<?xml version="1.0" encoding="UTF-8"?>
<rss xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:taxo="http://purl.org/rss/1.0/modules/taxonomy/" version="2.0">
  <channel>
    <title>Digital Signal Controllers中的主题 Re: Plug type J11/J12 Twr-K65f180m</title>
    <link>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879342#M1566</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi, Kevin,&lt;/P&gt;&lt;P&gt;The connector is standard product from third party, the connector has 1.27mm pitch for the pin distance. I have checked the manufacturer.&lt;/P&gt;&lt;P&gt;Part number: CON 2X10 PLUG SHRD SMT 50MIL CTR 237H AU&lt;/P&gt;&lt;P&gt;Manufacturer: SAMTEC&lt;/P&gt;&lt;P&gt;Manufacturer part number: TFC-110-02-L-D-A-K&lt;/P&gt;&lt;P&gt;Hope it can help you&lt;/P&gt;&lt;P&gt;BR&lt;/P&gt;&lt;P&gt;XiangJun Rong&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;TABLE width="211"&gt;&lt;TBODY&gt;&lt;TR&gt;&lt;TD width="211"&gt;&lt;/TD&gt;&lt;/TR&gt;&lt;/TBODY&gt;&lt;/TABLE&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Thu, 24 Jan 2019 02:52:46 GMT</pubDate>
    <dc:creator>xiangjun_rong</dc:creator>
    <dc:date>2019-01-24T02:52:46Z</dc:date>
    <item>
      <title>Plug type J11/J12 Twr-K65f180m</title>
      <link>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879339#M1563</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hello Guys,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;i hope you can help me. I search the kind of connector J11/J12 (2x10 Pins) on Twr-k65f180m board. Maybe someone knows the plug type. I need the for my bachelor thesis.&amp;nbsp;&lt;/P&gt;&lt;P&gt;Is it a own product from nxp or a industrial standard?&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="pastedImage_1.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/61776i17437DE4FFEEB86D/image-size/large?v=v2&amp;amp;px=999" role="button" title="pastedImage_1.png" alt="pastedImage_1.png" /&gt;&lt;/span&gt;#&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thank you.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best regards.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 16 Jan 2019 14:08:11 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879339#M1563</guid>
      <dc:creator>kevin_thomsen</dc:creator>
      <dc:date>2019-01-16T14:08:11Z</dc:date>
    </item>
    <item>
      <title>Re: Plug type J11/J12 Twr-K65f180m</title>
      <link>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879340#M1564</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi, Kevin， &lt;/P&gt;&lt;P&gt;It is called "Gold Finger"&amp;nbsp; or gold-plated connectors in PCB terminology.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Pls refer to the link：&lt;/P&gt;&lt;P&gt;&lt;A class="link-titled" href="https://www.pentalogix.com/blog/2017/02/16/gold-fingers-and-their-use-in-the-world-of-pcbs/" title="https://www.pentalogix.com/blog/2017/02/16/gold-fingers-and-their-use-in-the-world-of-pcbs/"&gt;Gold Fingers and Their Use in the World of PCBs – PentaLogix Blog&lt;/A&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Hope it can help you&lt;/P&gt;&lt;P&gt;BR&lt;/P&gt;&lt;P&gt;XiangJun Rong&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Jan 2019 02:58:18 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879340#M1564</guid>
      <dc:creator>xiangjun_rong</dc:creator>
      <dc:date>2019-01-18T02:58:18Z</dc:date>
    </item>
    <item>
      <title>Re: Plug type J11/J12 Twr-K65f180m</title>
      <link>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879341#M1565</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi XiangJun,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;thank you for your answer, but i don't mean the "Goldfinger". I mean the both black sockets on the board.&amp;nbsp;&lt;/P&gt;&lt;P&gt;I marked it in the picture. &amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAAAAAAAD/4RCyRXhpZgAATU0AKgAAAAgAAodpAAQAAAABAAAIMuocAAcAAAgMAAAAJgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFkAMAAgAAABQAABCAkAQAAgAAABQAABCUkpEAAgAAAAMwMAAAkpIAAgAAAAMwMAAA6hwABwAACAwAAAh0AAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMjAxOTowMToyMyAyMTo1MDozOAAyMDE5OjAxOjIzIDIxOjUwOjM4AAAA/+EKeWh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4NCjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iPjxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpNaWNyb3NvZnRQaG90bz0iaHR0cDovL25zLm1pY3Jvc29mdC5jb20vcGhvdG8vMS4wLyI+PE1pY3Jvc29mdFBob3RvOkl0ZW1TdWJUeXBlPkx1bWlhLkxpdmluZ0ltYWdlPC9NaWNyb3NvZnRQaG90bzpJdGVtU3ViVHlwZT48L3JkZjpEZXNjcmlwdGlvbj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMTktMDEtMjNUMjE6NTA6Mzg8L3htcDpDcmVhdGVEYXRlPjwvcmRmOkRlc2NyaXB0aW9uPjwvcmRmOlJERj48L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0ndyc/Pv/bAEMAAgEBAQEBAgEBAQICAgICBAMCAgICBQQEAwQGBQYGBgUGBgYHCQgGBwkHBgYICwgJCgoKCgoGCAsMCwoMCQoKCv/bAEMBAgICAgICBQMDBQoHBgcKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCv/AABEIAM0ArgMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/AGaH+xl4W8UeILzwdoPxWtvFF7o/h6XU5rLwjp4mu5yrW8KQRo7oshw+4sDnarnBIFb8X/BPnS/Ffh/SfElx4m1rT7f/AIQO61jVtvhOR2tZrdbfYgB2+bFIs6MJFJztfO0jbXO/Cn9jv40XWnal4r8JWkfhrWdJ/drp90ZbO7kjaBnkaNhGPl2bl5YbskVyP7S2lfG39mH4qzfCnVviTcSTW+mr9luNH1KYwm0cn92rZxs3bgQDjOfevy+Xs0lU9laL6n9e0vrVWtLCrMIyqLWyilpr1t/fiecX/h3XntYLN9Rs2EClE+bGFJPtnv3yalvdB1Iaeum/bofMWTe23kc88H8ax01y7aP7Xean5VvG2WkfH5Vk6n8VLK3lZbS5urg5I3DCr+ZH9K9jhfgPjLjSvKlkmCnXs9XFWjHylOVoRfZOSb6Hr8TcecDcGYZVc7xcKHMlZSk3KS6uMI3nLzai7dTuLNr1ZmnmmgC5J2wrhRnrwen4Vi6hO4gupMbVmkby9w55IP8ASuTHxcm8zMulTSIGzt+24z/45Ve/+J9xfy5k0rbGOFjW4+6Pb5a/SKf0bfGjf+y//K+H/wDlx+b1vpK+CrgoQzRpL/pziX/7iOqEKSOJJpV2q2BB0+bHc+hqPUpfKlW2V9x3fvNp4JPIH4DiuSvPiAbufzRpbL8oBDXG7J9fu0xPHGDl9PP4S/8A1q0l9HDxmjHmeV/dWw7/APcpxx+kd4NylyrNPm6OIX50juEgiXZMboM32wHaPXH3fqOpPQ9qx1Km6Ksi8K38PPr1+tVY/iLoc80M8tlNDIpAmZcMrgHr1/pUMev6Xdys0F4oJb5d3yn9a+Pzjwp8RuH6bqY7Kq0YLeSg5xXrKHNFfNn1+U+K3h1n9SMMDmlGU3tFzUZP0jPlk/kjprJJd6t5eGkkXb7/ALs1m3ysrRqVwViw351n3XiaSzRZJLx12H5P3h9O34VVXxfYzvme5b6spry8n4E40z3AvHZbl1avSTacqdOc1dbr3U7tdbbdT082484MyPHLBZlmFGhVaTUalSEHZ7P3mrJ9L2v0OquLWK903zRLt2Q7WG3JzwwP47SPxrC1WxNpctaGZJGVQ25c9xVyHxRpNzp8aWerwxzHasis2GPocn0x+G6nNpkkoWS9uRHHLkpM6n5sHnHrXk5jkucZNJQx+GqUW+lSEoP/AMmSPUwOcZPnVNzwGIp1kusJxmv/ACVs5rUrG1vbWXTtQt1mguI2jmikXKuhGCD6gg1518ANUu/Bup6x8A9euGe48OSCbQp5G+a40uQ/uj/tGM5jJ6D5RXq+p2MEd68VvOJY1b5ZAp5ry39oLQL7wrLpfx78PwO934Vc/wBrW8S/NdaXIQJ068lB+8XPAKsaywslUToy+1t/i6fft8zzc4hUwsoZhD/l1fmXem7c/wD4DZTXX3bLc9c07xFPBarYKytHnPltkAGr2n6/btLsv7XbCc+Y0bsrKMdQc9utcvpt3aatp0Gq6bdrPbXMKy288bZV0YZDD2INbOiW1hLcCHUJ1jjb7z9/yrjkraHv060pJNNNP5pn07+z7+0L8KvhX8NtL+GmuaRfX2o3niRtUvdSt7OJ0NuLC4skhhJcmQnzd5yIypUnLZXHm/xc8fjWfhH4V+H0sl5cW+j6nqF1HM7ZjRZkiXZH6LmJ2OAPm4xg5PAabcyXU0mmbpri1LnYcFmT0cenTP4e1a8V615Zyadrl2Gmmy1jeK2DccYPI/j4HX8e1ayrVJQ5WcFPJ8FTxTrpatqWttGu2miOVvE0yaXaY5PlbO0OWAwT7Vd0rw3p97HJeXLXkCh9istw8O7jPUDkflVWcXMDlJtSZJF4YbSMHv1pdcSzsLWF4dX3NI2ZmYbfmx0yeprGN42PSqRjUTbR9I/Frw78b/2U/A9n8PPhN8TfEl54V+IkbzvEdGSzkvZbaRARGqTzswHmryGG4ErgkHHlPxb8V/Gj4v8AxN1vXfjHe6hqHiDTbNpNZkvI8S21tEgbkbV2oAeD6k9c16F+1r4h+K+j+KfCkNxq/iLR7rQ9FnfSX1PQbrRpoN1wxLqkzsZAdiHcu1cswKk9fnTx7408cS+JdX8Y6x441K71rxZpwtPEF1JcNm7tllV1R+mRujXjkHBr7/gXhH/XnjHC5FQlK1Sa5rfZgvenLbpFNq+7st2fjPEfFmZcE8D1eIa1Kk5Rg9XdOUnJRhFJb3fLez0Svsmc3r3iG91yfMrbYVP7mFfuqPX3PvTdB8N+IPFOow6R4b0W6vrqeZYobe1haRnkbOFAA5JwcDqcGq+n2j399DZoOZJAtfS3w0/ayt/h14c8H+DLX4TWculeDfGU3iGGX7U0F1cx5DJbtLEBgg5BlALSJhGACjP97eJnidkHgXk+EybJ8HB1JRbp00+WEIJpc87e9LmlfqnJqTck1r/Fvh/4c8SeNebYnOczxM3CM0qlR6znJpvlg37seVW6NRUopRtt82jR9Szg223r95gOn41JB4d1e4IWK2B3f9NFH9a3NRSOK7keK38uNiSu5s4z2+tQw3BiAbftDcbl6r7471/Oj+lt4kdMLhP/AAXW/wDl5/RsPooeHdlzYnFX/wCvlL/5QZs/hLxBaztb3GnlXXqpkX8+vI9+lD+EPESW32w6fmPdt3LKp5+mc11thqlvqFqunalO2f8Al3k6lT/cJ/u/yqePT5jZXVtJKsbBVDjdyx6/59qmP0ufEeMvewmEa/wVl/7nN/8AiUvw5lG0cXik/wDHSf8A7gOBk0nU4uX0+b6+WSKrnI4Ir0bRyTJjaclkH/j1YuqWVnO7fabdeGKszcEN6eor7bIfpgydWMM6yv3esqM9V6Qmtf8AwYj4viD6IUY0XUybM7y6RrQ0frOD0/8ABbOULuV2Fjt9M0nPXFbSeHra4nWGIMC33fm4NS/YV0/dbbANp+b3r6/N/pYcC4DAxnlGDq1qjlrCSjSST1bcl7TW/RRd9btHx2U/RV44x2OlDNsZSpU1HScXKq21slF+z0t1clbSyZgVYstUvrBgbe4YKP4Cfl/KtKWC2k+9Cp+q1QvtOMP72AZXuvpXq8I/SA8PfE6t/YOc4T2Lre6o1uWpSm39nmaVpP7PNFXeifNZPyuK/AXj/wAM6P8AbuT4r2yo+85UuaFWCX2uW7vFfa5ZOy1a5btbGn6yNQHO1XHVc1srb2moaDc2V/pCzxyROszOhZSjrsweORXCxSyQyCWJtrL0NdJpPiCaeyaASn+HzEP8Qznaf9n+tfzt46+BdTgGs85yZSlgJvVbuhJvRN7um3pGT1TtGTbacv6G8DfHClx5RWTZy4xx8Fo9lXilq0tlNLWUVo1eUUkmo+bfAO+m8Ba5rf7PusTOf7Bk+2eHXmYlp9LlYlBzyTE+YyfoB0r2HQrtrK9juEtFlZW3KGGR+VeQ/H/TbzQY9L+N/hy1aTUPCcxkvo4x811pr8XEXvhf3gz0Knua9O8K+KrG/wBLtfEOg3cc1veW8c9rOvIZGAZWH4HNfzlioqolXX2t/wDEt/v3+b7H7tk0ng5Ty+X/AC71h5038P8A4BZw9Ipv4je0vUr+fUGa1kWFrh9kmUwFznt2x/Wizvo7TzdG1JF8sSf6xW+aFh/Ep9O/FY0t/M05meZtzcsw7n/69W9J1KKEySSQ7zg7dyggAgjvXGfQc5c8Rw32m6g0N+I5Gb5hMq5WUH+MY/X06HBqjNqt/dWotIpdkYk3/Icc4x6Grlhq1nLaSaTrYZlk5hm/54v3x/s+o71De6TdaRcfY722YPtDL5Y3BlPRhjqPegOZ9D6c/bP+PHgjWR8NRr/wuuL3+yPD11/wkK31neWEmpb5VIPzkl1VlLDayKCTxg4r47+I3ijT/GfjnVPE2j6Gml2N5fSPYabHIzraQbj5cQZiSdq4BJ6nJ71658RY/hFp37LH22DW49Z8Y3PjaazjvhqUgkhsFtoJfmtpOUQuzAMeST1wMV4XGhkkWPONzYzX9+/Rb4Ww+XZDjOLcbyp1bwhL+WlT1qSv2lNWfb2fmf53fSDz6tiMwwPCWClOSoq84u65qs21Bcre6i7p/wDTw9i/Ze0f4VWLWnjL4garGt0ni/TI/stxYvLGmlq0j3k5wcE/LEm0jOC2Mbq+hfgx4n/YisPBngzQ/HWkx2us6b4q1i78RaxdeHDNBe2zwOLUszI37ls26BVGR5cpBBII+VotY8O21tDY2vyLDCF3Jjlv7x564BweoPIwa9F+AcXwZ8bahrkvxl1vUNN0jw/4cuNTmk0W3R7mXy3QKkfmP5YJEoXkYAUYxzX8keIvHON4+41xWbuPuzfLTT+zSjpBeTt70v7zk+p/W/Bvh/l/A/A9DK5VZRlTSnUcXpKq177sul3ZX+zGK6HmnjOO1l8Watd2Itfs815I0K6fGY7cqXyPLViSqj0JJ96xTA5OIwTivoB/Cv7JXjPULe78OXHjiPTfLcSM66akztv44Mx59zXMfE3WP2DvDun3+k+C/F3jp/EEKusNrqEdk0ayBTgHyiSRkV8jHKswn7ygfTVOLuHcPaEqy/rueUIZ4WxKGAb+6tdFo93b65D/AGffyyRyLHi3uOB07N6g9Oea7b4FN+x18QtCh0fx54g8ZWXiiFS1/b2/9nxW4G8qNv2iVDz/AL2farzaV+yF4T1eWbxfqXxATT0by1a1tdPkbd2YneRtz0xx9etTLKsbGLlOFrGmG4yyOtVVOjV5m/Jf5nA2EAgt5ku5TDMv8I4K46fjmo9dmsprn7cSjSOuGG0YPXn642/nXoX7QXgvwL4Q1fQ9O8Aa3cXlrrnhuz1XTLjVvLWYLOCfJl8sbdy4wDzyeTXkt3G6sxZT8vynPbjH9BXmunKnpI+qpYqjiKMasNYtFcvM9wyqflVuKbdBydzxuc91FMF3FaJJcTSAKqknd+n64H416zd6R+y1YDS/CN1rfjmbxBJpNndaktnbWTW4ae3jmPllnU7cSDG4A1tToVKvwo8vGZlhsDTTqy8+n6tHkTYB2qj/APfNL5bkdK961/wn+xr4X8KHWtUHxN85DtY7dL2vISMDiQkDJ9CfrXD6Ff8A7Jljrk2s+LvHmtXmgzMotrHSGhXUbM7ek/mosTc/3GyK7qeV49bQZ4EuMuHo/HW36O36Nnlep6c1v/pEa/IT83tVe0uZLSYTJ+I9RXu17pX7Imp6hbjQZPiJNptww3yPb2DEr7ESYrxzx3pOg6J4u1DTPC15eXGmw3LCzk1CFI5zH1AkVGZQ2PQkHGeOg/vrwN8RafHXD9ThLiq1SuoOMXPX29Jqzi+9SC3fxSjaWrUmfw/4ycGUeEOIqfFXCkuSi5KbUNPYVU7prtCb1S+GMrx0i4onP2fULVkeNJIZVKsjrkMp4IIrzf4Ez3Xw+8Ta1+z/AKrI3l6Wxv8AwzJIxJm02VidgJ6+VIShPuMcCuz07UptPkyvzI33k9f/AK9ct+0Dp9/Z6Ppvxu8HQGbU/CEzXMsK9bqwYYuYT/wD5xnoUyOTX8y+LHg9m3hpmklG9TAVnalV/llvGFTopra+043ktVKMf6S8OfF7K/ETK6eK0p4/DK9akvt03ZVJU+so6KdtZRlFRejUpelRq2cDvWno0enb2GoqzBeVXdgVkeEdY0rxVp1nruk3ay2eoW8c1tOOjI+0g/ka6WPSNLJWH+0zJ8o3YUAgliM/QAA1+ESvGVmf0HR5akVOLunqn3uZV2VhYmL7obI3c1paRrsRtVstWtpJlh/492WQhkU9VyOdvtWXeB2XKjg81HGBEcxjGaQXtI5/xDqH2u5W3Qtsh4yzZ3HA5/IAfhWXcXX2RPNx3wK6X4qfDTxJ8IPH2ofD3xfJZtqNiYmuDYXKzRDzIklUB14OFdQfQ5HauH8V61b6VFHHNEXaTcUw2MEY5P5/57/6QY6P+qX0W4wo6OWEgu2uJlHm/wDTrP8AODB4inxd9JR16jvFYqck91bDxk4eq/dI9L/Zp8Q/C3/hYV5d/GXUdNi0230O6ls4dW3+Vc3aqPLhJQ7k3ZI34bau7A3FSPQ1v/hR4s8Hf298JtFP2Wy8DyQavJb20yrHciWx/czyO3+kOZ/PmUgKDFIi7QMCvlTULqzu1URpCfM6/LjP6/4V7x+yZ+0tB8G/hB4m+Hd38OrPUm8awanpaXVxZLI1hlLA+bHn7rZX73bJHoK/gfLYKOJhFo/rvjCVb+z6lanN9rbHN6r+0B8Ofh1f2ttc+IbWOZlzcQSXGJIlzzuDZzmvnn4n/GzQbzx7rN74e1+R4ZrpvLkhlHz+2cYI5qn+1h5MfxPluBpZhb7LG0kbY4+Xg+/UVyuofDXwJpPwx0vxvp3jq1v/ABDqF3cQ6l4ag02VJdPhRfkdpT8jh2OMKSRjJxwD9tiKkoyUEmk3bReVz8No0/bPmcvvZ6J8FPjb4UtfFFxqfibV4Y40hVGjkOzzWDdM9zzk/wD169/8K+ONP1ayF+Io57a9UBi/zRyrkYx/h2r5N8aeGPgB4WPhnWfAni3UtYurnSYJfE1ndaStstjdbRuhiIkYzoCWwxC5wODnj6h+Eurabo2nad4ttLaRbayvoLy3WaMfdQRSY2ngqME84yWwazw9b6zSleL2a1Vno7F2eFxMZxet1s/I9A8eeJPDOv8AgVb7W9Vs2vtF+EmiHQfO1Ywstwt0iSxKhP71/KLEqenUYPNO/a08c/s9+E/itZeFvgNrNvd+H5tEtX1K6i1ATxw3z5LkSPIx2quwurHCtuAxXz/+1B8ZNF+M3xi8S/FHQtETSv7b1B7j7KtukXlscnaUTKJ7BT1rxybxVd2bSK8pky5+RicHrXxssGq0nFLY/ccLmlXL8PSnUqyjeO1019x92/FPR/2cbWw8YaJ4PvobrxFZ6Tpb+GY9F1yW6FzI6uZ5LaJXkMjb/J3Kzt5aeYwwQuOU8RmxbUIr/wAWajDorR6Lp8OoXk0nlrCUsYV2szcj5l2evHrXzt+zX4rvf+Fr6fdWi7pYba9MXzHgfZJs9un+Fe1fHj402/xt/Zuhvo9Ha3Gm+GbPTUmWKKPLQBld22feLbSdx5JPrkV72UYeNOs01sv1R8LxZmlaphopTclJ739TkfiX8cPBrfDHUPDq+KtOuJEu4RAsV4JCRvG7/e9q8XvPipDIsltFra+VcL91lwBxx09MVzPw88A+Evid8SdN8GeMPHVn4U0y7naO48QalYzXMNohUsHaOIeY/wAwC4AJ+bPQE1seGvhX8KdT8d6p4X8YfFJ9J0Oxt7tNN1+30uWdLplyYkEKujgSnHJJ2g8jrj0q+JtK1j4eFGPLe59I/Cr4keFdT0TRfB+geL45dSmiRmjhvAT9zJGB0xivZ/hF4D8PeNvEF9YeK4pHW60eGDULhZkWZozrOlxs6s4Kh1jkm+bGQAc8Zr5T/ZK1L4aaStr4Xm0r/iffb5HtdSeA4hjUKAAdx4yT0HHq3WvrKL46aV4Z/Ze8S/Aa/wDCVrfXXiTxXBqMesNaxtLbiM8xKxO/DfK23GPk55IrStjquEw31ug3CpTtKMldSTWqaa1TT2aPWyLDSxmdU8HNKdOpdSjLWLi9Gmno136Hl3j34fat4L1C6MkJaxj1i7sIpvOR2WSCTayPtPDYKt6MDxnBAxLa7a3DRMoeKRdssbDKsPSo9WvImmj+zw+XHECrAdznOfpjiooZkmGUav688KfFjIfF7Ip8L8UQi8TKPK1LSNeKXxR25asbczSs01zwtZqH5P4m+F+eeEudQ4k4bqSWHjK6lH4qMn9mV781OV+VN3TT5J3unLlPgRfS/DrxTq/wHvLlja2bHU/C7Ox+awkc7ouepikyvqQwPSvatER9SwjSr9/bukPAyK8p8XeFRrVxp/iLTdser6LcG40u46ZyMSQsf7ki5RvTIYcqK7fQdXW8so7+33qsyhtr5Vl/2WHZgeCOx4r+VfGzwnxnhpnsZU5Opha93Tm97reE7ac6unfRSTuktYx/qDwJ8UsPx9kU8PUioYjD2UoJ6cr+GUb68qd4pauKSTbum9u+QxsQZA3OPl6fhUFtGWLbiTSCctyO/wClOgn8okucZr8Qlc/eFrIuftP6XoGjfHLXNO8M/EVfFlmv2Zk8QxtKy3jtbRM5BlZnwrllG45+Xt0rw74t3FxCbCOObasnmbl55I28/qfzrpfDhkOjw793cruxnaSSOgA6e1cv8Y4XMem3KscJJKrfiF/wr/SXjj/bfow0px1/2XBv/wABlQv91mf5n8E05Zb9IGVGb2r4qPreNW336HO2qzWd4kV/b5Xg7d3b1r6h/ZJ+Ks/gX4KeM9EtvB9lqMniO11DTb6a4jgmm0u3kjsSlwiOfMG4xSKJUHBUgkYr5bjijmtY55LvzHK4fd6DtX0P+xH+1X4y/Z30X4heCvDvhm11Kz+IHg+bRdVuLiJi1pC2f3gwhGF9WxyRzg1/A+DdsZD1P7H4kpyqZHVS6K580/tUW10fiZNPc6XczRfYYY1uBGWQfKO/Qnjpmudm8P8Awn/4UhpWv2PimWXxpNr00OpeHxprAW9nsz53mlSGZnJBXqMV7z8bfiLBpnhiOwv7GG5SeHy1hCg5bDqDnGR0rwTVbr4Wn4Z6TFpOmakviaHVJn1a4e9i+yS2mPlWOMIJN+clssQfSvqcf71Rb79D8Swc/wB3qjf+KMP7O+jXng/UPgbc6pfXQ8N2z+MIdTtkRI9SwfNigHV4xxhiBnt3r6L8Aajb6zomn+LNOSRBZSQT/Zoo/mUxqh2qh4LH+6eD718x+J9X+EE0HhuT4c+GdWttQsNOB8STahqEMsFxdd/s8aRq0UeOzM5ORgjBz9EfCLxpPpul2viLR5pmayvoZvJ4UjYVOEyD16ZIIzTy/wDgv0f5sMV/Hh6r8jzH9qr4kr8Vfjn4m+IMfhltLbVNQaV4JLFLZ0ODkNGgCr2BAA5NeK3ly8s7rk9a9Q/am+LN58afjN4i+KM+kSaXca1qEk91DNIpcSHJZSQqjn0CivKWOW5rzacVzNn3VepzYenBJrTq7noH7NmrabpHxPsbzV7lYYvs91GJpJFRVZreQDLMDjkgV9E/Gv4gjx9+z/b6hceFI9MbT/DEOnG3tLKKFXaBABJtiG2UseTJ1OTnmvk7QoYHtHEz5LYIjZcq2M5OO5x0+tfW2r/Ha7+Mdt4fa80RbGPS/DsOmw2HkxBXhijVAzARrwdnXk5655Nd2Bf+0S9P1R4ee05RwNOV+v8AmfKPw/8ADHhr4j/EnS/Bni7xhpfhbTby6WLUNc1p5FtbJWX/AF0hVGfaOAcKTkjjHNdT4I+GHwx8TfFLxB4Q134y6Zo+i6XZXzaT4i+zTSwX8kR/cRxCNS2ZR90lQMHnFX9UtPhb4x+PNtZfEm8uND8OtqhTVNT0/TxcSxxMnzMkW5AzDAwuQCe461j+ENH+BN78TdT0Txt4l1u38N2cV6+mX9lp+66lkQn7NvjaQKgYhVIDNgHrWOIl++fp+p5FH+CjsvgFrXw9t9Nt/C1v4bx4ik1LeupeXtb7OGUbM47kMSCT1HvX11pnx+t9K/Y38VfA6XwA2oSav4rgvofEjadGfs7R+V+7M2Ny5CN8oIzkepr5I+BXjbwvPpFt8PYdK/0xNRF0urMPnSMsmEK/UMep619b6H+0/qHgv9kDV/2WZ/hzaX1rqvjaPWJfEckfzQ7EQeSoxyTt6buAa0zB2ymbfZL8D1uFaanxRh1b7Se/Z7+itqu6Z4P4hu4Li7MtvCsY2lVVVxkbv8/hWZDM8d0pU961/Fg017tbrS0VY5lLNEJNwRsnp6AjB9s1hod03PrXwuDxWKwGJp4nDTcKkGpRknZxkndNPo09Uz+i8ww2Hx1GeHxEVOnNOMk1dST0aa6ppmyjh1DL3q5oM8VpM1mTtWVy0a/7XVgOe/LcDruJ61QtP9VTb77YLVpdOC/aIxvtwzbVLjkAnspPB9ia/wBGo1ML9IDwRlKcV9a5Xt9jE0lo12VS606QqW3P4AX1rwH8ZouEn9W5l/2/hqr1T7uFn6zpp7HXRSBxxngVYGHGQKyfDGuWXiPRbbXtLfdBdwLLHu6jI6EdiOhHYgitOE5Wv806sZU5OMlZrR+TP9JaNSNanGpTd4tJprZp7NeqPOPBM5awltGLboZMNv69P/rVT+K0Al8L+dsyYrhWH45H9a6y+0/4TaddyR/DTxtq+sSSNuvW1bS0tiv90rtdt2cnOemBWB8QLU3fhG8jB5VVfP0YE/pX+kHCsZZ59GOdKXvSjhsRG3nSlU5F62jG3yP82eIq1PK/pCQr03aMsRQd/KpGnzP75SuefWdzbyWht2tv3uQVkCjivpT9ij40+PvhzpHxE0Xwj4C1S/h8T+Bp9K1K803OLSF2OZZPkP7vB5GcnFfMmnIPNB56/e7V9U/sMfG79oH4XaZ8QPDvwk8LXl9pPivwdLpnjGa101rr7Lp5J3SM+1hCgyQWJXjNfwLg3/tkF5n9mZ5f+xa9v5f1R5H8Y9X0zwv4Pj1qPT/tSz7opVljWTy2/ecEf3RnJNeJ6jH8H7j4SaTFo+r6t/wmn/CQSf2rYzWsX2WLTgoEZjdW3tKzk7w6KAOhPFe+ftAeIY/BXhSSbSdLWfznZX2AsIgwILAdiQT9a8Hubb4UyfCXR20/V74+LU164e/s2tx9jhs/LOwxtjcZd7NuBJAwMAGvq8wjKNSLXNv0R+F4O6pu6Wxe+KOofs8WWo+FLr4FJ4gmlh8O2y+LI9c8gK+p7AZvs4TpDk8E4JGOBivev2dfEc/h6fT/ABrpmk3c9xZ6gt5HbWa/vMptYKpCtk56fLge9eA/FBfgLpmreG7r4GWutSXEegQf8JN/bl1DJHJqYUCUQLHyIh23ZJ454NfQXwW1y+0W00fWdGsna8juhdWf2cHckw2kKCASvIwMA9ce1XgL+xd77Pffdhiv40PVfkjx39rvx9qPxI+OfibxzrHhy+0u41bUHmktdTY/aELEkhzgZ69gB7V42BksSK9n/a8+KnxA+Mfx58TfEP4o6HcabrupXjPqFndwvHJH1wrKyKc/VQfevGnI+bb/AHq82n1PtsRdwp27Gt4cuTCnl+UHZsbUbPPPoOT+Rr7I8c+J/E/ju/0HxH4s8G6hok1n4esbOw0/VgVIt47farRgouUJQOGIzyBk9/jfw+GaML82Mg/L6g9fT16/ka+6PHP7QXxT/aOt9B1v43aU1rNZ+GrW0s7ee2WDFpDb7IzGoRQFIRWGBg5zk5yevAa4h+n+R5WeuX9m079/0Z8u6hH8J9V/aJsdK+Nl3qtn4Zt74xa5caLawve+VsyzRiWRQ0m7b1IGB1BzWb4bf9niH4heILnxzPrknhtbO+l8Jtp8MBlluBP/AKP5ylyqxmP72Gznpmt7xJcfBDXv2mo2+MTa1Y+ErO8eHWptPaKS6G6Et+5V8qQZOuR0xXM+F9I+Bs/ifxRJ8QLvWl03+ybv/hEW03yvOkvlk/cLODwsRXG7bg846HFYYjl9tO7e3TzaR4dCVqK2+Z2XwV8faRfaFZeA7PQI47qPVPti6glqh2qQp2Blyx4VeN3Y+pr6t0v46+L4v2Kbj4Ct4CvL3RW8eHVD4hWMmMXBhVPJJ2EA7QDgnvkc18ufBjx/p154Tsfhqnhza1jfG6F9GoCkljuTO35gOOMnpX1tH+0P8SfCP7F95+z3pPgKKfwpr3ihdVutXmsWZbW7/cFY1b+AlVAxno3oa1zRf8I87Pqt/JJHt8Iq/FWHVut99NHv6rt1+Z8+a7O1xKpe2MWEIWNs8Aktjnnqx69OnYAZAws341ra7eSXkrXUkJQyFm2sT8pZsnGecdgOw4rJzmZa/P0f0bVl+8NSyO5MCpqj01QWx7ippF2yMvoa/tX6IGbS5c2yyT0/dVIr154zf4Q+4/kD6V2VxtlWZRWv7ynJ/wDgMoL8ZnK/CfWbnwZ8UtZ+EerNi01HzNb8MyN/Ekjk3MA7DZKWYKOdrk9MV6uqqv3RXlXxk8LazqPhKz+IPg2Dfr/g++Oo6co63EQH7+3+kkeRgckgCvQvCPirSvG3hew8XaDceZZ6japPbt3CsM4PoR0I7EEV/L/ixlccp4/zOjBWUa9VW7Jyco/fFr53P6T8Ic2qY7gfL4VXduhTlFvrHlUZL/tyalHyi4X1Z5Doms6XoXxUXSIo3hhuLVoIV8zd8+VIz+RA+td9eWsV9aS2U4+SaNkf6EYrxPxHqZT4l2mtyxGNjdQz7DkFRuUj+de4V/b/ANGvMPr/AApjsrrJShSqXs/5asdV6Nxk/mz+EPGPCSwmbYHMabalUp6v+9Tlo/W0l9yPDtM1GXTdTksrmTc0MxjYFTwQcV9b/sK/HD45eA9N+InhL4V+C9S1TTtc8BXUHiafTZJESys85a5nCKwdF3Y+bAwMZ4NfG/jmRtN+IOsWpJXN8zj/AIEd39a90/Yq+Jfxp8Nah4s0X4aWF3c2OteGJLTxNcWjSj7Np5PzvJsPKdQQeORx1r+Js1yf+yeJK2Ejf91VnD/wGTj+h/W1HPv7W4PVadrzpxl96T/U1fjX4pk8JfD8381jJetNetDNGrYAQjAOccAYb8q+c2vfhfc+BtPtbOXVB4k/tSaTUGkW3NobfyyE2MQX8zzCS4KgYxgmvoX9o77d4b+HUL6TapcTy6hskEKkkoQ/PPTjvivALfxD8OT8J9L8K2XgZl8WWviC4uL7xA14/l3Vq8JC24hBGzY/z7hktjn27My96cVZvXo7H5rg+WNO10rov+OfEfwJfW/D+o/B7wtqtnLaaFBFr0etalHcfab8AeZJB5aKI4Sc7UOSAeTX0Z8N59ZhOi3Xhuwmea6uITa2llIVmnmyhMMbDkMx29PXIyc183/E7x58MfFWseGf+FY/C230FtJ0S3t9Ujt7yS4fU7xQPMumEhIQuedqnbzX1N8KLrX7JfC+qeBLH7RrMV4s9hYwMyyy3AMZVB5bKwOeODn0NGX/AMCWnR/mPEPmrRs+q9NjwP8AbN+IfjP4h/tDeKPEPxA8J3ug6w19JDdaNqt481xaMM5R5JAGY9ufyrxMxuDuIr2H9qrxj8TPGfxv8VeIPivpElj4hvdUkk1ayuPM823kycqxdixOf73P1ryCQlSwB/irz6a5mfb1nywp37Gvoexbc72UY5+bBAwc5weOoAz2z719w67q/wAQ/iBrWj638TvB1/o80Phmzt1s9QkkZ2t1tAInBdVOxowjIMY2MuMjBPw7oLhYAHHysPm7k89AP88gfh92Wvjr4w+LNO0mf4zaTfW2rXWg2cca3QZpJoUtljgchuVDRCMjHGOgAxXZl3+8S9P1R5fEUnHLaVu/6M+UfibceBNe/aLk0rx/rFzoWgw6jIlzqVnarczQxjqVjLJuOdnUjAPXgkZNpp/wnvfEeuT+JfE9xFpcVheS6FPHpUUkt05ceWriR18pGVWYsrMwIxjkV0ni63+G9z+1cqfGa31FPCkGuPDqzaXCrTG3z8/khyod8DjJH1qnox+Aml+OfFV54k0zVb7RG02/j8HxxbYpkuDMPszTr8y7VTcGXk5PAPWsMVJxq1LX2W1v5l3TPCw8kqKu18/+HO9+AfxAXVvD9l8OW8Ms1vpd01yupM2QTuOYwcYxhh9cd8V9IWfxQ+OumfsdXXhIeDNRk8G6x4ykuLnVtzvareQrARCoCld2yNDjOSD7V89fs8fE3WNS+Htv8Ln8OMdHs7tp4dSe2KqXJO5BJ34JJXgDbX0Pa+Mf2oLH9jSz8JR+Gr5vhlJ4wkvxqkcB+ym+CxKArdnCbPwY57VrmeuU1N+r13Pb4RjGXFWHSSd2n1tfo9912628zwnxFdT6hcSXMyKpb5htXCnc7H5fbJrJQHzlGK2PERu/tSQXqL5iqu1VYEKDljgDocnp2rLZQtxjFfnsXof0bVj+8NOwyOQPSppG3Oze9Q2Rwmakr+1PohZHXU80ziStBqFKL7vWc/8AwFcn/gR/IX0rM6oeyyzKYu8/fqyXZaQh975//ATZ8Ngi3Y+sh/kK808B63pHwG+I+u/CrxFqEVjoF9u1rwvcTttjiWRws9qD0G2QhlX+62T1r1HRojDaoh64ya5b40/Azwf8cdHs9I8WGaI2N0Zre4tsCRcqQyZP8J+Un3UV/M/ibnOFzrxIzbEp3pVK00mtdIS5YyXqo39Gz+jOBchzHJ/DfKKdCK+s0aMHyydk3ON5wk+i97/wKMX0PJ/EHhnxb4z1e+uxZQrcaTp7y30ayY2RRIMsPU8D869c066+26fBe/8APaFX/MZrDtE0jw8viy91jX7cXutaDdWen6X87zmSR4iCy+WFUEoed35VpeEUlj8KaZHOuJF0+EOPQ7Bmv6o+i5jJf2xmmHW0oUpfOMpr/wBuZ/HPjdhZRyHLK04tNOa181F/+2ni/wAcrNrX4mXU6r/x8Qwyf+OBf/Za9Q/Yv8R+OLDWPEmgeF/BkWpWepaC0OsXTbgbGAnibIYcAjHORx0rjfjJ4a1LxX8VtN8P6Mq/abzTVEQaUJuYPJxlgR6V1/7Gw8Z6b471vT9P0qyktU0to9d+2bPMhhV8F4SXBL7yowoY4LHjFfiviZho4XxNzKEf+f8AOX/gT5n+LP1DgzEOt4f4Vy/58xX/AIDZfob/AO1Bq+u6f8PNPuNMKx3Ml1smUqTwVkBP4V8/v4h+H0nw90rSdLttUj8R2t9M+palJeh7cQn7sMMXlgoVP3mLNkHgDmvoj9tGW60fw1YwabbN5ktyfM3bTtysgyDXgfijUvgi/wAFfCuk+FLXXf8AhNI9Qun8UXV9JH9jdOkK22DuXHz53ckcCvjsx5VXWj36HLg5SlSb026knjnxl8MtVv8Aw/efC74fTaPeWOjRW+qpJqP2k6jdoPnuQNo8pWzwnOPWvrb4PXV7Gmi6x4f8HpqOpW8W+HTLiM4upcxnyzsKsQTgZ3DFfMfxJ8c/AO81rwVdfAv4Z6vptxa+G7e28Upqt95gv9TA/ezQ4AEceeiZyMjNfVHwTt/GsmmaZrPg/T7dtTkmDadBqGxommwCEdXbYV3Z+8VH1608v/gT0to9/UvFfxYLzW3ofMH7Tt940u/jL4k/4TfwInhnVv7QkN5oUCttsmJIaNd7M20dMkk8V5QYJSzfLivZv2mbT4o6p8U/FHin4oWGnWusNrBh1S003yxHBOVYlQqO42/K+GB+h6V5GLa6dtkaM2W/hWvKpyd2fe1IRlTh6fZ1LWioY4G8yNccBWbjnP3c9s191aFqPii70yz1P4jeDm0nVI9FtYY4dzt5cK24EMnzsThkRG69X4wMCvjWz8C+I7HwTF46vVh/suS6EHnwyozJJzhWAfIyFYfw/wCH2Ffat8U9S06DUvi3ZLb6lN4bt1ZLVUEXkiGPyOEZsExFCefvEk4PA78r1xEr9v1R4/EcbZfSv3+ezPmHxp4j8E6d+0Zc3Xxj8N3l9o9rfXSXGn2moC0nuIlBChZSrBFDdeMkVz+jeIPh3YXutXPiLw1cXEN1Zyjw/H/agjNlMZgVkdtp87CcYAGa6WHU/hVH+05cXf7R9pr1z4XiuL5Jo9AnjF07tG32bBkOCPN27s/NsztIOK5r4d698HdJvPEU3xH07Wr5rzw9cr4Th0uZUki1BpF8l58q26MAPkAZJPpWOK5fbSum/T7zwaF/YK1vmetfsueOfEviJLX4QarYMNIjma5hkWPBlkd13AN7jPFfTHjDxJ8c9H/ZQ0/wRpvgqY+AbfXpmj1owsEN7+4Hlg7tpO3aOlfM/wCzFr2va1Hpvh270i4tdNSRXgvYwdpuWmAIHIwdpHYHg5zX1B43H7Rkv7Ktj4gsdBi/4Vvd+I2t11KMoZjqCBTsYZyo8tYyCV5PGa0zL/kSTfn1Pa4Q14qoRly76dv/ANrt8j5+MBfVNmtGZV3B5D03D16cZHT61mXIt1maOBWKrIfLZuuK7FvAHjjWvCfiPx5/ZyNZeG2t49Zke4VTEZpPKiCr1YZHbgVxMRaSXdk1+fxjKVkkf0bUqU+ZpPbdmlZ58nNWbSHz7hY+2ct9KhjQRxqg7VpaNAMNMw68Cv8ARus14H+AHKvdxXs7ef1ivv6und/9u0z+AcLCXjR47Jv3sN7S/l9Xo7eiqWX/AG9UNa1TvmpWXcc5plr0P0qSv82Ze9K7P9IEly2K37XPgH4BNd6HN8Gtbsb61uNIE8jWNzI8tszsQqTeYzbZl6uq4XGMAGuG8DtcL4at7S6QrJbAwvn/AGeh/LFZC3H2WbKPtx2x1rZ8PXMUjSCJ/lbnb/tf/q/lX9L/AEcOKo5F4kU8LXdoYuDpXeynpKHzco8i85H8o+PHCccz8O5VsOrzwslU03cdYz+SUuZ+UTn/AInXup+DNd0v4l6FZ2811ZLJb4uIS6jeMKRhlIIyxBzwcVa/ZB8SanpPivXkSG3a3uNLU33mRq//AC3X5w275GO5gWOScn1rc8S6LD4h0O40ibH76P5GP8LDlT+eKo/sv6VBpVv46uNXhDSW/h9BHBuG53FwuV/IV9b9IrhqrknHlLNYR/dYtJ37VIJRkvnHll5tvsfnXhDm9POOBK+Bv+9wzt6wm+aL+T5o+SS7jv24fFU2m+HNHtdNFvL9sjLu0gBHK44zwOp+ma8L1/WvhZdfBbw34c8NeGdaj8YWuqXMuvaxeXW6zubZgPKiijxlMfOCSTnIr6MPh7Rvii2njWbMSQ2oPnRyKMqQvGOehPpXkfxH0HX9F8X6kdJ8MXkdiLhhb+Xakxxx9skA4/HHWvxfF0PaVFUk7Wd+3ke5hayjaEFdv5nNfEr4k/CzXLLwbdfC34SzeFtQ0XRI7bxLd3GqvcrrF8uN10itxCpHRRx+VfXvwb1/UrT4R2vi23tYZLq0U3CmSNZFYiNXGUyOM9QeteBfBPwRB4pvrzTvG2gNGsluDZS6hZsoR89RuC5BGORntX0b8P8ARZfDPhKfw/p9qsy3WnzCKHyQpdmj42jPbOMdaWFw6p0ZuF2mn57u5VSp7TFU1LTX9D52/aU8V61rfilptVNrcSeILKy1y6EVjHH5U08JbbHydqL5hwpyR2xXmdlYxRRm6dvlU5bcffOBXpv7Q2jTaT4k02z1eCSzms/Culw3ENxGQ6yLaqpQjswKnjt+VeYX15NcEwrGFQHaqq3618vzSlKyP12lRhhcPCU171v6udHqXxS1XWvAen/D46ZZx2WmySTwyQ+YsjsSSd+W2E/MOo6LX1YviGXU9NUa9qkW5tKhVfJhEY2iJMfKCccAZ5568dK+LbaPNqycbmbywgYFixHAx/wIf5Br6s1jxHaxSW2hJppU3Olp5FxJ8nm7okZSN2OMHoeeK9jKv3eIb8v1R8jxYv8AY6cvP9GeCeEfEHwT1T9qa+1H9onU9csfC9uNQjkl8ORh7mSZY3+zKMggI0gXdxwM1znwa1v4Hx+JfEs3xql8QNZyeHb0eGJNHKBxq2QbQ3G4Y8nO4NjBPTOK9R+Lvwk0Hwr4Mk8ZJa251W+1TfNNGWJ2kOSTxgAn8a8wbVotRi3NczMscQPlxRquV69RyBgHqAa2rYXmquXO1d7Hy1GtJ0klG9j0T9k74x65d6tpvwshjia0t7pLm2mL879xGcg8j5u/pX1K3jXxBqvwo8XeBW1H7HpPhqxh1yztLeFVa4ujqNpZkMcg7QkpIHryK8G+Fvw38KaNq9h4v0ewayn8uObzgrPncDkc9cke2K+kND8Nah4t+C/xR8fS6BMtva+CdPtY9TMZ8u4uTrti2wH7u/YCdmd2BnFZ5xD2eTyi3fU9vg2rTrcVUXGzs+nc81b4j61pvwx1rwdb2drJB4hjt4dQmmjLyCO3lEkRVg+B83HIJ28V59a2yeduC/d5rodcjOn6NFpJYeZuywznHtkcVjxoI12qK+/+jr4a1uNOKo5rio/7Hg5KUr7TqLWEF0dnaU/7qSfxo+h+kH4gYfg7hyWW4WX+14uLirbwpvSc32bV4x/vNtfCxwBY7RWxZx+TGsYNZdqAZcmta3G7kV9P9Kjj6nnXEFHhzCTvTwl5VGno60la3rTjp5SnKL1R8/8ARf4HqZPkdXiDFRtUxVo001qqUXe//cSWvnGMWtGXYzhRj0qWEgj5qgEiBcZ7Uj3ar96v5L1P6u5lFXbOa1PwBrPm747A8HHK/n2qhH4W17SbtZWttqn7wMm0A56fXg194X/7Kv7OOo6zpP8AanxLi0Cwl8K3hl8zXEuGvrxltksZVCIPJT7RcSKynPyWzsSM7Rx/jP4R/sj6ANLgTxNqd/NffDmfV7y4tdUjVItXito7rySCOFkVnGAT8w43YIHqYWpisHiIV6NTlnBqUWnqmndNeaauj4vEZhlGYU5YadKbU001JaOLVmn5NOzPlBkkTAljZWKg7WqD7KIbhryzZoZHUrKYm2+YPQ469BWhLDe3Dst27blbbhh93AAxUEsMkLFWHTvX+hvCPH3Afjxwqsj4gUYYvTmptqMnNKyq0JPq7v3VeUbuMlKDvL+G+LuA+NvBPiR5zkfNPCa2mk5RUHq6VePbT4nZSspRcZK0aCp4iin+02N1dRv3aG5Of05rd8J/Am78baB/wlHjHXNUhgvvEFjp9vCt7E7y+a0pmOxjuXYqJ8xG078Z5FZysyncpwR3FTJqF6h3LdSZ4Gd3YdBX59xD9E/NFWdTJMzU49I104tf9v01JP8A8FxPsck+knk08P7LNsulSl1lQcZJ/wDblRxa/wDBkje1v4E3Pw5+EVn8TbLxHrkl9N4sudPgsWvBJGYYZHUuyIoaNdojwSSGy2AAvPF3WqeOhLHJHq+oxtGrBfLu3GM+2706H07VsDVb7dua4ZjjGWY8f5yaglnvZpvOa9kP+8279TzX5nmf0c/F7AXdChCsv+ndWP4Kp7Nv7rn6DlPjd4QYq31irOnJta1KUv8A3Hzr8TM+Fmmabc+L9evfifpNreW7eHbyaybVtsm66jTfGFMithmI2kjkg44r1fVfgF+x3bQWkOmeNrWeTUfCtxNcRSQWuLa68hWEfEfyndkBuSMdK8uvrTVLwgG++XP4/hxVUadrQ+SS6Mi4+YEj5vr+Zr47EeF/illsb1sorv8Awwc//SOY96pxd4XZ1WvRzelH/FNQ/wDS+U0vFfws+E2oX99Z+AI7dm0n4exiea6igjin1BbiPiAKu55BEzKXOCxBHygc8foGn/EW30m30Rp5Wit0UW/nSOfKHovzfL+FdFaWutQn95qDZ6k7R+X55/OtJU1V1UrOy56FsV8ZmWF4hympbGYapRf9+Eo/+lJH3GTYPhfMaK+r1oV0v5Zxl/6S2WfhX8OdR+Ier6hbfFXxha2+j6Zo91cG3urgmWWb7NKsAiEm5XYzPGMAZHXjGaZrv7L+hx2/iCXStVtXjt/Bei3elrDfQNvupfsKzxDCjcy75dwG1hg5zzVzTX1IJ5QlkyedyFgD23devbjFadvd6wk5IvAzR8eav3g3P3s5Gcj0GMV40s0xT6ntR4Qy2VbnjeKb2ST/AFMLw74f8c2kduLiaQRxqEVcuBj6Z966lbzU9D0dre91NsNtb7PE5CswPVhnnHUe4FVbvxLf2fy3d6zf3cEbj9eKxNR1i61CQu7H8TzX6hwH4ReIXiVyzoQ9lhXvWqXjC39xW5qj/wAKtfRyifE8aeJnhv4Y8ym/aYtbUoWc0/77+GC6+8721UWV7u5nu7hp53ZmZifmYnvUbHAzilVWdtqrkmrsWmtGm6Qc/wAq/sHi3OuH/o9+F8MoyuonipRapXtzzqS+OvJdo3ur3WkKd7H8m8K5Pn3j54lTzXMoNYaMk6rV+WNOPwUYvvLZ2s9ZTtcr2kbDk+taULFBxUMUYj6j9KsJbSXC+ZGRgcfMa/zhr1quIqSq1ZOUpNttu7bbu22923q2f6F4WhTw9KNOkklFJJLRJLRJJbJLYf56+hqC4kYtVpbd/Kx8nA5+bpUD2rOc7qyRvKWmp2L+BfHV1po0xfBl95igM/8AozE4JIz+DMR9TWT/AMKt8aIBNJ4TvmwzBt1qwC4B3r+XUf7R9TX17Z+HrWPxNdaeqko2noAze7o3/oXP15rJ0Pwa97oGvuij/RJ79g2cnhB/iPyFcka8b7H5m+NcwlZulC9uz/8Akj52XwD4quL+x02TwDcpN9qSGQSR7d7BcscnjO1XY/Qmq3i34V+LjrEh07wVcNC2za0KhlOeAQV45KNX074g8PGLxpo8JlLGbW7okt/153P9OPpVmfwYsOo/YAqFVtLRyd3ygebckAH2ohWjGpfU0nx5mlROMqcLej7ep8lS/DPWn0z7RceCLxAE8z7SkTD5f5fpTP8AhSHi+7l8nT/DOqqwjLuGtd+3HXoB3wPxFfS9x4emk+Ek2qKN6R20ysvsJJBj8uK2oNJbS9YZ4JULNaznjvmSLg+tfpmReM3iTw3SVLA5pVUFtGbVSK8kqimkvJJI/N8+yDgviOo6mOyjDuT3lCMqcn5t05Qbfm7s+RIfgp4/uY7p7fRpCbRA0iPGVbkAgAEcnBBx6VWuvhD8R7Szt79/Ctw0dzN5UPlgMS/HGOozuGDjB7V9dHwLFf8AibXriBlZreayl+4OCbRM/wCfesW48PQGDRrlX+ZrzTwR/wACj4r9Nyv6VXidgpWxHsa6/v0+V/8AlOUF+B+cZl4OcDYyP7ilUo/4Kja/8qKf5nyhJ4F8axLvfwjqQG3OfsMnT16e4/Os+5sb6zJW7s5YirbT5kZXB9Oe9fZdr4ajfU4LbzsCS1Zj6YzH+lVdI0W3bTtSiEkbBdUv/l9fuDNfa4L6YubU3/tmUwn/AIKsofnCZ8liPAfAy/gY6Uf8UFL8pRPjmivryP4aeCdf0TSX1bw7Y3DTW6CRpLVCxP2ZjnOM5yM1mj9nP4SX3iS+06fwrHthsbaRViuJUwzPMGPysOoVfbivtsu+mBwhWj/t2XV6b/uOnUX3ylT/ACPn8T4FZ7GX+zYqnJf3lKP5Kf5nyuJJF+67D8amk1fVpokgm1O4aOMYjRpmIXr0GeOp/OvpTWP2XvhOui31/Z6VcxvbtcbSt65xsnkQdSf4VFST/sbfCye+s7eG/wBYiWdmDBLuPspPeM+lel/xMx4L5hricNVX+OhTl+U5GMfCnxGwX+74iP8A27Vmv0R8vszMdzHJ9TXRaH8KPiBr9kuqWXhW++yP924+zttYZxkevNfUXwz/AGavhP4W8T6gp0X7VPY6pDFZzag3mkDyIpPun5c7mJzjNb/hOxt/+Fa6abhv3zXcKt/tL9pOc18Jxz9LKEsO8FwjhnDS3taqj7un2KabWnRzdunIz6ThfwUUcSsVxBUVRXu6cG/e/wAc9Ja9VGz/ALyPly3+CXxBs5Vtv+EI1ASsjMu6A5O0YP4ZIp118JfiCGmH/CFXyJDu81jAflIwdv5c19cm3tz8QrO3eVmjbS5m3N1yZoqXWLO2TRPEwMJO1p2jbvn7NHzX8eZzxDm3EWYzx2Z1p1q095Tk2/Ja7JdErJbJI/qTKM+hkGAhgsuwtKlSjtGMbL182+rd23q2z5CHwk+ILLHJH4Lvdk23ym8k/NkZGPwqWP4Q+PSWMnhe/j+TPlmFhj5gM/zr6sjggk8I6Eyx/vFWzw68fwjpVttKgl1p0v4m2m1hOQeR883+H6V5PtVe2p6n+vOZdacPx/RnzR4atPiloPw4174e2PgK3uLXWpoTfXl1pqy3Fu1szE+TLgmP73zDIz3zXNXfwu8ZWSiS68NXcak4G6M88Zr6bt9MhTw9r10ybn8/U13fTzf04H5Csv4wWsH9nQjyfJZbzG5R1G01XtDOHG2YQu1Shr6v82ehPpun2uvXQtznzNODtu/hcyGs3T4pR4e8SSovzfbNQKsp5xs/wrpW0CebWlj+xMS2lqZI1zlSJjkfXHzfSquk+H5h4P8AEp8iTC3l8EYDdvUxHDDGeMgD6kV5PtI9D5XlZB4p0uOD4heHhu3RtrN1tZj1X7Hc1a1WGdvE0n2WCMqljZBs44XfdZI961PE2lJqfjPwtHFbybV1W4PnbMKVezmVTz/tSAfgfxlsNBuv+EivLRrWRmhsbSNunJ33OfwG4fhRGd3oLlfc8/aGdPgtJNFGrRtaTDcMBlHmHgj8DWrc2JGotaxfvG+x3fzKBzlocfzFSW/hy5k+Bc0gs5Fb7K6srRkNkyOduCOuGBroL3wtJa+IrefTrdk8+3uQ3zZzLvt1yP8AZOCR7A9K05u5Eovucn4act4u1YeUrBptOTEnYi1hB49ax7nR7r7Ho+oJGu1r7Twq8Ekb467TQ/DV1c+OtXmtrCV5Pt9iYljQkystqhYAD0waop4ev7Oz0nFvNta+015NsZOzEi7j06AK2foa2jU967J5Wcu9vNDcW3mL1t3+XaPWPis3S7ac6ZqBKf8AMXv2+g35rvPEnhy9/t5rsaRJGrQu0YVfR0H8wfyNZmneENRk0PVpZNLuQRq2oFVaI/dblT+Of/HTVe0iTyvuYGlwStp2llTt/wBHXH/gK4/pV7SrOdvFd2kt4scn9l2eS3fMtzjmr2l+FNRi0jS7eTSrgDy0jkxG2WbyJAMcep/WrOl+GJB4uvPtGn3XkfYbJVXyGbcRJcHOcc/eX/voVXtYx2DlfczNdspD4X1KZps5muiq7ev+mSjP51rX+ZtUsBIjBWLBSR/sNUviPw1fv4c1CztY5HDXN2se1fmZPtcjAj8Cp/EVdv8Aw1qEmpae6Wlw2N27jI4U/wA8/oalVISVg97uUvBsbrrmuGaQNt1qIAbuuLWAVkeFF8z4Y6YZAc+cm3j/AKehXQ6BoWq29/rF/wD2XP5baujqGiOWX7NDgj8QR9RWZ4U0PW7f4fabYyabcRyRTIZFMZOwfahye/QHt2NVGpHmD3rDnR4viFayPErbdLnOO3+ujz+NO1mV49C8VQNB8ssNyBnGARax/wBavaro2pweNo3axm8tdNlVm8ltoYyoTk44Pyn9KZrOj6iuheJoks5mMwvFjhMe4ufIRRgDryOKnmjzB7xQWJ4/D2hHzONtmJD6fIv/ANerji1i1+SK5Z2ja2hDHqR80/8AjVmPw7qMuh6LY+RI0f8AoYaTyiuCIxnt2yKsX/h65TXJZEtJHjaxhkWQLno0o/PkUvaR5w94460iiTwrrkaZOLnVSrH+7+9rE+NIZNPXcjf8hD+6f7hrq7Pw1qi+GNcVrScPJNqZjHln5tzOFx9dwI9qy/jHoOp6lp0IstPupGa8DlVjJKjYevFX7SAWl3Pqy78D6os6agdC/wBIZX2SowH3jjnPTA4qOLwvqMViws/C8MUarsMUbRtnOOcc5OQK/UAeE/C4+74csR6YtE4/Slbwt4Zfh/D1i3fDWqf4V9cuEaf8x8v/AG9L+U/MqPwXr8sy3Vx4dh3WsIEEbRgEcgjoB6H86IvBeu3LYfRreOYr/pEzbFzwOxbPT+dfpsfC3hktuPh2xJ9TZp/hR/wjXh0DA0Kz/C3X/Cq/1So/zfmL+3Zfyn5i6d4Q1rYkEnhmNkk5aOS2XG7d9/px8vH65qW28GavNmSbw5G80JHkt5WOgxwK/TP/AIRPwv8A9C5Y/wDgIn+FB8KeGCQf+Ecsfl6f6InH6VMuEaX835i/tyXY/Nuy8L63pmpRXel6NHDcWu2VZ449uJMEE+/ykjFRv4N1iO6VYfD8Um+NvlFqrDkk5ORx95u561+lC+EfCq/d8N2PP/Ton+FKPC3hlTlfDtiO3/Hqn+FH+qNNq3N+Yv7cn2PzUv8A4f63c3fmzeHxJNcFjNsjxtBLkgcccv8ApU1v4N8Tafal4NH+V2xJG0YbPBGeR/tGv0mHhjw2rbl8P2QPqLVP8KB4X8ND/mX7L/wFT/Cj/U+l/OL+26nY/N1PCviFYmJ0JSqhditap8rBcAj5fXmoz8ONXuEiP/CNRK0fzI7W68YKkA/L6qK/SY+GPDZOT4fsv/AVP8KU+GvDp66DZ/8AgKn+FL/U+n/OH9tz7H5rL8ONSndZV8KiNcsP9X90E88Y6cD8qlTwNq07yCLw8v7wMkamP7gxgH36k/jX6Rjwx4bHTQLP/wABV/wo/wCEX8NZz/wj9l/4Cp/hR/qhT/nD+259j83YvAWvwx+XD4fWNbcDbtjB3kPnJyD0HFOPgrX11ATHw5vHljftjC9G3DoPdh071+kA8MeGwMDQLPn/AKdV/wAKP+EY8N5J/sCy56/6Kn+FH+qEP5w/tufY/NyTwb4inn8w6ArSXTSO37leSzZPOOOagn8L+Jrdo2fRd8izAq3kg5I7YIr9KV8LeGVbevh6xBHf7Kn+FDeFvDLNubw7Yn/t1T/Cj/VFfzj/ALcl/KfmzP4K12aSSRvDca8DbG0aqBz2wB6UqeBdWjsRaN4bt/lhCmTy9zEZHH6H86/ST/hFPC5OT4csT9bVP8KG8JeFWGD4bsP/AAET/Cp/1Pje/OP+3Jfyn5tL4JmZg0nhSDbg/wDLP1AGevtTLL4eykyzv4Tt28x+9fpOfCHhRhg+GrD/AMA0/wAKD4Q8KFdv/CNWGPazT/Cn/qhH+cP7cl/Kf//ZUEsDBC0ACAAAAGeuN04AAAAAAAAAAAAAAAAZAAAAZm9ybWF0cy9saXZpbmcvbGl2aW5nLmpwZ//Y/+AAEEpGSUYAAQEBAGAAYAAA/9sAQwADAgIDAgIDAwMDBAMDBAUIBQUEBAUKBwcGCAwKDAwLCgsLDQ4SEA0OEQ4LCxAWEBETFBUVFQwPFxgWFBgSFBUU/9sAQwEDBAQFBAUJBQUJFA0LDRQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQU/8AAEQgAzACuAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8AZY/BzT9UvriwtNdj1u4s7JrtodKh3yuQURUUMQG4Oc+gPFar/s/2+o6bbXzXt5bRLpEl9P8A6ASUkQJhe25SHB3DPQ9OlZnhP4N6/c2d5fWOzSb61OzyXLRSFShLEMB0xkdec1zfxMs/EPw08WTaFPq8kjRwjZJazPsMRz8o9s54r4p2Vp8mh+/QdSU3RWJTkulv67o5K4065ZIkM0J2DaOccflT5rGYRJH5qblOT6VRjupZMM0pC5/Op2aXAZpHAPSuKzPrOam1t+JehaRSzMyY9EGBWZOxET8YDNxke9Shzn5zIwHO3BqlM8k0mWz/ALKimlYmc1ZRiSLGGYMzD2ToBUczYmVAc4POO5pt/blH3rkjjIPVfrVVC28YGTWljl5raGj5aqqsH3nLVnxn5zwMgccVfZdxWTZ5ZIwwPfjrWYZNrE5xRYJStqaao2CNuCd38qpzf67pjpVc30mfvtkcdTSfaNxyxNNKxPOmalxAs0e4NtyQOncf/rrKuIdkjJkMVOMitBrj7RGnkvgt95R1zUf2P5gJ38oHnkdRTJl72pzms6VBrWmXWn3S7oLiMxt7Z7j3HX8Kw/h7rE9xp0+lX7Z1TSpPs05P8aj7j/Rlx+Rrr5YR5jBTuAPB9a4fxdbnwt4isPE0fy2sm2y1EDpsY/JIf91sDPoa6ab5k6b+Xr/wTx8UnQnHFLZaS/wvr/269fS56HFqTeWqcOq9Ac8VYgvI5gY5gI1YYD5I2nsT7Vjqu4Ag5B5BrRsY4WY+a+wDkFetczPWjJntGm/ETQ7fwbaeG/s1x9qisbxZrkxJ+8lnMbgjk/Kvl/e44ONvXPD+PvEH9troEUomkWwsBbB5WPP7xmAB/ugMAPaubtJZJl2szgJ8yS94yO+f89auSSG6tDDIdt4PmQr/ABj1GOvvWkpuSszlp4OlTnzx73MVlhkccOcdOc/0qYaTHNbBz9oRmbojEE474/rUeTvA88jmrDH7NcKLeZiNhORxnkZrNaHVJKS1PWvF+j+IvhjpNnpXh/VtSm0bxADL5RiWNpnjYDgKzZA3DvzyO1cVrh8TeNvF2ojV/tN/rUCZud4zIiADHGOBzXTfF241ux1XRVml1Cwls7Rzbm4ha2dMyHkDJz0X06mvPtP1jU9O1y91c6hcyalqUJt7iUscyKexPtiuqXs78rbsfM4X657GFWMYtvd/OxpjwvrH9l2uoxabO1rcTG3il8slWkxnaPU1Rj0XWpLe1kSyuDFO7JC3lkiQqMsoPfAOcV2Gm/Fq80bwxpGhPYLc2un6gt/FmUqS4GGBwO+ar6f8Yru1sdFspdLhmtNJnmuIssVdt+cLkdMZP171CjTezPTnXxcW0ord/dr/AMA88/tSTLZPP+RV231AXXlxvtTb91wOn1rGnAWRiFCqelMSTbjnH0rLlR3xqS6mz9qlt53Dc7hhlYcEU2a3WMLLG+6M8j1B9KihuVuYhFIx3j7jf0JqUwn7PIpbaQR8tI1TuSxTGSLBOcf4GsyQ81ftQWUgDJPA/Ks+br+lATehAXpokIPqKdHEZH2jg9eaYylSQauyMGy/ZzwxRs7MRKOV21HcX7zuXc5bp+A6VR+lLupWHzssJIW+tS6tp1vrGg3NldW++CeMxSNj15/Oqiv2qcXLGPYWyuenrxijbVC0knGSumcl8O9UmFjc6Jfvu1HSJPs7seskf/LN/wAVx+Vd5p9w1uxZIw7YPUZrzrxl/wAU1rlh4oiGIFxaagB3hY/K5/3Wx+Brvbe+8uPdEwwwyGHoa1qxT99dfz6nFgpOCeHm9YfjHo/0fmmX7R5Jt8auFWQHOfzp1ncCTZA7BCG+SX+4c/yrK847ic1Zt7rbC42/MwxuI96wPTuSXgktp2SRQGX2yPr9KIppbplXqqqcKPc1JDcR3UAtpfv5/dyMensfanW9u1rdSRyAo6jB/SgD134wfEK0vG8HibRvtP2GykFys6NGbgsw5PJzgjPbmvO9C8VWQ8ca1qt7oUU+jTR4s7CRiEibPqOeRXYeF4vBS+BXn1C4hutWh1ZfLM5YM8X7klXXsmPN5HtXnnjbWNLvPFWpTaPCtnpTXLm2gU5Cx7uOvtiu2VSXxKzufJ4XBwlFUW5JR82r6npmn+NvC9x4L8OafPZRW1/a6mbm7n8neTCQcrnvjA4961vC/irwDaaHoVre2Jt72za6e4untgyzFlPllvUHK8dsV4hJqtuzDAxgY4rrvAd14cvk1a48RC4a2sbXzlS0wHdtwAAJ+tZRnNvRHpYjDUYwcpTdk773/rc4nU1Vr67kXaUeRivljapGew7VR8snpXqyw+CNYuUmistRjtdvKGeMN1rm/FXiP4dQ2tzbaPb6oupJlR50isoP4V0LB1papHHLOsDTfK5nHLujPzZ/Cta1lW+jKSErKB8rdM+xrp/BepfD3XdNWC9g1CPVIl/fHz0VCfYGpluvAukzO15Y6s8JO1fKmT5T2yaUsJViryRpSzrCVJctOV/uOYgCwxnexWQHNQXkkbSM4wWbrXVfEfSdP0jxC1hp8paEwxyxvMQWKsucE+tcPMpALEHFcXK46M96NWNSKnHZkSlmbr0pJFOfuk01Zlj+8cZIH616DeHwQuryabDaas01s2yZ/OQKSOuK1hTlPY8+viqeHXvs87IPZTS7TXpuuy/D7RdNilbTdWDsdoJuoyCa53Sta8BafLI+pSXepW8rHyhbOI2i9A24c/hXUsJW/lPKeeYJbzOVWM7h6VN5YCiu6h/4Qq41CMppmrG0bn/XJk/jVjXrDwXqngnU9U0CLUbK+0+7t7eSK8dXDiUSnjHp5Q/Osp0KlPWasdtLMsPUfLTdzzLULCLVLG4tLhBJBOhjdT3BGDXNfDy+uLe2uvD9826+0l/KDN1khPMb/lx+FdjuBri/HSv4d1PT/FMAOy3Itr9V/it2P3v+Atz+NRD3k6ffb1NMV+5lHFL7Oj/wvf7t/S/c7VQTV218lY28wZboOarWBjuNhDgxuAVYc5GCc1oNBAFYq5baOM/7uf58VzHrxXUoSNsxitOxvoZEC3nmHYMK8f3voay5lO4Z6UK2z2+lAupk32o4YoDiNe3r71Qmvizlwc5r1G2+FTeFfiC2nataR+JFTTjftHZy8ICxUBs9ee1eV+Mbyys9fvUsbGaxti+UtrhstF35P4niu72Nj5qOOhWlaOz1udP8Odf0TT9Uvp9dePyltJPISVdytLjgH0HvXYyX2meIdDm1DRrIraQWAikZU2hXDJ8v+1zls/7VeEz3Mc23aVy3rXqnwz+Ieo+G/A2p6JBpq3FvqiyxTTeXu8pQYyDntXbhVapFHzuc3dCVSMjnL74maR4fvI4GnVXA/eLyCteRa544trrVbyS2lYo0hK4am/FD5fFFwTEEbAyPwrL1DSdEtdD06eyvXutTlDfa4GjCrFg8YPevoqknfl6H5tTipa3Or8EePrG1up5bqX5jgKpHU+teqWWqm8sm8uIyeehwoGdxxxgV4hq3/CLWesWEuhrd3CeWhuVuQAfMwMhcdq9z8G6u3h2fTtVhgZ5baUTxw4yzY7YqITdSDui1+6qxkn1Ok17XtGutQnmv7iBp4pbBV3uQ3lAYlUD2FUPHXi7wvL8RWttDkiTw2zxqJc/Ip43t9M5ryHxx4i/t7XtSvvK+yy3EzSNHjBUk8g1xbao8IIzu5714HsfaPY/So4p4eMXKTV13PpjxRceGNRs9YtNBiin1hLxTb/Z2LZhCj5h2C5zn6iszxJNbWd7f3WozfYUZ2be4IDN2B+teT/DnVpY73UJU5dLGQ++MrXdfGTxVN4y8K/2jc2zQPIYztYYIAUDGK9XCQ5Wz5TNsRKUYq90zmfF/xE0260OC3jvI5ZI5sgA87cVwz+KY2bY1wRGSGJPbmqPhPRdE1rWmi1/UX0iyWF2WdIfMLOv3Vx78jNSaToug3EOq/wBqXM8MqRf6D5KBhI4PRs9BjvXTOprseAoK257d4e8SWOtSQ2Nhcl5I4yTtY816X4P0Wz1CzvY79QtndTWwctJ5ayMsV2VO4+jCPP1rxH4T6xpz2ttYRW/lXkKFmuMDLZJwPyr2DXfGlxJ8L9E8LvYf6Ja3ktyt4Y/vsw5Xdjt/Ws8ZJPDuTR6+Tqbx0YRe4eKNN8Mad8MfDOo2FyH8R3Msi3kAlLfIMgEjtz/OuBuhDqlnPazqHgmQxuh7qRgiqlzNvm37cLgDHpimwyDdkGvkpe87n69TvTi4SfNfuZXw9v5rBLvw5eSF7rS2CxO3WSA/6tvy4P0r0KzUTR5LheD1ry7xor6Leaf4ot1JNkfKvFXq9ux5/wC+TzXe2d0skKSRsHjcBlZTwwPINOrG9prr+fUvA1HTvhpfY284vb7tvkXZh2BzSRL8vrTN3apIpNuRXKz1ludTrNrpOpfFK4tfDF1qPiCxOnIJJLdxE7vjJGSfu7u1eLfEgQQeLryG0imtYQVBgnk8x1baAcn65/OkttZ1Lw7IbzTrtrSZkC+ZE2H2k9M1zWoXVxfXz3NzK80znLOx5Neypcx8FGlKk0m76JFiPNvMA4Vu9e4/CvXtTs/h3r9nYWf2mC5SRL+RE3NBGShVunAO085rw1FRo0O4lu+a9c+DvjbxL4Z8P+KtL0izkudM1Oz8vUJFhL+VHn7xI6D61tQ/io5M0i5YSZ4v8S7C7HiG5nNpI8LKoWbHHSsy7GgnwtpH2Vp21nzH+2IyYjVO2016N488QSx6f5Pl+crptPHA4NebajqGmTaLpkVtYeTfQsxuLgyEiUHphegxXs19ZLQ/OaMvd1NjxNqXhtvEWnz+F7KeGBLeMTx3BBZ5cDcR7Zr2bwvdzCbT9UtIJJrqCRZUt4x87MOwFeG6jrGl32oWEmlaV/Z/kRKso81nMr92wen0Few+CdYvbNrK90yCa5vIZRJHbqCWZh0AA5qqGkGKp/Ej6nmHjvVp9W8Tard3EBtp5Z2d42GGUk9DXESOWY10/jrU7rV/EOo3l1btZ3E0zPJCQQVbPIOa5bvXHFdT6arK6jHY7D4dalFpt9dNMyoZLZ44yxwC+QQK9S+L2rX3iDw+15d2Tw3sqx7odmCMYA4HbFeK6O3kSQSKpeRJFYLjOcEcV7rrPirUvEGrveapbSW16Yl3wSKVwAOODXTh/iZ5mYRahBniPhGw0bVvEYh8Raj/AGNp6o5MxiL/ADjlRtHqRirPh/TNCvbXXW1PUZLWeGIHT0jj3faHDcqf7oxzV7TptBuPF0r+I4p1sNsoC2m0OX/h69s1maHNoAj1X+1Le5eT7Piw8lgMSZ6tnqMZrKo/eZwx+E7rwJqtrcW2n2Udl9nmhBeS4C4MmQcc+wxXteu+NNSuvg74e0OXSZE023vpLiHUHTiQktuUHHJ+b9K8T8D60upW9jpxtvJW3ztn28vnP8s/pXtmtfEHXW+Ffhjwzd6WE0KxuJ5ra9aI/v2YncAehAyaeM0w7PWyOKeYw021/wCD/wAA8rvJfMlZsY3Y4xVaJsSVb1MILhjGNqsA230PGRVGP71fLH6xLc0GhjvLeSCZBJFKpR1boQRgisT4f3b6XJe+Gbpi02mtut3brJbN9w/h90/QVuW/aue8cW8uky6f4ntULS6c226Reslsx+ce+37w/Grp+9eD6/mZ1r0nHEr7O/8Ahe/3b/LzO9Vs84qTrVW0uEureOaJw8Uih1ZehB5BqzHyK5JaHuJ31R5nJL5GVKnK8YrGnb94Tjk16la6N4P8THULewnvLC5itmmje7lVldtwGOB7mvPfE2jHw9r+oaVLMs01ncSQM6cBirFcgdulevyOO58Sq8KrtFkUM+6PyyvzdQ1ez/B/UvE9v4b8XQ6XpMl3p09jsvriPIEEec7m9q8TtV+cfXrXufwVuvG1v4f8VJ4ft7iTQprQLq7Q42LFnq1aUP40TlzD/dKnoedeN7prHSUktoGkEilXwM465NeeX15odx4f0iC2tbiLVY5Xa7ldwY5F/hCDHGO/Nem/Ee6uLHTCLO38xHyJCq9Aa82u7vRJvD+kwwQTJqcTyG6mdvkdT0CjtjmvcxEXzJ2bPzSjpFlnxPrnh6+8QWk/hnS5tPgjgjjmhmlMheUAbm9gT2r174aX19p91YXWmWL3uoK+6K3jJDO3oMc15B4k1PQ7zxFay+GdLbTY0gjSSN5DIXkAG5uema9h8DXWp2s2nSaRA02oofMt1Qc+ZngfnTo/A7jqfxInj/xEmvLjxNqj39o1ldNOxlgfO6Ns9DXHdq7H4hXWq3finVZdbheDVGlY3CSD5g2ehrjjjb71yRPoqvT0Nvw7JMt9aCCLzpvOTZGRnccjAr6B8XW+sHxBPNr2nyaZqkyjfbzZ3KCBjk/pXz94fnntb60nts/aI5UeLHXeCCMfjivo/wAQ69r2uaxNc+KlcavtBmjmzuDcYzXRh/iZwZhf2cDxHStS8P2vjaebxRZXF1YLHIFht5BG2/8AgbOOgP51l6PquhafZa0NQsZbq8ljT7BIsmFhOTuLDHOQRWvY6p4fi8aahc6/pc09o0csUNvDIVcSZ+RyfQelY+l3Gg2+l6zFqFo0+pziNtPlWTCwEH5i4/iyKxmlzO/kefF+6dr4T1qbULKwtJLZ4IrVX2T7f9ZnPT8zXtHiDXvEl38JfCNhdaS66FaSTixvGU7ZSzEsM/WvIPCmtXd7aabbTWLRRWqfuJGUjeMdvXmvafFniTxdD8L/AA3o0tm6+Fbed5LKcx5VpcvuAP1J/Kqxv+7P1PYyH/kYw/r+meS3hJlO4YIAGPpxVNeGq1dkjgjbwOPQVVT/AFlfLH6tLc0Lc5xV/wAlLi3aKRQ8bgqyt0IPBFUbXnitGPCqBWZ2U9dzlfh/cPo99qHha5Ys1gfNs2brJbMfl+u0/KfwruenSuH8eWk2nmx8TWaFrnSmJnRests3Ei/gPmH0rsLS6ivrWK4gcSwyoHR16FSMg063vWqLr+f9ameDbpOWFl9nb/C9vu2+S7nlGrat/ZOrXHkr5bGFo02HG08c/pXPXmvXWpX011dztPczsZJJG6sSetXfEpdtUd5E2u67yMeoB/rXOyZ3cV9ROKcrH5RQqShShJbnS6bfbZBz3r3z4L6p4rbRPFsGiwLPpX9n51CQtgxRZ6gZGTmvmi0nKnB9a9f+D1zrrR6zHp8ijTWgH24swB2Z6DJ55rnhTtVi0eniMV7TBTi+xP4+1CbT9BXyI/PZ2ZZMnOAe9eWPqml3Gl2EENlJHdxszTT+aSso7YXHGPrXqXxQSe30OBLT5yWO/jHy4NeZya5BP4e0rTU0qCC4tXkka9CfvLgHs2eoHavRxC5pLQ+IpWUbXsW9Y8SaTqfiC1udG0aPSEWJI2gV2kDuOr5b19K9p8G2up3eraUmkWy3t/I4a3teiu45wfavFNe8WL4q8S2dzaaXa6c0MUcIgs4vLU7QAWPqT617j4Za+a401tGeIami7ohMVCBvctwKqh/DY56zj6niHxFudSuvFerNqluLW/8APYTQqDtRgeQDXHbTXVeNJL+XXNROoMr3ZmYzFcFd2ecEdq5RvauSJ9JU0t6G74f80X1p5C7rjzk8tfVtw2j86+ktUsdYXxBdzeILMW1+vyzQdQrDHGcmvmjRmlW4txAcT718vBwd2eOfrX0w0mrfbHt9bKtqGAZ9jhlDcZz69K6MN8TODMtKcD59/tHSf+EzuZdfiuPsq79iWZAfdn5eoPGar2VxpENpqIvBO9ywQWvlsAifNk7xg54I6Y71saLfaTpfxAuLnxHpcmpWOJFNtHIEYschGzg4AODVLTNT0rT9N1uCfTftl3eJGtpOWINuAxLHjrkYH4VjP4pfL8zzoNKKueg+D9W1G60m0W6sTbWttERayupG/IxnPfpXqXiL/hMNP+GHhM3lqY/D0xluLKcc73DsJD17EmvMPCmsatdeGbSLULdodNhjP2SRxwy45x+OK9O8U6b4zsfh74VfU5Q3h50kOngShuSzbjtzkc5qsb/uzPYyGzzGCX9f8E8tvFcsd42txwfTAqtH/rKuXin7QQSG2nG4dOOBVVf9ZXyx+rSWpegyMVoQ5289aoQ9qvwj5RWbOymWfLWWN0dQ6MCrKRwQeorjvAcx8OalqXhW5fCWh+02LufvWznpn/ZbIrs465H4heBh4vhtHiumsLyBiBcJ1MZHKn8QD+FXBxbcJuyZni41I8teiryj02unuvyfqjlbzQ7zV7i+aSRBLZQNJJkcFVAHHvnFcfNH0PevVWns9JTWfNlc3uo2skEcYTCruK8licHlfSvMbqFlkIYjI4yvSvpJS95n5VRpSjRhzKxViUhq9a+Ddxq3/E2gszbixkhAufNxu254K5759K810TSJNb1OKzidUeTOC2e30r0v4MQ38eoap5VzHHaomy4jPPmgHAC8dc89R0rWn8cTKs7UZol+LL3K6PaCJyj5IfHpg15lcaxZTaPp9rFpv2ae3LGW6DNvnPuCcAD2r1H43GSO1tkhwgOdzA8dDXnGua5o934f0CzsdFNhd2qt9qumlL/amJyDgj5fwroxC99aXPnKMvdepNqniNPEOvWc9hpFvpsscSRmG1DBWxxvOe5r6B8Htqkklo+kRW/9phAIRdBTHu993GK8P8Q+MrHxF4p0640Xw9baGqW8cDwRMWEjqAGkOe5r3Twfaam0Fo2lX8Om6i4JhnkbARvc4P8AKnR/hyLqfxInz744W/8A+Eg1JNRWNbwTN5ohI2Bs84xxj6Vyvlmu08baffQapfT390tzdyXDpK68ZYck9BkVyawO/ArgifUyjzJWV9OhoaHHM13apEFMrSqIwwyC2RjNfTMiahbmePVoYk1IkLOY8ABuOmOMHmvAIPDd5pNtpF+J1b7VKvkYyCrgjBIK9Pf2r3PUodRt2uf7WnW8vDt864jfcrtnk9BXZhN2eZma9yB4Rb65Bo/ii+l1TSodULRvGkM+7arMeHyp5IqlY6tb2um31q1lFPPcGMx3DBi0GM5C445960NE1bTdH17WzrejHXHmtJYLdVlZDbyk5WTgc4GeOnNUdH1zT9O0PWrKXSft+oXYi+y3jOR9k2klsDODkEDn0rGa956XPNjpHc9N+GdxqOp26WeqRt9ijjP2XdwrLhs4NepePrXxWng3w696U/sEoyWIR1LjDPuyByO/WvL/AIc/b5LeGS+t9tr5W63Ze4VCW/l+teq+OdB8Sx+EPDGoXWp21zo98HNpbxSAvbspIYSDqDnJ+lPG/wC6ns5C75jFNr+ui8zy1YlhmcXCZ25GM96pE8gAYA6V0d94Zu4fCUmuySRiIX32FoTnzA+zfu+lc1GPmzXyx+q8yk7RL8HatGLhRVG37Vfj6CoZ20yzGODT1JU5BwabH900tZs6yP4rT+FvEE2nP4eRRF9mBmi8kRGJyfuZH3ivXd3zXiepaXJaXBEg4B4au1LGOTgEfhUd9YrqluRyGHOMV6cajiz5CeFhKmoLocXY3lzpF0Z7R/Lm2ld2Acg8Ecj0rvPhHqFxZ3GqsspWDyl80DofmGM8Z/KuVm0mSNiNrZ+ldp8N0Wx0vxCXAadoUEaNxn5ua9DD1rzifOZhg3HDzaKXxw1KUrYxWrnZImWwM5zXBaxqMGoeHdF0+00BbC6sQ5nvVLM9zk8bh2x7V7DZ2aazNFJcQ7jEOY2557dq878Q6LqNvqNzIsAWFnOCHGBz0xmvZqwjKXPJ7HwtHn2hEyfFPi5/EWqaZdQ6DZ6A9tAluVsIiomK8eY3qxr3vR9UvNO8GR6hZzeXdW8ZZZI+qn15Fed+BdDl8u5j1C3ZPMAKMdrH8MZr02GxkTQ7rTrYrumgZUR2ABP17UQgo03yle9KtFNdTxr4hXE/9vXVqZnliyJT5h/iYAsen6dK5hY1gj3kfQetdb8RFjXxJdMSpxtUeWQwJCgHkVxk0jyZZiMfkBXjK8nY+7sqMFfexuR+JL7VJ9MimkUpauixFUVSo3AdQMmvbbzUA0NyZ5Xlk+9uPUmvANLZYry1LHpMpYdMAEEnn6V7RqN9LNdvalFjjdR5cg5BGeoIr0ML7smfO5svdizyHwpr2i2mqeIbjX9Hn1eW4tJIbIW8hQQzk8SN6gDtVbw3qWmaXoPiK11TQZ72/vIoxYXm5l+xsrEsSP4ty8c