrL4efPL8ncghA84d1uh9N54uiCICxZ8fz2JY/nsGAOp4tluaAWBMUwkqSCqoKkKARBPXvekzyCRwKQJK8gCILg8Xg8oleSJK9b8Hg8HkEQBI/o2YEoegSPKIqiIHgAQPBbr8Pp5Hn+uLl1uhCaZU9QjQRJHvTUhSA0wxyl18UcpZeiaQRFT94Wbrfd4Xen9XjcAG4At8ezfUeE7TuCsH0BolvYDSb4fpqxbrSvrSYrIy0hK8NgNiYkp5ny803ZmcnJycnpmcb8/ITMDLPRUFNbm5KanpyWWd3QtW7DdzrGoe1yVB2+cvGnoQMUDMdRfO+X10HwjSav1709mDyiJEne7dHkFgTBIwq7o8mzO5rEg0YTzTAuFxLcugps/gxQ9TFGwUnF6XIxL526Dx9W26NJdAuCW5S2b3pfHHfSzgW4AXCcwNDtLhGMsoii8Mkna8Fd8pUAAtwD2HAx/uyhHrkMGCBIijwLxw4cz9jmjDqd2WRIK6gNrr4dICgqScd27IBi+IkcO5CHLPliOH7k/iiKHb1fzrvdRAB7qABwnBN4ElSlQErVsxuiAwxyaJ0CAFjugHgdOHkAgIokSKsBAODWQBkHIxsAEi2QE3J1W1lTcY6m9re/afj2tj4tIyHuXtubbxbdj0wuKh8aGe0dmLDj2069PYRtqOsw2xAUO7oOXzkw/CQb8McCzTBut9u1MqLT6cwGfV5Vx6mrEAQh2HuoEPD8GQjO5hzqATtHElSnQErlsxui89mwAoC+YVj3VT4HTUMAANw6KONgcBUAoKMGNFqY3oTxNtAbQaOBwWXG4wn29xJCRkn+4myMkiiKFmhkbGy8KOHexatRwW38HYSMkvbheEZJvRUQK4en4dDs88UjQboSjAZ4GANzixAXCQkqSKyEwXqIU8CTCOhbgHQFJBjhkRxoDhp18H+dAxykFBUYCiElgWwfZxSRkJXivR/Lu4Hc8fBOYQjrkdyrg1FXk7dw1PcGJHAURnMAHhTbLm/oHKoPFE0zLMvittHxieTYr755nHzqb9w/AaMkDMCLoy673W632wnaXztH/4EeZJS0PaweQ5Pv9dE3rPQQ9gRsLPSlw//2OnTZgXfCk8/hP90CEMEcA2YjPFKAzQKmaBhbAJwGxzoMtsPv3oOOFdrr2f7ajMAh2LP5QZIkyfc34K8rhQjVX5wNoRI+GwevJf7O4z4rDQAsidP8c/zh9b7Q7JKHIkle2CZFr3C8qggR6j4cj1ATkqF5A4YbQOX7LDwFt3TASWBMg8RciK4GwCHcDLoM6LRAfxNoc+BROgBApBZG7TDXDbfUsIGDTg2t85AaB+pUiCgC8MIdFdhEhCIkgJW2wrt/uHY3Mntpfvz2xavf3bmmL+icaiy7deX27XvXotSaG9e/q55wQIhQd0DRNOVz7EDOhN+OmiNFAKBxnPU819V33To+g1cgSUrY+XSdePBo+vETKkaAly7PT9FoNBqNpqZn4tS1HEioCSnQuA7DDaCoBQAAGm5qgJVAbYLWFVgehAdK6NoCNw5dpXAjDdwuuG4EAIg1Q3UTXP0K8iuAkgAApqtBkwEANEMLXnGjq/rLy1dv3rle3rIAAABirT57dNXVm13Y2LsRYHFChOovzsqxAwUAtQmPNMXdAOCYGIy9fefeg5jlLXyyyZzdNAQs0d4/BdymwZhhZ5jqzOjudWqhM/fG9Sc1VZVt4+vAWbPTUlsGZvzXGyLUfTi+Y4cNGK7fcexAwC0jcCKY08CQBbF1AAiEG0GVCV0WGGgEpc8RkgQRapggAACeGmGKAHoJop7C9W/AlAiPigE8cEsOGwJCMyDh2rDYCdzTnaZPT0x7dNtoc65oH6UVJ2sTcgbn6jIjNPXrA80KXSOEjs3sgKJpkmYBxMy4m5kt8wCw1tUaced+eKTO7iC6y5SlA6tezNI5uiRgMxpzIcUh+UlRE5g4WG64c19RV1XWt4gCtpCanNo39fL556dBqGxnU1VhYWFhYWHvZKDHNF/EgYRqSoOmdRiuf+bY4aYBWBHUBmhZBQDQJm87dvA64HYKcHa4kQAgQYwRqrshrRDK8yGmAgDArILeddg5hzpVmvIovh64+ei4R6gXAMTcB/reJWerPrmkMeTYAQB+RITKusWtidob96ItjEfgXeWFeUsUCDhO4GRPiTK9tmNqpL93ar2/Xv/5NaUNR4tM4W0Lm/Vp8mv3dYOTI7U1LaN9HR0D412N5cu4v0tcIULdh+MRakUGpFZDnhlyB8ArgiRATDR09UO0Atp7IVIPo60gz4aqfMiohewEqOgBhQKGB+FBNFjdACLcU8KEAzY3wYaBXg31AxCtgPF+uBMHtISQFEhUwsOorkVrtV6dmpijjyinmWXjg5TixMySmrnZmpK0nNG1nhpVfB2ECHUHFE0Lone2O/t2pAF3SwK1kZdX7PQC60RJCq/PeFrcNTbc2zG2YKnNi7pyPxmnrGnq8OFNR77y0a2YtKHR3oamrsHO5t7RydbaMuvLhv6Pn1BRHCR+uK+9vr6+vr5+bCHQH3Av4kBCrciAlCrIS4Cc/p1hFQVd/RAZBdM4AEC0DnyOjegV+FYPEgsRUTA8COGxMLoKqwg4J+BhBgAN8d+BU4IdQp2tTLsdWYhu9kXFxWAe0SuJhY+f1vbM5EfG5TSGHDsAwI+HUHnBI/aVai5+eyPycXhsQlp2bvaklWe2pmcsLsEyWNfZ1dVVPbi0qXv87e/e/HTUIjomq5qHp+cXZ1bm+2r7JgfqsyOUyU4aRttz2kOOHU6K4xEqZ4dH38MtBTBumGwBOw2WPvjsMqRWggRQboDPvoVpGwgIhF2DuypwSzDfAJ9fhuJWAADwQFYFWDhY7Ier1yApFzwAg0Xw+WfQNAwACIpJEjjGmx5d+f6Jpnxrc7U8s4NlbTU5Tb0Nrd2DGxtDPY1tS47ZoYryUQDAQoQKAAAUzYiiuzYl4rPv70aEP9KkZ2bmFKwSHnx5dBFhycXWxp7+to7q8cXVJzc+fee9q+sMLPUXd00uzi3Nz092Ng/PdpSYo035DC91NGaP2n+ajh1enXN8zgbhu8OqFew0WPvgs8uQUrF90rS4GkatAAC8HRKrAABm6+Gzy1DeBU47PL0P9xWwQoFoh9R831FUn2OHpbriT859czvsXtck4lzumdxEnGO1N29di3xoHJkJ1JFFiFD9xRntoRLb7gh8O+To7GD09TuPY6PnbajonBqYmh4f7Goe3gCQeht7MA6ssx3jm675zpywOPUqJ1gn6rXppQBCS3nBChH6hXpCBDCVBGzV8AKO27dDe6g+UDS9a9LpMzfZ6m8JvxEWrdZsITS1MTQ8tzTY2dw3hwKwHXW9nATL4y1zdmK42vRQk4x4xJmOwsTiFgC+rqzI/jKD+xChBo4DCfX5vJyKLpphRBDHiwpMxtM3+fbh0qUNGYKiwRMXgm5uWU4cHcOwiUVLRuMMQWCHBNvcsjhdrqAWxGK12eyOoKqwORwWq+2ZQwYUI2ja5bTbEYIkSQTDMRy3b2wuLS8jKIaTJIqiKE6gGO5yuexOBMNxjCAImkQQ68zsKuq33s0tiwtBjpvbTYvV4Tx2nR9ejVsWq8PpPEqv5Ui9dodzy2o9cUO4EHTjeJ0WQzBs+8J3B8N2rncfoQi2JxiGPRf94Fi7fRvd+3T77/NKn7XLEXX4ymXLYrUHOZNWm91qs+8dTSRNOR12J0qSBO4bTdbVteW1VQTDcZJEUBTFCQwnMAy1uxAcwzCSJCjS4dyanVvDsJeocDidW5aTdzN/JMD5M0DVxxwFJ5FNi8Vx4NR9yLBCn+/2Lw6r5699XcJutzudq9NTw6NL6HMpY+hzKZ9QWA776KNFmTeY8IheF4KcOLokSWsOqrBzRZKkQ4K5EFQQhBNr8Qc4QTAMG1QVDMviOPHcrW1Dbmn7eses2/ePV/JKkuTmeReKbgeSfPcBAA6vsb1wIYhHFI+bWwTFeLf7uLFwgqAZ5qCnKIbxPH+UXtR9lF6W4zAcP27ediGKXqfr5J32dHHcvo2gR9fhKweKYVyQM0lSFElRz93aHkwHjKbd0SNJewbTdqiXquB5HkWxoJZCDGz+DFD1GYwCBEXdQZ66d0HR9O4SYDDSlyTp00/XQ0u+fuGMl3z9hyAIaGDePpHQku/zOJvFLj8RWvI9GfYu+QYJoSXfwOHfku/pgGaY7XOoQUNoD9VfhAh1H0KEejYIEerJECLUwFWHCPW4CBGqvwgR6j6ECPVsECLUkyFEqIGrDhHqcREiVH8RItR9CBHq2SBEqCdDiFADVx0i1OMiRKj+IkSo+xAi1LNBiFBPhhChBq46RKjHRYhQ/UWIUPchRKhngxChngwhQg1cdYhQj4tLlzZkYjAheDwuBDl5fK+4aicLOle8Xu8hoVwIyrvdJ9fiBzAcp2kmqCpohsEw/LixeJ53oWggel0IIvi+/XisWCjG8fxxY2E4TtH0QU8RFOM47ii9KH+UXoZlUQw7bt524fF4nK4AOu2p4rh92+VHHb5yICjGBjmTBEkSJBlUFRzH+T4cGTx4Apw/A1N9BqPAhQZ96t4FSVEEEcQuIUnip5+uhxw7+CVn6NjheLEcTtemJaDz1yHHDvvkbI60+986x+rbIccOPtlx7BBEFSHHDoHLoY4dTlms9uB2iW3HDkH9CSwBoAF/YLy4e+3wMOhZfGCcOoMPjJMkddxYHo8HwwNa8kVP9IFxDCdO9IFx6pAPjOMEceRyLob794Fx8tiL53vxw1nyPW7fxvCj6/CVAyeIM/jAOM0wQVUhCAKOB/Qde38Q4PwZCM5gFGD4QR8YP30wLEvTwe0SoT1UfxHaQ92H0B7q2SC0h3oyhPZQA1cd2kM9Ln64hIqRTMfIYlHjsL6o925iR0nTcPvQAoK/vDpChBqI3hCh7kOIUIONEKH6iRChniJ+ooQqSVLnyGJmVV/LwNzypnNi2ZnRNL9mQVoHFzKr+tuGFl6c/UOEGojeEKHuQ4hQg40QofqJEKGeIn6KhOoRvZXtEw29M5x7u5a3EHZ3D9UteJr750qbR3n3c20QItRA9IYIdR9ChBpshAjVT4QI9RTxkyNU0SvVdE2NzW3uvbnmoPPal/femVu1l7WOu4VnzRAi1ED0hgh1H0KEGmyECNVPhAj1FPFjIFQJAMX8bZWWgfmeseV9N1m3uOnab5o1NLNR1zO9+y+K4T9tK9+ARjWK/fOy8sX9sPIVMOLk87UkgdN1IOufMVwoG7LyPQF+PFa+fs+fpw7kLKx88R+blS/vdgdPOJ63O51HBhMEYWXTkVHRw7vd7v2P3JLXsy+8xyPk1PTPLlsFQeDdbrvTxTBMUAuCoChBkEFVQZAkgqDHjUXTtN3hCESvzW5nOe64sRxOF0Ufu84RFMUJ4qCnTpeLoukj9dKH6+UFksIJcg5g62QiSZsoNn3i6KcrKDbHMAzPH6tdjqjDVy5Ol4sMciZRHEdxPKgqKJp2Ol1BVeHn/Bks1Y6gq3Y4XXSQp+5dwXACxYLYJTyi++LFVRmG48ETFMO3LNYjg9E0lV7eNTa7StGUP8lSFDm7tJlc3EGSJIbjvuPVQS2I1W53OF1BVeFwuqw2O0kzDMsyLMuwDEEQfsUlKIZhcOLkbeS7wAmSpEg/Y21ZbS7k2HVutdvtTudBTy1WmwtBjtJrPUovTRCTkvTHAP/qxCJJfxRI9FMUr/d/wXAnQdI4QWA4TpCUr89jOE5SNEEQGE5QNL3b+lt+1OErF4vV5gxyJm0Oh83hCKoKF4JYrLbg1pV/82eQVG8GX/WW1eoK8tS9K3aH02YPYpfgeOL8+aXgLvkCgD87fE6Mzq0bOm7KefVDFicBACiGn2AX8FggKYrng7vrw7vdNE2RLtva5pbNvrWyusn7uxbittqtwrFXbffD6+Yo0t9lbQwnTrBWQ1IUxx+oAieII5dzMdyf5f01ANkPWdZXZTgnA5B5KNnqssyOywBktEvmRLcD2DZkvNd3/d8BCF6P6Gtewc26d9bnRcntFgEAPMKzCsHwo+vwlQMnTrJfcCwwDMMEecnX4/GcyZJvQBYSgQBBg64aw3ExyFP3LliOZYK85Hv58uYPwiipdXC+bXDhuIl3jy419s3CmRgl0TTlDjKhspyb44jB6rywK1+99/bnMfFJG/7toE+VJ92OMDkD7pa0dX1yYvPocADwwzZKAlgF+BevnDVfLpKsIVl2+5bsRrhsyyXLNsnuRMqqB2WudVn4LdlXN2UbhGysTfblJ7LoTJkAMoD/CQAviEkfWKEAYKM371ZMngQAQGsjbndt8YCP/+GTL2oX3Tv1EzJKAggZJZ2G6pBR0nHxQ7HyLWocWVh3HDfxNStS2DAMACj2EkIVPCKC0yjBnIqsbdktdvSQABjJnMC0Zy9YjsNxEgCw4XZdfCMAWOYHcrNKl5YW8lP1+uT8TYKea+9MSdYVt497vVJLRZZBnzgxN3f3zfdiM5tXx7u0Gv2UhaFci0XZee2tQ80VxUnZOYND3QkJ5mUSgHcWGAx5NaMSiB01RRU1vQIAgLQ53ZNgNlR2jJEIsr6wNdhdk5CUrNOqZ+wsNttnMOiHll/yGv7KCBUnRNEz2lljNpvNZnNeZdPLfvD+gAnVLSsul0kgK4iWFVbJkhJkK4QMQNaolpX3yPryZLn5MtNj2TopM96SzaE+QkVT7yeMr+NddUUTEwNhV7+bZUFcb713V84AjFXn3Ll231TY6N1tlxChhgj1NFSHCPW4+EEQqkf05tQM4NSx7SpZXsio7POIXuwFy0+P6NXltSUUdaaW9ZyKGPNbE4o6DnqaUtajym4pbho5bhGeK87OsZnNrnpVTDUA5Dz85rGuZmmkJSsxJfzKNUN66ePPrmQW5d2+pmqpq71/5UlOWlJZS5/hRrg5NVN5L6aisiAuJqs8Ne7uo5TmdO2V66o846PLN+UFqXpDQVtVdpLBnP3k5p3c0uKbFz5vHF/3AoDHrvzmnjkrNyGjZrCuWhNdYd1aqsyK+fUnn47MTysexOXlJF25+mj9hcZ5dYSKezyepamB6urq6urqtr6Rl2XiB0yoIAOQWUdl96Jl02OyBx/JHkTIOntlFUpZ24xsoVqWpZYZImQkyPJuy4bXfIRKFEQYnoRrYhKLHThXbHxcNLI+WpWWUj0JQDwNix2em4q4e3PcKUKIUHcQItTAVYcI9bj4QRCqjxf3niv1N3GvlFLWzfLCi4RKMXxicddxEzwEHMd6D214lGSSS7sDUbGXUJXR1QBQHKlrn8YdS2OpesP9S5+ajIXmyBwSmPS7CdMb1ubsTE3Uw/KWwVpTSVl+cZS6HgByoyOT4jNqWlcWm8qyiqcdwy2JSb3Eykh2fG7Yk++/jzMqHt8pKS7SPczb3kyQ+PmuZp1eF6/PHaypNenaJIHUG5OXeQBbz2vvfpyQaI6MfLL5AyJUQhQ9fY2FsbGxsbGxSXmVLzuF84MmVOes7MFd2SwmA0HmwmUgypLCZNlqWce0bLZclpUsM4XLKJCl35RN2HyEyiTdDLv45Z3i5mkAQGebYuMMOo16hgBkrPL9tz96/OTJ5TffUBePQohQdxAi1MBVhwj1uPhBECrF8KnlvQc9lSTpkKXUxJIuinHjLxAqzboDpLd9ONKxgw0h0ysOLIU/2CXUjY6a+CcVAFD0WN8756o3PL3ySB9z61OtKd3wINfJOxJvmQaGJzKMyUnyiKSU6iJVRnPnQOqjh1qNPF5fVpeaU1I3N1NTkl4wttpda07ssU11mNSVXfWlWk1KRnL+RHeP8k7a9kzgpeozsjPzUyNua5vL69JVeQ+vfvj7a/LSopqNzeX0aG1GflZhdgv5Qp8P7aGeUNyy796UXY2UlVbIFiZkapUsxSQrqJYtjctuX5V9d0M2vi6ry5B9d0sWppJRXh+homn3k6bWLMZH96pGrOBln174+bmoSgApMeJezTgCAJJr/MH9yC3OS5NEiFAhRKinoTpEqMdF0AkV/LBS4wUxs6rfIz5nVIORbMfwYlHjSHbNYHbNYGHjSNvQAkLst9FKLe/lBREniH1WvizvSSnrOZX8+0CSpHCobakDozMq+wJRsevYwUMTNgsOANiWneJB4hxtDXVDU9MY5rRvoiKIzg2nKIlTg6119S0MAGl1cF5gnYu1NfUuN7gxFCV4nsBcKCfQhNNJixxls9EAQl99bfvQtNfrtW84d19ScMt8bU3t7BYC74+ohAAAIABJREFUgtuxaZkYam9pbqypaUPd4EHWamtqFm0v2UM9sZXv4Y4dPJ6jHTv4YeW7/sMlVEE21CNrbJBV18twTjY/KquukTEgA5CNt8q6R2QAMomWNdTI1rYtfv9HAN61YecBKPvK2hYGAC7LwpqLBgDbinW3LtaXNggBSII8sg5fOXCCEIKcyTNw7ODxnI1jh5CV7+ngDBw7XL68KfP1vCAJRdNWu/3wMDhJpZZ1WewIw7Icx1E009w/Yy5ore0Ym1xY37S6Nq2u6cWNuq4Jc0FrY880SdE8zzEs60LxpOJOjKDsDidBkrsJMgzjcGHGgjbmQKUsywuiJHEse3CY58K7cNy+NF1X17yB0jzH7gvAMOzKpj2xuINl9z/yX1AM8x1zZnm34HHTDOP2eDiOYXgPAIAkud2CIAoMwwqiwLKsrxvyHMt7BI5leY8XANw8x7kFt5tj3W63m2N5tyDwDMcLHp5mfEzmZVhWEIXdgvOCFwC8osBwnODx7PZunmU4QQQAj8C/mFub3YETxHHL6HC6EBQ76Knd4cDxI9K02R3E4XppjmVnfriEekyRpH9DM7hbFDmW4T1eQeBphhFESRTcNMMIoodlt7uo6BU5lrHZj67DVy52hwMLciZdCOJCkKCqwHHCbncEVYU/82cQVduCrtpmd+yduoMqLhR1uYLYJdwC8/HHKzKSooInBElZbbZDAlAUTVJ0dnXv6OwqwzAYTuRW99Z1TyIY4fW43Tznc3LA85zXI2A42dg7nVnZ7UIwhmWmFjcyK3tIirLZ7ThO7E3T5kSN+a0UTb9U6XRn8fUrX3747gffXn/cu4BKIHEcywlu3i2IosAwnChJbsHjFT0MywqiyPM8z6KG6Bs3VPkrTpJjmP2loOmldVtCUTvzwiP/BUFRu93Je0QJQAKQwMsyL8//IcJ7JNHjJinKLXq305FEhvYrLsN7JK9I+6fIanegOH7c7NmdTheCHvTUZneg2BFpWu127Ai9LE1P/5gIlaJQ1i0wDE1SFMO53TxPUhRJ0bxbYF/ob1Y/6vCViz8NHaA4XS6nyxVUFSiG2+yO4NbVUfNnUFVbrEFXbbXbsT1Td1DFiSBOZxC7hNtNX7iwLAvqT2Dwb8mibWiha3QJAGq7pqeWrIcHXtp0VbRNSBIMTK019c/Byxw7HLHk6xXxpaY7F77ZZHnXbJ/xSXR2Qdd0T0d87NP06gGespenJkbfvW8o7OIZtjRZI5dnDXbX//qXP7uuKzzIK0HgS768W2BZamtuvKOru6+/p61jAOOOfQ7HsTE+PLsJAMvjg509PX29XR09Y4x/S7Pu/5+99wqSHEnTxNyaQ7vHtdnbu+UOyb0926bx5WhnvDPSjg93HArb3TmyZ5c3s7Mz01qL6tIisyqzKrXWWkdqrbXWWmutVWhoIBAAAvHzIbKyqrpSRGQkMqur8dlvaREJd/8Ah8O/gPvvv1O7o9MLTk5tuRHY4ewh30sJ7ODGkK8N7R8iOyCwo8N9xNsQAMJ0yGpDsojMGAJAZj0iLAgAWQg0NIC6u1HfMGKlF4XwBGL5o8+4EdkAASAMQ2BH431IS77CyONHiUcH0MQiAkCsGfX0HCf7VwACZSJ4CQCAwXXa57sCE6SWsPywutTADg44XhoUpVADO7iPKw3scDVDvooSOLkO1YDRlR3T3WNrI/PbzhQ7vbLfPrxc3TWzp8fhpMAO5zolifqR4JteNMBKY7iHTzLF8St9g/U1OV986Ds01vT0gff27sot74Dh8UHvz262jS1KFnNQxNPaOf1pN/8ynJKsFgu10Ncc6Xn397+5mZVdaXLVb8OGJ9y5m9+7CACjzVX+33/74ceeOYWNTk7EN0b6BaXX0c6p5NvqlGQYQO/9Bs1gCOzo61+iuEYEgNI80CqFdkZRSScCOwr4FHkXIwDUl4ZuP0RFRaikCuHWoxLWxtEH/xGNHiIbh8rD0ZcfIwkQv4sKqlBzDXpwBz2NR6z8nFFCD/6I+rbR9iAKDkGBj1HXAGrSoKRU5PcM7bMI4F8DEHlPU4c3GAA4GCn5/kmaBAB2LOjBrf7X1jOpXr4OqE5J7lOrTkmu4o3w8nWguHk8vaLf+ZJLWifSKwccny8gqNbDQb+vH+EAq20xeU2DYCczw6KTMpM++M3trr6G7NxsAAiJTpzCZd1c39Mb3zV2zSRkhrdvnrobzKV4+ToCOzCzQ+nxfQDQ2lh1YAHeuNjY29mYWxIQ8qysZVa0Ch05qUHB6avGI12x6hcTnz5LzGub66349f/xfv/WUYiMvY6m/KI5ABhrLUpKKZ+f6I8KCvaJy9nS6tty84NDffLaZljamJMUERSZMDw6+Nkvf5NcP+7k2V7vspnxruro6Ojo6OjsiqbLXTZTmYWS41B+GwJAsd+iMA3CBZTjhTZZ1FGBlozIOIviolBqBsLsaCgdJWSizU2Es0fZZStqq0Y3/4hmtMhygBKD0dMHCADN96G2dpTqhXBAeY/RnPYo/cog+sN7aHgVCTwSaJQVjir7kCghbA35PEW7jENQ8Xy/nLkNfVVe2sziQojHvSkKrKst/sEZr1+7KqgOqILqPrUqqK7iDRLUoubxtIo+50subZ1Ir7i4oAr6idjHwSTAZl9macswCHiM96PIhLAHtyPGxzqKiosA7Mk5RaPLq5nJKf7ewaMT61kFib3bygrqq4Ed5Lp4/9rpnemanLzc3HufPuqem8+P9U9LT/cJSCuM930QmiUCAEgVkaHlreOVCYmazMJwj5Q97qirWqitSM8aBoC4G98UdW8ezPVWFBQ/+fpOdl7Fk6+9Bkd7Ap5kdNVV+nnGFuXl983MJz8I71kyOHm21/eGSkqSuLU00dLS0tLS0j82e4mBHSz76LubaHQcfXUDGSiUF4g6B1BtJyoORcurKDcf8YAyA1BOM0r0RQXDaL4Uff4NSkhALaPHU54IAFUEo8FVBIDAhOKfIRugumI0sYrSHyMCUIU3Gt9EAIgyoN4+VB2LRlYRANqfQnc/R51LCAB15qDbT5DB6hBUpswv5tYN38SqQV6Q23IjiodXhqozC9tXTqwfVVBBFdTLoFYF1VW8KYKqN1NVHdPd46sjcz/cD/VEOIZ8qzqn9w0EXEhQwW4TrIIdQLaJjrx2gdjZ3WMtEsg2x6CiKNkkgdvd3tIRjMXKUxRlk0+d1LzMdagDrTHBdQCAbw6kxKUXFVdt7a5GPIiVAHpKvLx8vT68G1SQm5pf0SoDAPCp/lEzDGw05WQlaVIDy48f8fnqstSMIQBZ45m0aLDMtjakpqQ9+MPnuTm1acE1FkmX4qnZMxs7y0rifHxrW/oLAjUzh85uon69b6hTffVJSUlJSUmFNW2X+IbakYW+uo0SE9HNT1B5M8ryQ2YJ9ZajOx+jpnZUXIdsRnT7MxSTiGJ90JNI1JaFmnpOKCfP+0hQuW0U9RQRFpSahgQJxT9AOgFleaIFAwJAvdnozmP02f+DfFIQRiAAtF6LMjIQSSMAlP0QTR04BJXNeOTv6RtZXNUvAnB7o0HeASGRiZvMCfMPqqA6oAqq+9SqoLqKN0VQe8bXBqY3AKChb35p6xynpLVdQ33PnCzbx+Z3OkaW4WKC6iIomj57t5lLFNTD4c7k6GYAAJCzvT7wyR4D0N//45cP/L2iYgrm5xZzwuOSYmP6hnYd8r7aVuhz28PDM2lsciozqPjYkWCpoVqTOwogF/hlbmB0ZZTfw+DowMc3CourNBENNH+gCSpZnJtMiIgK9/VvbB8ricydPXB20v7tm0O1sSjKDx3aEACS91GgD4r0RWZA9DL6w3sorwLNYWi0+Gg0GABVZSDvB6jlJEEtCUQjGwgAcTsoJQKtL6HafgSAeqvRV1+hQA3ibWhqDuE42txACQ9R4wiaa0cPHqOIKLS+hPLiUVAkyipAlHA0h1oaUrhlogoifKuH9wCkhNv/3zcJHafUjyqoAKqgXga1Kqiu4o0I7AAAVZ0zWwdmALDJ9oa++a6x1R/EeXDAJtt7JtZre+dESQaAAwNR2TENACTpopev66DP277tMrx8BUdgB7BJvEUEACuLRfsFtS8xwG9F3k4cWVvCeTsAUPqdxaW1l52H9leX940MAPDsCzdkWRSsVhsAWDleBgCZWVteMlG0TeR5TgSw85wAAIfby8sbOwAgsrzz/nZv9vZtF/HytUvIQr34ipsQSSHZMRTMIYpCdkAWEsnP/YmsLDKakFU8aeiYQYKEAJDdhjgWWXkkCAgAgR2tLyNaQGBHJgzZAQEgiT9yA15bQFsHCAAJDJqfQ7QjC/wrAFHgeDuAnacpigcA0cpahJMrQfXydYCzcJxF9fJ1C2+bly/Pc1fg5UtSlHJGkNShTndmGtqMk5rq/j2tkaJpmmFwgmzum8ms7OsYWVra2N891O8e6pc39ztGljMr+xp6ps04QTMMRdF6kzmjos+MEzq9ASeI4zIpij7Um9LKe0AWZUm4FGMZkufY047abaLOhKVX9DIMc+G6MpkxR7QEimFYjiUpqr8yNzSxykyxpHa1MrfVZBU4liUpiuWtVkGg6ed5aYYXBN7CkRTNcCx1XA8My7AMSVEMx1EURbMWqyBYLBaGZRmOpY4S0xarYBWsFE0zHEfTtJNnq9XpMRx39Rr1BqPRbD7tqE6vx7Bzyjyfl+RoZuGtWYcqy/8dSZkZzuK4g+zRDbVw7MktTas7vw6v3XR6vVnhkzQYTQajSVEKDMN1Or2iFE70n0pSaxWn1ur02Etdt6JmNCnbJHgr/fHHm8jC88oZZ7EYjMYzEvA8j5GMpmaQYlie5y08bxWsYLfpzWTvxFpe3VBySVdySVdu3WD3+KrORIJsEwTBkZGzWNIr+jCSNpnNDMu+XCZJs/5pDSXNo+Vt45diRY1DJU0jpx2taBtPLe9JKe2xWq0XriuSokwm7PVJWsHKW6wiAFhPyeh4VxGtvMUq2kE+LdmJJsqyLEsXOFuDyUwzjKu5zBhGkORpR40mM02fU6bBZGLO4RWs1tW3RlDt9v+e5ynHLZYlgRckO8j82fflvDq8djOazJTCJ4nhBIYTilLQNGM0mZWtq/P6T0Wp9QbFqQ0m08tdt6KGE8o2CUniP/tsByn6Cmx3YsiCtYi5F519zKoe5HiRoqjXhwF3tNjE0t70yv6l2MDU6sjs5hkJJpb2zIRbA/S8VeB5enWkq7i4pLS0pKikQefcmlDetFRV32QWACRmdXbbpaE06uBgd+8iAzsEeZFRO/q8WL7nzo++vrPQSdj9UQuqjUOV+ah1FMl2BPCXADJv3i4tLd5j7GBjVua2zxgjI8jz6/DaQVLUBSbgXcIVBHYQRTWWr7sgSPICM0cXwxXF8lWUwPnt26yub99mt9uza4dP3L7t0iEKPMjK3ngLb+U4amd+Ij/C/7P3n7a2DRAiADheWV90ofYXUw52x0Rzc2Sgf1wFIQDYLAfbekeGo2wvXnhffLK9mJ+WR3Ly0jWjACC/dHXyi+19XpD94CfL9TolyTZJFEVRFCXpxJuy86MW1LIYFJeN8jVIxyCAvwKwNEanPfN4Glc6ujpeWVg9eIagqk5JDqhOSe5Tq05JruKN8PKVbHJR8zhBu7zBOMcLp20wfuk4d/s292F5HtiBnO5PjesGgLH6jKc+SeMDHRH+3g89A/sXN2ri4r297/smVesPdWkRwf7P/Orbe+/86u+9EmtkADu521LRP9ndEvTEx9v/aWp2psfjJ5OHWFdW+j2P+0HhWUYTMVaRH+jvVzO4i+uWg556fv7bj/PrFpd6S719/B9E5qwtzCX4Bj7wuJvbuUoZFsIf3PbwCt/W41u9jYGBfpnlI9zzvvx6l82MdVZGRUVFRUVpyhp/dPuhnmMsCr+ParrR2lHwh78C4Fvi0588ehqTWlReVWg6s6WrguqAKqjuU6uC6ireCEEFgMqO6fU9Z0MKHGNHi1W0TwEATvxw2cyl42oE9dXADlD89HFB+yZrWGksLgm7dy8xtST4bsDC7la8Z3J3V0fk46iywty++Y2aiPSOSR0ASLq5RN+CqszYeE3vZHXq05j6xd7mrLzmZK9nddOmybrEmPjw7+8GVJRm3b99MyAxuWlBP1mYkVs+ebjQX1lccuujRyW5eb5eWdtLo7H+uSlZ0RXD2/iBzrA1c+vGw5Ly0m8+/Wjk8KgfvD5BJSVJ2pgfra+vr6+v7x6eusTADm+EGdGHN5EmDz16hJZNCOAvASQrsd/QVF9Tp9Gk5wU8flDWNn/aaIkqqA6oguo+tSqoruJNEdTeibXeiTVXCx+a2ewcXYGT1qFeOq5SUPf7miOD6gGg0j95YMk00VAeHa8J+PaT+KTSNL8STMIyHiYv7BlGmpuyo/3SsurKIjWdUwYAkHTzSf55NVlFde0bKy01hRXzeyPtual16cFhvZvickdqeLT/5995lVeVl+ZXhEcFVM7rl6tK8nPaKjI16bmar3/7ZXFOdVZSL6Wf0wTkxaRF1c+ZJYY0bU1++eXNnMpKTapmjzx6Rb1GQbXZpOXJ3pKSkpKSksauoZMy/JgFlULBvogHVBCC+rYcgioAAEiG/NrS3NDMstzKuEdpplOGfVVBdUAVVPepVUF1FW+KoBowuqjZ2Siyxyhtndw/JTj+peMqBVU/NZif1QcAnRmlszv0TEP2vcfBkaFPKmpry1JacQGvTqhaWV5JiwgLD/DrGFjoLqgeXcYAwGbeKM9o7K5p6h7a2Rrsamhf1c6NNNb0awL8vrh9NyAwaWdP15+fGxkbUd++tLc6+Pjhne+/uNPQPlOUGOwbGRYR6tNc21pdOk4bVko0vYbd0ZC7dz08/Rc2Dxaba0JjovMK22jL0avR2xfY4c2xjTHkfRf5xSNaeiGo0421rbM6cnn4/nffZpePnFZNqqA6oAqq+9SqoLqKNyWwAwBUd81u7pucL/bQSJa2TjyncGaxv1ugGYbnT41IcCngrdajwA6vH2Ko1xudTeQo2pn2wWY+iO9b0D2P2iCTJOVwOpIEjhcdH20nUosWhrUeqRdFki+fwxvv5Xv9uuiOMc9jSgD8OYAIAHbbkacYz5/lqah6+Tqgevm6D9XL11V89dUBwglCOcNw4kCrPTcZQZILazua6n4cd6pYkiTzG4Ym5jdIksQJ4kCrM5sxRS9Eq9cbjCZFKQxGk1anxwkCJ0iCJB3V4vhK0jRJUQT5yv8JiqZoGicI/CjZUUaCJIkXhZAEaRps6lvdx0iKwgkCJymKpglHNVI0SVEYjuMkRVE0QR5THBE5EjhKpmiafEFEHGp1RrP5AtWoNxpPO3qo0xlN55R5qNWZzuTFcIYgF2T5LwH+2wubLP+FO9kv0STp3+GEEcOpF42BoomXbsTr9XNuHV67OXOj3TSdwaAzGBSlMJrMh1qdohRO9p9KUR8qTn2o1ZkU7rqPTW8wOkIAKWQWnvzoow0kKQlBFE1mszMp7Xa5Y2S5d2IVwH52SgD76NxWY/+83S47/mMyYzxvdfdczwROkAzDKkrBsCxOkAoUbAMAsNtOO2wwmQRBcLVQM4ZzPO9qLpwgaYY57SiG45zFch4vZjmH18ZyLEkZACwXM7vdguHaC2e/XMNwPc/zknTq7Xutfs6vw2uHMzfaTTiC1yhKwVksGIYrSiE63X8qQW00KU5txjCLwl33MSiaJkkFm4QsS59/vqvskK8dwPk5AMkmNw0sLG6eExx/ddfQ0DcvvLRuFcMJpYd8r3IO9YqB4bjdfuouOqcBJ0hRuvw5VNGJOVTpPF7eKpDUxcd27HYwY6fu03fFwHDGpbaNE+fX4bXDmclyN3EFc6ii8nOo4Er/eem4mjnUKxvyfRvmUJ3fD9UBSbLV9861DS9ZhSO91BO8+DwQgSjZOkZWarpnj4868NY4JXEWK6tbToyLS05K0BSfuMLy8oHhuOx6fOo32SmJt1pJ6uKTWy66Y8hQlwEZtS/+IekhIRw65wEANnogNA4MHACAzEDXBDh6j80VmNgFyQoVORCdDpgNsC2IjoKijqNgHCsLsHAIr7VtkdCN9S2d8fNHdUpygGFZqyAYNyfj4uKSE+IL63pc/s14HlSnJPeBX4pT0vIwREZB79wr/xwcA4MVQICCeCjphp+moDqyDM1u5dePdo6u7OvxvM61pR3zvg7vHFvNaxgdmN60vbYRzVsjqAzDiiw+N7dQmeH9+b0wZW/+c/wYBZWlcb1er9frTTj5+qlfqaAO10NkLIQGQKdju2875MZCWhr4hsPKOkQEQ1YCxJQAAPRp4P++CXaA5QH45d9AWDcQe1DaDK3lEFQMEwPQPgwh4dC0BmCFj/4R0gbhpbZNmk2caBd2JkLvZh0QmOOqBQuNMxYACcPJ5/WjCioAAMOynMViIQ1z8wuaiBu3A7Mv/T3oJyCoBIBMYEbHs0YyLsfeOReXIKj8IfgFQHcfPLgD28/HpfB5+N//AbYF6C6BuETw94NpPSuLDkG1CxbTS/5Wdtlut4PdfoFxuh/iTRRUBwjaMjSzWdE26ZnWm1A6WNY6MTC9gZ8yjvfWCCrlcBq0HUY+9h/T/1BPX/8lAbJAUZRw5KkLNuEinpM/MkE92mC8ITk5OTk5ubC27XXf6ysV1AwNdO3DVDvEtQIAAAOeScDbITUXMksgrAmAAI8MoCjIiIRbGSAD7C1DRiok9wIAyASE+EJBLwDA+iTc9oJdFlb64XtvqJgDAAwn7QBb3eXeNx94BxZurM56fnb3ofeD5LL+hfZqjztPnnjfC45L8PR40DBnAFVQn4NhWYZhAACoRf/HYWv0D1u4Tfrhf+w2K0XRx7EspfOeprdfUAkKZLahItfxrLWOLFw6yyUIqsQDIwBw8OQ+7DgEQoKWfPg8BA4JSMiEZQoayqBwnAUQZdv+QOO3X9197P2opssR+cDWnFQ0vWMeKapoH9lz83LeXEE9Ru3Inok659l7awSVpBgAaE73S6oeAYDD9bUdnaP2ZEa3NTC9ZqPW4lNLKJ4szwyaNokzTRmPvaJam+oGV4xAbefm5AzNbbrK+2MTVNJmk5an+srKysrKypp6hl/PcKWCmp4D3fsw1Qaxjj3hKfBMBd4G6bmQUggRrQAYeCVCRRF0dsLjNGAlAICeZjjaIZyDokwIqwEA0G2BTwyUVkBDFWSXgKYf7ICRNNjJxGcRC7Q8nJecl5nr/zjNYNpJ8sut0iRllkyutRUGJbbtT3THJHUAAKkKKgAAMCxLsxYAW0Hko6LedQDYWVo5wB0/Um2mneXhpX2LdiJeU8+zutzU0A3O3lsQ6ROU2tZYO7XPCbq5TE3ezLr2DIqfhqBa+trrHc/a0NzGpbNczpAvMOD/FOpnj75N1UFTE4RkwPI+xGfDCgkNZZA/ygJIYF+syfaPbgfrelikLy4DgK3EJ3lk09yTrKnucPcCfwSCWjm4c2g+x8HkrRFUi2A7mGt+6BV6yIhWwZoW5uOTkFldm5VdU1ZW17Swoe2ojPj+cRrOGgsT/cZ39dUpwR5h2ZMz461tfZNDPSPTi72ttfsuuuP8yASVICVJ3FmZbm9vb29vH5ycf/0krlRQGwoguwFK0qB0HGwS2EWICIP+EQiLhv5RCEqC6R4IiIPwp+D9AP7938LACgBAUyXEdYL5EOb2wDAH/tmwsARmDhoqwSsEHj+C3/4W3n8MFsBoBuxMpm9I/9phY1J8TlZxcmAdy22l+mRXZRZUN68uN1fnFs/sDjfHRbWCKqjPwbCsaJOXBwo9A1MI3mYV8RAvr7CsnIqqrNy68vKG9o1dXWmGj0dwCUvvZcQGLulN2SHeASnlE+ODnT0jIz0dk/OLnc0NZ0ROfvsFFSfBbp0e7Xc8a3MbB5fOchlvqAwE+EBGC0gAdhlsEpTFw1Mv+I9/C1n1UJYP1V2QGgNdWyzYJLCvNOR6Bpab9kZCIyMISbLJtsqAkOahxdLAiOIOl99GfgBVUJ3F1QiqKNlGaxI+u/UwwN83LL+ioaZzc0tXEvBdYEbn8EjzzMZe2JMvf/vbGxsU7E5U9c+vr26ubSwOtk8sD9VlhiQVslYY6iwaP3StKn5sgvqGOSVZjeD3ADxjwSLCfBcYWNCNwVdfQk4jAEB9Knx9Cxb2AQBsJshsPnJKmhyGxkUgjRDkBd7RoKNhqhPuekBSrSPOIPT3Qtc6AGA4YbeDab7L7/b94MR67eFOXeGAxaJvKeka6egZntjfnxru6Ns0rk411M0AAKEKKgAAMCxnswkt2YFf33/i7+cTV1lfX9F1eLCfeP+LxLKBvpG2xbV1r1uf/eMnTzARFgbKRpe3V7Y2Fmd6e2dXO4rjonMbJFFqbS1ZIU6dWHv7BfVH4ZRELMFXn0BgKMSmgvYQpgaO/l/cAHsCWHbg3g0I0YBoZ3lOAnmzteqLD296PvUaWsJNm0ML+5h5vtXD426QX+r0Cubm5aiC6iyuareZl2XAvjDclJAS19PV3drcmFVWNbGOAYiDbSOcDXbnu5f15Gxr5rPYNKNk2xipTStrAxDaaiu0LroOqIL6A1xNV+IkXG3b6hyqAwzL0q+4dMrDHRWJaYkDPb2NDbWairoVrQWA7m+bkAFWprq2MKq/ItY/rYiV5YnWgsLWcZuNbKqtxU73ZVIF1X1c0pCvU2A5TgLbXGV5WurA+akvBMUF1aV1qCeicnBH64Sgvq3rUO3P9zG1mvf6x+dey/TyjqdAHiyOzbq8x8DbuA7VLUGFK1mB5yQwnLDZXBNUdR0qnLIO9fhpIg/WB6dXX8/18u9K/cbU9PJZXirqOlT3ccXrUC08zxj0e/tKhVT88st9hOG4cmbG8IND7YWzUySR3768uKUjCOKMZAeHWpPZrOiFaHV6vcGoKIXeaNTq9K/+0xEDDMdwgqBIDMPNLx06/ms0mTCcwHDCbMYIknSV9+BQa8Ywl3NpdUaTy3V+djUeanVrTYw0AAAgAElEQVRGk+k8Xu25vAaj6VCnu/CNMGP4vhuN9nLN1bZ94EQdXrsdanUGhU9Spzfo9IZX//nK02TGXjn0gwQYjp/7NBlNpkPtxZuZM+Zm/+km9RU8BQdarVHhrvvYdAaDVqcnGIZhaSXKt1iIjz7aQLKSkGw2M4a5U0LFwPa+kTk7jRnDBUFwh+VckBTFspyiFCzHkSTlai6r1epmDZsxTJIkV3NhOMFbra7mIimKYdnTjuIEwfP8eby49TxezmIhSNLVczuGzWYzmd2q0kuEq20bw8+vw2sHThAWhU+SYhiKOaffOA/2sw/zPI/jhHsU58Dmdv/pDvUVPAUYjlsV7rqPQTMsRbvZJM6C3S5/8cWeOofqFN7Y0IOiKOLu7UeBqXOor0KdQ1Ua6vZtTkKdQ71E/EQjJf0AqqCeDVVQX4cqqMqdz6VAFVQnoQrqJUIVVABVUM+DKqivQxVU5c7nUqAKqpNQBfUSoQoqgCqo50EV1NehCqpy53MpUAXVSaiCeolQBRVAFdTzoArq61AFVbnzuRSoguokVEG9RKiCCqAK6nlQBfV18FbBERX5YrDbwYwpvr7QSaiCejGoguo+tSqoruLLL/fVZTNO4S1eNmMym9++ZTMkdfEnx24Hk5k8d9XE1UBdNnMxXMaymXOgLptxH2/hshlF19KqgR2ct6PADgSBE6TDnKthzGgyO5n4RLtAfAbsDQ7sYMZonFiy2f4twP90YbPwn5oxDn/R6ojna/+v2tTADhezkwI7XLKpgR3ctysO7KBok7DwxEcfbfwYQg9i50SnvZrQg7zCQ7681UrTtGyTbLIdwC6KkivxAGW3N8d1DThBXmCshqJpy9mhB88bzsUJZ4ZAtwHQBcwmIcnm+PxLVy9NIbjatnHi/Dq8dhDkReYLXMIVDPmKoqiGHnQTVxx6UJ1D/UnNoQpWKzVcnet55+Znn9zw8U/Ycu5p3R0o9wpM0F50Tmq9u6upeQ7TE6Irmvwmz6EC7AD812dppxVlRaA9CwJAc7UoU4MAUHspuuOBCrscaf4LuTkVmlzqOJvOsoTa8W3XLvWSoM6hXgzqHKr71OocqqtQBdVZXJlTkt0u7/Q0hPlVy7JMmA9GBsaMGDbS09zSM8baZGxrp7ureWpDCwAr031NTR0GsyH8o8+jC/tx3XZTY4vRYpd4YnJ4eHl5f31uonNwRK/dbu/oIAQAAIklD3cwALtZv2fW7zY1Nu2TwlJddVp09uMPbtZMaGUea2tqahtfBADT5mxTZ8/OlgkAloc623pnX/ZcusYNxiVJ2lwca2xsbGxs7BmZPukkzhHUmRb0N/8X0ktIO4c+/8/oiS+yA0pJQ6vUcZpfg5V5euP7YZ0dZK3/3QdjBy5u4nNJUAX1YlAF1X1qVVBdhSqozuIqvXwPh9rjI5oBoCLsnkdQwWxfY2p84tM7D3Oq2sJu3I5MiLr7MHG4p9fnfpAmJamssTvky1tRadnpvkGJCdFRSY1dFfF370fVZSTcuuUfG/Lg2ydh8WG+8VWTACAaFyNCY3f0ezmpEbHeQQlJcSGRpb21LbkJuR5//K5u5nClqywpIePGdx51LV3xITFxcU+//eLp0MBAWmR6rH9gTvPE8UvsNQqqzSatzgxWVVVVVVW19Y+dlOEsQbXiqKUaJTxDB1YkWtDmAEpLQCKPvH+PHvuj/gkkAwL4FQA0a4KTmxeI9d6oxLIrHlE/hiqoF4MqqO5Tq4LqKlRBdRZXKagHg21x4U0AUBkQ07VAWbCtsow0n2++TUstT/LPocCa/zRzZn2jJiUtKTq0a2q1I7O2sbI2LL4VAErCgjIjNQ3dW1vdVdll89hMV0JqP7szExtSCwAAYn1tUaamoKo0PyiiDgBqo4I08aXVxc1lCdVaCcyLY7nJKfffvxsaGhnQMAlg0XjHRccEfeARnhT2KCav/g0QVMpmkyZ6auPi4uLi4nIrm0+6K2cJamUiStUgr89Q+yICQLphlBCFJB6tLyELhhLvIJMdAfwdAPC7Q1GpeeU5KeVjZ23jpShUQb0YVEF1n1oVVFehCqqzuEpB3etpCPWrAYCyZ/GDy6bmxOCHwRlh9z6OTshJ9Co0CsaUe4njc6u1RRX5sQHxCeWlUblNbd2J3iH1DeUREbnVqfmVzSuLDRXZJTPbA40paYP6+e5wv2oHC7fS/scPbq/ubKd7+dc01IQFpNfllhdmN6U98+2YnE966BmakeP56fsZOWVhoSktzcVPboc11tWEhaaV5OcPDG8fn+31zqHyHIPjOI7jJM2e9O54lqCONyKNBv32P6GiAQSA9ntRZDBizai0DPV1oJR4xMGRoAKI2Q/++DefhTJX5DZxAlRBvRhUQXWfWhVUV/Ej2GC8auiN8PKlGYbnrYpS8FYrTTMAwOn356Z3AWB7alFP2hjtgiY9vbq5cX1jZXF8yypbV8ZWaIZqq8xNz8jW0tb92WUTK2nne5ISU5YMHL61ubVPkvvba1sYY9hfXjHwhG5+eveIRqAWhlcBwLwynJSYNLGNM4f7G1vY+mRj+/Ds7tJIekZ6U0eLXq8fbG7MyIj0vJ3Kg22gPC81u0hHvWj6xIW8fGmGsfCn/i4hqfM9VAmnvHx3z3FKArQ5hayAABCrQ3MzSJZQdz1KTkF7R9OoDkEF3XJf0+iiaxd5qXC1bRM/Bi9fklLcy5flOJY754e4mxBFkVS9fN0DcYVevpzFwrLKNokvv9xHgpLgrVajyXTh7KIolvVtbuvIs5MZTWbOYrkwizPAcJyiGUUpKJrBMFwQBMdyGUEQAEC2ibZXX8FEUQIASXreCmUbAMi252ts7DYZAMDRSGVJBgC7o4gjGkkGAEEQn3sYOYIk/TBSEqffCvHxDAvwT6wcsIjScyrx+GxNZozlOFevEcNxkqZPO2rCMJZlzy7BZDZz5/BKorh6sWUzL9n/ZhUkQRActerqZV4iXG3bJvP5dXjtMGEYo/BJEiTpGPBQDizLmsyYohRW9/pPN6kNRsWpTWbFu+5jkBRFEAo2CZtN+PzzXXQcRkAJwwjiUKu9cHaapgo7VlZ3DSR5VrJDrc6M4YpeiE5vMBhNilIYTCad3uBqLjOGaXV6d3gPdToMJ37wT5JhtbvLUzNLBMMRJ+fSmzDscqtRq9ObzOZzz9Z8Di+D4ds87w3gezGz231JKhXHOUVvt7N3x8W2fehEHV67OXOj3TS9wag3GBWlMJnNbj56Tphb/aeb1AeHilMf6hTvuo9Nb1S2SVh48uOPN5Ud8gUANyPNVg/tmulz59VI2fVotC6BZhirVdlZH6sgOIZ8XYLNZiNIt8adLnaDCJK6wFgNzTC89YwhX+rc4VyCJM8dArUKNneG4ux2MJmvb9b0Vbjatgny/Dq8dpAUpfTM2RUM+UqSRJIX34PBSbjZf7oDDFecmiBJm8Jd9zEsyg/5fvXVwZvulFQ1uGMkz/EGesucklyCGhz/dai7zSh3PpcC1SnJSahOSZeIt8EpSRVU56EKqiqor0MV1ItBFVT3qVVBdRWqoDoLVVB/AFVQrwaqoF4MqqC6T60KqqtQBdVZqIL6A6iCejVQBfViUAXVfWpVUF2FKqjOQhXUH0AV1KuBKqgXgyqo7lOrguoqFBdUuBwv33MiKuAEKctvT2AHl2CTpGvz8r38wA6UdG5gB5K0ncdrFSSCvHjwXbsdTGZlfzw5D1fbNkGeX4fXDpKi3oLADpIoql6+boIgSZvCXfcxriCww1dfHSBOSTAspzcYLpzdYrGU9Kzv6gjOYjkjmd5gpGnmwizOwLFsTlEKnCBNJrOruSiK0rlRwxzHafV6hmVdzaU3mkiadjWXyWzGCOK0owajiaSo83iN1Jm8LGclKSPDdgGMXMzs9mEMH2E5gePOanVXA1fbtt6JOrx2OHOj3YQZw80YrigFSVEGo0lRCta9/tNNap1ecWq90Ugp3HUfA8OVbRKiaPn0021EM4xyRtG0Vq+/cHaGYYq71rYOzcyZybR6A0GSil6IwWgyY7iiFGYMNxiMNGuRZLss22XZxrHsWZXDWXirhWYYmjkrGc0wjjIlUTyxGpnTsrMcb+VPq3lHDIoLVKMJw047qjcYcII4uwSd3kCczUtbWHbRzUhJNtsvKZqnGYbjrdajSr4ec7Vt6/Tn1+G1m95gwBQ+SaPZbDSbFaXACUKvNyhK4Wb/6S61TnFqnfJd97GZzJjRpGCTsArMJ59s/SiGfH8qgR0Y1gKyZWVmYnh4eHRi8eyRTdlqoUgnN+mU5kaG57Z0rp2QaNHtm0876EZgh1NHzi8rsAPAHsB/9QONJI1ocAgRVgSAdGtocABpSQSAlifRjgEBIJlF46OItzvS/62jIIGjMeo6h3/VwA4Xg+OlQVEKNbCD+7jSwA68hVMDO/yknJJ4m00/2vz9B4/y8/PjfH0ik9vPSI9P9CZEtpx4aG9ianLmuXzayar06NDoFN+Hd4pbZl04IZ5YW9hfHRqbXcFOYH+DnZJe321GplFuFEpKQiGRCKOQvx/KzEWLWjQziB7dQY9CkIlAxeno+xsosRbZXwqO3xj+/R+8i68xbJLqlHQxqE5J7lOrTkmuQvXydRZXJqj7/c1B3nm7u7vDzTmRGTXL/eMbWmp7bGJpzTQ/0BAdFVbYNMZb+LKMuPtf34iLb5ztHz8k2OXekW0Du9Vf6x8Q0DQwnXvv23/8OIqSAQC0k82hEXkAIOvXW3oWmJ3pmJDggOiMdZ2xu6Q0ONy3tGWWZ8jitJjQ4KDWFbOErSX6+sWkVxiNxGz/WOjH73/7UNPZ2zJ/wIOkbejr5WSA694Pdby7OiYmJiYmJqeiyZn9UO02ZLWiwzkUGIFWJ1FULNo3IwCU9RCtMag5BtWWoqQwxIso5iEinu+HKpvXEiNTEuMSBncV31TkNKiCejGoguo+tSqorkIVVGdxVYIqG8aav/gv38TGxvrd/S6qpKM+Jqtr5rA/M7+stD3ZOyS3oiK/qq+9sTA6v7OvJCUpqbQgPHNqz9QcrSkrrwkOiZldXBwbnGtJS4tL7nJsQDPZVBxaOnnMYlzsL88rCrh5NyOn0vPze80T01kRvt2TM81FBZpIP+8ATXpabFn7+FjP2Or4YJJ/dlF8SmHd4kJHdkrV4OF0c2RimaPY6xNUUpKkraXJlpaWlpaW/vHZk07i5P1Qq6OQTzJa7EPPbqKwEDQ+gjS+aFtCvYmoOAmlxyIJUPoDpLcjgF8BwFBZ0rOE2vbSsAdRFa5e6WVBFdSLQRVU96lVQXUVqqA6i6sSVGmrszk7axoAgF1PeJqYE5k1vkaO5uaVNi/uTA1maJJiogs1WVEZowewO1OYUlUQmbFq4rtSCrLSMj1SKwEAbGJ/dn5R5bKjWP1Ma2hYNgCAcb2zfWRusDc9KfXJJ59qsqrinqUKAF0lXnmVTaVpOTH+94I8YrxiEhYsAADk+lhqSFFNVlFjrxHE/bSkjMLs3OGNo0mj631DneipiYuLi4uLy61sduYNVRYRzSEAlHwPTW4iGyBxBWVGIE0YWqNQQzSqr0DJ4YixoOijN9T3QGTD7373ODwqJsLvw88f7RLXsxZFFdSLQRVU96lVQXUVqqA6iysb8jVMtH7zTzcTExMDgkIqx5fWOvIePPR4/L1vU9dia2FeRnZiREjxzHjvk4cP73/zVVRmz1RzxsMnXo+/C+ifXq2MCwkMCU7LbZlpK7t/N0B/NAHPVKVFeIbG3rp5q6x9rDU98q5/bKjXjaKyymdf33kY5BMbm9fbWHXjxrOE6EcRyQXjHVX+Hn6BgXFjg2N5cfW9dZkeT2I4gJHsR189yTx2KHqz51B3Ad55RVBJlBCG4pJQVQtanUO+/igiAs1soo1xdPc75B2DaAsqSUbffIey2h1ZfnM41hOaWOkobqQkLrlmyrVLvSSognoxqILqPrUqqK7ixxLY4afj5cuBXdhZW5yZmZnfOAQAAHl9bWHvEAcAK2uYnZkzWyQAMB9uLq3t8FYAEFdW5g/1FACAQM3NzuJWO4B0sLvJv6gSaXF2ZnHPBAAgsysLc4dmXDQvRt9O7FucM7I2ANhfX1jfO7SKAgBsLcxtHJoAwMIKYLfs725ZRb4mLSalZua4xDfZy1eWt2X5n8nyOy8M3qGM70xMvMNI7wC8s7H0zszSOwDvALyzNvuOFnsH4B2RfGd25h2r9I4svmOz/crKcAL/PDqEKGCEkw7VlwzVy/di4CwcZ1G9fN3CW+fly1+Fly9F0coZQVFane7C2WmaLupa3Tww0fRZybQ6PU4Qil6I3mA0mTFFKUxmTK83UAxrFSVBlATBSlM0xbBWQeKtPM3QDMcLomThWIqiLVZBEAWWYyiGE0SJt1pomqY5iyBKHMtQDMsLwotKYzhBlAQrT1E0zVoEUeJ5njFulmc1GqyShWMpmrGKktVqZTnu6DPPUzTDcizNcLxVWBtq8vVJWcepF3WuN2C4y3WuNxiNZvNpR3V6A4bjZ5eg1evxM3ktVtbbO+6v/3r8T/8U+/nP8WP7F/8S/8Uv8D/75/jPf47/N3+B/+Iv8D/9Of7zP8X/4hf4n/9L/Oc/x//5v8B/8Vf4n/17/M//re5/+Ovc/sFWq2A9aocsx3Gsonf/1Ot1sW1rnajDazed3mBW+CQNJpPBZFKUAsNxnd6gKAXpXv/pJvWhVnFqrV7xrvvYjCazwahgk7Ba6U8+2UIWC6+csRaL3mi8cHae50t7Nvb0JM+flUxvNDEMq+iFmDCMIClFKQiSMpnMvPDi9UsSrWekt0qSbLedfJTnLfxJn19JI9jBbnXu3KyiBACi8OJ8DEYTxTAXqEacJE87ajSZHEPrZ5jBaKLP5BVF64cfBiKk/9Wvmt97r+4V+/u63/++7h9+Xffee3W//d3Rh1fsWd17d+r+55B59K9bWqrKBEFQ9I47Y662bYPx/Dq8dnPmRrtpGI5jOK4oBUXTRqNJUQrOvf7TXWqD4tQGo4lWuOs+NpwgMEzBJiFK/Gef7fwIhnxN1PmxfJ1Y7O8W6CuJ5ctyvJ0ztlWVl5aWlpQ3m86ctBUI086WUdFTOgMEeZFRO/q8WL7nzo8SJHnukOYHH0T+7GfjJ4ZA2t47+kDpTgmTlIBa3v8d+k+dPbX1rl6dEnC1bRPk+XV47Xg7YvmKaixft0GQ5AVmji6GK4rlqyiB6pTkPCw8z8u2/b76e1+F9vb2lidH+wVX/iDEu/2l77vdTdHBDScWtdTa2ti24visnRyqKB299LO9Xqcku90uy7Isy3b7CUHwP/ww8mc/m2TZP/mBWBqG0H/+O9SxiQBQzC20xp6sqRUzn6K/6uhurHP16pSA6pR0MahOSe5Tq05JrkL18nUWV+blezjU/PhmVF9fX3lWRGxJ21R9x+w2ttTeNTqx3VtdEBYWmFzUjZmMqWEB3378aUxifX9tx6aJmqhuWdgyTlZrPB4/Lmns09z95jcfhJM2AID2qMe/+jvPju7aqs5ZALG5raQ8r9zH+8lT/4htI7k32BocFKgpH+Fc/Jl4zYEduqqio6Ojo6OzyxtfvyunCWqFBlWWIk0VAkCZPqi7A3W0I2IX1ZS9mqz6U4Q6untUQVUKqqA6CVVQLxGqoAL89ARVN9J862Ov0tLSzDDf6Kz66picnjntoKawoqI7JzhaU1pe2jTcUJ2V3DS/01udkVxWEKGZ3je3xeUV5Rc/i8zAKGp3/aAvryC7YNzx7rbZUZ+U0MPhc2GR6ft7S5oUTV5EWGzJ9O5oeWJS8IMH/sXlpd998uHArmtXd72BHTYWRhsaGhoaGrqHp14/iRMFVTxAH3+EmlvRh39Ea0ZUGorq8pEmCxkWUXTgq4Ja8SlCHd3dqqAqBVVQnYQqqJcIVVABfnKCKm11NKaljAAAmBfi/VMLotL6Zg6709ILGxd2ZsZKyjQhz9IyM6IS2hfo2Z7MxIqiqOTpbXNDTIZGk/ckvgAASKO5OzNbU3C0bnKrvSYmqg1AbijISohKHNk86EqJzWk7YNab42K9vv7eU1NRkZWcsY279op6jYJqs0mL412FhYWFhYV1HQOvZzhRUJsz0KNnqLAQhXmgjGJUEI4aSpAmE2lnUfCrglpa+iVCvR0d1a5enRJQBfViUAXVfWpVUF2FKqjO4moE1SLa8IXem+9/GxAQ4PEsuHPzUD9Rc/fOzSf3wgZGNtuKNFGxYUlpTXubiwGe97778pv0kom14ZLb9+5434+e3dB2Zcc+8vRMK+7eGG3yfPjsgAUAYLaGPW7cWjaDsFDy/qePOBv0pkS9//nNJ0/8Zjf2FpprQmKis/OaSBfHfN/kwA4ffhj5s59N2Gz/7GWZzE9EmOOzjDKTUFYKMupR7FP01BcVFr8iqMPD/+d/+A/5y8uTZ7NcDVRBvRhUQXWfWhVUV/E2BXZ4G7x8aZoBAJ4lTSYTzhzRsQzBC461z6LZjDlan01gKfZI4GkKF563SQzDHEmtPHNcI6LAWi10d3FGSHYXADSFp5bWz5DcUfm42Ww9wbPnHOAEqYCXL3muWOLE+QLz0UeRP/vZ0urqv9vbe/fIdt/d23lXe/ju3t67B4fvbm++u7Xzrlb37sbau3NL7x7uv3ucEsP+LDg49KuvoqKiAly9OiXgatsmSEpSvXyvxMtXUr183QZBkjaFu+5jXJGXL04QyhmGEwda7cWzE0Rhx8rWvpEgyTOSHWh1ZgxT9EK0er3BaFKUwmAyaXV6nCApmqEZhqZpnCAcXymaIgiCICmaYUiSxAmCpGmKpgmSxAmKohmKovBXEpAUTRNHJZMUzZh2Z5MjMqYOMJwgJjv7Jhb2KUf5jiwU5XqFGEyu17neYDCYTq1Gnd5gMp9TplavP/tecxb6D394hFAXQhMIjbtqv/td6L/5N1MIlf2v/8v/SDMMTpzV8K7AXG3bh1qdyWy+3nM+/yR1OqPCJ6kzGHQGg6IUJrP5UKtTlMLN/tNd6kPFqQ+1ugt0IxczvcGo0yvYJCw8+fHHm0gUJeXMKooms/mC2SVJEKTy/m0jwUnSWSlNZozneUUvBCcImmEVpaAZBsNe/UkoPz9qswOA7bUsAACy7firTZZtttdLfukHoN1ms7/47NLpSTabzWZ7hRoAAKSjozIAHN8mST465HhdliRJclyCzXbGrTz7qJNpbLLU0NDo7x/97FnCBayqqvlv/ub//ZM/+cWvf/2eJNnE887nImaTRQDRceNk+4vPAKJdFkVJlGwigGiTxJfatmSz2WX53MJNGM5x3OWf86WaGcNZhU+SpCiSohSl4DjOjOGKUgju9J9uUxtNilObMMyicNd9bBRNk6SCTUKWpc8/31V2yNcO4O4c6tAuwZ4zOoThhNKBHSiaVn7IV+B5eqa9Oi4mJioqJj4xf4d4rls8Nt4z/1ot2Bb6pg6JF+PhdvnEoVv7Qt+UjjzKLTH6wsSY6PR8o6sLZeyvrPnE99cmJ6ZmxzYc/5Ot+OLa9ovDFmxmblEGoHemqrumAEBkDcub+64xXhNw3LS+sUpRyo3mibC3B457y9GwtwM0DwBAGIF6fpO1OrADHLXto2Zw9DvlTODE+cPm1w6CvMgEvEu4gjlUURSVnkMFt/tPd3A1c6hXF9jhLZhDddMpyW6HqqFdnDlnDvVtcUqyMgxt2t9qzUq49XX07NyqxQa4yWCmLUCshd9MWjEbRDsAgCzb7Xa7LDPp96OGNlibyOkNRgmgNT61qH4BACyU2YQ7mo5sNG7E34we3aQBAAQ8N9ynoH2oqyjWJ6zMchQawfHXRuKEIMsUTtoBSJOeskgAAJJkMhkEu32qpDAls9exGSrY6LrcwuaK2mifMke92yWmIDNqcPOova72VRdWjANAe8KjX/3Ba5OQZMGckRo7o7MCANhtZqNeq9VqtVqCuZ6g82eDVvDBs0BeGjzzgbBSoGhIDQL/MBjfhoN58PgKPMKBFqE/Bz79BApbAQB7Pme815H+4d1Y7LxmrjolOaA6JblPrToluQpVUJ3F1Xj5UhQNAKbxnuSoNgDQjtb5efvfuu/bMzrh9+Wt7x/dishqmuvqrmlY1M2PVBa3FccWTC2tFcWFhPh7B2YWh3/40Q3fUvJgOyc0ws8nbnx9Z6wq777nrY//4faMXgQAfLnXP6LIQWc04KMVVU09m9tDPfVV/UUpvuHR2alRPr4h2RN9famBIUHh+atbq7EPn3h63Q9IKct5cvcf3w/BJQAAYmkoK7tJvzkdF1B1fP5TNVkZRT0AAMCWRCXOk3YbvpGa1TjSVZnbMg4AvbnxhQ3TAAASVVOiSUpKSkpK6hhfUbRWLwCFuxIJtCag9eATDbOzkBoJtA0AICEOBtehJBcqOiAwFUgdeEYAIWM0Kcl2sFtKEqI8HwY2z+ydXboqqA6oguo+tSqorkIVVGdxlYJ6MNgWF9YAAPT+Qk1ers9Xt7OyysOeJGE2e2miR2JYVnnVgm66Nye1piguf3JTN9Nam5se8/BuVGVG9fiMoaM0+qtnSelhD3wDfB4ll0gARc/ix7dZADDOdjyNfxGvoDc9p7x5baO7uSCrLsU3YgWj85/4z2yZUoM9fZPyA+99lpydHfIw2UzrU55lNpTUlJXPOjIutpb5pvdb9qeTAov6Osqzs7O7l/X4UmVsfh4AgGXL81GcDmC+Ku63X3hrkp69974nC7A7mJJSUQsAYGO7mmtKSkpKSkpGFrcVrdUL4Cq6krwYeJIJK9PwwVcQGAZjGxCbA8sENFVBfD4EVgAI8DgK9gSMoQAAW+t9GlayutDkEZR69lCpKqgOqILqPrUqqK5CFVRncZWCutfbGO5fCwC1cdERybnen36QnlkaeDtoTatNj/TNS8vMTG+bbK6ISygrii1orm8O8IzO1QTfuuFXGJdV277cX512xzelsriwu7Hewy9gYW8n5rtnw9scAMjUXsJT7+2lN3IAACAASURBVMFdXDvXFh1X2lmQk13Q21+Sn5xWpQnM2aGw/MdJy1o8J9w3MKW4NDtvqKMj9kkpZT1I89LU5uTEJ7Q5Zmm3+xri0/upnfGop4Uzc93RIXELB4R5pjQhvxAAwKaNfZa1j+1Gez4qbOru7ukL93pQO3l4MJKZXtkIACDzU6P9XV1dXV1dS9s6RWv1AlC4K3k+Ee0TCYPrQAGI++CTCvHZsExAfQVoqsC/AEACjygw2jCaBpBbk/1+99XDkMCnv/77TyYOznL9VwXVAVVQ3adWBdVVqILqLK5SUM1LU7UV4wAw0Zj/xC8oISG8d3CwIjH1qc+znPollt2P9rnn7RfT2Tkz0Ni/MD8XH+AVHhdWUFE51VsfGZdOEERFXGRQWMymDl/rLb336K6vV9IOeeTPol/sf/zY6+Ej7/YlvUAsBXnd9fFLGOib7arqMnBMb2HjBi5xe0vJgcGxKYX7W7sNhX2sgLUU9q4v9of6BexQAADc7mhKWs7h/k5d6YgM0ljvFAAMl6drKsYBAECsyYxuau+rqexwkNLrA0UtI61FaeXtb9wA7+tQtisRCUhNhYJcSK6G8VmIT4b0dGich9kmuHcfPHxh1wx5ofD4IcTmgh1Ilue1Mz5Pgh2zz6ttWf5J1Wd4caiC6oAqqO5Tq4LqKn4MgR2G90junBrHCVJWeNv3qwzs8GOA2JKTPbSGA4BspRanV0Gi8zNj581HXf3hVHt+6cArOXhdRnrSNuN6CInrgLJL2rUrUF8POgsAwHgnNDyvqK5WmNwGAOD00NAIuAgABEXzpFG7Zz5KIzIra4dnVOKPJbCD0q7IamAH93FVgR2U7bqPcUWBHRwtTyFjWE5vMFwsL8dxDMuV9GwcGknOYjkjpd5gpGla0Qsxms04QSpKgROk0WRmOY7jLJzFwr348PJnjuU4znKcwHHkOJmF4yzHCViOY5+X8ErFWk4s6sXfl0s4+uoo/Hku1sKbDjdXd3WOLLzVyhD65ZUdi5V3UPC0eXltlXxxKy2k6XBlfd/Kn3Uf3xRjOZ3+go3WKRNlFoCVBJazsAAsAMtzLMezACzILMexgsQCsKKV5Tid3sBwFskmHd0IqyDLR59PNJ3BSJLU9dfhmWYwmghK2ZM0Y5gZwxSlICnKYDQpW1du9J/uUyv7FHAcy3F6o5FSuOs+NgzHzWYFm4QoWj79dBvRDKOcUTSt1evdyM4Ud6/t6XHmzGRavcERJEg5MxhNZgxXlMKM4waDkeWtMsiCKEqyXbTyJ6ZkOI6zcC99tfCnpDzPWKsocixLMwzD8VarcFzPFkHgeQv94qsoCK9QcLxgfZ6A4XhHCAf2OAFrEV4uzSryVkEQrIpW4GUZRdNa3cUb7euVTEsyLQkv/sNaaLudtj6vXquV5lia4WjZTtskmmFoi5W222krT7/WthmW4wX+9MeBtfBWq2jlOPbaq/EM0xsMOEEoSmE0m41ms6IUOEHo9QZFKdzsP92lvsyn4GTTKd91H5vJjBlNCjYJq8B88smWOuTrFGiGsVqVnfWxCoJFkPj9uaAHjwMDAx8/Dps4OLnqiO2NubmDF99liTsv3PFpmOvv2cAlAKANa1Mr28f/N61MDc7vHH/dHBwcntCeVoiN1bY3NTdVDJ8yyWybnR7RUW/6xN7LuOTBrvVZWDe+9N0G42NwHLWD48BRN1PDsLwFACAQMDwMpBVeb9s2gTCfNS9gYRiTDhOuaFrqgiApSumZM8fYjaIUkiSpQ75u4iqHfC28hbuCIV9FCVSnJOdh4Xletm131of4VnIct9Sa7+VTCACbsxNLmwYAsNLaifFxHclJDG3CeJDpyYnxLb1JN9Z8+4tQM2/nCO34xOQBbQFR0m6vTy4uiQAA4vzE+OqBAQB4bH98fMbyfApOMC/kpJYYeWF3fW1ncyImIWWbkgEAZLY2O2Nqk7FxxonxCcYGk/kFCbG1M8urAGAlqOWF6T0jodtZWdnVAcDWcGt+dmaERwEL8t7OOkEJxt3N2ZV1jsFmZmetdlgfKIor7HLQ4vqdsbGxsbGxydlFyxXFSHENl+yOsdQNT27BAx/Ypx3FQ3Ma3P4OIrJAtsFyO/zySzgUoCMXPPzAwwMGhyAmCMIj4WkYkDJGky+3bcvWePTT0lPPnDfVVmaG3E8eXL62XtgZqE5JTkJ1SrpEsG+BU5IqqM7DscH4wWCL76O0hcXl4dbC9JKurfGelLCEYN/Y/tHxnMDw5IzkhOymida2ssLeBk1qaFxyTHJBa2n2P/361jaJ1abFJMZH3gvO6ivPu3PD0/PBw6Le1cnadF/fkPDQ7LXVlbK41JT4yJjMZosMADBVXljWtrQ7Uf75B3emNw4bU0PaprQAwGxOJESV2oAs9n8aGOgbk9E5WpPz+deeXp5eNX3zeb6PnwYG3775bVhs9P2nYXsY095aNTA4nh9U2FBbGa0pGakrvv3t4yC/u3d8woJ8PNPb1oDfjAuMMEgAAPsrYwUFBQUFBWW1zeQb+dZ6yV1JbCKMaaGhGIonAQDsGNyPAUmAwDhYNkBrGvzeG9bNMDMBANAcDzHZML0BAOD5NWxaMJaSZeD2Z2Ke+iQX9RPalcBvfP0jApsnN41Ls5lxceGJiQ3NNcFhYcu4zaJfrK1rLIkunFzRN5Vp+qYWOotKw6OCiusbMuKC8zomruhd4DyoguokVEG9RKiC+hMUVNkw1vz1P92JDLz33u9vCgBpQfdvhaZFeH2dWdPWV1oRm5aeX98309CYq+me6W5IiExJyq3ZnJnQRLUDiPPtDRkZcXe/Di5Lzy6qmdePD2oisx/FJjpWemona3/1wfeazLjbDz0NIgBAdWqSpm9vq6U4Ma0fAPoqnxX3zwKAdqzJI7qFNcw8868AgOKQoOz4jILaucPhnqy06ozghC1aKPEJG9+nOhLzmrrGSnKKTOS+9+8+ef92kFaEncb81PwJ82xnWEwbszsXHdoAQKWmeKwSAADb8wPp6enp6ek5JdX4T0FQwzNgzgyt5ZA9CABg18GDDAAbBMXBDAEAEJkB0wYAgO1xeBQMhywAQFk6JFaCDTCSBuALg4Jre8bzwuOqK6sf3vDt6m0J9c+v00T7hpY0a0Lu+Od0VuQmV8yujZY3zS53JSTfueEbWzZIG2fvvH9/cKz7m/+fvfdsjivJsgT5B9Zsvu6X2Vmz2d3eEW3Ts93b211dXdXdVZUlMktkparKSkGRZJKZ1FqBhCBAEAChtdYAoQGC0BqEJLTWOtSLp7WIOPshSFATMpDszDh2DYZ4z/1d9+v+/ES4X7/++Ymmrjafa9FL0lvhZe0h1E3CQ6i7CA+h/vAI1aHP1ZVHhLYCKAr3Csl7UJ4WExCecS8jZ2Bgpq+hqfx+5rVTIfczC5Pi66cedZeWl1w/dvN+aZXf2YjFhcHzh66k50Z9c+BkVlReQdnYTOP9lJiyuJg75S39LVWN/e11l8/cKq0oKsprcsXPbU9PLaybnKgsiY5tB9CY7lXSMQ2AHmsLvV0qy7OBZwO6e1tDfKML4rIKK8an6yuSYwuTfJPnGDLrUuSwiSy/k5wYm5DVPA5+1udETG93zd3ovKbcgozcgcWO6uiYdutYS5B3BUDEh1xfFAGAp23T09PT09Nzi8vqW/KL6Xns8lASEYXuZZRlIX8AAEDj/F1IArxDMC8CTvhEYZzF2gyu38a8CACVhQh+HCGSpDk4qNDrofPA8L24xKjU+MAHirqa7JdZlpZTXjc313A/696wub8lPao4616hWZDv+fieuRKQU9olUvNhV3JF3RpzMZ11UInnoqc5D6HuGjyEunN4CHVr8BDq5iHJsiDL9Nxke8skAAjzaZnFBGEtiAwOT8imGa6/rjD4bkhVxwQxN9vfv7I42nY7OCSzpFlVpMKkuz1TS1VZUSEx0Q8aHgx0DI1NWu1zE4+GzLJlJNTXLyazghfVqYay4JCglr5F19qlZbAsJe++eWq6u2cJDj4uIKh3UQDg4BeTIsOsinO2rcTP17d1wmoZHx2asNrnpvp7x/taHpGyNFTXZWbF6c7+1rrWJYKDQrZVDTqh1pcWtTX2jI6Z6eWZ7u5Fwbb4sGWGWXkYGJTtXvPtHnZ5KJltxrHDOOcDs4jxhxAM1CbgyCFEpEMHoCMwCXMkfA5g/2UkJqKjBu/+EkGxyMiFDJJlAedgcdKNC9evXkvo6e5JDCznhcW0oLzK7IL79TPTDZU5RcNrg+2x3rFFLU0OoDQobXyVKYq5k5ZbkhxYxklr8V7ZlGJLvpY493bsA/YQ6ibhIdRdxPeBUOHx8t00FFXl2D0O7CCWJWfPCgBAz3elFZav13DwQUlV18JuqemsSK0eWtw43VuDXfZvnJ/BGgcAtBkGACcmJrB+yo4gw+EEsYSpcQwNgyCwOovRYUxMwwmKYVyn8s2Nja6SEgCRVwCnLCiqrKiaw6GpimLA0HmWVxUNgCJIBgCVp+y0LGqAU+JlADL/dkz4erx8twKPl+9uYY+8fFmWc5/QLGsym7eZneMYlstpnF4ykxz3ppQms4WiabdWxGK1EXbSrSoIkrRYbSzHub5c84LAvrHWOxWO43jRZltZtVEsy1ktZrOV4bnHt1jaumSyPJOYf1NhOI7jeI7nX5OAWV4xU4zgVuvtojAsu2babqd9hfCsqrGKxLIcK0osx7G8wGoaKz4xiCSyPM/KKqtprKaxksSqGqtprKq69gJSNM3ygqJpsiyyHC9IIsvxgijyosgLPCcIgsBzvCBKEi8ILMvxkshxHC+6QnMIT7NI4pvfoz0Ts8Vqpyi3qrAShJUg3KqCpCizxepWFcxOxs8dq97Vt+DVYrK4feheFxtht9rc2CUUhfvyy/l9kiy7T0RJsthsO8gu57fMmghWfmMyi43gecGtFSFIkmZYt6qgGZawk4qq8DxjIwiKkRwOx4a5DDg1VdmGOlVXJUVSNV1VZEmWJUVzOJzrdtYchqo9faysqoryWi2yqimyoqjq65pJ0Z2GrrnVersooiRZrNvvtC+JIgES8PSKqkuABF2SZckJCZAUWVL0p8kMSICkq9JLfVtWNSccb3gddMMBYHtdYs/ERhAsx7lVBUlRJEW5VQXLcTYb4VYVOxw/d6p6N9+CV4vVRnBuHrrXhaJpknRjl9B0+cCBxX8HU760sEHYT4pmDDcf+87tSSxfWTfYqY5zB477+vqeOXHpwSamSYlFq7itqKj2sZ4HzUPrH5nVoYbugfWPi13Ndb2z6x9HHzyobV563aMU+3RBTk52bPVrFiiMnvaqSZPbJ8d2Ebs82dVciqaRpx+dNPJzMUsCwHIfcu8DgGJHfg6ahgDAOoWcAnA6AIp6rm87JGZu4k2xfK2mlfGBWVp4qyM7MCyr/vuP5at5YvnuGDTD6G4eutexR7F83arA45S0eUiyLBv6fP396IhWAOxg5aVL6YD+sKKoum0MALE4UlhY1Di6CGCup6mgsNxEmG7+4YuokiGnxlSXFpbUdfCavjY2fr+iqHtqDcB0V2NBQalNApxcXVFhS986Q2s1OWnt/XO9vSMAZgd61swzkcHhE4QrFARdmJQ0Y9HY1dHCgsJlVhvKzwv0Syura5ScsM/O1VWXdg1PDnU11HcPA5hsrS7MzQ6/nsc7he7uh6tr1HBna0V949LidHlFOaHANFB6J/6+671ZmxkoLCwsLCwsq25k38oo7rvsjtFZCl8vXPbCOAEAMJB1F7434B+L1QUEecHrOsra0FGP1Hu4EYzah/D1RXwCEouhOEjmub4tz/cGns983ajg4E1FeXF+JyNax2kAzrdkyfQleJySNgmPU9Iu4vvglOQh1M1DkmXZMEydVWcOeVdUVORlRhc29A7UlESHpQRe8y5ve9R2LzElJeGrb281N9fe8bqVEptUW9d++8C3KbWTawO1sRHxF789l1Vc7X34RGR8xLmL8T3d9QHX/JOj4hq6JhsKs+Jj03wuetWPrAFw2CeDbiZzMpMYdi0uOzk4MtzMq3UJPpU9SwCY8fagwELDaYm/eC0hMTrwbnFzYdKRk75B3r7Z97viL54JjIw/fWR/SHzS1Wu3J1bJ6gf5XX1DaV7xiYmpCUU1vcXJ3xy7GR108fCF27F3/cMKB6GvRAfcWlMBwDQ3VFpaWlpaWlnXzP0QCDU4BoMkqguQ2Q0ATgKnowAgOAHpBQhrhLaE84kAYJnHzUC0deB8FCDj2Bks66TAOp2wDdV7nzp3K6LctDjmdejiRa+LWbUD851N/te9vfxuJKSnXLl6pXNZ4k2DpQ/qSyPzugfmM+LCm3r7coLCb/hcDolPvOt/9W5+vfp2UKyHUDcJD6HuIjyE+kMkVHNX1alD3unx/r//6FsViL11+uitmFDvkzn1XdPtjTHxkaf/cjUkIiyyaQ4AoN8LyBizOqnFkZz42Kv7j6YmF8X45UgQ833SIuJColtc87T8+ZOHL4cn+F86WtazAEBd6jnnlaYAIHp/9+OfFo4oAJqLb+S0DgIw9VZdCavlLQNet8oAFAT6poSlllRPmbtb0xNKUgMTV2StyCdy2Co2RmZWVLdmpxcL4urljw58dSlwWcBiVX5a/jA53BIV0youD4cH3Ae42LjHgR1mB5rCwsLCwsJi03JJ906ibxNuD+xwNhFw4G4ConMR3QptHucTAGCqDye8MWxFVTpu3MSxr7CskqIAJ5948/bDOUtVbGRuZs7VMyGT04Oh3uklyeGhCQ2PSuIuBxWPNlXEZPcMNuU0TM7Vh4Z+9qdT8bWT4CfO7b8xtzxx9sDF0cWZkKvR88JbwageQt0kPIS6i/AQ6g+PUB36fF1FRGgLgJbswEuRmXWFOaERaXkZ+aMdDy8cOpOQm3D888PlVeV3/MJK83LqW/uzfW/mVHfmBfpevZvse/zzqLisKK98SjHFXUxsai4N8AkvycmubR8oTUmKSszPTc6dXmQAOKjpCK8EUrBnRd0qzijx8YuYZeWWVJ+K7nkA7FRHeECeYqxEnvMqKMy+fTu9Ijn7XvnYdMP95LiiZL/kOYbMuhw5tGavCE6Ni4i+1z0Ldub2+bS56U6/gJgHGfmZea7ADm3WsdZg3/tOmOMCvVdkADB09cmhc7LjrRjeX8QuDyUJ0agfQm4iykYBAByuBGJ1GQGRqK5FUD7muuCThmUTAJRmI/MhCBbcPC6EgHWQPA8nE+UVNMxoD9Ojk2Mz4gIqRWkx0Se9NCWnrGZmurY8K394pbcx5W5OamEJqei5N2/djkhKS7+/tjIZfjmXU9aizqfTOhF7OtIT2GEX4SHUncNDqFvDDgnV4UBxxxIt/FAIlRdFwbI2Ob4GAAZVX9/OS3xjfnpOSY2sGeMPK9Jy8joedSsOx3hjeXJS2jKjETMdtS1dttXp7Iz0muamxaW5qeFl1ZCn+mcdcA7XliQnpS/ROlSyNC2tqLpN0R0A4JSK0yJbeifaenoBDLQ1TSxPx4eEDZsVAE7FnB4TtkAbxFRXclLKhFXkVpcXVxnOsjY/uzI3Nser6uLQNC0p5un50cExOytB48f75wHHSFf7yOD08got2M3TMzaZtU2OmS2T1YGRxW/l/O4rsMtDCTGEbw7icgg4DYP14BzoK8CXnyO9EpqE2Bv48jhmVtBWiVOXcPceCBJZ8Th1CtUPAZAU4wQWW4uufnvm2q2c6cnx7JhaQVwtiC9vLK1saFtYeNhQVjVhHe9ND0mv6eoEUBNXMEvIddkx6Tml+XF1vGzJDilhVHt+cO6S6CHUXYOHUHcOD6FuGTvxUtMNlHQuixtFqKNoxuH4Pnj5ciznVhXPwjLwsKJheP0jv/iosLpp3dAzrXXVXbOvzLgNdDzI65y17tbT9gC77N8oPTmgTX0SzYF70tBOA9yTL2o0BdnVAjqYxwnWg5YIDK1scQe8ob2lvr7fDy9f3ePlu2PQDGO4eehexx55+VI07T4hKXrVZNpeXpqmLTYyu2FyxWKnaeYNKVdNZruddGtFTBaL1Ua4VYXVRpjMFpYXBFESREkQRYZ5vXEYlmHZjW34+mQMR1vttvWPNsJupzh6/S5LWYhN1pdhuTeXhLLYKJrhdsNKzPPV2UA1zbIsx9HMqzsPzbDMq26RFL26ts1O+2rhOMpVbMZVWobieMqlmmEpjnt6cT3Z44v0qslM2EmKZliOZ1iGomlXdWiGcQnl+kszNMOu33I95IUrr7PD3sua2Wwj7G5VYbZazVarW1XYCPuayexWFTsZP3dB9e6+Ba+Stcfdey9qZLHazBY3dglJZj7/fHafpunuE0XTCLt9m9l1XZDUgrYFipc1/U0pCTspy7JbK0LRNMcLblXBCQLD0LaVhYmp6fn5mdHxGVpQH981nACMZw0rSTwvbfhMkaEJgl3/qDsBQH9sXsMwjKe3dMMw9Oc/Ghs+X9N0TZF5TnxzGsMw9GdaEADg3IaJHA6dFzlZfU61+rr0hiGJIkNzsqK92jiiqKhO46WupWqajdhWp3VCAzTgcXfV9ccfXZV1QAM0bf0iNMN48r9DMxxP8+Lpc17o264Je/11BdCffNl3bq7tviOxk5QgbtBndigMyzIs61YVoijaScqtKtSdjJ87Vr3Nt2ArQpCk5Oahe11YjmMYN3YJh0M/eHDJvVO+TmAnawCa7izuWBKUDeYESIp2d2AHluPcP+WrKgrXV1148/S3n3xwNCQsdXF9gUbnhjtmnq3hUkt1ckLLhs/kVpemJs3rH52cbbhnt2PqMvPxAYXSxumewjIxPb+8ncltcW00N/vB+lK2ujwU41/82tQ6U30/6+615K6JV/dAYr6rqK7llbOihH1bnVZcQHAAOqafXplpQkAoLK4QzTwedAHAfB+CQlDTC6cDtfdwJxpmFVCRGY68RgCYeIigYPTMAyDp5/q2Rpu7W8ZeXwJjZnKo+UH3qv2t9J9+Apph3D7lKwiCm9dQNU1z9xoqdjZ+7hB7s4a6h4EdROHf+xrqDp2SVM1R3LHEyxssBX1vnJIYhgPADLTF3K0HAMWcFxWeXdltGq373Y8+6FhhV0baoqKiMxp6pxqqosLqXBnnRh9mZRSvWaxVafEp+c2GA4uDzfFx0Q86xhiLZW6WpE3jcfGx+dWtw5WZv/np/hlKnuysio6KLu4Z51aW7+flRCQmz3EANZccHp5V2qQZzuXuuuiouOHlx0sOumgtTI+LikoZtzGL3V0ZKdFp5c1OoL+uOND78vVzma7x2746npOaPblo6XuQHxlbYNfBLw9GR0RF5D+QgdWeuvCI8K6xmeRvjxw8m66pbFlWQnRU4qiFWu7tyUyNSS6udwKLndXh4eEPx0xwanVZSXFpD9gna4ddJWm1/WbwS+lh4blVA6J1KuCYf2RSTMfUGre0WJ6TlZiT29XdEpuQuMRDJabLSooz76T3Ttq76ku6RmcG6hsTk2PqH3YWZsTe756ARkb4Bw+bFAA6s5KZEufCwDzB8ds4pUBDbCDSkuEVCFIDAG4Jt/yQFoOIQvBW+HyFf7oKnUeAH5o7cOMScvNxIxq1hbh1D42FiIrFrQB09OKqD7ra8bU3GAfJMa6+TVrNnGKoS323TyUv2W2uQUjmGYIR4FCtBAnAwSwV5cbdPh3ZNsE4VI4TVRiGzWZ1ALTdKutvy2l5HqekTcLjlLSL+D44JXkIdfOQZJllOQCrD2vDAysB1MeFJKSWJAVGZKTn3vjm9jwn9JZn5+ZkfX34SlFWaUpcIwDAmX7teGhaTVVWcnhMzt3rl1LvFUdfDEi7dy85r767ojwlrjL37t2whOzEtOLOusqLR+/aFa45Py0/O+nYycCSpKjzl8KzIsOj0utyE4MyS+rv59eO97X7Xwu5lxN/8vxtV+gkZqkvJzEl/PqlwJiCiHPnkvKLfM4EFZWX3g5Nr8yPvnA61jU6tqf6X/BK7moo8w9ISgv19U8umu19kJWWc/Lg6dyS8hC/oIbGxoba7qKg4LuJbYJtIi8pJcbnin9UfvTFC3E5hbfOBFbW19zxudPQ2FBbN9hYnhsUnB7jeykkpxEAnNTdS2HTolodeSct7360T1hlZdXZw5fuleT4+WZVZYSfvxKbF+117HpMQUpUTOnY0nB5We9wc0yyz9XQwOQK0+rA6T99W15VdOizr0sqy657xRBONKZ4VfQsADBEoqm+2oU5C8uw23A2IXA2FgACIjFoB4DJDtwoA2hcjAPNovc+zqVAVsGrgAHfq+juQdIdRMaiow9hKZhgUVGI3Id4kITIMKRWQnWSDOMEZhvyrx4/e8Unc2Zy6NL+U+euno3Kax2uKT5/4tLlq6f9QsMvnj9TNU7TK90ldW0PovOamgcigoNbervCzl27dvPiRW+/QN/LN+KLhT36MbABPIS6SXgIdRfhIdQfLKHWhN15ACDBN2xQgqkxOykyMTmo2oDWXVISFRtx5JNzRZmlKbENAAA93y92ZI5KC7142DsiOsirtKV/vrcjKi4yLL6wu7wyNbnFMjeUEh7rH5jQ39aeGFwH8A05+ZExQccPehelFBRXTlr6H2YGpZwLj3bNDtsGK9758+Gk5LjAkHDSAADr7FhWbKL/uaN3Q7LTArNWJKnqbm5ERHDAg0GATriR6/pB9zAlrbxuoa829r2jXkmxQQk5ZWMdHYlR0Sc++jYqNPpKWo2rpi1JWZUtZm51Pjs2KfDy8aCgzPQ7mQu8VBeRmxwXcznj8S/vrLArn14Kig/zzSxvAwDD4usVt8jaY3wiF4GZssTEiOS42xWqYU31yypLzymtmVtpq87IG7SPdKTHVNy7l7/I8KUBvge+vpRXM+KUlu9eypSd9tiLKSy4lIsxyyoelt7Iax8BoFELsRFBLnRPW/nt/EK14Xw84ERAJPoJABh/CO9ywI5zkQAACy7EQQegIPAmyoZgHcKNCBTnIKUE4ZmYZHC/GGmVCItFRQluARXXVwAAIABJREFUxIFzkJwAJxPpFTwuoCszJj0xzfdKAkEuxXinF6dEp+T3z9bl+EfXr/Y1x6W1dzzI7FhYrgm+/fvfHc58uAZ19uqxYEqw3Pjad5Wzx1yJnvGch7p78BDqzuEh1K3BQ6ibxzqhrrRV3/WvADBYlBhwPeDGxdCm9keB355q7n/kdfhkRFrMxW++zk0uSIquBwDo+T7R7VPUeOv9sODY1ISMieHp2uzcrPykgOsJjUUVGcmNvbWViVmZfueD2ls7vY6e6x7sOfPlybi00EtnzuTE3isqH51vq05LbWosjg28ExUWFD/YP5ARFJ2Zm1Za2OE6QrMrO+rImeCIWydCIuOS/XLmGarAL6Wxoc7nymX/G+ePfxvlWhBrT07Lq5i0zPRF3IpKT0p+1DUSfe2ST3TctaNfFNe2pATcio6JSs9teFiQ7HM7ub008+jpwKjA03fCYlJuZc+QVElAUlNnT4KfT3RMZFpuQ29rc0RgdEpCcs/AGgBAzPK5M0zJfXkxAT7BNy5HNTW1RvsUscJCgk9GWVpuUeXEdH15em7/2kBL5LXI7PoaDSi6Fd83Y8kJDcgsKI+9eY+RVyIvpNgVa9z5mFUHqqO9a/rXXm6Lba2hSrjlj85O3LyNVRG6BmIC18PQWwfvJAAQ53E8GoaEYF+EFkN1oL8Ot7Ix34XrKbiXjqI6xEXhfjNuhoNYwdc3YNVJQYBTSPYOaJlYroiKSE/Oi/YtE4T52BupxUlZJVVTE1Ul6bmDS9318f7JiSXlnOHIvn479V5FYmTa8Gh/2KUcVl4JP5NCaZaoE+FTnsAOuwcPoe4cHkLdGjyEunmsE6rKsxaTaweY9qixrmtkCcDyZPfMGkkuj9Q1tSyuLVOEnbC5/HqclMnKSg7AMdRa19TZ7wSotcnamro5G+uQBLtdVnhTbW1t//QKgNmRjmU7b5ruqW/tWLWukVY7TUsKz9jsMiC219X2jM0B4Nemampql8knzkY6291S3z08StE26xqlGAa5ZtUB6/xwbWPb8srjYYUn7AQlAVga7qqta+adkMm5hvq6iblZ2XBKlvnamtplWoFKDvQ/4mWxv62ha3CEpG22NVLRDcpkVZwQzDO1NbXLpAxgsqu5rrVr/VzsofrU3PsjgNxZV9s/bQEMyyppOFTCZKftJMXICkfbSVGT+LVFE02zACiTVdAhU2vzs0s2M2M4VOsKoTt124pNYmdDgiPmmBenQZ1Op53c1g682WYcO4qSh4CE3mbAiaokHDuD8VUAUGzIaAa3glMH4RuIO+HgBGSF4PgVDJFQV3H+JIIyYTjRno/TZ1DQAYCkGacT5FiL75kLt2MrLablyrwOSbbWFjT3NLZ29a+uDnQ3tc2T82OlaaVdQ0MAOu7VLDP6o+q8e0VV1YVdomqvTG/gNKY6rcosewh11+Ah1J3DQ6hbg4dQN491QvXgdTCYtZqqJmGXfGuImUf1nQMvX3c6ncRb4yVrJzXtbY3PsG14CHWT8BDqLmKPCNV1Eq+bxE5Sq2um7eWlKMpsI7PqJ5fNBEXRb0i5umYi7Ha3VsRktlisNreqsNhsJrPFrSp2Uaw2grCTW85FELbXt9SGz6QYlqTJDfUSdtJqIzYuD82ynPDSddpOspJ0GHjnbRBF+chOWu0kQ77xFXjOhuSW22WPZc1kthKbaKAdiNliNVusblVhI4g1k9mtKnYyfu5c9Yr7Va+aTG8YEHZXzFb3dglJpj//fHaf050wHA47SW47u6IaRQ8XOUl7czI7SWnaBml2CIZlRVFyqwpRktYjmW0yy7Nfjl6+/urEu1NYp52kFFXdai6aZQVRfN1dkqIURXnzE0iKUjfSK8kyRTNbLduzAP4rsO/tkP/gdG5gk2dhJze24XcOiqZlNxeS43mO592qQlEUiqLdqsKxs/Fzh6oJu9tVkxSlunnoXgcvCBzn3i7hmfLdLPZmyldUFPvEUM2D4Y1TAwAEWnDA2V1aN2V6bopSNs00tfe/mJhc6BwY2Z2yAhS9nb35LMeJ0muDQNAMo240E0jRtLaRXllRtrXv5Vn8/d5zp7yyLydhnwP7lgf3nb28L+LePh37gP8IbGF2lKI3tuF3Ds+U7ybh9Ez57h48a6g/OEKVHcZCfUWQ//0n1xxT/T0TC3YAnNU2ONi7QgkAlmeHh6eWePvq7YOXagamy27HZxW3jM2vrD+qozTjQducSNKjw31rdmZ5ZmRmlYBqi48IfrQiAYAhjQ4+6urq6urqWjCT2yith1B3V4S1fTeO7Pv4D/sc2FeWva98eJ9quG79R0CRGX5qbGBujbCtTI/OLr3RPh5CBTyEuhuqPYS6VXgIdbPYqwPG9aWW6si7rv2ajtH6+zF3ov19oh72dd86eso34MbZm+mDfZ0+NwK8zh32uXn33AeHM+v7S0NufXPx5oVT19tnKQCQ12L9EgidDf/mpPdt/2+/PRYcFnz2RtiqjO6csLyaIQDQ2Jryguzs7Ozs7J6J5W2U1kOouysKt295bF+41z7JuS/m6L5z3vtq2vY5nPuA/x0Q069evXzz1rmTR26Fhl244t278lrnNQ+huuAh1J2r9hDqVuEh1M1i7wi1uTom3BWxwbhz/cTZ4MSAi18lZaaFXk8XnHzm9eTb8XcKpyRMNUYHp+ZFl6+KSklAUMu0vSMxvbBhHgCsg+eupXIOMuxUkEVTky/cnqTE0oD4rmXMd0bHldcAgEqX5KUlJCQkJCS0Dc9vo7QeQt11cRL7Qq/sY5z7hlv3LZj2JZ3dN25xESqbdDl42CI9CA5tnCC6UrOKGl7bZB5CdcFDqDtX7SHUrcJDqJvFnk35LjWVXz2dMDs7u2y23Iu6eycmpyAj91Fzy91LWbSyFnc+IS83MTjlQWtBfGBwRpJPSG3/eKFfXPecreZubFHDHADwc6HXkknFGnkielWyJ5yJnKXJrEuh3cuOqdqItPttAOBQV5bmZ2dnZ2dnbfR2OpmHUHddtLV9/qf2MfK+prp9U/P7Ynz2zdpdhEolnY8ZNtuL/WI6Ziy1obGFta89qtZDqC54CHXnqj2EulW4nVB32CE0zVHcsST8YAhVlFXFMhXl5x8cFJRa1qyyRF7E3Zi0IsJm76oflHWuq6aPJa0F6cl3blwJjawf6yi5d79qqG14jRLmuh5NLLjCESiFicGPZm2Pano4Teqr6SZlaaSh2yKKxXGh1X2WXSmth1B3XQxuX1vNPoexr6NyX8CdfW0jruv/CRD663qsvDTR1rtMCnNdj8bnX/tOeQjVhe8HoeK7I1R4CHXr+OqrlX26YbhPNF0n7Pbt5TUMQ5K1wvYFRlCMN6Yk7KSiKG6tCM0wPC+4VQUvCBRFPxu04IWoNg7DCWCxp87b947v9dv3OqaeSerK59QNQzcci111WQXtAJyGA4DT4QAgW8cSUlNsiuMFvQ6H483mfaXYSUqS5W2YkXu9GUmKkiRpI72kvJFeQRRdx0JtW4C/2ntCfY38L4YhP9vEzzT0a9plIxt+50JSlOjmQrIcx3KcW1VIkkSSlHtttYPxc+eqbYTbVdtJUnbz0L0uLM+zrBu7hMNhHDq0vI+kaPeJnXJtTN5OXoqmLeuBHeg3pXwS2MGNFXkS2MGNKp4EdtggGUPbetrq6tuGGVF4bRrKNr+8ZH/+otW8trhiY16ypMlssZPUVku7ajLbiC3b/M1mXDOZbQSxkV7ThnqtNmLNbN52Q9hJThCuAgffBpGk43bSRlLMVtplAxt+5/IksIMbVTwJ7OBGFU8CO7jVVtsfP3euesX9qp8EdtiLGj0J7OCu5z8O7OCe375Pf2NR9LbCogIANN1Z0rm84QHjFM24+4Bxjufdf8C4wnHbOORkpyApyunccohXmmG3MVfD8bwkv3bmnGHZDadzaYbZcHpfUVWW21EQR8L+dpxzBthJbKlv08zGNvzOwbCs2w8YF0VBFN2qQtO09Ugs7sNOxs8dgqTcrppmGH3vDhiXBMG9XeLw4VWPU9KmsGexfJ0OQ5ZlRd278K0kRTkcWw6P+z1eQ92RO8bLljRe9WXllQZ3PjOyPLHDVvu2Zw3VBdcaqsPQZVlW3XOyuscpaef4Hq6hulWBh1A3D0mWRVnhVob8vH38rp8+cSlob36uegj1BWx/KJltwNGDyKx+svqtozYeh45hYAUygaAzuBAEyYG5ehw5iJw6AFBsuBYOs47lbhz7FimlkAQUJODcBSSUQAO5iV/kz8JDqC7wgqCqqnmyw9vb9+bFY5f8k3adVD2EunPsDqEaxpM3zgnjSTs7X0zgIdQfHKGunzbTkB3sl1Tmlu/VL8FDqC9gu0OJCO8AjI3C+zaWRACwjOJ6NKY6EZyF8jzkNaEwFSXtCAnD+Ci8g7FK4Z43/nY/rAKCgtG5jPJ8ZFUiuwiajPOHMSuTIvts35bXJu+lNL2hEB5CdeEZL1/nvRivyML2XVfhIdSd43lCNdCahiPfoG/uaQpmDjeT4Tphqq4MiY0AAAlBcRil4aThcwXed2BVMduOUxeRUg7agpBbuHgDvWYYJlw+C79IUKqgKTznIdQfFqGyAOyzdZfPB5k0MK9ZCFQkluRUGApBCQA4jjaAhdHunr5xi9UOQGKpmemFTVrEQ6gvYLtDiRXn4wEHbkeijwCAsXZ4lwMkfOMQno2Ha+itR1gmvHMAB25FoN8OTcCdJMyzKElGeCZuHEFKPQDMdsIrCKxBsoxhGHCK7TXVfdMW1TQSeCKyqqVhlZUMjh/r62rp6beuzTc0t4oOwEOoT8ALAs/zABYf5V/xSuQB6jWDqcDTrGg4FZFkZMBgOdYJY7L/Yd/QtM1OAeDstrn55ZffkO8/oVIMnPKjjqaqqqqqqqqB6e2EVHszniNUcgrXQjHSDq84uMzNWxF0FD86DQ2YaMHvfoPzxQBQEYK/+QCPWCw3Iqvgcfb8EDxaAgDahNEljDbArwDD91HsCjwHQRRFSVI5fmaov7a5VXi8wOIk16y8rLFWG8Xu1EvmbSdUSTWKO5ZE5QdDqLwISBl3vOpnWQDlBfHp5QMML/KSJEk8z9j7u3vNtNDb0rhEio15wZGF/ebRoqu3AgmZvfLZR/4JZWXFebM2ZaSxKD67aHzGvBm9HkJ9AdslVDvOxQCAfwSGSACY6sDNUoCGTwJiMvHQhJ56ROfBOwMAfMMxwQGAXwyGSUBDQw38bqJsGLZJXPDDqgqAJBnA0Z4WEeAbfONKdGdn++n9J2+H3PIPL23Jjz9+3Dvw5okTN4Lv+F5Lrp0EQHsIFYCLUCUVhj3S53q/HYCQkRlXWD8qyBInipIssHZzb3e/nRPb6+vtvJgf45PVOD/bFnszMoVilr/54MPIvAdFRQUWSu6szEnOL59bsb+g4vtPqDQLh9TecL+goKCgoKBzZG7jbFvEc4Q63Y3rxQCNc5FwjbWqCmEJ1xNh1yEJ6K7HnQoAEBhEpaLfitpc/OUQIvLAMLh4Fpe8UNgNJ6Cs4fi3aBhGTiL2f4uYYvCqoMg6nLMPMj7406nIML+4jDrdCcDI947umLY0RCeVNOy0gm87ofKyXvxwSdE2cAP73hCqZqD/fvhHX19q7erqHh5My4rzDkzMyct40Ds8/KgyPyfpyOGT1fVN99sfzQ+3frH/y4iMZpldKC4rXlydT01KKWru6Gltb2qsul/XTZsnS6vrlE1473oI9QVsl1B1JAYi9C68Q8BIMC9BWIOvF8LvIK0ag/W46Y+b3uhfQGYIwu7COwS8A9Bx5S4mSAx0oawOISF4NIBP/4SEMgyNQAfJ8nDYQ7wiVoDJkvjkqKQwv0JNJ5L9MkvSUouqZ1dbK+Ize6nRjsjwWgCMh1ABALwgOuCoTff6/Jx/Z1dn38ijyKSoWyEpmfeyG/qGB3vKs1OiDh291NTa9KBreLr7/p/+ciCjol+wDRU9qF5aGEtITKnofNTV0NTQVF3VOMSs9Jc2dbzwMv0wCFWouJcWFRUVFRVV3Tm661qeI9S5HlwtBDicjcDTV5zGpRgQGgD0NyOg9PHlsES0L2J5AasUKooQVYXxWUg8rt3FJAsAUw9xLRXz87CxyExDbp8A6HCMlWXHpA4C9qC7l+xOAI4877iBVf5hUnppo4dQAXyPCFWW5bn+urjE5IT4+PTSsuicrNzyqoyspKS0jLTUoMr6miunjtyNSyhsf7S2MBLkd+1aYCHAP3hQMLW00NPbWlFfO202hV47nd85B2E+v6pG8hDq1rH91SN+EVGRGF4FZIz2AsBEGyKTQOuAE/dSkdsAAOwCoiIx4jodyIG+MbAG2BXERaNzCqoZqXFITUZWAWSQLAeoJcEB6XkVkd5hxYX3w28Ucfxc9PXkooSMwsqJ8QdFydn9ix2VocE18BDqE/CCqKjySFt5fFJKfHx87v3Su1k5hRVVyRlJKclJmVnhD6qLL3x7LColubx7dGW8y/fq+TuJzTDWyqrL55anu3ubyxpb5sxL3mdP1k5RsA7kNbT/4AiVpAEHS5MEQRAEwYm7PwA+R6iiCd5eSAhH+D0oDOwEAMCG4yGwagDQVYPr9x4nDohE8wKGe/GgCWnpKGlFVQ2623E3HS2PkFOGhnIkV6LrIWrbEJOAljnBaehwzlSl7//mdm1F2t3oLIqxkIJUG+4flZIXfOp6XsPCDqvj/tCDwE46hKAYxQ+XNvR6Jyn6+7EPlX1+W9vsQH1U1L1VmmnLTy2qahwb7c3NzR2dXWmqrV0THYBmWWUBZWl5Xtbk2sKkyr55AH09TfO0vjra3tY9vhm929uHStHM7u9DZZgNyZKiN/7ypKgqy+1og+AeuGNsEiRFO51wMIsZEZEFdcOawg11z2o6N/ZoamFyen6ZppfnJ2cI3ro8MrwKgKY3tuF3DobZzrexLUEQXww92N9eERVfbuOomrS4yuauof7W3JyiqaW1mgc1tAPQRZtFgpNbXF1RZaY4O6Fl0gqgo6PRImOqp75nZPEFFZqmMe4OPbiz8XOH2BunpOf2oU60IiwWtAF+CVMTAAAFD4chOwHAtopHT46FGByDRQa3irhIFLQDTgw0Ijoao1ZoCgpTEHsPGmCZRkQU7vcBECXRgGO6quzSiVsxycmrLJjVoVkra1AzSYmRBUXNFttrv+tvEl99tbJP1TT3iaKqNoLYXl5N0yhOKmid50RZe2NKG2GXJMmtFSFpmuN4t6rgeJ6k6GevPG6ll9jOsjwzsWjTDSfg0DQDwDrHPB5MHfrs+JCVVd5styfWIxRF2WppCTspiOI2zMhy3Ovu2klSEDZ4JmG3ixvp5QSBpKhtN4SiqlbbNjvtrourb+tPuoBuOABo+voY5DAAwOna7Pq4XTay4XcudpLk3VxImmFohnnmyuMXxOl48W1anpucXaMNhxMw1Mdvk8u8Ttfb5NTkydEhSjJeUCEIot1OurUWOxk/d656D94Cwm4Xnx26ARVQnYZqQAVcDacCqq6pmqY61y9qT5I5H2fR9cf/PPu/oauOJxc1jWFZWVeGyorTM/tcg6ThBBzG+svldL7YxFsSw9AOHlzaR9GM+4Sk6VWTaXt5aYZZtZDZ9ZMWgqKZN6VcNZntJOXWipgtVquNcKsKK0GYLdbNpOQEUeA51/92kjRZLC+n4UWJ49jNPG3VZCIpequlXTOZCZLcXTOazGbCbt9Qr30jvTbC/kqbbFro1bVtdtpdl6327TXTxjb8zmUzDb1DsVhtFqttMyl5QeLf/KYwDC/KLPvidcJuN5nMbrbV9sfPXVDt/rdgzf1D97pYbDaL1Wa3ERarW/qeJDNffDHn3ilf7Cx0lqg6SjqWtVfGmnlOBbONVcAtgeN5xc1Tvsq2Qg8ahk4zO5p32l4D0Qy7jZhhG4Ye3HA6l2Y2DjOpajsNPbgHQdc2ia32bZrZ2IbfORh2O3Ert4Q9CD2o67on9OAOQTOM4eahex2e0IM/OKek9cAOm4emaTt85TxOSS9gb7a0bxKe0IPbw/fj+Lbv2inp30mkpM3BEynJQ6gbw0OoL8NDqO4rz67AQ6ibhIdQdxEeQvUQ6sbwEOrL8BCq+8qzK/AQ6ibhIdRdhIdQPYS6MTyE+jI8hOq+8uwKPIS6SXgIdRfhIVQPoW4MD6G+DA+huq88uwIPoW4SHkLdRXwfCBV75+X7fQjssB0vX/278/J1wwHj+iYOGDfcf8D4W+blu7UDxje04XeO78cB47rngPEdg2YYw81D9zr2yMtXFCX3CS+KFqt1m9klyUZx+c2zFMuL0ptSWqw2jufdWhHXtjm3qqAYhiDsW83Fspx52xYWJVGUzBYLLwhbzmW1MSy31Vw2giAp+nV3LVYbw7Ib6bWyG+mlGcZqI7ZtEEEUTWbLTky6i7LVvm21EexGNvzOxUoQGzb0DsVOUnaScqsKlmV30s02I8JOxs8dqzZb3K7aarOxbh6614Wk3NslNE3av39hH8tx7hOG5Uxmy/bycjxvIujcxmmCZLg3pjSZLTTDuLUiVpvNbifdqsJOklarjeU4ThA1w2EYuiDwLMcrumEYDsMwJFF4kpgXZUUQJdUwDMNhOAyB53hRVlTlzYZ6nZ1Zjn/lrTc8k+N47vlcvCirGxXg5VwcLyqayvOP/1c1TeBfXZinTxAkVX2c5c1aBElRlG3bZP0jr6i6YThkWXwuGS+oqiYIj1NKiipL4ha08KLyXGV5SVHEp038WLbat80WK0XRW63vHovZaiXdXEgbYbcRdreqoCjabLG611Y7GD93rnrN/arNFgvl5qF7XWx293YJReW//HL+ezPl6/7ADop7V30UVV2f8p3q6+l55AplCWJhpr+nu7d/VHqmihpHS6Jknp141N3dNzwLwCkzVusuT9HoEmu1bnYdxaHwVgu5ZR2GuLKw8mT6T7OsWdUN4wrrsslCbGaeSBMoG7ELNiGWJ7u7ey3MC1PNusVilZ+Ug7NbKW4riwJO1WayPFtZykYqL/ViT2CH7cH1s8GtKjyBHXaOvQzsIMmy6Ans8MNySuIlOKX04CsnrgTfvXbqclCWrFoP/tu/Xbwb63/i86NXkl0xoqFafE6eqqqr/MP//PGt2NhzH39wLfJBX0Xkx5947S7nj5QE//73lzYZOH+2IfZ3vzrxOkalzDPd42svX5fXus8durTI872DU6K574OffDKwUZ8Xxyp++u7B1U0UaejetQ8Peb3u7vz08PjKxgPiSEPmgW9PxkYGnD51a5Z8pisyw+/++o9Npsefwo98eCmifhOFegyHreOjf/pt7zNDVq7fGb/0theSeZyStgePU9LOVXuckrYKj5fvZrE3hKoYWH2Y9qN3vqQAgD/y3r+m3a888pdj8wAsVT/9x18tqgBg7c76xWcX56eaf/fzIwogtsf8+HeHagtjP/7kpqar96Pu3roV8mhNcihCUWJMRERoQc2QLJO5kTcu3QxbEJW17vpb/rcSqnrWTaaRkxE+V73C83ndOV5XER0ZGeDvVTtkmamO/PD90wU5qT2z7MpgZXZVJwA4jeGm3JvXL2c3j2oynRPo5xuasCgZay1xv3nnBG/ojSkx/n4BzdMkgN7yTK9rl3OaHt4+9JO//tk3c4QCwKkJlbFh/n5BPasyhNnU6Iy6/MD/9F/+MfNe4cf/9NOjF2+ExOYoTqdloMXf/1Zk2UMdqMyJ978Z0d6zCECefPDPP/6Vb6BfeHytppGpyRmLvNSSm942stxfl3rj6sUHg6s6txDpG3jpmw++POHf2VRR0D7NznWmplY5nXp1QujVa37Vna2f/eS//eKrGNrVuXQiO+zqdd+YRU5fGaz1u3k7P6dFAaAT33z8y7ROOwCJpWRZbCpIvxsRkZjbqIlzf/z5L876+N2+nclrjqgj71+JbdWY+VgfP5/Ee3btyfdup1Se6Hf9WtCQWZVXB+NCYiLCvGPzW3V64C8/+yAxt6DwQb+Dm02/V95XHffB5ydfcKbyEOr24CHUnav2EOpW4SHUzWJvCNUAHqad+/Vxb9eVoPMfnotMOvXeu99e9/n6888CUhs0JwC0JJ397blInRh+56/+7mpQ8Dd//CQsp2+kKvzAV3fKs26988GZ9JCzP/3jebN1Ltrf5/hn7/yf//VAVUXcf/vb/3Hp1u3urur3f/ZOZEb6uz/5cXLzkktzyMmPL0WXxF06cDm+OOvCofcPR95POv/hkaD+hpQDX3jH3T5y0Ccx9JsPTkfXA4DD/uV7//1fPjuRUlYbe+PYh0f9wy5//v6Z+PnenE8/ulpXFvmvvz6cGXvjx785NtBX++Vnh+uaq3Mqa4JP/fn9C0mi6gDQmHLtX35/IiP80j//4fziQtsff/Ln+xWpP/71/uHJ7o/+9hd5TW1H3/1ZRtmDL3/7qzvJGR+9869ptZ0nfvFPB32KKUYCIE1V/ejv3q3pbt//zz/PKS//1S9+22qhAj7+TUBU9ie//5s/Hrtwr6k3/sqRE0EllRFnD50Mir559E/BVasNEb9572JbbeKBYzcaqkuL62uOfvDriyntLpOWhp744nLE/bgbBy6EFIed/+//8PXKGukAQI/+4b1/blp+0kiKOSkk8OKpD/+P//UnjX29n/7bL1LqOq/99t9CijpSLh66nVARcPZPx27EXzrwmwM+ea4cHVm+H3x9oyE//KOvrnVVJf/j//i0tbPwN//yfs9k75H3vszODPv1n08UJ/r94dBtxtTzznu/HX7+dfEQ6vbgIdSdq/YQ6lbhIdTNYs9+oa51ZvzDL76wAgB7+N1/zaiuO/bh5znlpT/92/98p2LSlbIq8sinXgmGtf+Xf/tued/E7KIFwEC+34ED/pG3v/jrdw+nJ0V4+cR3VCV/fuRyS3XKj/6vD3rmJ+LD/Q5+9tFl7+t/8//8TWBC+q0L5+/3uuZNqcO//UX+JObunf/44u20m+dPh7eZOmM+PHj5YWXiRx/7WE39n/xElO65AAAgAElEQVTk5//y7sHeVQUAHGpzSZzXpZN/PnHpq09+9rND15MjAwMiSsZa0z778HJqzKn//NNP0lPivK5HtpXH/Pj9EwDgNGLOf3kovM5V/swbH/3VLw+kJ0dd9YqZn2768zv7G+vzfvmnyyw39dFPPp4Q1ICvfn0nIvYf/v6vb0alBV65WNneffwvfwx/cvyvOFr+jz//UgBuH/5ZUHLWB7/9dFBQ7376+zvZ7bVFUZdPHzngdefc5x/HdbFUS9ShM7djvI9/HddOdSR98snN3ISLvz2bCAAGeezjP0Q2u075RsjXv79aMIfpvHc/OpAadvP35xMet4pGfPvxr1I6bABEhrSOVf/5T4caOyre/atfVLQ0f/Te+/0iyv3+eCauNOn81wFh2V/88W8/vRIWG+gVlvK4srk3vjgQ0gy+61fv/aG8MP0PH3kL0uxf3v1lXe/DL/71g2Gb5dahT//f/+/XcTWL4Pr/5b3f9T6ZQ3bBQ6jbg4dQd67aQ6hbhYdQN4u9WkMV4ZRTgq58ccr37rVTV+/myurKgQ/3D8lYexD4X/7nu2OkDmC4yP9nX/uzK13v//zg7BPb9N0L+OzgnenBphNfnggL8E4q6Z/szfnx+38KvHrxH/7lwP36Yu+Lhz779FBaTX3itUteoWHXfGLm7K4YC46H+YFfHDi6/4ujFT3TRb4nToU2LbbH/OWYd1d1yscfXAMQ8MH//d8/9no8ialSqYFfnzl++LB3TH1F7omvzwd6+xS2z652pX38x8uzk11nv/w2PMTnbkq9wC1d/8tfTp0/dTu9sjnb/+fvHx1fEwEsPar65ovj4Xd8Yu51C7aHf/7lgYGpvr+8925yduaff7V/hOL8D/4yqbYv0//65TuhV72j5y3mM3/5ILJ+zqVfnqn96d/9m/etax/+/ttp81rgsS+/ven74Y/eCc+qTgo+eurI52cjCtrK4r749NyFz37/xdnIwfqc9z45evXEZ7/76LZ5ue+b331y/tSJtOrODN+vPj551yoCwExn7oEv/nTiq69jSzobU73+cCFxvV1Gm7IPfnsyOvzWuQuhgz0tv/noN7d8b/3o798ra27d/8t3znrf/PQ3nz5cIFJOf+6f1txSFH3ytM/167dqBh7/qjWP1h354qOzXx/1S66fb8/63YfeFDOx//0/NA90Hfj5B6M6RjLO/If/7e+mNYij99753YcLzzs2eQh1e/AQ6s5Vewh1q/g+BXb4Xnn5zg319Q1MAQAcdptddQJwLq/MMgoAaGsdH33w1RglE9anTjK6xNpsLABuZaZ/YNRFldaFsaGRBTtN605Y5kbHZtYAwCEO9vcvEM/1raXxodElOwCJJiledWi8nWI1RSAI2lCZy+/9t9NRVeuJdd42PDLKuBZ0p0YGRmadADTBZqUAKNbF/v5BTgcAJ08MDgyQKgBpZnyUFB6XV1id7e8fkQBAI6x2AOTq1Mz8KkHQBsDaLaIBQBsZ6J+xsAAowsavu8AaKmG3zowNrRAiAKdMDQ0NL66aVAcUem14ZMz1xWd5dGx8eoHkRQAL02Oj0/N2igMgmuYHBscUAKp9fGxSemJB++Lo4PgiAF2gbfRzxiFXZx496rNxDgCcZXpgYMpG0qIo0Qy5MD06u2wHIJA2RjAALA4PDM485zLFm2cGhqbhMhHBAAZJ2FRdI62EaugPgvb/2x+PA+jNvHHoQtQLvcLj5bs9eLx8dw6Pl+9Wcfjw6tu+DzVnk/tQafduZrLYbISb96ESJGlx7UPlRVU3dEMXeI7lBFlVeJ5jeVHTdNe2RZ6ni2OiH47ZFFXhOc61i5QXZUWRWY6TVF03dFHgWU5QNEPTNUVReF6QNUPXNY7jeFHWDUOVpSeqeZYXVN3QNYXlOEFWZEnkBElWZF6UFFV+VJf1+RenBpeebhwUJEU3DFkSXNtkdV3jOY4TJEVVWI4TVU1/smtWkFXdMCSR5wRJMwzx8a5N/mkheVFRFZ7nZc1QVdX1v6SoosBzgqQbhqrILMfJivpkjybP8aKiqqpmqKr8uDC6rmqaKAiP1Qk8ywmqrmu6LssSywuabmia9sQ+msu2vKTquvZkPyvvsg/PcbwkK4r0TNPwsqrphuHaZiqrum5oiqqIoigrqqrpmqZyHCcqqiQJLCeohqFr6jM99nFlBd61MVbmOEFWVUEQZFUlZnuP7f8ir26S47gHGZllbdMvdPWt9m2TxUpSlFs76s7F7P5C2gjCRhBuVUFSlGcf6g7FZLFQbh6618Vmt9tsbuwSj/ehSu6EIEoWq22bmWXZRvP5zbM0K7w5ocVq43l+m1o2B8JO0jTjVhU0wxB2clNJZQWApsiSJLEcZ7Fad6LXbLEIgviGBIqqAzA05dmLLu7fqi4bYSdp+nV3LTYby7JvfoLFat1QL82wVoLYatnWIYqiyWzZdvatQXZNexiSJOlOOB36C/e32retNmIb7bLHsBEE4+ZCkhRFUpRbVbAcZ7Ntv5ttBuJOxs8dqza7X7XVZuPcPHSvg6RpknRjl9B0ef/+hbd8ytco6VjWjA3mBCiacRg/0Fi++u7E8t3kXtOnoJntzNptGMt3w8D3NMNsOKX5fYvlu5W+TTMb2/A7x/cjlq/mieW7Y9AMo7t56F7HHsXydasCj1PS5uE5bcZz2szL8DglbQ8ep6Sdq/Y4JW0Vb7uXLy1oJR1L+ka/UD2EuhO9HkJ9AR5CdTc8hLpJeAh1F+EhVFC8WtKxZDg2mJD0EOpO9HoI9QV4CNXd8BDqJuEh1F2Eh1A9hLoxPIT6MjyE6r7y7Ao8hLpJeAh1F+EhVA+hbgwPob4MD6G6rzy7Ag+hbhIeQt1FfB8IFTvzUmNEvbRzeUMP1D0K7OBmL19lW16+xs69fLf1xm4vgMCGXr76Jrx8Dfd7+b49hOoJ7LA97IGXryeww86xl4Ed9sjLl6Jp9wlJ0asm0/by0gwzv0pkN0wSJPXmlKsms50k3VoRk8VitRFuVWElCJPZstVcdpLcRq7nqmY2k9QGFn5VLguxdZubrVYr8VozmiwWwr7BM01my4ZtbbPbzRbrtg1CUvSaybwTk+6ibLVvr5nMhN3+nRd7g0KazTY3F9JstZqt2+8DmxHCbnd3P9nJ+LkLqtfcrnrNZN7GMLI9sVhtOxkWNhRJZr74Ym6f5k4oqmoj7NvObqXEwrZ5WVHfnMxG2CVZ3raWzYCiaY7j3aqC43mKojVt/dwvOAz96W3dAcDQtPUET+/o+guPcgCAY5N6dd1wKXvhumuvktN48eGvU/qGEj6X68WM+npNdV3XtGfv6oZhuAqyXorX6X3uqq67KuV06JrmOk4G67rgeHWNNE3THE7Xo17WYrxYI90wjFeofnrb+UoLbBVb7duEnRRFced63Qo7SQpuLiTNsjTLulWFKIp2O+lWFerOxs8dqra6XzVht4tuHrrXwbCca5e2m2A4tIMHl9w75esEdr5tZqMlVJAUbbg7sAPH7UFgB9caqmSdTQyLSMi7rzxbcY3pax1xlYCanxkaWnnDo6zT05MzxOZVr82MzNlenAyRTIMJyWlL3KZjPqj0o5bHJSRnp4eGNnMEOABluHWQEF8z7eMEnOJIxxj3huZVmKGuyZfaRh9rHzDRKoDVyc66/lnX1f6e2inbaxdxDdb6qG38lXOR/OpCf+/Ci2VT2aHOiVdOYUuseXrJ/PpCbxZb7dsUzWhvfWAHmtnOAvyWsDeBHdy9hoqdjZ87xN6soX6fAjt4nJI2i71xSuJExeAWIn1ulLf05Id6Byc3AuBoO83LEOeDj0dOkKQGTJXdCw1tAEDbCfnZ3uiQbDa7A5ApiiR5liFtdkrgBScAXSTsT19+Q5OfrmUq5qyo5BlKU2VRUg04JFfKB4HeN4ILOFUjCPvjhKIgyE/GQUMm7HZXw7C0nRZkcHN3jkVNUqQOjBXnhoY1AaBeU0IAikCTrATwEceDhwiH85kSigzJiBKYmfCr8cuiaF2xGYChCHbq8RqzwNGc/MSrRZctq4QB6LJAPl06FRLOBLdOMgCsQ+VHvvHjAEiz548cH7Q/7ioORSDsjzsnTdoZWVOXHvmeTFIAhaNJlgfgdDgBOJ3O+fqyQJ9yV0pW0dTVoVCvVEIUrCsEAE1kKVYEACc4hhQ0HeJSTGzkJLXTbulxStoePE5JO1ftcUraKjyEulnsDaEqujHbWnonsRoAnNqamTI9qvS7fvPMuZsN3f0BX58+fvFkYELFQE1NesbDxYHWsFuBgaG5K7QCwOBsKYFBd0NuJRe3Dda3/P/svVdsY9uaJnYMOLzZHhvwwH4Yw360HwwYBoyxDRiNmR7fcd+evu7p6b7x5HtCVZ2qUiXlHCiJipRIMQdJVKZIRSrnnHPOzGFnkpubYf9+oKRSRVGiqFP3Xn74IWxtrrW+tdb+ub7NFfu759ubZfmpT37xuy+3TY5eiSg/K69pcPtcAs3r85ubId6z8W61ZtJ5Nv3s+7jesUW9Sl6Qw9X1jqb++p9eFshGWrTcwlyldm57oePJH5+PrxgAwEcYVblpiS9f6EYPTVuDoRwOzy3lfPf0p/gnhZLOJX1Pdc3UyfJoaV5BQWmDEfcCgJ+wyQoKi4tzhE0TZsNpdWFxVjpvdmdPnatYOzrrEgnzszhtM6fmvdHsp3Fp2byJbu3f/9//vm95vU2sN5j2pKkJcY+yhtfP+sW8xMT4R89ztpw0AASx4xapflKvSY5LeBz3XDdrAgAAd3Uqf3o/NGeELEx+OmZhnHOtJeK2UKndtj1BSkL80/ihFfPJjDYzLfdBImd4ZEJS2GY+XSh8/uxVfO7K5kFLRauDxtoFmv7WdoV49GCxPSs193F6QaNC9Ku/+sPk+oZG0mcxbFTEv3j6NH92z6grLUxKfvVTfInNC0OyUs3QboReERPU2yEmqJFTxwT1pogJari4H0H1BQIbAy35tVOveU1bHeranIdPxZImbmK5hWFbBIlV5bWdqo60rIRyVV3C979unjkFAD9yJMkskddX68ZWpmrr5XVrANAg46inVw3zbb/+Pl2tKH7wPJV4p291qFpSptuyzWq5JXrT7uCvv0upU5XFZ6U2iXr7dO1//OlFfV3107hHqkpRZdX5odmr/apkWS8AkLibtGyf51DaUhBfbvWxzfxEQVlth7I9LTOBV10X/92vNXNnAOB3HkoySxT11R3j6z115d+n8WVFr3IqeHWlHdom5R8eZaoVxUnJ8ZlFvP59kvV4KdOWMLOZCthkKbIWtUrcuMxYF0Ql/MqMooldcxdX0D5jBoCgY0uQWatT8EW1M/sDneXCUQAICerMwfkP1qUuiaxroltd2b5kD90ZaKzktMwDAEm40aMlbU1t4hdPFHJtY1kzT1LcOG8Bn5907PNeSm0+VJ0l72jSyauGcfOGrqYm+csnCmVbdVmv23smSlU2qmTq3kN8a0BcJixN5q4aHfUZvGkjHI7xJB39EXpFTFBvh5igRk4dE9SbIiao4eJ+BJXy+jzGpfyU3CPcszPUIpa3dSlk3EpV5vefV4kbOE9zd60OZWmqpKKmWdpemJ/Bq9XWSZSbpyQABGlyaXC4rVmcnSbskDc11k1oq/nZymE/wNms9usHmbq25paWoVAzxrLBy9nqc811Su2GYapPKJyyHg588yBd16bp6BhsLqnVNumexSU1d7Y11+n00nqZciYUZXu0IZnXjCP2w53DNqGAW6nM+OPnQklT7uOcPatDXpIqLq9plrQV5mdUqHV1EuXW2XkOFweH25pEuaniljpxXAa/tbFueGRUnlWjba378UmOTtfS2d5fUc7VzBxbjg5PN2cLnvJNhFGSJG1vruVLhgzrQ/wysSy3esOCdHD43TMmAAg6NivTFK0ytaZzZ69fVyUcAwAAt/RF0dC63ev1BoKsD9tP/urznzKl+MX7xKROlCPvw+zmo70DNbeUJ61++Zvfy6QaVUGDVFWm7Nuwnx6fHG9WvCjcPN0ve1mqbdCpeG1NEiFPUv3qt7+XyVvKUlV27KgqRamrV8gaZ/fG26oqZeLMmmMSq0/mzRvZ/aFyeedQhF4RE9TbISaokVPHBPWmiAlquLivjR0oANgYbYtLSHuYmLNusG8PNiak5pSVcQbHxloqhckpKXLd8tnqUt/gDnq4XJzDqRQ3oQQDAEGaaBVX5hfk6PqX92eWeptbX/z4+4SM3Fyu0uGixqplnLzMwamj0IAmYVqdXV8P8dqWOqXqdtP2RmfHWtDvGVbKOJzsyaXDhY7B5T377kBHbiFH17+4Mz7dO7ATisJ68baKgvgXz3qmD1YHmxNSs8vKOUPj4808QXJKirxt+XR5sX9wBz1YLM7h8CXNWCiHHkIjrsgvyGnqXiFQtLG0KCevePfQOFjfZ3BioyopJy9zbNmKWda4L54lphcfG2wNpWmagfHeujEnbm0syIh7kr94ap9q7jlyEnOa7sVdFABYwtBVPzgzMDI5ZzCtzOh7Ql3ZQX1V6bP41PT0rMldBwC0VSUVt69c1rafsqnzM17FvZrcOJvQypKysnm8gsHBke6WBQo5qEx6+TIhc8foWOwQxiXFV5brVqfnR3qWR7tUSZnZ5WWcmeUVJTe9a3S6p34SxwzyzMRnL8u2zI5htd7sosbUnUekVy8uaxs/jtArEBQ7n4YdHlCMiAkqxAT1LqhjgnpTxAQ1XNyLoDKR7dAAAO+ew8ay7HXTdAPeRkHLpv3Didz4bLdPCCz782Q/gB0IRIIzd6TkToS+kWsjaJBh/gRm+cYENRzEBPUOcU+C6kTQ6JkDQQwm0+3ioih6aLDVDmzbHQiCfiykwWS2O5xRLYjJYrHa7FGsKCeFoKt+/y8AfgnwS4C/BfjbKxd/++bNX14N5qH5DiftRFEEDa3IRi8MOzfk8vqc7jKMw+lm/NmY7X8xY//qHer3/ntuLPtPGGZ0IsQVokvS88SdF/9eFtPucDqQ86f5RiwEdSBeD616X/HfyAkb/C2KmS94L1lemxMhMWyPZX/1ZtX98n2leG8l/xLglz5/shNxI8jbJXqzsO9U9ZWKNZ/ur2wc4DgWmVd4SKqAZf/m3fr/kDHMr5zIcah+Lh/01TSv3nkdBjmvxqv3X/sJ8sEUrt587/V7zWg22+yOqH5hzVar2WqNKoXN7jCazFGlcEbQft4BtTHq1MboN92XZrHazJYouoTbg37++cFnwWjCHwg6EeSWkVnWSXpbJ098/sDHAzoR1Ofz3ZIlPOAE4XZ7osnAsuwqwGe3MJb9Mfjmj/iryQIAAPsO22VIlmX/za14/6Mga7+ke4f3/cBwnHK5QtdXM8yyoRpIDoP3Pw2y2BulfbtwLMse3q4mX1cp/J/BIBsMvlNvb+IDdf76o2viXw8W4A839wfrO7+L2XcyzF5k+41wwUvXYN8Iz16U5KNu9jr6xwuOYhjt9UZaNx8FSVEkRUWVwuv1oigWVYpAJO1nxNQOZ9SpERRlotx0X4JyuUgyii7Bsuy3357FunzDwj10+QJs3lYAngPA/lJHTlZuWm7hxOHV3ltw4+/fNGGwtqRKNwkAAH9/K9L/CoAYbZCoO1cBYHNgdH7dem0Jr26OvzLZObRpBtrU0N19kcWcMHj/GwAP+On+enl2Tlpd97TvPd5xAvCfRKapvwjngXnRQ2lOWlJm0Y4jer7x/Q1z/p8DIBD0zYxOOmisgZ+WWVJ3uS0GaVnKT3mZV1lP0qzbtjsytw8AY7XadQN+ND09u2IGAJ9jXVzXEdooY3NK19jTu7l/dJkbynlUlZedlpm7fIRcySQz0Tp4hgMAeG1HPa0zH+/PjXX5holYl+8dIjaGGhPUMC0hSLmS4+KWHTSyN1xU2sAA2I62VrcNwDpzv4zXr5gvOQ7Wlg/NGGNdfvT3Pw7vhSTwdoL6XwPgtXFxv/oijwYYKBU06A8hQC4vLaH0B3e7viqo6MFokVjSplO0T+5cRAhHUP85QGBVJyuo0llsx+XJOcO77zZqkQvqvwUAD4ptbq44cNfZ/saZAwcAzGJa3dpye6it9RXCGxxtldZ0Lc5pSnIqW+7KCd7BLQTV7diZqdeMLXSp+SpNbQW3eTC0UZS3PidLO7W1Pb9so9j1noae6Z2ZAf6//p/+bmDLMS2TN3QfMKT57GQj5cHjSaMfwFUS/6x/dlkhqlizegEAfJiSk6qdPzyab0vPVJIAxuPt5dVNN+uuTShr1E8emJz08WLuC1UQ4Gx7dfPg/XtFxQQ1TMQE9Q4RE9SYoIZpr8Dva+bnvsriVDb0mp0u6+6CKJ/HzS1r7er46Ze/k+jP93DY6anNeJaYmsLXNtb++pdfDe6GhPbWgmprL22Qi+p61tcnlE2dQ6u9osK0zIz0vEbHB1rLt45vm65Le5AsvfJ0wxHU/xbAwi+smjw7Tye0oe6biFxQ/x343XnfP8niZD568qS4OC+xWLW1OP78m2d5efGPEjMLsxM51YN0gAUAvTxfqBm/Cwd4L24qqP8lAKLnK8cPjKNVyoFV9KRfq5JOAAAELJz4rLySIlXnDAuB+oa6XbMHc541FUlGV00LjS2NtYP8Eu7A6tFwXVGZbsXnWC0skAQBhqWFLUPbAOA5mU0rVIeqOxAIYsal8rw8TtKriubB2uz075/HJyYXTk1Oy4p126vTovzyvPTCvpWTd4sUE9QwERPUO0RMUGOCGqa9CDAM7fY6LAfqsuzUHFGdtPR3r4rExQlciVDNbT/CQxXoFWeXLBFw0lsjF9aoijsvnOvWgmpvyVONLx6MDjVLOKqOBl1efj0ANKSnzJ2+v67eFFR/Ny/nQVwFwlw+3zAF1VZVyJ848QAAsAGP592mOXJB/TvwoJwnpViQ5j/LP3a5NVxVW1NjaVEXg2xnJqi8HlNJkgoAZpqEidzmG5+6dwPcVFD/GcApL5s/asDGBPLBkKDKJgAAvCcPnr4a3tgS5r7UdA2olfUUCwDQUyYdWrGutEh+9f/8rqRlFgDok8kikXpAVy3RrwLASh9X2j0EAPTZXEZB9bmg0jSF2oaa6njZSfkcpTSfv4rAXl9ZSUm5prKTx896kFNVnvGgpH7g3SLFBDVMxAT1DhET1JighmlJtNWSFJ8xtWNyni6WV5Q11qlTswStTQ0Tk7OVzzO7F0P71Afaygrq2icayypq1a1liYqLsdbbC6o6md+/5mKwiX//v/6/Ne3jVZncmeV5znPOlvP9j+OKoLL7w62K5smlEW2JrN93gzHUfw4Q3OquzixVHx9v5DxP6ll6d+w2ckH9d+BCCx9LHIy96qnA4HbWpAg16hZByQBqXCxO05HYdnmyeqxT/tWXaUuHpwT1wQ33I8YtfqFamwsk4/vU3kBdEV8lKeJox47dFEr7iEY+b3RlRVGUXSEWtIyfHxigza3oXTBOyCTyhpEmQYlu7gyAqU37/he/Sza6/AAw35pf0zMDABAg1YWp1UOr6+PNaVnSoZa6FwkVooIn6dkCfnJaTddsXUWhqlotL2jWNEqzixQttbVTC6fvFikmqGEiJqh3iJigxgQ1THsOAIb1/sLcgoIC/rzJDQG6R15VVMI/Q1wrvcra9pEQgc+5J8rOLFf0ES58snvu4uSFW09Kcq72z+4ZXADQU1u/cEbY1vqzs7J14/sfGkS9IqiB2T7ttoWBINLROYCer5wMc1KSG1i/vkleUJAr7px+36LLyAX1b8DnGe+cc/lds10zOONeGZjbWt2YmTjwEKbxgU0v7ZgfXO7T8rPzuCVF3IHFg7tzg7dwU0H9LwA8a/pqdc8aAFnLzeYKdQzA/vroGR4MUHtVeRlS7cTh1roBOW9ctkZm9k3E6eLSzqnbcTip654BAONiW1XrIAAA+NSlRf0r529fNHJczs3NyebOnlEMslfB5QoV4sn56aWB0cpSrrh+ksIdE4PrAS+m4ZeW8uVG9D3fmpighomYoN4h7klQA9GEz+93IMitoztwWjNxzPj81wRDUC/D3JolHGA47nK5o8kQDAZXbtf6s+z3gcCbC0needIhjrc3bAgEAoEgy/7r2/EGAraLZN4mDAbfX0gUw0iKCpU3FDf0ssQGA4EAG2QTw+D9jwMB9OorFvs2WTAQ3I9MTT8D+D9CGTw/beYKX+jy3Xe86HgFC/D7m2Y+GERoxKQUqC2e13UEbxXj8vmfH57FvlWW88IGAqRxRaRUOZjglcAfdLP3fcS+WyoERT00HZ0aOwdBkgRJRpWCpmkEQaNK4Y+s/YyU2hl1aieC0lFuui9BUhRBRNElgmzg22/PPnu9/D8K5kRRo8l8u7gYhh0Z7eqBHYcTDZ0g/yEzmswOpzOqBTFbrFabPYoVhVAIuuHz/Rrgc4AvLuwPV+zzN/99fZOm5U6E/kjib9UehuMYjl/wuhlf0ftSvsZY9nsMNyEo+SGW83+x1/dRDHM4ESeCfKAGaI+nMQzeByhmQVDiw+UlcfyQZb+8RaEujXJlOBFXVD0qPK+gCZIXDP4+/Jx7vV84kRMUd52cHRrtd5AHq8lwfGbDP/oFvKmZzBabwxHVqrNYbRarLaoUdofDZLZElQKJoP2MnNoQfWqjOepN96VZbNF1CQ+Nff75wWcffsu8A7AAaGQHjOumz649YBy9hwPGKSraB4x7aB+Og58BmoFgENxuCHxw+Ulk8HmZKKX8ZwGWBYfzU9m9z4kwN9x6EHzMPfWh3Ro4Qfx5HDCO40RUKSCy9jNC3EOXL4bHDhi/CSIcQ0VIRjt1GrxuN1rkz2IM1UMzXi8xra1OePLoiz88SM+q3EcudI84qeN3veN3/i5h85rh9agAZrLj5HvqoUes2TSde9LJ6khmfPzzVwkjyyc3yp7b4XQ4X9fAzsRwp7ZDWzseypXfY+sZ7L/cQoI27bR3jAQADCPVL7gNPgAvcdI7MhrdV5I7wv2MHn0MXgs0NYPFDVd820dYltawh3QAACAASURBVLaOr40aO20mhNgYauTUsTHUm+JTF1QbRuum3zNL8C38uQgqTRAkABjH9UXZbQDAepx9HbqOkXnKeVD8iFuv122bCB+OWWyUl8QsJoM8pXLhiDjamGlr79gyW+WPHqeU9ADA5lhvZ/8CAASxs47O+rRvOIunbgDwo4dlKWkbGEPtjpVWaC0Wix1xu1HEZsUsxr2psZm9o/3J0TnSTU11tY0uHgPA2eaWXt++abDq8zN+fCp1BQAAWJepUdW4MDJSmtF0Ue8Bray4dSo0nRhm26u7Js4AmIbijD/+mD5zggPrra7k9q8jAAAB9+SQvq2tra2tbXH3LKq1egv83ILqA1k+ZKYAVw5BQPDz02aW1dl//R8SDvFrXi5jghpCTFAjp44J6k0RE9RwcZ+CaprqKy/oAoCTSS2/XPTq0cvG9v6kPz4uqCzNKRT21rXU1C8Z5gflAm19Rd3CxlaLsELOL3yWWV7xLKlQMng4P1JRKObl5avb9XVCQaWI9+Aff1o0+wDAttKfUtF1yTgplTd0bO30d9bKuysyHgtru8riHxSJ23rq68R8OSetQD/Un/TVTxVVZYkZotrCvLiXMioAAGCc6uGJ+tGz5fJszWXn8f6gSljdDgAQcFSmlB8wQB5OcYU9B+tdBVIdAKy08lStYwAAAffEkF6n0+l0usWdmKC+CfcxPBMDBCC+GGx+hCICLLC0XSZUa+qq64aWPh47JqghxAQ1cuqYoN4UMUENF/f6C3Wyr7ygEwCcB6tqoSDhix+Vck1FVjUAdEniSrJF7V0H6OaUStxWX16zsGuaaWupLMuJjytrlbWvbxP62rx/fFEgKEouL8n9SdAIAPoCxcIhAQD47kR2vipEZzs19YuqO4bPDJMDtYoOBUdqpOnGjMpjG1mS8fhpYVV+8k+1DfW8jEYGSFWWqquhTde2G4q72decJZ/yGJYFObXa+tKXz1+1zJ8S+20ltQoAAM9RYrLAATAszPi7L+Ny0579m1/9aPKCaV5S2dIKAOAnWmpEpaWlpaWlPbNbUa3VW+BnFlR8D14qARhILIYzBqEIADiZbPjiUX5Ph/DX3yR9vAmPCWoIMUGNnDomqDdFTFDDxX0K6tloV0FmGwBUpyaklMozH/xBLK9L/eOzulYtJ79qSK/JSebKy0rLKjX1Zer25uZH3yYrFXnP4tIaKgU8aefKaCcnT9hQU7swNVeakyipr338Dw9mDF4AAD/RWJJR3tjdIuakljQv9zZkZ5YL8woFEp08W35MINXxvFUzMVAtLuXXNigbl8cniuPVOG0QJMj1jYrkRAHuBQAwz/QIqnqcR/PclEaUtutb+2hf4Gy8pkrVCgDAOiWZVRs7C9mJWQcOinR5BhT5VZ3L+8MyhSa0tDHodlEkSZIkSX96h3f+zILqs0JCCdhPIYELRBChXBAgZNkJ6eWy2pqaFw8ets0dfyR2TFBDiAlq5NQxQb0pYoIaLu5TUF1W48bqGQA4jxYVMln3YP/J2cnm5JRKqZzdJQCY7hZZdWP3yaH1aOvQiaEjOmV1U8vy1qblZKO9o8vHwoxOLVE1IkyQNm2IJVUdHdOE92LszWWrlYmEymYLA8Bi2npxXUu/8di2v7ZP+byHS1sON4APbVNI69uHKMq1tXjIBNw7i4cYctKpabC4AAAC2K60SnRkdG6unDIMNto7BQA9qvKGwUMAAGCHWyqb26d21o9DnD7UMLu6WS/hdc+/f7f0Two/9xgqQJ8Evv4SWoYAAHd5XKeLlbzq0OQv13Y/V6T7iK/HBDWEmKBGTh0T1Jsi6oIKACiG3Tqug2DaZq4fY0MxPBiM7kKQe1g2Q3u9JBnNTWHvFEtdbRPbdgAAP2012cHr1DTVOS6+Gq6TNW37xBsRvOamlpY/leIh6O2d9m5wsR4DxXD/mytM/L6PuTqGE74or0iJHDhB+Px/8stm/P57WTYTQfsZIe7hW4DheCDKTfcl7mHZzHffGT9DMSx6Flq6e7u4GI7vndrqhnYwDMM+GtJotjgRJKoFMVutNrsjqhQ2h8NssaI4Qbk9LrfH5XZhOP7+miEIgiDuhBQnSBzHUQzDcAK/QofhBH6FAiNI/A1GHCcQq8MZCkm53TiOOlGKJM5TIEjc5rQjrwMTCOK0OwniAyX6tAzFjKZbOu3dGE6gFIXiOHru2+jrysdx/KOP3my1OpzR/S5EbiaLxe50RpXCarNZbbaoUjicTpPZEt26iqD9vAPq6H8LTGaLI8pN96VZ7XarNYou4aHxL744/MwXTXgZxu5w3jq60UFpJo6uDWZ3OD00fWuWcIBiGElSUaUgKQrFcL/PYzo93Nre3j+yBgHeG9KFY04neflv6Piy21D6g17GRbq9Pp/P7fF4GdZ/8YE/QBMu12VA2u12u71vRPUH/H7/xbWfIiiXm2aufB4IBC6uGdLtDQbhyp1PGgzD2MJxWn/QB/DafL7XF+zFxVvB/P43ovg/mPYl3vJtf5AFgA/Hu+giCH7SVe1EEJfbHVUKjCAwgogqhdvtdjqRqFIwkbWfEVKH9S2IDA5n1JvuS+AEGeq/iRICQd8335xGfaekSMYA7Lg3zDHUaO+URJDkPXT50oGgc2Xo4W8eFhUVvXwUVzu09v7MGE53dl4fsRIk7RsLt1t8QnfX1O+gLABQ5mVN//DlaMZmf0f39OsN3xebmrX6D+7/ThlXlFKJkKMh3/95cGqgaWb/3TNhPl2ENXoUIEAhAh4PeDxYPQYA2JmBqR0AAMspzOxfhGNAJwEeD4aXAACaq6GcBzweyLogDJ99y7f9uHV+fPvDwYMHu+tjPXMm5JPeQgPD8ejvlORyuaM7YObz+aI9hgqRtZ8R4n7GUO91p6Q/9THU2KSk8OGhaTrgPxrslkkWAQAORxITVABUh1SgahkPsnCyMiISCvrmdgir9egYxSxbIlFVS//kaqfqb/7qmyPcuz2t5/MF7Yt7lMHQ1VRfIVOeuQHQQ3lFRX3nuD8Ip7P9Ar5ky3ReEHR3XN3Qh+LGFlXt0uaqsKR8xUQDAOuxNUjkZjJoWh2u4FWsGMiN1qaMpDJhdZ2D9h/NztYohdqB0YHO+urOYQBYG+7taNUIslowj62jq31/97Rf0yRRq+cXp8Ri0QEWRHf68kubQ7NQjtcmRCKRSCRS1Lein+TsmXCnY1jX4Os8ODmBowNwEAA+yP4BvuVCAGC2D1Iaz4N1SKBMASdHwMmD0Vl4nA+bx3ByAscWCGPw6NK3cafD7WOZk4X8OJkRO99Di/GQKOUB8CMoDgBB/ExTL+TEVYxv4+B3uzw+YFkEcQIAiTmZd84w+LkQm5QUJmKTku4Qfw6TkmKCGj48NE0HgtZZ/Q+/jhOLBMVlBYPL22NNyvJKdVFyYnWLruJlrqqpUd40NNvWphB31xUVlUvUEpV2srf95Q/FTi8xWK9oqBU/jOPqJBUvE8oUpcXCuuEGMbda09NW37OxMMFJKWmsrXqWUIT4AQAGpRL1wOHhkOz773JNCDWkymyfOQQA5+pwLqc14D8rfZ7Z2d1amFfdUyd6ksRTlpXKm4YrX8aJG7SJ338lqNPmZ3CXDyxd7eqFjW3xS25uIb95ZHFZI3wSV9Ikzvn2RbFGVVWomgbWUsXNOKMBAKwnm3q9Xq/X949OUZ/k7JlwmxJ0F373GGpqQKsHFsC4Aqp+6FHDwilsTUGe7jzYrA4evYJaDZxigJvhu2cgrYGaGhi7ZouGEBAUZwGOhptTfnqRkqM+2F1N+DruZcoLQdP4Rr82/mlSUsqzvPKKhPgXvds4bpxr7Rvr5jeMjK1UFBeNzs9WxKelZiYk5nAKc5IyJTr3p7GHc0xQw0RMUO8QMUH9CxTUgGlKnxRX0d+h/O1vHuFMUMR59kMOn1+Y2ja+fDAzUSmqrJBqZ3WdSsW4ZX9JVlGVXyRbHhuXFg8CSw3VNfKFRU/+mK2RNer0e+b58ZoSxfNygQMAAMyL2r/+7Q8yubCgmIcGAAA6JOKa8bPDXq1UMQsAY9r0urEVALAs9qaV91PW5bRcHQA05WfLy6o7+/dN08M1Ep2KqzTQdGu2cNPuGiiv0XX019R2+2hDwm9+eJFTsm31Huk1Nc0b9pVRsXiKPF7i5XUCkFXC+F0MAGB/cbC4uLi4uLhSpnZ+kh2T4TYlzm34Ng3GxmB2CQBAlgVP86HoOTwth80VyG97HXJ3DRR8+CEeZpbgWS70j8H4OGwfh5MZBCOBxSvTuBtkcLpaUC1VZSWKbI4TfqaqVc6XNizu9alzK/sMC8NC5cS0vmby6Ky3uOD/+9X31RNGYA6SfuQipDnt+ywD7uAn8fepT+JHakxQw0RMUO8QMUH9CxRU//FQd2X5MACsdQsec6omejorS0VKac3O+n5fXUNdozQvTTLY3F4tH57v65LV1ea84I6PTqb++GpudfbpV09EqtL4Zy/qBE2tnZsHI10q1UhfE59bUsUrkS4vLsrzK9UNyrbWmVBJlpoUTfrFnZ4OkWQKALr4md0LZwDgOpyt4Ki8YJcnpVRUlBSWtw6oG1s6t/aHu1VSnTJfeYgj9WmCNTOiL68WlgvaV06AOCxNabRb1rMzi3SKxvqW1dOZPqFo0rY9UZbfE2SN/Lw88yf5e/RdhNuUmFfhmeL8Gt+FuJfQPwxDA5CWAiIVZDUDTQPDQK0UuhcBAJp4IJNDogLO/Yj92IGiF0AwElhKmsEZ3zN18XlKWb0gp93lPhKmK1qltVr97rZeq6pfOZsdEHPkktZ2wh9Up+bL6nVSfvXG1nJZQj1BG8qfKVCfrfJx+S4ZE9Q7Q0xQI0dMUG+GmKCGDw9Nk5TLS2AWc2j5F7O5ts0EfasjvYNTiyyA82xDr+85tBMBF+lwemjCqNfrF/fOAGB3ZfzUSRm2pntHJgxWg8PiQDGPl0DtThpYarRHP7NxCADE2ZZerz9FzhdjuU3TEnG9zYHb7FSAOi3hlu+F+oL9aIOIt2nyeuyHen2P1RNkMNSJemgCd9hRh9nuDfidBqvb58dtDuOJyUX7IOg1n9gBwHywc3piQVEPQ+E2G+nzkFYzfrKoKZLpP43uxusRdpfvCcj6zq/Xx0F3se52YxQEMngVD+npoNCA/RhK4yE9HSRaoCjIy4DUdEhPB04xINc7LYJiLAvO9aHMJ8/zKjvMppN29YTHY+1pGJoZGJleMBqXpgfHDp2H6xpZ69TKMgBM1OtPcf9ct7qhubu7cdrNONvl/aQP65Z1mT0xQb0zxAQ1csQE9WaICWr48NA0gX9gnmy0wE53d+2gPgCwHyz2TSxcfmBYnBic3/9wxJthdqBjw/hzb5UQNn7+nZKu4B58+/4RE9QwERPUO8Q9CaoTQaNnDgQxmEy3i4ui6M6xVT24jaAogn4spMFktjucUS2IyWKx2uxRpbDa7CazBcEImvF5GZ+XoTHs+lgfr5mPRcQIgqAIF4GEahunXC43cvEp4XZTFHEZGCNJgsQ/nAecoCjSRSIfCEBQHpIkrs3SJ2OIwRiG06IfN8yJYs7Q00ExJ/bmNXbl04/auW+jKIJiCIo6L74LoS/Fu+Z89w5yJcrPX7eoE0GNZrPN7ogqhdlqNVutUaWw2R1GkznKdXX79vMOqMP5FkRmxug33ZdmsdrMlii6hNuDfv75wWdsNBEIBp0IcuvoVtSjnTq5NpgTQX0+361ZwgFOEG63J6oUbo+HIF1BL7E8PT40NDQ6uc4AXBsr9GZ0Czrwu23o60fjchGUJ3iZUMBL2jHi9acoiqDuD6YV9NnNVqsZ9b//Yz+CkcHgbTL5syAYDDqcYTgtwBt2eefqxbvB3opyHd727Wse9+uX5XAS/7mAYhjt9UaVgqQokqKiSuH1elEUiypFMLL2M0LqsL4FkQFBUSbKTfclKJeLJKPrEt9+exbr8g0L97dsZkb/42+eKxSK3FcvKprGr4013zl2aLtNxnaG2pu6Vy7/JQxzCk3bZYfInK6ha/r48tOZ6po6zeaHkkL3p0SCypJk9Qc2NmWnelT6pcNbZPJnARtmZxdjh+xMyMmBnBwIdY9PtoJmGgDgaAvaF8+DeRGQ5EFODtR1Ae0FHheyciAnB8qbIQyffcu3vbYjfcvMR/K0ND+qUfbsmaLbtRUhYl2+YYKNdfneHWJjqH+Bguo/HtLLpYsAACfjqalqv9tWy80vEXZQNL3S35iXl89t6PfS7l5pWXpq3uzyStxf/dus6mnStF6ck5POFe2YrMPqOk5+ukg76WPcXaKS9OSspWPS59gX5nKENUNuHwsA4Cc0UsXuiUGpUNtpV0+97NBmURYWzR5RABDAz2qFKswX3OqvT09L7181b7Y3vXySmVVUduCkltp1xdxcQbW6XsXnypt9LMwP9vR1dUs5Oot1T15Tu7a4qqqo4JQVa7vaOHnZc0aP52ySk6/yAADAwdJgSUlJSUkJX173p71sxrIKDyvB6wWPG2gGwA2Zj+EHDtAA8/2Q2nQerKEU+C3g84FMBCOT8IIHCA1eL3i8Yc3yRTG/PwAQ2F5aPLKSPuNKweOquY1VnAkA4zcd723sn7gJx+r6ZgAggB61NshK4qumdgnCfmyyEx4EWVtfwSjX/taKGYvuzuDhIyaoYSImqHeImKD+BQpq0Dav/+pXf8zLSXmekrpmMHVIygoFDcXxDwS6ka2R9ubG2gdfJdfWqQr4jTtrG+ur2/KUor41B3Iw01JTl/HwqVjRnP4gaWx+kvNKoNGpCvgtOytrGzuH4qK8KlVz+sOvasf2AMBvXEpKlNKsf6qL/+Tlw8rWfq+fHalNa53aBQDbYl8ap83n2ee84K5vLZRmCbTKqpRCdW+NSqzS8+Jf6Ubn8x7+UNs7JeaUT60ft7eo1g8OeA+SnyZxR7dNm61VCemq8VbBD/FV072a/KphALuoNOXYBQBgO9nq6enp6ekZGJv+097YAd+Df/gaiopAUgt+gP1JqJuAyUYY3IDtmdcbOxxMwk+PIbcIlg3AoPDVD5BXBEVF0DYaTmYQFAdgl1vE6a/SkpLFK8tzz798nJKVXCjWz2iVjx8mZSQ/eplTlJ70snnO6jweax2e6RfU6VoHCwrLZ1amM//4NLcg40HcyxJuVkJxLf5pTG+KCWqYiAnqHSImqH+BghowjHXnptfvro0++ubxgZ2UFcY/yhPKKgr7xmf01Y0CacXDf3rBE1SU92wCAOPBqtOFayZma7Snii9M+PwrqUwrzmshg0hdhrJKUsrr3QEAxuNIevYwpVIhLMob37AAgM+4lJpewwB49ke//MU/qMetADCqSasfXwUA61J/dlm/y76SntkEAOq8HEV5bVf//sl4f41UpyqsPnVRLZmiLRvRW6Jq0XSoGkeAPk34/HlhZdXEhmW3W1fbvG5eHJJKZtD92fLcLgBCKEjYwwEADldGKyoqKioqxDVNn+aOs+E2JfYt+KkEjo/BYAYAKEuAB6mQ/gi+48DKEnC7zoPRfsAwGNfDj0+gexCSBbBvBJMJsLDOskMwCoJIaWrZMcBGs1AukBVmqD20TZxdrVVIGjp2DKPactmUc31KIhse1NUsm6xdhTl/+3d/bJy1gf8k62kVHcQKHpegfpckSbAX29jh7hAT1MgRE9SbISao4cND07TfdzbeLxaMAMDZbMNPmeXLU+PCwjIBX3mwspr9NK5IWJLy8uXC2pIgNTkrKblzdL1bkFNR09YmLHuRXcJJflRd16zgtmNemyqnbnd/sTwxKTMxuX1sc2O0j1ckEAmqT80kALCuMxGn4thyXMbN2tncz0vNnDcjPXxO/7IFAOizxcoCMQ1ECyc9PT25XDk0rW1r6909mhhoqOmuL68/IbDWfPmmBR0UN8r44qEdI5DHIk47RZ4UZBe0KjXajk3DwrBSNevYmxXxhvzMES+72HFPm2BHinCbEvMK/CS+uF6AZ2mwdwgH+1CcBYUV8EoMR0dgtkG1AETNYLVDPR8aG+BJKewawGAAowl818sbgpEAdH1ennZwRplfVq9u5WW0UtQhP1WmEVdruna2ujVy9dLpbD8/vUrc3ulm2dqUorbBSTGXNzo1URpfh3vOSp5IEcbKe1Qa29jhDhET1MgRE9SbISao4cND0yRJBX2Mx33e1jitDhbAfLC1e2ICABozbO0ekG4XALgdhs2tXT8A60WNFhsbpA+2t6wo7mc8HhfDQtBNeQCAsp1tbu35AQDY463NI7Pjgi040ixtH9x0EhQAuBCH9Wy5lFd15mIBAFi3TiaY3SWAIbY2t7wA4GNoJhDwMTTN0G46wLJel8cfZH00TRGuQIAFCLgpGgA8GILjLoYJBP2Mx+NjAz6Pm9kera5oHItq7d0hwm1KKCt0zZ9f763A5MWkrdN10LRDSSEUFkJDFzAk1JdAYSFoxiAQBIUACgqhsBDKBYBd/4oR2tiBNq9XZGaLmyYpwjHRt+Zl0NnBpa2FlY1du2Nvc3HVTJiORjpGNvf2AWBtYMbqYvfm+np6x2aGN70+YrJ7wROgZrqmnZ/GaQQxQQ0TMUG9Q9yToAaiCZ/f73Ait45udrpaJ4+vDeZwIl6v99Ys4QDDcZfLHVUKl9uNYXiQZQHYQCAQCLIAELw4zj5w5ZCjYOD8JhsMXKyjOP+IPQ8cvBqFDZ6nFroZCAQCgSB5tjM+v3kZzHmyMbO8w7LBELV9Z2Vy9fBiUU4wyALLBoPna0DOcxUMnifKBoMXjBcZuwgcDLIA/qXJsWM7FdXau0P4/X57OE7LQuCyPuGd6/cay775b/BakpBvv/W9Db6z6dTlD8/A+UNnrwRmL//C9YT3AQRF3TQdVQqCJAmSjCqFh6YRBI0qhT+y9jNC6rC+BZHBiSB0lJvuS5AURRBRdIkgG/j227PPEBSLnjlR1Ggy3y4uhmG7J7a6wZ3QeegfCWk0mR1OJKoFMVusVps9qhRWu91ktrq8/otFigGSeP3pWzWAUy63h7o2TZxyudxvBLtMB6NcLtfrjzCCcrld6MW/hMtNUWQ42UZx0u11ox8NQ7o9JElczcPHH+gHDSNcbjeGhUtNutwehiYI/P2VQ1AfKCNquK3TIjiOXC0ahiM4/p5rnDgP9sbNN68xDHmfb3+86kJ1+/HH8bObyWyxOxxRpbBYbRarLaoUdofDZLZEua5u335GTn37b0HYZjRHvem+NIstui7hobHPPz+I+gHjKHb7fgMrRrfNXH90NorhgSifUktSVPQPGGdomtyeGqhVq+vr62rr2s3EBwvltlsOD+zXpkmZjft7tjvN5ttgPfjextk97dPLeo9PjrwXv76CHmxv4/Qj1FbT6frCLkK+fzIxgdns2Pu78W/f2fWuH74+hZR9f7ArXQ/vBkDRqPv2/QMniOgfMO52uaO7TMjn8+H4B5Ze3x0iaT8jBBL9Ll8Mx+/1gHFXdF3iUx9DNTjcf0ljqF63mzhZn6/hZn31u9SevgnMB8AGAQCo05ryVoQFuOjTO+ptLS7Uv44cCsa+dk2/PwAADIaYzQQABPx+AKBP16sF3d4r6YQQfJ3MlRQCb0vV6//Z15fk/mzBC9U7QxNs8LIX+kqaIdJlbXvX4N55mlf6Jt8K9vbnANaNYbmyjwWAYAAAfKeLBc+VxJX9gdgrcVi3pbVBmPuUN7KOwEU36XkXOhsEAOJstlJVdz6OybK+CwQCwVsK6v4A/PA1qLovpNMHvVXwzY+wdAa0HQrj4GUheAJw0A/ffw3qfggyoCmCb57CAQbkCaQ9hAwBMCysaODbb6BzGt7xbY9xUy3s/2AGAq7RoTYJt3H1OOoNfSSIjaGGidgY6h0iNinpL01QaRwnAQBfHheWDQIAtT/JeRqXWdywMKL7m3/5t6OHzoUOVWZWTlJl3UJPj6hyMBRxrLUqNVOwvrKmKuDkFtYYLfbhekVBQW5V3cDByurI0NbaeFcWh1Msqh9qkPz1//XbLQc+qObnZGfmVXfvT41yUtLjXiUM7mLIal/q81c5XJXdic40VedlZ7eO7IfkhjKvlmSnp7xM7VjcGVZI09PiX3GkdoejmV/8+MevXjxThH5u7M+2Jb3Imlna7JRUpqeVLZnQs9m21NSsnzLKThzOyRr+q/j4Zv2E4Mevfv9Y6kIPK/My0uKTdXNbY9Xy9LT4l1kCB46NKMrj41/V69cwh7mmoCAzW7RpCa0wCehFwjmTB9sYzHz8PKuk1XS6nf7tq1epr5Rd84fTwzlJ6anZqVUKWWJS/Nix221d1XYPtFc2TM3vq6rKhuYWagtK0zITCiurSvKSuOreAPhVHM7kHg4AfuxEzC8NYX7fRlFhrWl5E27IyIftbcgsgFM3AIB1A1IFsD8L3BrQNUDTKGiU0DoORWWwuw15PBgcgoJqWB8Bngbq5NAzB3IhdE0ChweHG5DIBYpFCDwQCIIfH9BpJ9cNXvNGwU9l2t7OIyflQ7HFiZGesamz4+3Onl4yAD7Hvq5ZXZUhndvHjzdnto8tpu2d7p6O3ZOziYHOlWNrpD56R4gJapiICeodIiaof3GCShAkABgn+8oLuwGgPr+gb80yWSuWidXCnEYcAoeTvc0N6p++jG9UtiqEQwAAEKxOTuycPNCI8tN5dWXJP5ZVN9Tm86X1TQ3d08tdnXKRvlMuqeDXKBv1O0szvMxmP3jXBzqaGmRPfshtEApKBPr1vi5+WX1+efG8gbQdm48Wer55kNLcIPrjD0/NDACABznubWqozEgsKK4pT8qe2D6qyRILZeLChjH8eDY/QR7aBWlcwq1Uji8Pqn9Mrqzlpb4qklqPlnXqhldfPqsSytLLa1xut+nEMiSrbuzc9VHm/qZGYW4Kh1tdmZI9sn7YkCuqVteklde6XC7jia1VWvQqXyHKeZwu1AIABK0Zr8oOKLImt3Dq2DEgrlSr6lKfl+wdbZRlKLXyilLx0GqnLJmr3RnX86unV4br9wBt1wAAIABJREFUB3cOBstLf/uPP4n7doHee/V1+olp79U38Ztnx6XJfFMAJhrTNFM7ABBw2fv0HSHsm3GcuMWxPzZ4KQYIQn4FLNoBADYnILMdAIFsIZSrYdIE8wNQVgOZdQBBKJGAoB4qx8B/Ajki4NbCDg7dWqiohewWAB8kloCBQSgKIDAsLiku4mcnV4yNj8R9/bSUX5xbohmq4z9+kleW8/RRagmvIFM5dGLe7W2dXBwS1EirGvLKFFs7My9/91Akq/j624dSmSA+R2KPzfK9O8QENXLEBPVmiAlq+LgUVMOYvii3AwBq8rijh9Ryi1xWpeSl1xO0Q5nLk9RKv/vHh00Kjbgi1PXnb8gULO07GiozX3LlDQrJ+MLeycpSs0aZmVLZ16CVioZtxzttTU0ZLzi97fryLI2HPONnlMuqeQ++jG8St2jaN0+mBlSl6ozykg2UdTnsB7Odv/v2RUtrU41KE1q4uN7fVlgoLU3+kVOoUOSpTyhcy6mWCMvSlN1e60bBC2loaGJcqmzV768Myr94XtjSWNPZPaKTVFdJlU//8ZuqKlkqvxEAHGZbr0DS1L13PDtUmC+pyHiUy5EpObUHGN7BVdWqFCn8ZgBwWGwNAs7DTEFTjaxndAMAIOgoSRWdkrg8u2jJQU+qBDJhjTCvw0WfijNVWkW9tnt3f7CjpmHFtDgsK6qVa3ROr78pk1PEVyrk2rOznfIENcmY+C+VqN8hjKs488FkS1rz1DYABEhLu6YxhG0DSpC3EFQnvBAAAOTxYBUFANibggwdAAZZYhDUwKQZ5gaA3wiZ1QAARWKQNwFvBAIGyJFCqQp2CejUgqgJsuoBghBfAhY/4nJD0FmcVmEE2NOJpRVSXp7WH3DIc2t0SpW279A41ilVLyEb0wpJb0ezeteBtnEy//6fHrRMGcF3WvBKyQDOeyEkwS1PqNqLrUO9O8QENXLEBPVmiAlq+LgUVOvSZI10FADsK32ZDx+/SpUeGSyitKcdkwuS3LSs4vyiwuweba+2cRYAAAK9ooaFYwo9XRNk53KLq06PDX21ssKSfLFcvzkx2dm2uDzUnllYyOWqTk9Oi149HV5cLUmKzyvNK+MVdTf2DowcGBcndB1rJ4sdSXGv0nMEx6fm0WpFYTGnrWs5NOC6N6J5+iydW5hc19KkEeuNJNErat3a2ZMWpDx8+GMOpyXUM7ysa+saPvKg1rqikoK8grWt03ZJUUJObn5W/NTG3qC07FX8S2Xr1N5kW1Zu6cJ438sXqUXclNrmBq24+xQnBmWa9SNjj5D7Kv6FXDNlPj2Wc/I5BaVrewgAAPh05XmTBpd1oTPlYVxybt3+/m59VR/lMWnEncPt+oGxo9PZkXb9tn13sbq0um92CgAGJJp9Oz3SKFLV6ZrFA6TXWl+qwxikubTJzjKNXM7Y9nv80+FEbv4AAyAtgGIuZBYD7gHzCbhNkJ0KJRxQ9cLqIKTnQHoGLJ9AbTEUcyGvEo72IDMNCnOhdQamWyEzD1KzYMsAwjwoKwSOEPyA4ASAr7MsX6xoKk4ra9Ppy9NbSOpQkCbXSKpbura3ujUy9dLp3AAvmSfXd3sB6lLLx5Z3pPn5up6+8qR63HNW8lSKeC28n8piGzvcIWKCGjlignozsAAodvuTpY1Oz1/SLF8vSb49dOd1k97zWTMM42cB/CT5QZ9g3ARFh9qpAI4RV+cUkTjOBFkAYINefxCA9ZKu97wfuEnCe7Hw9a0ZjMxlTt5AgHK/Jx3W7yHO88lS5Ot0COL8mmFoAPB5SNr/bhPPXgbz0xRxJX3jSo+yZhgAPBQZxi5DbyDofzv3LuNCqUjhfN/X2YncajagywFCFWxgAABbWwAAe8sgbIJQq9uqgeY5AADKDkIVbGIAAEuTIGqDkGfV1kP3BgCA7QSE1XBKA4AT8bAsgNvcJJF2ju8E/e7tlRN/wLW/fmQ4PDaYSdJsODxBadS2PrduMFkA4HR1F2PAfrgyP7e6t2H0Bz07iwdM0Lu3uEt9GvOFY7N8w0ck7WeEQNCoU/8ZzvL1RhMe2muzO24Xl2GYQxPWMn7IMMzHQ9rsDrfbfTuWMOFEUZwgo0qBk6QTQb1er5dhLorM+Px+n88XumIYhvH5/H4/4/Mxr8N4GZ/Py5wH9vt9Xq+XYXx+v59hmPOkGMZ/kY7vPB2/3+9nmIt0zlO7SneRwjnH+UcMwzC+85BX8vM6WChKKP2LEvh9Pp+XYbyMLxAI+HyMl2F8Pv8H02ReU/v8F+l4vV6v1+dCVlZWMc9lPs8jXpTjvCChbF3kxBfKBuPzXQYO/bUe727uGX2+t7yLoWnGiewAnN3cbAAuACuAEcABYABAACgAI4ARgARAAQxXghkAMAASwABgAqAAnAAGADuAC8ACcIZi2y6Xi7lQfcbnBwCG8cP5YmW/P8gCBHyBIACwLMswPgAI+JiL16nzO6G/b5f1Z4LD6SQpKqoUofW4UaWgKMrhcEaVgo6g/Yyc2hp9arvD4Ypy030JDMdRNIou4Q8wX3998hmG49EzFMNNZsvt4hIEsXVsqx/aJQji4yFNZguColEtiMVmszucUaWwO5wWqw0nSJIib1ZRFPV2FREkSb6dCE6QxDs3b21mi9WJ3LjOrR+tRrPV6kSQj6VAUiiGodc9a4cTsVht12aGdHk8Hvc79wkMp/z+fwnwn30KFgz+jxjuwPBwH5zZcl0dfgJmtlgdUc6k1W632u1RpXAiiNlijW5dRdB+Rk5tjD61yWJxRrnpvjSb3WG1RdElaC/xxReH0e3yhci6LExIuBs7BN/dje1OQVKU1xvdUR8vw1CUC4JBv+9mZQkw/uA7/Z9M4O3csuw7C0sjAIYTt+irISmKpj84FI0TxLVj4Rh+ffc+4/PdalbRVfxvAJ99GvbfQTgHkb+un+vr8GcHThDRHjlzu93uKHf5+v3+WJdvhMBwPBDlpvsSHtrjjnKX73ffGWOTksLCvZ02Y5galAiGwoyyP7/jCvg6y5Rzh2+M71pXxxt1k28Fdjt2mzra7+r8LhTDbzEMRpCk2+P50KcYjjPXzVVBMcx3HS/t9eJEhC3d//5z6+il/QuAG7zJodj1dfizA4tNSgoPsUlJd4g/h0lJMUENHx6apgP+k+HuMu7FFkgeh1YsULfN+dnAcv+gVFrZMbMHLKtvUkjVzUuT4w//1X+Q9czqyyR5XIFSo/eci6W/p1a2cODcHptQKYRdIxM92pqG/hkAWl3O7V9zAAAwmK5BKRaLxWLx+NrRLXIbE9T7sv8egD6cW6yrljTrB0b7WhWa7o84YkxQQ4gJauTUMUG9KWKCGi7uTVBPR3sqSnoBACDQJeNXVNUXJCbWtrYkf/Osqa0p+UWVtqOxSNRaXxqflFRUFMcZXD9pyU/N5NeUJmS1zZkAAPC9nEQJwWLZn39fo22L+/orhaYtO6VoE4OtzrLqzikAAD81PTag1+v1ev3mrTbQiQnqfdn/AOCq/OlpubI158m3xUpNWU5+z+oH92eOCWoIMUGNnDomqDdFTFDDxT3+Qu0RCSZCdwpSHj0uEFbmp+h0GkFWiweI+nQFR8Bp3qXhdFZYrKwp1RjcTEehYOmMmBRXtw0fAQDY15PSa8iAs+qVyBHw1KZUnbg8umzh7CkczQiq2nsAALxInbyyuLi4uLh4YHHvFrmNCeo9CiqmShXtIO7eUsncMTYlqdYOHH64fmKCChAT1LugjgnqTRET1HBxX4IaNE91/fibl2q1unNsfrpDyysTK6X1G7PzvFQ1RptFSYrpif683NKy7KSC0ubawix5W6+mUDF3aB+okOpGjgEAvCZhBs/ksglfikxupzxBcIChDen8RbN/uZVXp1+8k9zGBPUeBRVVJovWLUhbgWh63zZYKdUOfbCXPiaoIcQENXLqmKDeFFEXVPhzmuUb5Y0dvF6vy+0BhpgbGejp6ZlY3gWA5eHe0fmNIMvajUgQ/DaDEzefaFt1kuK8cukE4dhf29pyWnGPL0DZnTh1rjRDzVX9M2dOo8MPQafRzgSDqMlOexFFZcnMyd3Mc7v1LF/PfczyZSKe5fvpCOq/AGAQk8MbCOJWh5t540G/r35is3wB7mVjh9gs38hxn7N872Fjh+++M37mcrmjZ6TLZbHabhfX7XbvnjmbRvfd7mtCWqw2giCjWhC7w4mgWFQpEAyz2x0u+uLNnQ243KFpRkG328P4fW63hwn4TpeGEl68eB5fPH5o8vqCwWCQ8TMej4f2+bxeTygp6+Zcc9uIJ3AexeP2eP0+58lKs64L93jeqee374RjVpsdI4hbVSP6oU9tdjuG49fx2vDreFEMtzkct34QlItmg//zz62jl/bPXG7M6/d7PB6v30e/+aDf/1yuq8Of3cJ50BGaA0EcCBJVCgzHbTZ7VCmoCNrPyKnN0ae22mx4lJvuS3MiqMMZRZdgfO6vvjr+jKJc0TOCoixW6+3iulyu3VNH48i+y3VNSIvVhhNEVAticzgQBI0qBYKiNrvj2mAehvG4SdJF+xj6Q2HcXtpDu9+6SbrctNf3bmWaLVaCJG+aW4vNjuH4LarR+eFqtNrsGHZNmhab7VpeBMNsdvutHwRJujGsB0D/KRhBtOMETlJvP82PPZfr6vBnN6vNjkY5kw6n0+F0RpUCw3Cr7fZuFo6REbSfkVObLVGntthsWJSb7ktzIIjDEUWXYBjXl18exbp8w8L9bOzw7l6+94DbPaDbb+zg/RPY2MHhjO5Os+HDiQRv5NuxLt8QYl2+kePPrMvXcz9dvlEliE1KCh8emqZcboa0T01MTM8ubB8b78fREBS9xevIn/GkpAimY/hhfhacV8baaTvMLkPoBeB4HTaNAADgg7lZQBgAAMIIs+vngXeWYd8OAMC6YHYOXCzc3Ldjk5JCoFwuj8fjQowTExMzc4v7hg8uNLo1YpOSIkdsUtLNEBPU8OGhabeHdtv25VI5L/fRb75JjPrbLwDEBPUd3L4p6ZfBkwdQIILQoXd+HCRZ8OghdMyDaQ3SnsCTJDDgMCyHxw+gRAWYHSpT4MFjGNuHw0lI/AleZIGNgo4K+OkBVDUBAIK94dusnyEw10d2u4oJagiUy+X1ep0nqxKZoiDxi29flN75mSYxQY0c9yGoR1twggJAaLQrqlQxQQ0X9yOolz1Imkpu48xuVOkuERPUt3DbpgSHl6Xg9UJuCWzjAADH85BaD6wVcqSgqIbBI5joAlk7ZIvB54XCKmjUQYkeXAeQrwKBDFZsoGuA6g7IUgC4Ib4InAGExK/6tud4oTyj+SOZiAlqCJTLRVKhAZSglJvXt2W+c4qYoEaOqAvq7igkPIAXmWD1uHx0tMfUYoIaLu7zgPH1flEaV+0H8CNGZVFBmbjB6UQ7ROU8WQ/N0Fv/f3vvFRxXdqYJVmyE3jZm1RF67tL2zEbMvvXuKrbVu5qq7dWERmqppVb3jKq1UhVZJBO0IEjCkQAIEN77RCKRQMJ7770jvPfeJVx6d336/PYhARZIggQSQKJqSvnFebh585z7H/ef795z/vOfdQls3MjQOGm2bs33bemM6q1RsahwaHB0U6oHmL729iWJ/Pxy3YT6Di46lCjhJwKsiEnDlAoAlocQ1ghoEJ6JlBKMSDHZheRChJUCViSLkFGGjAFYJIgQIr4Y63q01iKtCBHVgAkvErFv0tKkzWY3yJczIqLENaOkbC3iflhMalzPwq5mfaUoKzM1O7urpyUhOWVda4abUI9BMwxFMwBeV8TEijoAcAfrmbFxWSUtep2qLDEup2rYZKaXtw5hIQYGp41W09JUzyGLvbnO3Nzy0eHRPY0BZk1nS/uW4vTO8P0nVD0JG91QLk5NTU1NTW0dWTw7mZNwOaGmpGNahtpC1CwwsBtMJv32WqEwKzYldVvJrAxMKSh2dWBi8/CSu+yOcB37UC8D1obuRe23nQvg2tZQWaNJv5MaFbtnAYD+6squoYWJ18NLk3NLy9O1lUXV7UPjczvKzbaHvskqSi14xetcV3SJw7+6Gzk60V/XPi5fm6ptauns6NIazusF302o7+DiX6j+SWBZRCRijQKA3SkEl8J8iEgxCorQs4nXjchvRmQWDCziBKhuRHILiDXEFkIoxqwMtaUoaUW4GBYK/vHQWrU0DRjKoyOr24fE0SkN9Q3e91+2dTVGhxc35Sa9jChqFIV7vsppKxMnF40C0LsJFYBjDdVkoRSz8TFpJACYmgvLh2aWx3pGVubmF+ZHKiuL6jqG59alm5OlXi/FJLUb8+LuhJwoj3nm4Z8+Mtze/HrpYG6gtqWtu7P31IPZv/+EqiNgN0yP9re3t7e3t89tnG0f6ixcTqixIqzp0VKBonEGsAKr9aIbD5ImBuozs1L4ATmLck1teFrrmPRKpF09oW5tbcWeQExMTMirV7EXRUh0qmdE3tnRXr2Kjo526sklJSV2uxMHr1wPoVptGCwN+/XNR0KhQFxeXlRToQUAO20zszLp8uja0HDj7NZeYsDXf/jiybLCJFtoH1raWJybnBzv7xxbGO+qzS6t2VUa5ofKh/c+yFvvwE2o7+Dik12d2bjLQ3IBTCwWxmGlkBGMu/fROQfFMrzu43Eg5BR6cnCXh/QSUFrE+cPDE2MS7A3hvgd8I6BhUZeCezyIawFoCRo2bVJw6i6wXC3MTs/Nims1maS5kUUN+aVNXds7vS3FlQuKmb6MlC4AhJtQAQA0w9phrU198q/3/YWZGUVVpYUNzRYAMDJ2K7G9szax0jPQsrS5Ffjw3/5066WUtW+MN06uS2ZmJkdH+3onFkfaysWVLWodN9Rdtqg+hVG//4SqJ2Gj60qzk5OTk5OTm4cWrlyKywk1mY85BeqKUL3AwG6BbbmxJF08BWgyhU9j/fL2KFNLQmbbpBNTeh/B1RNqTU3NJ1eI/+F//OH/+ourfOAx/vZv//bM3RcncU1fqDTD6ORrK8sz09ML6zsL3c0JoUkZGcn9/Y2P/+V2krimu7dlYkNzuLOQGSuU6O0Hs40DK7vLw9XpIuGMQrs2WP48UmgHRtvK5hTnHbDchPoOLmXlu7gIygZYoJIBAKvF4hocb26SDWyrAQBmLC6CsgKAXo7FraPU66s4IADAwmJxCUYA0OoIwD5VIQwLCAsKFI6MjAqj6ilakhtT2lxU0di5sd7dVFw1vz/RJRT0wU2ox6AZhmFZUnW4urw4Mz29vL03XlcZF80XZvH7Oivv/JYnrmhp62pZ3KclG2NpsWKtGSsj1RPbsqmuojRx7qaOHKvLDONXAuhtLtsiT3n5/v4T6vdgDXW1Ew/uwTcUcpYxGy2wb3eUfvFHz9jokIr2scHStOchIX684P4rmge9ekI1GAw729tvwtb21vTMzMk7ToXF1e3XM1tnRpuemd3Y2HDqyTKZc0YK39I+VPvGzMTClhQ249rS3Mziqlyy2TM0DcBmsQGwmjkzYCFlM8sbAGChNTRtJna7e4bO/7Jw7ftQP+jB8buzD/UaduCdEzo9YbfbAdvK9NSOggJA6lnAxhCsgWE5g9Vq5BjWYjMbacoIgHDvQwUAsNz7+1DNS5MTawdamOmlhbn51c3D9eX+iRUANrMVgMXIWgFOJZlb3wVgNRJazkAp1ntfT50qwr0P9fK4jn2oywsOK1+O42ywrzbUJUSWTS8s2gDY2bn5qf1Dnf2KsuDhcfgJSVFXGBiWs1ptb4LZaiVI8uQdJ4PVZjWfGY0gKZP57Gg221uvmXar+fyBoUkjxziVxG41221mlmXPWXUarVapVL11k2ZMVpvZbKIZ1my1WSxmjiUk+1I9STMcS9EUzXAMTTOcyWIx0xRFMZyB4zRyqVSppGn6nHJlcgVBks42tFyh1On1zqZSqlRqjfaDz1QqdboznilXKM6Uq9HpFO/UpFOBpKRyxcWTX2mQyRV6PUHRrNlqMxkNFM1wBo6iGdbAMRzHsgzNcizH0AzLcexRu5xVh996kCuVWhdnUqXWqNSak3co5qgOaYazWG0Ws5mhdTt7MpKiWY6lKIpmOZqmGIPJYjZRFEWzBgPHqaT7crWGOk2ETqeXK5SurSuSkn1bXfFatECuUOgIwpUiaNJiJc1GkqJUGo2eIpf7ehqa5y0WK0NTFMNZrDaTyUgz5x0tPxKMJvrmzZ1PWJZzXaBZVqFUulQEy3IKpYqi6TOjERTdObxY2z1V3zvtbKjqGKvpnHAuVc90Q9+MTKk9Zyl0BKFWa86IxhlMJhPLfXOHJCn52zXMGY1Go9GZ2lPSDONsnStVapKinE2l1mh0ev0Hn6lWkyR5llzVmXL1BKk6syY/HBiWlStc3mnP3Trn6ttvtctZdfitB6VaTbg4kxqtVq3VnfzwMBqO/+W4Iw3iDCaTkWU5o8VisZhOfQ5nNH1Im0iSVKrULi0Fcy3j54dEX4MWKFUq0pnufXqw2FmAtZq/GRg5jrXbWKOB5QwswMLOcpxWp9NotEaLxWo1u6IsZjP39deS77TrwXOLIGy2s6cfNw/USUU9Q7PbI/M7zoau0aW+iTWnkgzP7WTXDneNrZ2zFAaj8QLbpKwWi5641ELOxad8nZ+1O/u0mbPWR/UEYT1LrtF02dNmvlNTvufp22+gJ86uw28dBEleYAHeKbCcwWggl0d6G5qampsbG1sHyA8LZJRKucLpDmMxm91TvpeEniCsznTv03G4iro6SN9uwQM5HMbZw20Y28K1nTbjUgGX3Id6TpxzH+rSlqzp9QUN1SxmI5yfaJ9bO2wbWjpn5Df7UJ2C2Wy+pMq5jZLewfWYY5wTbteDFwPNcgaOWBzqTvJ9euv2q/rm12/eVS3y9dqCvpN9aLqkUJQ76qwIt1HS5XEFRkkWAjliVJbALx16BzdbMVqG/+2P2DNhrg0hz+H/EtsEY3G5s/TvumOHc+Kcg87ytry2Z/ZiIsgLWfmOLUjah5fPGdlNqG5CfR9uQr0YaIahGBbAXndbQeEMAN1yb+hTn6T8zomm3J///R+WVeRAlSgsNDS2vGOiuq6geAIAYO7MzX0e5BubUqRnrADMaklD8SBrVDfldbxDnt9/QtVTsNE1RcL4+Pj4+PjGwbkrl3IVVr52AJjuRkj6keW82Yj+cvCicKBHRhaW9GgqR/kMA5gsZuXcaETQqxfBL4cXNQAA23BF25qMWGjrHltQXLI4bkI9L9yE+g7chHo9cBPqxUAzDM0wAJYba4SiYcAqehk5tL5fl5JSIC7jh1caYZzvbKiqzH/kEVKdW11aOgkAYOLvP6kc239dFFHUNQ3AsDsT61dCcnuJnoJ39ip+/wlVR8BumBzubW1tbW1tnVk/22mds7iibTN2NBTCNxPMiXEsLgdbCqTlYfUbxw4W2Ffqsr0CixU7wzEJCaQNgLU0KG14Q9mdJqru2vqghPPBTajnhcnqhBeIN3AT6jtwE6qzcBPqxfCGUJfqKvmZg4A5JSB+w4jhvPQ8QV5mbIuZk+fGZGYXpN//yr9GXFlYNA4AYAS+oeMyrLTGZbcMATBLZ+OfFzDsYfTj9He+X77/hKonYWO7mivz8/Pz8/P7p89rDnJ+XMWUL4dDPQAExmHvTaeyIISPbQL5QgytoywbTasMbBbYVxuLYvj9sG7HJoToAcBeHpIwvqHuSBNU9GxfKiduQj0V8238SEGVg2EORqsjUoQWi6mvNiv41auhZY1RvRgfEhQRGtE0vHomC7kJ9R24CdVZuAn1YnhDqBtdrUXFEwA2OooDHvsEhBVv7ezGPn3cNzUT7e0dkxYTGxPeVNrc0DAPADAIvX1vPXkW+ipFIqdnZ/oZoy4/3PtZYEBEUMk7Xer7T6hal7t9vQJCNeiQFoewYNRMwKjG9DDsACxILcQmB9UMPG7heRxIM2PkLLDtdFb+f1/cexHo29i/qdoZX5Fqt3uLvZ55vXgc2T/9nZ/yxfVZ+Z5NCasSZV3v2csA1fF//LvP/2VKYQLMOYH3/unuI+ne8oPf/mlMIj/c1+0M57yIzdQeTPEeB+2dRSgTi7sdIyvnLIXRdCErX6v1W7PyvZhjh49b+bodO7yNc/btN3AfMO7AyQPG3/gY1SoVjNkOwMQRBosdJlKh1gGwf7NDnRb7pvbM7ZBGKwCOowHAZlCqNe87KnU7drg8rsixgwEyx3y8DdzxAW1v2lSvA2sDwHKcDfalupr0pDalRgvAZmaNFhsAnVbJGK6gQ3p4HH6i0xOuC1q9/lAmc6kInZ44lMk1Wt3H45AUOTa3Wdw8QtPUR6JRNFmY7h8cEpiU17G32hceEp0oCl9VkKUxvp4+wb3zB5vD+X/6882kmMBbzyOlpEFPfPhRFNU9ulTTNflxiW+CUq2WK5TOll2j1Upl8svVnkyr0zubSiqTq7VaZ1PJFUqlSv2hf2VyuVqjOVOu5iy5KrVGplBcok70h1KXd9pzt87ZffvddjmrDr/1cJ6GvmRQKFUKpUqnJ/QkSZCkTk/oCZJmGIqidHqCpBmCJEmKoRmGJCniOI5Or+yr616T6h3RCJLS6wmCommGISlS/7YItUYju5zqnSNcx/j5QdGu1wKpk9379EDSOobRkYROT+rI48GWonSOwZlhdDSl0xMKlUqj121MjPX2L9M0QxCEnqQI4rhj0NRHBvPzBM5A3Lix/YnJbHZdMJpMKrXapSJMZrNKreE47uNxzGbz3PpBVeeUxfKxaBaLuTD5WUP/oCgi0OtpYOfomDjr5araYAEOJmru3Qnq7ix+FZOiVCkTfW43zao+JtFiHprZbB5Y+LjEN4Giaa1O72zZWZZVazSXqz210Wh0NpVao2VY1tlUWr2epKgP/avRahnmjGeqNRr2LLkUw2h1ugtXiNFkUqpc3mnP3Tpn9+132+WsOvzWg0arpV2cST1B6AnC+YQWAHar5TyRGYbVaLQuLcX1jJ8fEn0NWqDWaFhnuvdlAkFgRDiBAAAgAElEQVSSOh3h+Bx2xfOtVvPt23uunfK1A9ezhnoeT/crO4rzTPmWp/t2bxKLhcH/5UaE2Url5UWv7W5lpkUJE8KTsnt3Fuo8bvFyckSvQkJXZGec6DLuzJTvxRw7WCwW/aXXUJ06eMcBvZ64wKzdWY4diDPXR/X6s9cUL+/Y4Tu1hurUKQ56/dl1+K2DIC+yAO8UTk75ughms5lw8RoqrmX8/BCuQQv0ev0FVo4uhmtw7OA2SjoFDKnlTDZYjXrKCNgpSm8HthbHhoYnODtgN2ytLE5OTirIs60q3EZJ78BtlOQs3EZJF8MboyTX4S/AKOm/B8cO5wbDsjTt2i7hJtTzgjVe5IXaTajvwE2ozsJNqBeDm1AvL9pNqM7CTajnhduxwztwE+r1wE2oF4ObUC8v2k2ozuIvi1CXtmTNA4sXE2G1GAGnWWd+3e3L9y24CdVZuAn1YnAT6uVFuwnVWfxlEer6rjImt71/auO186FtaKFrZNnZVBkVr92EehJuQnUWbkK9GNyEennRbkJ1Ft8jxw7nMBWzWG0jczu9E+t9kxvOhpaB+fbhJWdT9U6uE/R5J4ovbuV7BY4dnLfyJS6yN//M49vOtvIliGuw8rVYL7/Z/Gpgsdqcdezw34OVr8uPb7smK1+3Y4fLweb8/oLLwGh07Wuch8fhJ0fH7bomMCyrUKpcKoLljg9hPiuawWAAbBcLHEubjRdIbjeZjOcshd5xwLiTZScpSqFUXqb25AoFwzAXqHOCopxNpVJrtHr9B5+pUhEkeZZcJXmWXD1JqpyvSUcwmc0DAwO//OUv/5/vAH7+85/fuHGTJEnOYDhn/pUqNUk63S7XHJRqNeHiTGp0Oo1O51IRBEm6fHBjWblCcW3t8q5oV5bOYDTu7x/89re//fzzz69Hm/7x178eGBg0mc0uKpHZwn39teQTkqJcFwiSkskVLhVBUpRMrtAThEtFKFQqjUbrUhEarVahVFEMa7ZaLVarxWplGfq0mDRr4Gj6zV80RdEkzZgsVovZTDsvl6JOlfJuoFmO5Zi3Ux0lpGiGM3DU+WS9E5lmOYahHYVyXDgikBRFcwaL1WoyGjiDkWUYkqJImjEYjBzLUvTH8qzR6RRK1cVawWA08vn8H/3oR3wnkMHPEh5dCjL5QsE3/whF/FwxX5DB5/P5OWJ+jugoTm4uP1vE5/P5Wdn8XDE/g8/n8/nZYn52Fp/P52cK+bm5fFGWn5/v//Tv/p1SqeKMxhMtTrEGI8cyp+ZfrlDqdHqXdtTLB7lSqXVxJlVqtVKtpljuSJssFubUPnNa16Vo1my1mk3Gs7o0fU7deT8wHMd+oAUphnX0/6OfHxXxjjYxLMfQ9MkhgmJYzsCSFMUYjBar1WgwcAYjw9COYhoMRpZlTy8mSUldOXQzLDs1PfODH/wgLi7uLWUSCo/05aRa8fn8jEx+bi5fJDxFrRwa5IiQlXkcIYefwefzM/g5Yr44h5/B/6sf/lAkyjaazSzHnqhtzmA0nGfsOjMYTfTNmzvflynfK3AI+TFQNO3q6QKjyUQzLOzG7ZX5qampqakZHXfqPLad0Z8yMyxZmJ7b2Hdd9swsy7IfmKazW2ji/NNr1pORbRaGMVoBWFmT+bi4BtoAwM4S87PTa3tyLaExvnHMSSl1zBmzhabL+fIVi8U/+9nPLpz8nbxActwoainUx+vHexIoKQCwM9iVHd0k5HjTsLs70Bt39w8+/fGPjUaOIxnziQ7O0RRjOr3Du335OsByLGcwwMysLc1NTU1Nzc7Tp/caG6U7ZV1tbXpqeU/puuwZaYYzfmCVymKiyTM8xnwDm5kmvolsNtEOHTUzRsuxynC0EYCZUM3NTG1LVVpCc1z1Vi2hILgPjpyunvLdWF//8Y9/7ESCXQmO6uyEWukU2No9upZIjqOasa8+ulQeYucQwE//r78vKSmxGY3MyQHEZtY5MXadAQ+Pw78go6TLgLzQthmnwBkMBqtVMdH+8E8+ubm5OTl5G8pTW1qf/TJnfGplZvINfVoGarNfRSZGvHgiqhhySqhsfmHutGN1V15P7siPFHV/Zm59l1xuqi2uWDj1IcbD+bTg8vOKtMgygvKPO7uhNbdgVsrZTQd+X3mO7RutBqIpLfShhwhAZ3X600h+4+BMpSCSXzsLgNkaeBUW29BRN7Qu/4iESxolicXin/70p04k2B/El4FwKKkoCrGNR/f1OwgORWQIhO2Y6MbzMHgFYnwPM9UIiEHjAA6XEPgKwcEoHIVkHM8fwjcMKgM6cxCajN6Z+cWVT//nv4FdUx6ZPbb9hmw54bMvn2aPnpoXt1GSAzTDWGFbbyl7cCcoNzc3p6DkkDyNOYx7mcEFs/PLC4tvtIBpKUiPiEkL8XlS3u7ckdrbozOrW6cYNMx2TcjJIypYH5reV3PDecX1Pae//moXBtOjm88rUrGSGlJ+pKh2okZUtElaLbq5x3/22aBtJlpd+NLHP6AWsJeLYwITszonFrJjg0te7wKQjde+ik5tbK+ZPTzl7fMajJLW1tb++q//mnjLBMSIx57okQDA/iC+CsTRuG5DQQZexcA7EfMLCA9H5CuktIHZQ6A/coqgpZCdgqgY+Kfj8ABZwbj7CAMbIBfg64fcSjD4yU//z+r66sOB3uyc4TfyNhuSfncr/CyXd+fFX5aV72VwXYRq2R9oiw4pk8vlOsYIWPrrCuLi4spHFg/nFle2NMr11bmZ2eKEgvQXPr/7lZ+MsQNg96ejg5NoAKy0qXlsbXJ6aUOt2lxbmNsa768ryKvq6GjIEdce7EmKE+KyK4YMJranrCI+MapuaLrU9+G//jmOsAKA1UjWF2bGxca2TEyH/dPvvROabQBgEtz60x3/vJm2pqCnUTGpaRuExa7aFMbFF9SNOz6bLMqVV7cDQuNCG4d37TZDkyg5IjZfbraoVgaiY+Ji8huUelW1OLOzb26qtz4s6JnPA4FDh6it8fyCRgDLfQX/9dePF5UW9mAhMfhJgHe5FdaCpOCuxQMA2rl6r8BkGzBZnpRZM0/vDaamVU2MtqekpKSkpORWNLFvWzZcL6GakR+FP4QDgF6CO7eQ1H30j3wRyUIsTSC7Aa1VaOhGQyU6llASj9cLALA9ivQ8zAyiuAWZ2ZiRo6YIdZPIj8HUDoD55cVPf/w3sKtLw3MXJOrm8pwpCWXcm0qMSk3lZ23RpzCEm1AdoBnGCutiTXlScpNcLicNVti45pKsuLjY5vktyfjcjpzan51fnJzIj82Pf3zviz/H6S0AoFroiY7KBmBXrDd3za0MjG9JyYO5heUVSV9LaUlJQ1tLZUFJu0yylhUXX9q6YGR0LYXFMYkxndOL6Tf+9LV3vmOYMLOKkqyU2Jjknukxr//0q+jiUQCwUyG/+d3z1MaRsopA/+g4vkhutnI7Mynx8dXdKw7KJVfH/G8FRMSF9y1p7VZdWVJ0XHo1ZTbvjLfGxManVvdotQdFgozBsZWB5tIgn8eBviWOdznFbFdxVR+AoZrUP/w+4NAA9epw2JNHUZEddpCCuJDRHRWA7e5sn5hCAG2Z4aWvD2TT9UlZHe+bBh2fh0rXl+U4FK1l+PT36QvjFEJd7cFvvsaAFLChIBpfhB8TqhnCZEzPIKsAvQPIyMbyBLKaMNGCrFwwJsCMlEQszSOzCG1tSGwFtY6oKryuREE1jDYAP/nf/4/q+uqDvp6Ssrmd2fayjhHAUpSRmRCdWDe2fiUlchPqeXFdhGpTTrTd/v3dpKSkgoZ+o4XpqyyuKBR4Po0tTy+q71xfbKrNFzeW8Suqc/KiQysMVgA4nGp7Ieh685zXGaKylrXl1oZCcVOi39PW0cX0J48qu6bL0hMzcisifZ7ml5c9v/28u78tPEhYJcxOTm032wHATB40FRUWZcT4vkzLCU0t71i1A4CtLSlJVDG90pHvFZTVmJ8jyG0rFCTnFFcG3OfVTe4BsKnmH33p0zHUlxATV1tanJFe1Vmay8/vkkx2lBeVe93yListC3gUNjbR/yohb3Sg7sWDBEefGKvITyudNnG7gwM9lQkV8wdGAHbFanpYtcGizfD0j0iIzhP1G8EkhIes69W5ifHzKhuYjezUV6OL821tbW1tbf1jM8ZvkVDXJ9Dfi5g6wIKRHlQ2I2/s6C/2EAkv4R+IugmsjCDgGQITMLeB0EhExyKlCVtLiH6B5yHom0BaIVb1aKlBfjOCIxAfi5z++bmlT//m3wP62ug032dRKWU9tMlenxGdWT9SluafVDX1fnbchOrA8Rdqyc1/80pKSqrqmbYYtG0lhSXCeJ+g9NKE/L556VBucWlRc3FqRUWmMCnlSAvmu6rCi8ffPKcuIq19Yn+koLS8pCns0bPBucUIj/ud40tZUdF5ZZVBT56WlhX53A3t7WqIiMgtT07PKh5zvOawqvXa/MKs6OCXUaLMF4lt04cAAEtpUFRV78ZwUfKLhOKKtIz8is6MuLjiyoond+72bxEAmLU+j69f9g+2xSWmVhfkivNb6oX8vNqRlf6GitLS+7deVJfkBzxLGh1qDedXDrcUBvhkO6qyNVNQ0LnFaFYHX/eWxlZKaACgV0YzEjtM3H7cXZ/o+Njy0imLSRYWFnVIKtJjkg4tsB0MpaUmUO8xqt1u1+gI2A1TI30ORZu96hWldwmVk+F1N4RVmNZCNo++HsTUfLP5vyUP/t6IyoNkGykh8A9E8yg66vH4BSIzsbyLpiz4+4Bfg74upPbDIkF0PopK4ROCyGxIiJ/87KfV9TWq8dcBvJcvk/OW5aR2uevpy5zp8coH/glX8o3qJtTz4tq+UCV9bUL+oOOOSb1fnVUgyIh68iCqMrO4a+hwq6u5oKCpOLm8pby2QHyk9szedHRIMgfAqn7dOdKamdfSfyDpayvIb8yLKpJyVGlw1p5SF/fSyzc5WxAf2dLYkBFWZ7Aq8yOKGosqq2qO3PfrdzeKM3LT414EBmRUpFcMLx1x0qC4sG1YvtFRW1a3Ip8eLE+v8g958kqQmxr9anhVBcB8OB3pLQJQzfeKDE+rHdNAOZKZkDvS2SvKyHzwr/fKCxvy0vt3Ntt9slsAoyggV2UHgKHKopyW5YGSV/4hoXf+6YuE0j4A3M5UYlAZbWFVWjOAvGdx+yYsdhWFv4zlF1YZADAScU5AfVtrcnJycnKy+Nv8QuUQyEN4OH75JUqz8fghnjzFH7yhswDA2gBeVAAM/BKRKsSICmONiKuHhgWAeCGEhUjqBqR4ngZBHuYVqC1GyQg0RgAISZ9vGv/0f/kPAJkf+OrJ88iqtgWDQfn81o3Q+IS4l153vJPI95bh3ITqgOMLda6qsrDs6LuK3N8oycjjJwS98EstTS2c3CSnSsvLyloKkyqaiysrq4+0QLnQHR0tBgBi73XfZHWCaGRFP1NZWVrWkhVeprdqRc/FOlrt48kLF+alxke11NRnJXUa6J3c2NI6cWlrv4M4IV+bz+PnJAY/jo7OK04sX5QdDVBNCTlj68REYVHr8MFae1uVqPLes4dJ4vzE6IiFQw6AdqEnOrgSsBUkeoaHZvZLbOx8Y3ZmxUBjmyArw+O/eVUX1ZfkTS5Ml7+qGYdVIQgqcawMNYmyKwc3G9O8g8LCv/zlH3I7ZwEoJ7tTohvNBlJLAeD4jxJp4HW1KDw4VlTdDsCqnEwWhmvfm+z45gu1NNuhaC7/Qm1Og99z/OkmYjIR/hRh4fjFFxjdAABweBwJG5CcDmExwmoBGh6RkGoAYKILiYUIFABAWAIKqpHWDmoDgTlQaAGgpRxVSz/5z59X19eqRlp5N334uVWkwdSS/vK2d2hiQswfv7jVv3EFp6m7CfW8uDZC3Rvo4Cd3Ou7Qe1MPbnpmZMcEBkWO9zUHeD976R1aWtldllY11Nvse89nS+MYlSz9ZXzfiKRXfo8Ty17vz7T4PXn20ie0pLy7ML7kgNKVhYoWVdxKV1NqolAsKl+ZmMoIrya5A3Fk+WB7qc+TMDkLANKJ5jt3/AX8oKiEjLqslNCkYkeBF+qyAsPT+quaquoX98a6C/L7pnua0vk54qyyAzkDwKZe9v/qfmRsbGxmy/rCaILPi0Df6Jb+SVHoi7D09BDve6VFteKUDiO7F//COyjg2UNenIPuJD3V2QUtpFq+uDAReTegdmgTALsznRpWzTEqUWJCakaiuLiPtcOumv/iVz/PG9UAMEpnkiMSP7JD+xoJ1YZdCSY7cDMIm4dYXYUoHS9yYaCxNAlWjvggBPghuwcbw/D3xaNgDM6iMAtpychug2QDkS/g44+yKUgG8eAenkdhU4KMVPATUTE0P7/06d/8e9jVlTGFmwpdOT/25YugnNqjF6nK1NCaSdk7GXITqgNHU7611eL8owkDxWwH77a3QBASGsMfaa14/vxF4OOwuvre4pTaoY5ynyehMkeXstN1oviAuHRvr0e57VM7vcW+vs8DvcJq63rF0RUaoyrnRfaByTBZXZ4mEBfm1S8NDAmT2kjtmjihvrdW+PxlGmEBgJXWQt7DsPR4n2RhYWlCeGJ+m+Plp08UHckv6Myrbh+SLDbVV9SODddV8nPyCnLqlHojAHpjyOvLh1ExMemlA2tTndE+AQG+8f2Dk/E+z+Kz0oOePaoorCvMGWY0KyE+3i98PJ955zjGvrnqvKK6IUK2v7jQH3QrsHdFDkA51ctP7GB1B8nR0WmpKSV14zbAsN71j7/4x7YNEwDtSk9KQrbxvQq02+0a7RVwzEfwLqHqNVhcxPMQlPRDsoepDnz9ElIdtiahZdCWg+cB8E7CxjZSghHgD1E7JvsRFo3YbKwdoC4DQYEIyIT0EHHPce8xRubQ14ywBCTk4YD+yf/90+r66oPXfVX1q9tT9UHPg6JihY42V4xWRPCrL08hbkI9L66HUCmathg48oTZnlKyOL24qqdIwL65OrOyeWjmTBTBWG2m/e1lLfvmC8W+PDMxubjluN5cnVnePDBzJkpPW2w2WkcarQBsa1MTi1sHAEgdbbNbSB1jtbI7myvHBpC2vbWZ+bVtmmMNjGZra8tRp3YLtbO1ptOzLGuyGDmKMgOWxcmJ1b1jyyCblVQqZmfndBwAyLeXphe2AZhJ6fTUlEyj4WiK1LMAOJ10cmZOpT4ytrJTG9lp2QojABipI5tmu8VI6GgAtFoyPj715lAftVpusACwL/YUpH3U9uqShJqTk3MFVr4WRyOasLN3dEd1CKVDf83Y3DqORkMiPbqWH+LIOoTB5jaAXenBp59+ynEMrSPNgIVRS9b33/R0jiTV+ndnqtyE6gDNMAzHmhiGot6Qhf1gfWZudZNiGNgty4tTmxKlxWAkCdZq5XY2V6hvcmSanRif2jhwXK8sTm1IlBbOSOppm91KaUkLABgXJsbXD1Sw20g9a7OZST1nNRNbm2uGo68989bi9PLWLms0sIR8S7LrmEaxGjTbO5sEwRqMFhPLMJwNYGcmxrflR+Ok3WLRyQ5n5hYZKwDsLs/Orx0AYNU7U9OzKr2WpSiK5AAQip2p2SWd7mhcMqimszJKHD3MQHJH4owcoWcBaKVr4+Pzx0OYTalSmO0A7EN1AnHbKd7crsco6XxWvsedfGfneEnV+I1a7W9DZfwmggN2Druqo+vtLRB2AD/9u78rKi6yGDiKNgHmw80tne64yW1muUJ/+Y0iPN7BJzZXwmK1arRal4qw2Wwarc5kMrtUBEGSLMu5VATLcQRBOtTg+N43U5kfcChifzei/WQiADg66/TEfcedt85Atb8j7YO3j7J3fOu9bMJ2vH/J/t5GJtuJO2+evDzYO7ene/MI+3G2TkY+IcNut5vGX3dLNOxxyU8BZzDoCeJirWC323Nycn70ox8JnECmIFt0dJmVJRAJBYJMgShbIBAIsnME+fkCYaZAkCnIzRPkiQUCgSArW5CfLxAJBQKBIEcsyM8TZAoEgkxBXp5AnC0QCASiHEF+viAr87m//w9/+MOjQxzt9rcrz/ZWExxDo9UZDIaLlf3aoNPrDUajS0VQNE0e+x07unWyv7/b00/W61vK9E4nPtKdk3HwduPgg9rkePgpYt+O8LZa2t/89f7T3nuyfbq3e03FHaWy29887URk+zcy7DabjR7s6Vaw1vcr0Gq1qjUuHLrtdvvq6uoPfvCDhISEt5RJJBJkZb6lVlnZAmGmIFMoyM8X5IjeViuhIC9fkJsjEAgEwixBfr4gO+s4Qq4gUyDIzBLk5zvU6q/+6q8KCwuPauztEeyb+rhUiWx37ux/otXpXBc0Wt2hVOZSEVqd7lAqU2s0LhUhkysUSpVLRShUKplccY6YeifvnxHkCqVG63wqpUqt0V6gjCq1+mSeKZYliKOcK5SqM9tRrlTpKYYkiY/EUarUUrn8YrXBsFxXd/cvfvFfPnMJPv/s888/+9xx+flnn3/+9p8n7nz++Weff/YP//APX375pUKp0hPkN+2r12t1+hPN/daFUq3WaJ1ul2sOUplc+VY3uPogVyjlCuU5Yl6xNl1t0Gh15yvFUZ4pltXrncq5nmK4Nwr4jugDVw7dJEVtbG7+5je/uYQyvdGXE2p1uip9/tlnn/3qV7/q6u5hWE6nP6ky76iS/u0LJwJn0H/11ZZ7yvdcuJ4p33M6x79a/5eOKQRnU2l1+it3jq/T68+crtTqdK52jo/vki9fs8X63XfU4Cy+Q87xr9eXrLO4hoXMj4p2+dB9zb58DYb3F4uvEu411PPiu0Ooms315TXV+/dHq5pH5k93d6CVat/41aGUOtb4Flto3afNvA1XDSU2DuU5CAhA5Ti0MsSF4+lTjB8vBW2OwucpXsZAZ8BSMx57Ib0SRmhJym63VkUFhSTXAIBF8vJecHl5aWZFp2Ner6U0rXeTgE2dFh3VK3HteHFV+O4QqnRhaWPv/a5i7S6on5ec2oVs6kPtG8sFvVz7IX9HVwL3aTMfxNIwfH0RLoZWj7Zi+PlD3HDkXIVVIzUGPk8xJAGjQORj+L7CLsFYTCarVT7VevdLv10TANSmxyXFF2YVFaxpbAAOZ5qyq9sBTFSlx1VNXiBTbkI9L66HUAmSAqDcmOnoHGbsACzTg32ji5ssTSilOqvNrJZqSJ1uZ0Wi1ZkAg055sLk639nVvUtybXGCxiGpRb/f0dEpo6wwcBvz093DozpKGvwvd0v6NgHAzqbdeRSfPwJgZaTv9fgaAJ3uIl+obkJ1GlYGU8vQ7+N5IlobUT+KnR74hTr+Q0UuFpWoioeoGBGp2NNgbRtGu5agAWP+wwd/8AqjAd1cxe/+059bW/uCff1XGYBbD3zst8VAOdt2/9++Ti5//Z3+4DrG9RAqxbAAdudHOnunLQDADPf1TK/vchShlBFWq1El05BazfbKLkHbYKW0ysOV+YnO7l4FR5cGpgxu0IxsvaOjR2eClSSXp8d6J6ZJ/fqT391tX1ICgEkZ+sVdcdsaYJ/u7Rxb3P1oji4CN6F+EGurkOmRI0BhE4rKQVF4fg+rFACs9KO4C6pZhIYitwRVAzg8gJRgjEYLbFst1b/5/HcduywsquAv//lVXGeZICSraR5AVUKAsGkVdl2Kz6N7fqlSzmllchPqeXE9hMoaTdrtBUEkX5icIKzqHWouCA9P8PF8VlhUIwyv0hlk2cF5HbXNMQ8DMqrbDvdmxML03AxBZmL488SClqzK9t6p2qyc3BxBXHpZX02e5/2AiOCXgqK6kD/yclqXAMBGJXx5O7ZoeHekKeZF2Cu/yLqhHYOJfd+A6Ey4CfWCyIhAcO6RS9K6LIjqT/xnQlIMGpsQEIaYYNQMwg4tQQF0bVx2bJxw5VDa15of5pk2saSoF4eXjh8qpppSxe2AvYQvmtrYFvNjl9Xf9bPbcF2EarRYD+ZH06Mz0qJiijoG+4r5kbHJTx88Ky+pE8Y2UeRWVnhRR1VDxMPn+e0jOyuvczL5OXxBanhARFZVXWp5/+h0aYpQnJWamtfQkZf29Nmr4Ocv88rqvP+bR/3UAQAYZIG/vynuWllqLYoOinrpE9Mzf4oXz8vATagfw0w3vnqKHS0ASOcRFAHNiU7VU4qcYmQK8DIM8XwwFsZosMC60dEa9Sy+YWhmb2s4+kVsQe64bKvtRVy+xU6khCcordgbbsipn5vuysltd3rfrZtQz4vrIVSLzb7ak/+LG77ZmbFxCZHhrzJnOKj6WyrEJYLIBhOI/LDClvL68pyGkuaqAnH+6PLOeEMVPzE8wDetJqepqbTsC497ouysgGD/MmFRWd2idmE0X9RQlVGzoTmizPb00sVdsiU7s1MC01JDBr+esNjchHoSrh1KzGo8jQMB9FUiPP8bE0+7GakxqJqFZQdPw6BRI/gRdg1algGo8qiC+qbGPEFBQ1VlRUZJ54SG3etNyamoyEvv3GDsuqU//+73IdHRN375n5NqF12V86vDtRAqC9j6y5N++zBUlBKSkp4QGJQtBdZrKypySrMSO61mqTiqpKm4prK4qbC2tKiwZGZrv7+iOCX8RURYdkVmQ0NZwT/fepgtSg+OCi1JzW8Z2pN0d5QUtZSl1CmON29UxxQf6On82LQ5DrIusbh04GpL4SbUM5AjRM0yyF34BmPjxJEhI00IEsIKxL/E0D7qE1DayQAWWJebmwqFNXXN1fn8ouaqGlFyO8AJBYKG6nJ+WScAoT/vxrPg4Gc3/vVuvMXJb1Q3oZ4X1+TYwWyRzvW99E+sqy3r6FjorckTFVWmvgwuqeoQBITVttQGeSY3FpUXFs9LhsVfPUtdH+u+fyekUBzu/Sy4KKm8sbE7NTyhsqW+oaq7O6+sqHJOMtyWk9kkDntV2rXs6Bv1UWHCmpHZxsJ0fmlhUlJu3QxnMboJ9SRcNZSwKhRVY2oAaVXoKMdvPTA4DakKjA4UhdQg3InE/ALUSojS0dmOoBBozFqaBsjcFzk2pw0AAATiSURBVPzxhVXv3/4stmG6l59T3b0HGBN4v/vnp0Ir0CQIz6gY0qjVipXXgQHh+4wrl/WuAtfzhWqx2Vb6G0JC+DXlpQNDKy0F/IKa2lifoLqG9mS/8PqG8mC/zPqcwrq27em6mAfhJcs9Nfc948QpfgHB8Xkxpa3tXXHBCXXNNa2NA03peQ392/N1VUWFbWl+ga1zDndIxjy/FxUDi/15/Oy8OmFYTLVjYeXq4CbUD8CO7g609COvBN1D4H2NrCasb4JloddgqRO//Ard49g9RGslqqqRHI6uGcZus8I2X1WeWzTVI3ryq6+jNkeHEkJrACxUJPz953+YkBuI9Q6/gGSFTqPRKbPD/apH987Mykm4nFABAKccv3DVuPhZXecGC7h6Ms3s2MKsmGuurhKqDEaAHWnJjvJ9PDS2qd/tKK0Vr61smgiJVq8DVIpDOWAYbRc1dVXuymbU+9sWWKGbraoRrcr2QB9oCT2sUo1WQx12Dk2POGTYtSO9Q52AZbI5q6bN4QH4YtxDAxcwhWWBj4ykN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name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable 	{mso-style-name:"Table Normal"; 	mso-tstyle-rowband-size:0; 	mso-tstyle-colband-size:0; 	mso-style-noshow:yes; 	mso-style-priority:99; 	mso-style-parent:""; 	mso-padding-alt:0in 5.4pt 0in 5.4pt; 	mso-para-margin-top:0in; 	mso-para-margin-right:0in; 	mso-para-margin-bottom:10.0pt; 	mso-para-margin-left:0in; 	line-height:115%; 	mso-pagination:widow-orphan; 	font-size:11.0pt; 	font-family:"Calibri","sans-serif"; 	mso-ascii-font-family:Calibri; 	mso-ascii-theme-font:minor-latin; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;p class="MsoNormal" style="text-align: center; font-style: italic; font-weight: bold;" align="center"&gt;&lt;span style="font-size:100%;"&gt;Result of the fault current calculation.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:center" align="center"&gt;The calculations that develop above also include the selection of the busduct and cable for the Low Voltage (LV) section.&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:center" align="center"&gt;The preset criteria that I develop for the above calculation based on my current project which is as follows:-&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: center; font-weight: bold; font-style: italic;" align="center"&gt;&lt;span style="font-size:130%;"&gt;First section: Provider HV Switchgear section (TNB)&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: center; font-weight: bold; font-style: italic;" align="center"&gt;&lt;span style="font-size:130%;"&gt;Second Section: Owner HV Switchgear section &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: center; font-weight: bold; font-style: italic;" align="center"&gt;&lt;span style="font-size:130%;"&gt;Third Section: Transformer section&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: center; font-weight: bold; font-style: italic;" align="center"&gt;&lt;span style="font-size:130%;"&gt;Fourth Section: LV Main Switchboard section&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:center;text-indent:.5in" align="center"&gt;
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&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 404px; height: 354px;" 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" alt="" /&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;
&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;overview trefoil cable arrangement&lt;/span&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt; 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	mso-ascii-theme-font:minor-latin; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;p style="text-align: center;" class="MsoNormal"&gt;It has been so troublesome to check and figure out the cable &lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;tray / trunking / ladder&lt;/span&gt;&lt;/span&gt; (cable support) size once the bosses requested us to do coordination works. &lt;/p&gt;&lt;div&gt;  &lt;/div&gt;&lt;p style="text-align: center;" class="MsoNormal"&gt;We need to ensure that the cable support is correct so that the routing and space requirement could be determined. Without proper cable support size it could be because the design space is too big or too small. &lt;/p&gt;&lt;div style="text-align: left;"&gt;  &lt;/div&gt;&lt;p style="text-align: center;" class="MsoNormal"&gt;However, this cable support sizing program just for reference only and not for absolute design. I have been using this application for some of my project and it seems that workable. As a designer we has to bold enough to determine the space requirement and nowadays client are not just like before, they are also engineers. So, bear in mind that &lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;“DO NOT SIMPLY GIVE AN ANSWER TO THE CLIENT IF YOU ARE ALSO NOT SURE”&lt;/span&gt;&lt;/span&gt; unless you already know that your client are not a technical person.&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;img style="width: 454px; height: 387px;" 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" alt="" /&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;overview 2 x 2 cable arrangement&lt;/span&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt; 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  &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt; 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  &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable 	{mso-style-name:"Table Normal"; 	mso-tstyle-rowband-size:0; 	mso-tstyle-colband-size:0; 	mso-style-noshow:yes; 	mso-style-priority:99; 	mso-style-parent:""; 	mso-padding-alt:0in 5.4pt 0in 5.4pt; 	mso-para-margin-top:0in; 	mso-para-margin-right:0in; 	mso-para-margin-bottom:10.0pt; 	mso-para-margin-left:0in; 	line-height:115%; 	mso-pagination:widow-orphan; 	font-size:11.0pt; 	font-family:"Calibri","sans-serif"; 	mso-ascii-font-family:Calibri; 	mso-ascii-theme-font:minor-latin; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;p class="MsoListParagraphCxSpFirst" style="text-indent: -0.25in; text-align: center;"&gt;      There is three type of cable installation for the cable laying on the tray or ladder. Which is as follows:-&lt;/p&gt;&lt;p class="MsoListParagraphCxSpFirst" style="text-indent: -0.25in; text-align: center;"&gt;&lt;span style="font-style: italic;font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;     1.  Trefoil &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: left;"&gt;  &lt;/div&gt;&lt;p class="MsoListParagraphCxSpLast" style="text-indent: -0.25in; font-weight: bold; font-style: italic; text-align: center;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-bidi-mso-bidi-theme-font:minor-latin;font-family:Calibri;" &gt;&lt;span style="mso-list:Ignore"&gt;&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;            &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;2. 2 x 2 arrangement&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoListParagraphCxSpLast" style="text-indent: -0.25in; font-weight: bold; font-style: italic; text-align: center;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-bidi-mso-bidi-theme-font:minor-latin;font-family:Calibri;" &gt;&lt;span style="mso-list:Ignore"&gt;&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;                     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;3. Flat laying &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: left;"&gt;  &lt;/div&gt;&lt;p style="text-align: center;" class="MsoNormal"&gt;Most of the contractor, they will try to arrange the installation of the cable to ensure the size of the cable tray / ladder is minimum. Normally they will go for 2 x 2 cable arrangements. So, I also develop a copy of the program that it could calculate based on the 2 x 2 arrangement. I could say that having the 2 x 2 arrangement will give you space saving approximately 20%, and subject to nos. of cable installed.&lt;/p&gt;&lt;div style="text-align: left;"&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/SAOnVQHwP3n6G3dKUgUS7gilYoQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/SAOnVQHwP3n6G3dKUgUS7gilYoQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/7632470140218731705/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=7632470140218731705&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/7632470140218731705?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/7632470140218731705?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/5__Som_fHX0/cable-tray-sizing-calculation.html" title="CABLE TRAY SIZING CALCULATION" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2011/08/cable-tray-sizing-calculation.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0UGRX4zeip7ImA9WhdQFkk.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-1349174546737831874</id><published>2011-08-09T17:17:00.000-07:00</published><updated>2011-08-17T22:27:04.082-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-17T22:27:04.082-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Software" /><title>NEW CALCULATION RELEASE 2011</title><content type="html">&lt;div style="text-align: center;"&gt;IT HAS BEEN SO LONG THAT I AM NOT UPDATING THIS &lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;BLOGSPOT&lt;/span&gt;&lt;/span&gt;. DAY-BY-DAY WORK LOAD BECOME MORE AND MORE.... WHAT TO DO I AM A &lt;span style="color: rgb(255, 0, 0);font-size:180%;" &gt;&lt;span style="font-weight: bold;"&gt;RED RACE&lt;/span&gt;&lt;/span&gt;.... HAVE TO &lt;span style="color: rgb(204, 0, 0);font-size:180%;" &gt;&lt;span style="font-weight: bold;"&gt;WORK HARD&lt;/span&gt;&lt;/span&gt; TO GET WHAT I WANT .....
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;DUE TO MY HEAVY WORKLOAD I NEED TO THINK HOW TO SHORT CUT MY WORKS SO THAT EACH RESULT COULD GET &lt;span style="color: rgb(0, 0, 102);font-size:180%;" &gt;&lt;span style="font-weight: bold;"&gt;FASTER AND EASIER&lt;/span&gt;&lt;/span&gt;...
&lt;br /&gt;
&lt;br /&gt;SO ... I MANAGED TO CREATE ANOTHER A FEW &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;NE&lt;/span&gt;&lt;/span&gt;W CALCULATION THAT MIGHT BE USED FULL TO EVERYBODY ....
&lt;br /&gt;
&lt;br /&gt;FOLLOWING IS MY NEW CALCULATION THAT I COULD CREATE TO MAKE MY WORK EASY AND FASTER ....
&lt;br /&gt;
&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;&lt;span style="font-size:180%;"&gt;1.&lt;/span&gt; CABLE TRAY SIZING CALCULATION&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;span style="font-weight: bold;font-size:180%;" &gt;2.&lt;/span&gt; &lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;VOLTAGE DROP CALCULATION FOR ALUMINUM CABLE &amp;amp; FIRE RATED CABLE&lt;/span&gt;
&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;&lt;/span&gt;
&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;&lt;span style="font-size:180%;"&gt;3.&lt;/span&gt; FAULT CURRENT FOR H.V SUPPLY TO L.V&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;&lt;span style="font-size:180%;"&gt;4.&lt;/span&gt; CABLE TRUNKING SIZING CALCULATION&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;br /&gt;DUE TO THE PREVIOUS VOLTAGE DROP CALCULATION ONLY CAPABLE TO CALCULATE UP TO &lt;span style="color: rgb(153, 0, 0);font-size:180%;" &gt;&lt;span style="font-weight: bold;"&gt;1200A &lt;/span&gt;&lt;/span&gt;ONLY, I DECIDED TO CREATE A SIMPLER VERSION OF THE VOLTAGE DROP AND CABLE SIZE CALCULATION FOR CATER FOR&lt;span style="font-size:130%;"&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt; HIGHER CURRENT RATING&lt;/span&gt;&lt;/span&gt;.
&lt;br /&gt;
&lt;br /&gt;LUCKILY I GOT THIS SOFTWARE ... SO I COULD MANAGE TO DESIGN MY SYSTEM EASILY EVEN THOU STILL NEED TO AMEND DUE TO &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;MECHANICAL&lt;/span&gt;&lt;/span&gt; LOADING ALWAYS &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;FLUCTUATE&lt;/span&gt;&lt;/span&gt; (????) . &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;DON'T ASK ME WHY&lt;/span&gt;&lt;/span&gt; ... BUT IT ALWAYS HAPPEN ...ONCE DESIGNING WITH MECHANICAL ENGINEER ... ESPECIALLY IN &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;AIR CONDITIONING DESIGN&lt;/span&gt;&lt;/span&gt;.
&lt;br /&gt;
&lt;br /&gt;SO ... GOT TO GO FOR MY &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;SRI ACAPPELLA (III)&lt;/span&gt;&lt;/span&gt; MEETING, WHICH TARGETED TO BE CALLED &lt;span style="font-style: italic;font-size:180%;" &gt;&lt;span style="font-weight: bold;"&gt;TENDER&lt;/span&gt;&lt;/span&gt; ON &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;MID OF AUGUST 2011&lt;/span&gt;&lt;/span&gt;... HOPE CAN MAKE IT....
&lt;br /&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/_ea4gPSUKPCRoMSXyNSJZ2ufqNk/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/_ea4gPSUKPCRoMSXyNSJZ2ufqNk/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/2289352787528349142/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=2289352787528349142&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/2289352787528349142?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/2289352787528349142?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/DGXLLrDpy5Q/iphone-sources.html" title="IPHONE SOURCES" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2011/07/iphone-sources.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkQDQ3Y_cCp7ImA9WhdTE0s.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-5363361755767687284</id><published>2011-07-10T21:51:00.000-07:00</published><updated>2011-07-10T21:59:32.848-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-10T21:59:32.848-07:00</app:edited><title>MUST HAVE Application for IPHONE</title><content type="html">&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;LAST PART &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;17. PLAYAWAKE&lt;/span&gt; &lt;/span&gt;- TIRED LISTENING TO DEFAULT ALERT PROVIDED BY IPHONE FOR YOUR ALARM.. SO PLAY A MUSIC FOR IT ... THIS APPS COULD ALLOW YOU TO &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;PLAY MUSIC FOR YOUR ALARM CLOCK&lt;/span&gt;&lt;/span&gt; ...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-qU9jpQOjb9c/ThqCFa9qpeI/AAAAAAAAAiY/0dTc5DVjZDM/s1600/PlayAwake1.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://4.bp.blogspot.com/-qU9jpQOjb9c/ThqCFa9qpeI/AAAAAAAAAiY/0dTc5DVjZDM/s200/PlayAwake1.png" alt="" id="BLOGGER_PHOTO_ID_5627953714001782242" border="0" /&gt;&lt;/a&gt;  &lt;a href="http://4.bp.blogspot.com/-lWzcIQqz7Uc/ThqCFYhaNSI/AAAAAAAAAig/GnRW4pK37so/s1600/PlayAwake2.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://4.bp.blogspot.com/-lWzcIQqz7Uc/ThqCFYhaNSI/AAAAAAAAAig/GnRW4pK37so/s200/PlayAwake2.png" alt="" id="BLOGGER_PHOTO_ID_5627953713346393378" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;18. REMOVE BACKGROUND&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- SO ANNOYING... YOUR PHONE RAM NOW BECOME SLOWER AND SLOWER ... ACTUALLY THERE IS A APPLICATION STILL RUNNING IN THE BACKGROUND ... BY DEFAULT ... TO KILL IT... YOU HAVE TO KILL ONE BY ONE ...&lt;br /&gt;&lt;br /&gt;NO LONGER REQUIRED ONE BY ONE KILLING --- SINGLE SHAKE KILL ALL .. OR IT COULD BE SINGLE TAP KILL ALL ----&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-PgUqdugnVYA/ThqCxFtJSTI/AAAAAAAAAio/CIq5E2-Q_yw/s1600/RemoveBG.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://2.bp.blogspot.com/-PgUqdugnVYA/ThqCxFtJSTI/AAAAAAAAAio/CIq5E2-Q_yw/s200/RemoveBG.png" alt="" id="BLOGGER_PHOTO_ID_5627954464209586482" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;19 SBSETTING&lt;/span&gt;&lt;/span&gt; - REALLY MUSTHAVE&lt;br /&gt;- THIS IS A MUST FOR A &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;JAILBROKEN IPHONE&lt;/span&gt;&lt;/span&gt; .... EASLY ON / OFF SETTING JUST VIA SINGLE TAP ....&lt;div class="blogger-post-footer"&gt;http://seedcollection.blogspot.com/
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&lt;a href="http://feedads.g.doubleclick.net/~a/9QlbmQpSHBqBn7nWVqfiIGQ631U/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/9QlbmQpSHBqBn7nWVqfiIGQ631U/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/5363361755767687284/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=5363361755767687284&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/5363361755767687284?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/5363361755767687284?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/vyk5KQwFBzc/must-have-application-for-iphone_8689.html" title="MUST HAVE Application for IPHONE" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-qU9jpQOjb9c/ThqCFa9qpeI/AAAAAAAAAiY/0dTc5DVjZDM/s72-c/PlayAwake1.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2011/07/must-have-application-for-iphone_8689.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A08MSHw7eCp7ImA9WhdTE0g.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-8252222483326640425</id><published>2011-07-10T21:30:00.000-07:00</published><updated>2011-07-10T21:51:29.200-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-10T21:51:29.200-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="iphone" /><title>MUST HAVE Application for IPHONE</title><content type="html">&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;PART 3&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;10. BITESMS&lt;/span&gt; &lt;/span&gt;- THIS APPLICATION USEFUL FOR MY&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt; 'SMS'ING&lt;/span&gt;&lt;/span&gt; .. VERY CONVENIENCE. NOT EVEN NEED TO GO THROUGH SMS ICON TO REPLY THE SMS. JUST TAP &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;'REPLY '&lt;/span&gt;&lt;/span&gt; AND KEEP ON TYPING ... AND SENT .... SO EASY ....&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-QoOtVzg-4i4/Thp9BudkDII/AAAAAAAAAhg/23UN5VkoLo0/s1600/Bitesms.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://3.bp.blogspot.com/-QoOtVzg-4i4/Thp9BudkDII/AAAAAAAAAhg/23UN5VkoLo0/s200/Bitesms.png" alt="" id="BLOGGER_PHOTO_ID_5627948152958225538" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;11. CALL ME&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- NEED TO CALL YOUR &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;FAV. CONTACT&lt;/span&gt;&lt;/span&gt; WITHOUT GOING THROUGH THE PHONEBOOK ... SO INTALL THIS APPS ... &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;VERY GOOD AND FAST &lt;/span&gt;&lt;/span&gt;THOUGH .... YOU COULD CREATE YOUR FAV. CONTACT ON YOUR &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;SPRINGBOARD&lt;/span&gt;&lt;/span&gt; AND EVEN COULD LOCATED IN SIDE YOUR PERSONAL FOLDER...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-7EdijwgpjN4/Thp9h3bjK-I/AAAAAAAAAho/-5z0gartylc/s1600/Callme.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://3.bp.blogspot.com/-7EdijwgpjN4/Thp9h3bjK-I/AAAAAAAAAho/-5z0gartylc/s200/Callme.png" alt="" id="BLOGGER_PHOTO_ID_5627948705121512418" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;12. FILE2MAIL&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- I HAVE BEEN USING THIS A LOT, SINCE I NEED TO &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;FORWARD FILES THROUGH EMAIL&lt;/span&gt;&lt;/span&gt;. DUE TO I AM RECEIVING AND EMAILING FILE THROUGH MY PHONE MOSTLY THIS APPS IS A MUST FOR ME ...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-8kr2cXSmYcg/Thp-MYffcpI/AAAAAAAAAhw/BMo1w72fHNE/s1600/File2Mail.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://1.bp.blogspot.com/-8kr2cXSmYcg/Thp-MYffcpI/AAAAAAAAAhw/BMo1w72fHNE/s200/File2Mail.png" alt="" id="BLOGGER_PHOTO_ID_5627949435550921362" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;13. IFILE &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- WITHOUT THIS I COULD NOT TRACE MY FILES IN MY PHONE. THIS APPS ALLOWED YOU TO &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;SEARCHING THROUGH YOUR PHONE FOLDER BY FOLDER&lt;/span&gt;&lt;/span&gt; .. SO YOU COULD STORE FILES EVEN YOUR MOVIE / SONG JUST LIKE YOUR &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;THUMBDRIVE&lt;/span&gt;&lt;/span&gt;. THE ONLY THING IS YOU NEED &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;IPHONE EXPLORER&lt;/span&gt;&lt;/span&gt; TO TRACE BACK YOUR FILES IF YOU WANT TO TRANSFER THE FILES &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;IN OR OUT&lt;/span&gt;&lt;/span&gt; IN THE IPHONE FOLDER.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-aqKwAOnZo5w/Thp_GSUzCYI/AAAAAAAAAh4/HkwE4Y8gd9g/s1600/Ifile.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://1.bp.blogspot.com/-aqKwAOnZo5w/Thp_GSUzCYI/AAAAAAAAAh4/HkwE4Y8gd9g/s200/Ifile.png" alt="" id="BLOGGER_PHOTO_ID_5627950430327867778" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;14. INSTALLOUS&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- 1ST CHECK THE PAID APPS FROM THE APPSTORE AND 2ND CHECK THE SAME APPS IN THE INSTALLOUS AND&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt; DOWNLOAD&lt;/span&gt;&lt;/span&gt;... AND ....&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt; INSTALL&lt;/span&gt;&lt;/span&gt;... YOUR PAID APPS FROM APPSTRORE NOW BECOME &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;FREE&lt;/span&gt;&lt;/span&gt;... :) ... HE HE .. NICE ...&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;font-size:180%;" &gt;&lt;span style="font-weight: bold;"&gt;PLEASE NOTE THAT&lt;/span&gt;&lt;/span&gt; .. IF YOU ARE INTERESTED WITH THE APPS THAT YOU DOWNLOAD FROM INSTALLOUS PLEASE BUY IT FROM APPSTORE. DO NOT STEAL IT ....&lt;br /&gt;&lt;br /&gt;WE ARE NOT SUPPORT&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt; PIRACY&lt;/span&gt;&lt;/span&gt; ...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-ThFcSA6F_z4/ThqALDO9hII/AAAAAAAAAiA/LNZDcaq8nBo/s1600/Installous.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://2.bp.blogspot.com/-ThFcSA6F_z4/ThqALDO9hII/AAAAAAAAAiA/LNZDcaq8nBo/s200/Installous.png" alt="" id="BLOGGER_PHOTO_ID_5627951611687830658" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;15. MCOOLPHONE&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- ANNOYING PEOPLE CALLING WHILE YOU ARE IN THE MEETING. NO MORE .. JUST &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;FLIP YOUR PHONE&lt;/span&gt;&lt;/span&gt; AND IT WILL SMS YOU CALLER WITH YOUR CREATIVE TEMPLATE SMS TEXT " &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;I AM ON SOMETHING PLEASE CALL BACK LATER&lt;/span&gt;&lt;/span&gt;"...&lt;br /&gt;&lt;br /&gt;THIS APPS CAPABLE TO ANSWER THE CALL VIA &lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;SHAKING&lt;/span&gt;&lt;/span&gt; YOUR PHONE...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-tnTXZXkApi0/ThqBCIG4ZXI/AAAAAAAAAiI/PbovsD-U74g/s1600/Mcoolphone1.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://1.bp.blogspot.com/-tnTXZXkApi0/ThqBCIG4ZXI/AAAAAAAAAiI/PbovsD-U74g/s200/Mcoolphone1.png" alt="" id="BLOGGER_PHOTO_ID_5627952557888922994" border="0" /&gt;&lt;/a&gt;  &lt;a href="http://4.bp.blogspot.com/-FoRAY7DXqec/ThqBCCLvBFI/AAAAAAAAAiQ/fvi_8c-cWO8/s1600/Mcoolphone2.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://4.bp.blogspot.com/-FoRAY7DXqec/ThqBCCLvBFI/AAAAAAAAAiQ/fvi_8c-cWO8/s200/Mcoolphone2.png" alt="" id="BLOGGER_PHOTO_ID_5627952556298667090" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic; color: rgb(255, 102, 0);font-size:130%;" &gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;TO BE CONTINUE ........&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;http://seedcollection.blogspot.com/
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&lt;a href="http://feedads.g.doubleclick.net/~a/WIFedw07WumIiHul9t1iYGgcen4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/WIFedw07WumIiHul9t1iYGgcen4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/8252222483326640425/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=8252222483326640425&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/8252222483326640425?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/8252222483326640425?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/OFubdPRiS2c/must-have-application-for-iphone_244.html" title="MUST HAVE Application for IPHONE" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-QoOtVzg-4i4/Thp9BudkDII/AAAAAAAAAhg/23UN5VkoLo0/s72-c/Bitesms.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2011/07/must-have-application-for-iphone_244.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEUMQX8zcCp7ImA9WhdTE0g.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-5159136964207553004</id><published>2011-07-10T19:29:00.000-07:00</published><updated>2011-07-10T19:44:40.188-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-10T19:44:40.188-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="iphone" /><title>MUST HAVE Application for IPHONE</title><content type="html">&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;PART 2 &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;6. SPEED INTENSIFIER&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- THIS APPLICATION COULD ACT YOUR PHONE &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;WITHOUT ANY LAGGING&lt;/span&gt;&lt;/span&gt; ... EVERY APPLICATION THAT YOU LAUNCH WILL JUST &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;POP UP &lt;/span&gt;&lt;/span&gt;WITHOUT ANY DELAY ...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-VuNsQOMFQmc/ThpgmGRRB-I/AAAAAAAAAhE/6yUwqLtI4wo/s1600/SpeedIntensifier.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://2.bp.blogspot.com/-VuNsQOMFQmc/ThpgmGRRB-I/AAAAAAAAAhE/6yUwqLtI4wo/s200/SpeedIntensifier.png" alt="" id="BLOGGER_PHOTO_ID_5627916891987183586" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;7. YOUR TUBE &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- YOUR TUBE IS A &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;ADD ON&lt;/span&gt;&lt;/span&gt; TO THE YOUTUBE THAT COULD HELP YOU TO &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/span&gt; YOUR MOVIE TO YOUR PHONE NOT LIKE A &lt;span style="font-size:180%;"&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;UNLIMVIDEO&lt;/span&gt;&lt;/span&gt; BUT TO &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/span&gt; YOUR FAVORITE &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;YOUTUBE  MOVIE&lt;/span&gt;&lt;/span&gt; ...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-cfdm5LP7hGI/ThphgEIhNrI/AAAAAAAAAhM/z3QnHmE0tRM/s1600/Yourtube2.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://2.bp.blogspot.com/-cfdm5LP7hGI/ThphgEIhNrI/AAAAAAAAAhM/z3QnHmE0tRM/s200/Yourtube2.png" alt="" id="BLOGGER_PHOTO_ID_5627917887846037170" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;8. ACTIVATOR&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;-ACTIVATOR IS AN ADD ON TO ADD&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt; MORE GESTURE&lt;/span&gt;&lt;/span&gt; TO YOUR ACTION OF THE &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;IPHONE&lt;/span&gt;&lt;/span&gt; ... IT VERY &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;USEFUL&lt;/span&gt;&lt;/span&gt; IF YOU ARE &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;NOT WILLING&lt;/span&gt;&lt;/span&gt; TO GLANCE THROUGH EVERY FOLDER TO GET YOUR APPLICATION.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;9. ANYRING&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- I THINK EVERYBODY LOVE THIS APPLICATION, &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;NO NEED TO TRIM AND CREATE RINGTONES&lt;/span&gt;&lt;/span&gt; BUT JUST TAP ON &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;IPOD&lt;/span&gt;&lt;/span&gt; MUSIC AND IT WILL RING FOR YOU... SOO NICE .. PERSONALLY I LOVE THIS APPS....&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-3RSGA_Q0lwY/Thpi7eQv7qI/AAAAAAAAAhU/rF7NlAUD5k0/s1600/Anyring.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://1.bp.blogspot.com/-3RSGA_Q0lwY/Thpi7eQv7qI/AAAAAAAAAhU/rF7NlAUD5k0/s200/Anyring.png" alt="" id="BLOGGER_PHOTO_ID_5627919458227973794" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;10. ATTACHMENT SAVER&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;LOVE EMAILING ?&lt;/span&gt;&lt;/span&gt; AND &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;NEED TO DOWNLOAD YOUR ATTACHMENT?&lt;/span&gt;&lt;/span&gt;? SO ADD THIS IN YOUR PHONE.&lt;br /&gt;&lt;span style="font-style: italic; color: rgb(255, 255, 0);font-size:130%;" &gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;TO BE CONTINUE FOR PART 3......&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;http://seedcollection.blogspot.com/
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&lt;a href="http://feedads.g.doubleclick.net/~a/mBbs9blKIpeKz7RLjjjsU4vcZ2s/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/mBbs9blKIpeKz7RLjjjsU4vcZ2s/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/5159136964207553004/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=5159136964207553004&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/5159136964207553004?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/5159136964207553004?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/4Bt5ojgWUzw/must-have-application-for-iphone_10.html" title="MUST HAVE Application for IPHONE" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-VuNsQOMFQmc/ThpgmGRRB-I/AAAAAAAAAhE/6yUwqLtI4wo/s72-c/SpeedIntensifier.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2011/07/must-have-application-for-iphone_10.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0QGR307fSp7ImA9WhdTE0g.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-856794025921852760</id><published>2011-07-10T18:45:00.000-07:00</published><updated>2011-07-10T19:28:46.305-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-10T19:28:46.305-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="iphone" /><title>MUST HAVE Application for IPHONE</title><content type="html">&lt;span style="font-style: italic;"&gt;IT HAS BEEN SO LONG NOT UPDATING MY BLOG SINCE SO BUSY WITH &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;TENDER AND DESIGN PROJECT. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;TODAY 11/07/2011, I AM GOING TO ADD IN MY PREFFERED&lt;span style="font-style: italic;font-size:180%;" &gt;&lt;span style="font-weight: bold; font-family:lucida grande;" &gt; 18 APPS AND ADD-ON  IPHONE&lt;/span&gt;&lt;/span&gt; APPLICATION THAT COULD BE GET FROM THE &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;CYDIA&lt;/span&gt;&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt; &lt;span style="font-weight: bold;"&gt;1. OPEN SSL/SSH&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-6xKdQTtMbDE/ThpWi3EkprI/AAAAAAAAAgM/TYKBiF29PUY/s1600/OPEN%2BSSL.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://4.bp.blogspot.com/-6xKdQTtMbDE/ThpWi3EkprI/AAAAAAAAAgM/TYKBiF29PUY/s200/OPEN%2BSSL.png" alt="" id="BLOGGER_PHOTO_ID_5627905841251526322" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;2. FOLDER ENHANCER&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- THIS APPLICATION VERY USEFUL AND ATTRACTIVE, YOU COULD SET YOUR FOLDER TO SUIT YOUR THEME AND LOOK VERY ELEGANT.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-rOL09KzoPng/ThpW_kxyTfI/AAAAAAAAAgc/Xr7bjLqzqgE/s1600/Folder%2BEnhancer2.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://1.bp.blogspot.com/-rOL09KzoPng/ThpW_kxyTfI/AAAAAAAAAgc/Xr7bjLqzqgE/s200/Folder%2BEnhancer2.png" alt="" id="BLOGGER_PHOTO_ID_5627906334557097458" border="0" /&gt;&lt;/a&gt; &lt;a href="http://1.bp.blogspot.com/-wdarCld8KkA/ThpW_UG3E3I/AAAAAAAAAgU/zcoMGXzai4s/s1600/Folder%2BEnhancer1.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://1.bp.blogspot.com/-wdarCld8KkA/ThpW_UG3E3I/AAAAAAAAAgU/zcoMGXzai4s/s200/Folder%2BEnhancer1.png" alt="" id="BLOGGER_PHOTO_ID_5627906330082087794" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;3. LOCKINFO &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- NO MORE NEED TO GLANCE YOUR CALENDER TO LOOK UP AT YOUR &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;SCHEDULE MEETING&lt;/span&gt;&lt;/span&gt;, JUST A SINGLE TOUCH YOU WILL ABLE TO SEE YOUR NEXT MEETING OR SCHEDULED INFORMATION... MORE &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;PLUG-INS&lt;/span&gt;&lt;/span&gt; COULD BE ADD IN .. AS YOU WISH...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-2KwvSsUzfO0/ThpdpOuIPCI/AAAAAAAAAgk/plVxsYbnmn0/s1600/Lockinfo1.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://1.bp.blogspot.com/-2KwvSsUzfO0/ThpdpOuIPCI/AAAAAAAAAgk/plVxsYbnmn0/s200/Lockinfo1.png" alt="" id="BLOGGER_PHOTO_ID_5627913647260449826" border="0" /&gt;&lt;/a&gt; &lt;a href="http://2.bp.blogspot.com/-VQBXWmS-w50/ThpdpSdwwiI/AAAAAAAAAgs/tznj3wIuqes/s1600/Lockinfo2.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://2.bp.blogspot.com/-VQBXWmS-w50/ThpdpSdwwiI/AAAAAAAAAgs/tznj3wIuqes/s200/Lockinfo2.png" alt="" id="BLOGGER_PHOTO_ID_5627913648265544226" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;4.  LOCKTOPUS&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- THIS APPLICATION COULD HELP YOU TO &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;L&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;OCK / PASSWORD&lt;/span&gt;&lt;/span&gt; YOUR PERSONAL APPLICATION (ESPECIALLY IF YOUR PHONE IS USE BY YOUR CHILD TO PLAY GAMES).&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-glJxkXYG7hA/ThpehDiCN7I/AAAAAAAAAg0/_gZa8Yh4Bcg/s1600/Locktopus.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://3.bp.blogspot.com/-glJxkXYG7hA/ThpehDiCN7I/AAAAAAAAAg0/_gZa8Yh4Bcg/s200/Locktopus.png" alt="" id="BLOGGER_PHOTO_ID_5627914606329608114" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;5. SAFARI DOWNLOAD MANAGER&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;- WITH THIS ADD-ON TO THE IPHONE SYSTEM YOU COULD &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/span&gt; ALL SORT OF FILES TO YOUR &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;IPHONE&lt;/span&gt;&lt;/span&gt;. SO THAT YOU COULD GET THE FILE VIA &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;IPHONE EXPLORER&lt;/span&gt;&lt;/span&gt; IN YOUR PC OR LAPTOP.&lt;br /&gt;&lt;br /&gt;- MEANS THAT YOUR COULD &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/span&gt; YOUR FILES WITHOUT NEEDED THE PC OR LAPTOP. YOU HAPPY DOWNLOAD ON TO GO ....&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-h8SE6CNLpIw/ThpfjFMg5zI/AAAAAAAAAg8/J_v_uU14bPs/s1600/SafariDwnld.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://1.bp.blogspot.com/-h8SE6CNLpIw/ThpfjFMg5zI/AAAAAAAAAg8/J_v_uU14bPs/s200/SafariDwnld.png" alt="" id="BLOGGER_PHOTO_ID_5627915740647581490" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;CONTINUE .....................&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;http://seedcollection.blogspot.com/
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&lt;a href="http://feedads.g.doubleclick.net/~a/M3jhx0MWkq1Sxug05076Bqep8wQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/M3jhx0MWkq1Sxug05076Bqep8wQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/856794025921852760/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=856794025921852760&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/856794025921852760?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/856794025921852760?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/Olv50mA3taM/must-have-application-for-iphone.html" title="MUST HAVE Application for IPHONE" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-6xKdQTtMbDE/ThpWi3EkprI/AAAAAAAAAgM/TYKBiF29PUY/s72-c/OPEN%2BSSL.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2011/07/must-have-application-for-iphone.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0ENQ3k9fip7ImA9WxFXEUg.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-2176051761449040840</id><published>2010-05-17T22:03:00.000-07:00</published><updated>2010-05-17T22:14:52.766-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-05-17T22:14:52.766-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Astro Byond" /><title>ASTRO Byond Installation</title><content type="html">&lt;div&gt;&lt;br /&gt;&lt;div&gt;As earlier blog i have explain the option that can be considered for the &lt;strong&gt;&lt;span style="font-size:180%;"&gt;Astro Infrastructure Installation. &lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;Now, i will show you the diagrammatic for the installation (concept). Due to the signal of &lt;strong&gt;&lt;span style="font-size:180%;"&gt;Astro Byond (HD)&lt;/span&gt;&lt;/strong&gt; is different with existing &lt;strong&gt;&lt;span style="font-size:180%;"&gt;Astro SD&lt;/span&gt;&lt;/strong&gt; so the installation also differ. &lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;strong&gt;&lt;em&gt;&lt;span style="font-size:130%;"&gt;The diagrammatic is only for single tenant unit and for Dwelling unit only&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;.&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;For &lt;strong&gt;&lt;span style="font-size:180%;"&gt;single tenant&lt;/span&gt;&lt;/strong&gt; unit shall be as follows&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 348px; DISPLAY: block; HEIGHT: 358px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5472472762796003346" border="0" alt="" src="http://4.bp.blogspot.com/_RTSa3A4ARNQ/S_Ig-7100BI/AAAAAAAAAfU/Ank_SCi4lCA/s320/single+tenant+Astro.PNG" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;For &lt;strong&gt;&lt;span style="font-size:180%;"&gt;Dwelling unit&lt;/span&gt;&lt;/strong&gt; shall be as follows&lt;/div&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 378px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5472473816952510210" border="0" alt="" src="http://2.bp.blogspot.com/_RTSa3A4ARNQ/S_Ih8S4UlwI/AAAAAAAAAfk/dHI9jYYEHko/s320/dwelling+Astro.PNG" /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;http://seedcollection.blogspot.com/
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&lt;a href="http://feedads.g.doubleclick.net/~a/8WRImyzmr9a93p7TnQ5KimuWATM/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/8WRImyzmr9a93p7TnQ5KimuWATM/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/2176051761449040840/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=2176051761449040840&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/2176051761449040840?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/2176051761449040840?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/Yc5jvnXCixQ/astro-byond-installation.html" title="ASTRO Byond Installation" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_RTSa3A4ARNQ/S_Ig-7100BI/AAAAAAAAAfU/Ank_SCi4lCA/s72-c/single+tenant+Astro.PNG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2010/05/astro-byond-installation.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0EHSHg6cCp7ImA9WxFQEk8.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-8611600903670812318</id><published>2010-05-07T00:07:00.001-07:00</published><updated>2010-05-07T01:40:39.618-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-05-07T01:40:39.618-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Design" /><title>ASTRO Byond</title><content type="html">&lt;strong&gt;&lt;span style="font-size:180%;"&gt;ASTRO Byond&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;It has been a 2 weeks already for me to digest and discover how to design the SMATV system that can received &lt;strong&gt;&lt;span style="font-size:180%;"&gt;Astro Byond&lt;/span&gt;&lt;/strong&gt; services. Previous &lt;strong&gt;&lt;span style="font-size:180%;"&gt;SD&lt;/span&gt;&lt;/strong&gt; Astro is very simple compare to latest Astro &lt;strong&gt;&lt;span style="font-size:180%;"&gt;HD&lt;/span&gt;&lt;/strong&gt; which is totally different design and parameter.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;There is 2 type of configuration that can be done which is :-&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;1. 4 nos. of coaxial&lt;br /&gt;&lt;br /&gt;2. 1 no of SM fibre&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;u&gt;&lt;strong&gt;OPTION 1 : 4 nos of coax.&lt;/strong&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;This configuration has been used for so long already, if you are flash back &lt;strong&gt;&lt;span style="font-size:130%;"&gt;years years&lt;/span&gt;&lt;/strong&gt; ago this arrangement has been implemented, but it not as easy as we thinks of, could you imaging that 4 cable from &lt;strong&gt;&lt;span style="font-size:180%;"&gt;LNB&lt;/span&gt;&lt;/strong&gt; shall be bring down all the way in the riser and split or tap using special tap to ensure the dB drop are acceptable.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Just imagine the conventional &lt;strong&gt;&lt;span style="font-size:180%;"&gt;SMATV&lt;/span&gt;&lt;/strong&gt; configuration (using 1 no. of Coaxial) but you need to multiply with 4 nos. it still wont congest your riser but i could not imagine that how many of booster and tap require to be in placed due to the multiple cable going down. And to calculate the dB drop for this system also not so simple. it takes days to ensure each point can receive of the minimum &lt;strong&gt;&lt;span style="font-size:180%;"&gt;62dB&lt;/span&gt;&lt;/strong&gt; at the end point.&lt;br /&gt;&lt;br /&gt;This configuration is suitable for small scale of development maybe 5 to 6 storey and the SMATV point provision in the unit is minimum.&lt;br /&gt;&lt;br /&gt;To make short in my &lt;strong&gt;&lt;span style="font-size:180%;"&gt;OPINION&lt;/span&gt;&lt;/strong&gt; this arrangement &lt;strong&gt;&lt;span style="font-size:180%;color:#ff0000;"&gt;&lt;em&gt;should not be use.&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;em&gt;&lt;u&gt;&lt;/u&gt;&lt;/em&gt;&lt;br /&gt;&lt;p&gt;&lt;strong&gt;&lt;u&gt;OPTION 2: 1 no SM Fiber&lt;/u&gt;&lt;/strong&gt; &lt;/p&gt;&lt;p&gt;This configuration is the most simpler way to do, don't have to think of the &lt;strong&gt;&lt;span style="font-size:180%;"&gt;distance&lt;/span&gt;&lt;/strong&gt;, don't think MUCH on &lt;strong&gt;&lt;span style="font-size:180%;"&gt;losses&lt;/span&gt;&lt;/strong&gt; -- &lt;em&gt;&lt;span style="color:#ffff00;"&gt;but still need to calculate the drop&lt;/span&gt;&lt;/em&gt;--- its very flexible .. but its got limitation because each sat disk only can cater for up to 32 multi switch only. but no worry because the each multi switch can serve&lt;strong&gt; &lt;span style="font-size:180%;"&gt;16 outlet (recommended), or 28 outlet (not recommended).&lt;/span&gt;&lt;/strong&gt; which mean it can serve up to &lt;strong&gt;&lt;span style="font-size:180%;"&gt;512&lt;/span&gt; SMATV outlet (recommended) or &lt;span style="font-size:180%;"&gt;896&lt;/span&gt; SMATV outlet (not recommended).&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;this configuration can be very cheap and it also can be a bomb. depend on the design requirement.&lt;/p&gt;&lt;p&gt;Based on my finding (actually based my project), for luxury condominium, or so call dwelling unit the cost of installation of this system can be seems like ridiculous ... but it also can be very reasonable depend on client requirement.&lt;/p&gt;&lt;p&gt;For my case, each condo unit consist of more than &lt;strong&gt;&lt;span style="font-size:180%;"&gt;9 TV point even 13 TV point &lt;/span&gt;&lt;/strong&gt;which is connected to centralized SMATV system, if all the point need to be &lt;strong&gt;&lt;span style="font-size:180%;"&gt;ASTRO Byond&lt;/span&gt;&lt;/strong&gt; ready (requirement 1)the &lt;em&gt;&lt;strong&gt;&lt;span style="font-size:130%;"&gt;cost of the installation&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt; of the system is &lt;strong&gt;&lt;span style="font-size:180%;"&gt;BOMB&lt;/span&gt;&lt;/strong&gt;... but if only &lt;strong&gt;&lt;span style="font-size:180%;"&gt;1 TV&lt;/span&gt;&lt;/strong&gt; point in the condo unit require ASTRO Byond ready (requirement 2) the installation cost gonna be very cheap, its about &lt;strong&gt;&lt;span style="font-size:180%;"&gt;85%&lt;/span&gt;&lt;/strong&gt; cheaper compare to requirement 1&lt;/p&gt;&lt;p&gt;I will expalain further how to &lt;strong&gt;&lt;span style="font-size:180%;"&gt;design the infrastructure&lt;/span&gt;&lt;/strong&gt; for this system later ...&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;strong&gt; &lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/strong&gt;&lt;div class="blogger-post-footer"&gt;http://seedcollection.blogspot.com/
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&lt;a href="http://feedads.g.doubleclick.net/~a/kd4c63VlD3bBjxH8pXiMQ3YylZk/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/kd4c63VlD3bBjxH8pXiMQ3YylZk/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/8611600903670812318/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=8611600903670812318&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/8611600903670812318?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/8611600903670812318?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/_E0FFCTORZo/astro-byond.html" title="ASTRO Byond" /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2010/05/astro-byond.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0QERXY6eyp7ImA9WhdQFkk.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-6128714116222343376</id><published>2010-03-09T21:15:00.000-08:00</published><updated>2011-08-17T22:28:24.813-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-17T22:28:24.813-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Software" /><title>SORRY .....</title><content type="html">IT HAS BEEN SO LONG I HAVE NOT UPDATE MY BLOGSPOT DUE TO THE COMMITMENT I HAVE ....
&lt;br /&gt;
&lt;br /&gt;PAST 2 YEARS I HAVE BEEN WORKING ON FEW PROJECT THAT I REALLY NEED TO TAKE FULL INTENTION WITHOUT FAIL...
&lt;br /&gt;
&lt;br /&gt;WHAT KIND A LIFE .... I EVEN GOT NO TIME TO DRIVE MY &lt;strong&gt;&lt;span style="font-size:180%;"&gt;RC&lt;/span&gt;&lt;/strong&gt; CARS .... "ACTUALY ALSO LOOKING FOR NEW CAR .. FOR ME AND MY SON.... "
&lt;br /&gt;
&lt;br /&gt;SO, I AM VERY SORRY TO ALL FRIENDS THAT ASKING ME ABOUT THE SOFTWARE THAT I LOAD IN ... EVENTHOU SOME OF THE LINK IS ALREADY &lt;strong&gt;&lt;span style="font-size:180%;"&gt;BROKEN&lt;/span&gt;&lt;/strong&gt; ... WHICH IS I LOAD IT IN THE FREE STORAGE SPACE AVAILABLE IN THE NET ....
&lt;br /&gt;
&lt;br /&gt;I AM IN PREPARATION OF SUBSCRIBING STORAGE SPACE WHEREBY IT MIGHT BE A GOOD PLACE TO PUT ALL MY SOFTWARE ...
&lt;br /&gt;
&lt;br /&gt;BEFORE THAT ....
&lt;br /&gt;
&lt;br /&gt;IF I SUBSCRIBE THE SPACE I NEED TO ASK TO ALL THE VISITOR &lt;strong&gt;&lt;span style="font-size:180%;"&gt;OPINION&lt;/span&gt;&lt;/strong&gt; .....THAT .. IT IS POSSIBLE FOR YOUR GUYS DISTRIBUTE SOME RM (&lt;strong&gt;&lt;span style="font-size:180%;"&gt;RINGGIT MALAYSIA&lt;/span&gt;&lt;/strong&gt;) .. DONT WORRY IT WONT BE MORE THAT &lt;strong&gt;&lt;span style="font-size:180%;"&gt;RM5.00&lt;/span&gt;&lt;/strong&gt;.
&lt;br /&gt;
&lt;br /&gt;CURRENTLY I GAVE TO ALL MY VISITOR FREE SOFTWARE ... WHICH IS THIS SOFTWARE ACTUALLY FOR YOUR KNOWLEDGE ....
&lt;br /&gt;
&lt;br /&gt;SOME OF THE &lt;strong&gt;&lt;span style="font-size:180%;"&gt;FREEWARE&lt;/span&gt;&lt;/strong&gt; I SHALL NOW CONVERTED TO &lt;strong&gt;&lt;span style="font-size:180%;"&gt;SHAREWARE&lt;/span&gt;&lt;/strong&gt;.
&lt;br /&gt;
&lt;br /&gt;AS YOU KNOW ... ONCE I SUBSCRIBE THE STORAGE SPACE I NEED TO PAY FOR THAT STORAGE .....
&lt;br /&gt;
&lt;br /&gt;REGARDS
&lt;br /&gt;THE OWNER&lt;div class="blogger-post-footer"&gt;http://seedcollection.blogspot.com/
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&lt;a href="http://feedads.g.doubleclick.net/~a/wa1Fny8K6d0MoBfPsUDixV9NayI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/wa1Fny8K6d0MoBfPsUDixV9NayI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://freeware4engineer.blogspot.com/feeds/6128714116222343376/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=61401998266745405&amp;postID=6128714116222343376&amp;isPopup=true" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/6128714116222343376?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/61401998266745405/posts/default/6128714116222343376?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FreeSoftwareProgram/~3/nMvDC9qZnNg/sorry.html" title="SORRY ....." /><author><name>AzMiZ1</name><uri>http://www.blogger.com/profile/06684693616003992840</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://freeware4engineer.blogspot.com/2010/03/sorry.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0UMQXc8fip7ImA9WhdQFkk.&quot;"><id>tag:blogger.com,1999:blog-61401998266745405.post-2829471186343430431</id><published>2007-01-22T15:16:00.000-08:00</published><updated>2011-08-17T22:28:00.976-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-17T22:28:00.976-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Software" /><title>Electrical System Protection Grading Program</title><content type="html">&lt;div align="center"&gt;&lt;strong&gt;&lt;span style="font-size:130%;"&gt;PROTECTION GRADING PROGRAM&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;img id="BLOGGER_PHOTO_ID_5023000686425360546" style="margin: 0px auto 10px; display: block; text-align: center;" alt="" src="http://3.bp.blogspot.com/_RTSa3A4ARNQ/RbVIguTtSKI/AAAAAAAAALI/qAz_iIQMVic/s400/PREVIEW.gif" border="0" /&gt;
&lt;br /&gt;The program below is the program that to determine the setting for the HT or LV electrical system from downstream onward. The program will automatically generate the graph of the setting that has been set or select for the design system.
&lt;br /&gt;&lt;div align="center"&gt;&lt;/div&gt;&lt;div align="center"&gt;
&lt;br /&gt;&lt;em&gt;&lt;span style="font-size:130%;"&gt;&lt;strong&gt;HOW TO READ THE CALCULATION SHEET&lt;/strong&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;ol&gt;&lt;li&gt;The grading program starts first with the most downstream relay.&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column A - Protection relay name or number&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column D/E - CT Ratio&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column F - Maximum demand in amperes&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column H - Fault level in amperes&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column I - Highset current&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column J - Type of IDMT curve: NI = normal inverse, VI = very inverse, EI = extreme inverse&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column L - Plug setting in percentage of CT ratio&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column M - Plug setting in ampere Plug setting = maximum demand + spare&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column O - Calculated grading margin in seconds The margin shown is the margin between the corresponding relay with immediate downstream relay, ie the relay shown one row up.&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column P - Relay operating time in seconds&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;Column R - TMS setting in per unit&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;The full-load current stated for RT01 or RT03 is the actual MD required (without any spare).&lt;/li&gt;
&lt;br /&gt;&lt;li&gt;The full-load current stated for the TNB relay is the preliminary MD applied. &lt;/li&gt;&lt;/ol&gt;&lt;p&gt;
&lt;br /&gt;&lt;strong&gt;&lt;em&gt;Following the Codes for relay type used in this Program&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;CDG - manufactured by GEC Measurements, UK
&lt;br /&gt;MCGG - manufactured by Alstom, UK (for NI and VI curves)
&lt;br /&gt;KCGGEI -manufactured by Alstom, UK (for EI curve)
&lt;br /&gt;KCGG - manufactured by Alstom, UK (for NI and VI curves)
&lt;br /&gt;KCGGEI - manufactured by Alstom, UK (for EI curve)
&lt;br /&gt;2TJM - manufactured by NEI Reyrolle, UK (electro-mechanical type)
&lt;br /&gt;SPAJ - manufactured by ABB
&lt;br /&gt;DCD - manufactured by VA Tech Elin (Reyrolle), UK (numerical type) &lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;strong&gt;The Result / Graph that generated by the Program&lt;/strong&gt;
&lt;br /&gt;&lt;/p&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;p&gt;&lt;img id="BLOGGER_PHOTO_ID_5022999788777195666" style="margin: 0px auto 10px; display: block; text-align: center;" alt="" src="http://2.bp.blogspot.com/_RTSa3A4ARNQ/RbVHseTtSJI/AAAAAAAAALA/mFdvX1QQrfw/s400/GRAPH.gif" border="0" /&gt;&lt;/p&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style="font-size:130%;"&gt;Recommendations&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;&lt;span style="font-size:180%;"&gt;This&lt;/span&gt;&lt;/strong&gt; program suitable for all engineer for their checking and designing. This Software has been used for my project such as Megasteel project at Olak Lempit, Banting. Cold Rolled Steel Factory. Refer to my &lt;a href="http://azmizi.biz.ly/"&gt;Construction Site&lt;/a&gt;. &lt;/p&gt;PLEASE &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;DONATE OR BUY&lt;/span&gt;&lt;/span&gt; TO HAVE THIS CALCULATION HERE.
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