12vj7Q7bQ9LsTboolLM0jKmCeBx71x8MnnTRs8TyEOPlckg8jt+NXKlHm3PIi5uOiO2+DviS+1a/TT5XBit1PlDGSARz29q9W1TULi+8G3rXk0hbT7+1gtoWOFjSWOdpBjHXKA1x3h/SLfS7sXMUH2dwMgxADqAa9I1Cx+1fDHU7qR7Zbi81ay8iNJVLuiQzh2Kg5GCwzkDrWWPtHD2Pa4fbnmEWkcTqmuXsnh2PTDJ/oTSi4ePA5kAKhs4z90kVzS43Vp6s4VEiU58sYzWSud1fJxP1yokpaGhAM4NXo+Ko2/ar8fNJm1MsU9TgVF5gqN5ttRa50cyWpSuvDc5bIwPxqk2hT28obKnsfrnpxX0xdWPwxmurOa+u7aOBdOli2WW87pHEaxvISeGRjM3HZB9a53XtS+HUKwR2VjBc7tFYyStI4YXqxqwbr3O5T/SuhR/vHgvFRlKypSR4edPlK8xKD9ajGnS7s7FH4mrn2eQMQxbOcZzTJI2XjJ4qOZ3PScYtaopSaTcMchQT7E1taL4G0uWzgm1B43uJrkK0KzspRNpJLccc4xVFYZCudzAeualitZWwo3luoHJq/aO99zlnhac42Xu+hd1fwbpujeGtJuNO8t9Vllk89YpyxjUEgblJ7+1czPptyZOV+YDHJroobUSK6l23dBx1qlcWflxq6l8k8jsKftZNkRwdKmtr+ZX8HFdEGrjUFBFxEvlLgnLBhnp7E13Gtf8IA4vIbGK4WOW1UBnMhHmbgSK88ltpJTkliPSmrYygE5bGMdc4reNeUUeXWyyjWlzO5peIrPTddOvSWMRs9yW8cCSMzNNtBDN0wvauetdBv1jERl2oOnArVhsZI8fM+Pr1q19mkyMsRx6mk68+jOqll9GCV43LPhnwvZvpetSatdPLO0Hk2tsI2+Zy6nduXsAp6+oqzrngPTZDrzWFwssjalHJZ7Q+TFiQseffb15qG3gc4U8HjngVd8i4hx5hkQMPl3KUOOD+VZvEVO5rHKsO581milZ+H7u3YF5O2Ogq9dSC0h8sP5knTPoKY1w6cFy3pyah2mXnr9TWMpznpJ3R6kKVGj/DjZmVIrN2pkcJDdK0jbg0eQFpGXKnuRQr0qyrbaYo29qlWHeobdj2pM2iuwu8+lQS5Jq81rL9m8/Y3k7tvmbTtLY6Z9arNFu70IJPSx1v/AAhmszQ/ZxbJ8o3H516Z2n9apL4F1QfMIFOCQf3inkde/wBK9yhtYhqc6LtERhVevuKqadpKyafqWSqlJJsDoTgVze0Piv7ZxW+n3Hli+EdX+2W0MttFGQ+wlmGDtXJ6ewNQap4J1SW6eSOGFozg5Eg6Hp157GvXrzT0XW7BOzSzE/8AftqmuNKSOeVMrtWND06/e7UlNXKeeYuWjt93/BPF/wDhFdWhs1Y2yeXgEHeO/wCNadj4d1+O+jurW3jinthvVo3UEEfjXocmm7vDUUqnJAGV9t1XY7UQXD7G42dcf7VXzol55jNtPu/4J5M2hatcC+ecRPcNJucMwDM3U9PrVbUPCeon7MVWIlufK3D5SOx/CvW20iKVtWdWwyzHAJ6/KKo3FlH9osyBzv5/75NWmri/tzF2tp93/BPLV8K6v5hYWsY4A5YGo4/CeqtZblt4zESW3bh2OCK9dgsYvthBOBsBz+NUIreP+wpMHnY+BjH8Ro512J/tzF+X3f8ABPOf+EZ1ZmiJtYgIucbhzjinWvhbVmnmK2sZZiEPzDgkDH869WW1iaSEeqHP/jtP021RtQvRg/LMgH/fC0cy7DWe4zy+7/gnmM3ge+bTYQViLSlAQrkdSeueM89varPiDw/4o8TX0cmpst1cQxLAhLICsaKAowPYfjXoLw/8S22PT5ocD8q1o4R/aUYb5fkPX6ip5rIJZ1ipSUmlp5f8E8RHw/1TymkWBSoLA5cfw5Bp8fw71mSOIrAmJMBT5g5JHHevYbe1T+ydSDA7g93tbsPmepraNFsdIDKd3y59/wB2arm1sH9tYq3T7v8Agnjsfw31trgxfZo94AbHmDuf/rGq83gDWI7drh7dBEvfeOcHB/WvcNPWMa/eKRlPJix/4/VTWFx4Xuvl48w4Pp++NTz+Qf21ivL7jx5vhvriTLGbePc2Sq7xzij/AIVxqp3qYFEmQMb14yM/1Fe3XsfmXloNnzbmz/3zSQwItxcBwD84w3odiUubUX9tYry+7/gnkK6T4kuPC0ekCUf2Otx9rFtvG3zGATdzyDxWafh9qrTeUsUYkwWxvHQHH9a9a06ELoNkVAyRD/6NSiaMyapFlV3eS/0+8tPmJjnGJjtb7v8Agm6ywx302wbd0Az6ZLGqlrGTpupnqPOmNb/9jztfhTCd3kAMpHcNkj8uagstHm/sfUsQsQ0spQAfeUjg/niuDmR49vMqajbrD4i0w9FMspGfTy2p95G8l5csjDaI48+4w/Fa99pst1rWlHyGEavId3syED9T+lIukT/aL5fKPyoqjPfAbP8AMU0wt5nKyRt/wisJDAqQMg9R81Wmh8yaWOP5sRkf+PCr40O4bwrDGYGEoKqUxzndk1oTaLJ/aCmOLZvjI2qD1z1/EVVyWvM5mxZvtGpjON0pBXHP3KrXFi7SWTo25jJ0X/dNdNp/hu9urvUBFau0jSu0YA6gJyajXQbpLqyKW8jKsqs2O3ymrUurFY5oRNHdKOp2jjPuay4YWXQsk8BWPP1NdtcaDef2gz/ZiScH5R05qjH4P1H/AIR8obKTfh1PGf4v8KrnRNvMxxFudPmx8h5/75qxpcSLqF1ukIIlQA9j8i1sf8IxfK0O+yk2bSCMcduf0p2laDPb6lctPaSBGlUjpjaEAyBn2P5U+dB8zEkg26bZtlid0J/lWgVLakivxuQ/zFWZvDt3JY2kYhdmTyyy4PQcf0q5J4fulvll+zNtVDk+/H/1vzo5kP5mFaYXQdR+bLFrr/0JqmtlLWOk8c4T/wBAaryeGdRXR7qNbZi8jThU9dxYg/kalsfDeotFpsQtZN0ZRWCjkHYe34j86amri+ZnWIaPXbojBzFCMt3+9VTVi3/CM3inhWl6/wDbet230G9GsTyfZpPKcRBWAyOCf8f0qrqHhvUZNBmt1s5vNkbd5YHQebuOPwqeZD+Yy8QLqNqT90s4x74pIWRLu5QpuQyY/HYla9xoly19C7Qv5Kl25HI44/lTG0O5juro+Q2zzFIbHqq/4UlJXD5nLaav/EgsVA6CH/0alL5IbWIxIMDyZD/4+tadl4dvbfRLSJrZvOQQ5XPpIpP/AKD+tOfQ7htUST7M5iWN13AdyynH6VfMg+Z7fJ4H1htrCwkZmzhvKbIyfpSHwdr3l5/s+VSPlAWFxx+Qr7Jx7UY9q+k/smn3PB+vT7Hx4vgnXNzFrWbzAuFBiY4pV8C6464a0mG0ct5L5P8A47X2FSYHpVf2VS7i+vT7Hx3D4N11cA2c4BHPyMR/+unw+C9bKkGyl354JiOf5V9g4HpS1Lyml3D69LsfIi+EdY8zK2sy7ejCI59+1C+DtcWb91a3A4+8EYAV9dYA7UuPal/ZNPuL67PsfITeA9YaTC2UjcZYmM8mpB4J1uJB5drOCeCqowr65wPSin/ZFLuL67PsfJH/AAh2ubWH2W4O4/d2tS/8INrR2sbWbK9PkPX0r62ox7Uv7Ip9w+uz7HyOngbV8hzYvwM48s5pU8EaxIrKbOQbuWzGfXNfW2B6UuPaj+yKfcPrs+x8kp4J1vhvs0wKkAbUYDGMUL4L1uOV5FtJD0wShzkDH+fpX1tgelGB6Uf2RT7j+uz7HyOPBOtMfLW1m27cn5WqL/hDtdjlj22k24Z52MPzr69x7UYHpR/ZFP8AmD67LsfIcngnWXDhraTLHnMbHtUknhDWNuDayFQQQBEff296+uMAdBSYHpS/sen3D69LsfI//CJ6uNxNm+cY/wBSfXPpUf8AwhmqLCAbJiCc/wCpP+FfXmB6UYB6in/ZFP8AmH9dl2P/2VBLBwjkuLt88isAAAAAAADyKwAAAAAAAFBLAwQtAAgAAABnrjdOAAAAAAAAAAAAAAAAGQAAAGZvcm1hdHMvbGl2aW5nL2xpdmluZy5tcDQAAAAYZnR5cG1wNDIAAAAAbXA0MWlzb20AAAAodXVpZFynCPsyjkIFqGFlDsoKlZYAAAAMMTAuMC4xNzEzNC4wAABT1G1kYXQAAAAAAAAAEAAAAAIJEAAALNdluAQL/1EXGsR34AFKM9GDm/cAA/s6E2sgh9PX7cxl8OUAKFIA4csAolgH88CyUPi3/3OJ9MmB54J//pOeEskHbb3A4EHwX2jd+KgxnLsVEOOAAIA55mpBHZkPjHeWe4RhEX2HIetw3/wIQcFY1S2A3IgvcscLHIbjLeYMaNDt49etaYSsXD1LH4juev9pQ6UFVj2pIAHYeXzc6YdAACBnDABUAAQfINBilR1DCjeBs3BAHTLAAnXozulAFi/Dh2McjrakNkZgTs5bHEXUtM19lLOPxOmR6ABRP+G8BzPDhsUAEb+KyAMISGJ0LMZpIA06kQfpsOUN4t7h+sfmXS8Ow95TTdxAQqDAAPUABqrOPrbTZPN1QGOwGefccns0uzjw3nUcAlfSTYQua7frpMG2Dx1YC5ywr36RAwfvHEex8hr6pZbZMidgDoWgycLQLgDS/QZvCxWR/PdgaZigVoMilQLdbXTHmU31OT4sArU/zNz8FsVvnsIZs+yKsUfxNyGX4aUNBD7DrfnGW4WvnBKamakxYhpgRUu+Y209anOAdvh3pspsmDV0SHh1Q6VKDh7SQfnYPUHvr0oU4L66WmkIrYdunlxlKa1141xaZq0Av6afTqbEhTF+BgoC0PmIb5Hj9LiB4Ah70KC6Qm9j9Y2y88t9TTfz9vBlFp0aKhFFYpEKn/b5q9UQrpeuQAPeVmIOZJY5s+9eNDZMcoMgDn6e4HAtg/ErPZl3i7h42JLuweKs4yar7oOFktpv+bfARxB+QnRbCQGBEA0AIA4Al3ftnf1Yr3x4e0c0d64ACacjmWyPrEDaIeeRAUdxg4F/aEvlu395uZDUydHIQTgNROJ1ABep5xHvFwBamR0ZZdUUVttZqaUy4ufY14p4hkq8Wc8GBgsMAA/QBof4Fgi9fP/fHeZgdNeiZvCSARW+AHga6uGh0AHqdUAAIC5vpoeY9MUPAlBDGn/uRwLPy2C4Nel3c9sNmHHH428qLfUfz1GwABAZei3iPOXB55B7vxo9Bj5MuKQGDmD6r+xU446MxfPEXZgDZ5Gt71/q7UdKdfD8S3Aa2kps6kDHfgUoggQL5IX5rMeHWQUYXC2y/uheO5uH8ReIhLrD18Y6kt3MPNKTTUDuXUzfuVEID1c0ADgKjwVVcTNFlFtsxzwir73E+6LtMHdx2Fgz/pGa9o5FmnpOPtAYARIGEAAgBXwDiELchxCFuDEwcACBZClkOAAQA4Vc8iJTZwR0EvabwqQOjngACAz82St99ANgwop+vHEgeCVqCQxydQDm8A5S3jKenn/dCecA+czAZQzi6a3DemQAY5yvd1rY1EfjgvpA07V4yEMIgjTAPPz05kaYloB3JHq6iYfT3cboDO0DT+olZPce36vyngACAAiAJQ/bYcrKUB1kKBkX+btujZpfokvf+QgKwhQEDLxK6ppPTlhTvB1hWAjkLmw/1tsY6rBScwMHg8jHjAvdeyiruKhB8HWjLvII/cdjiQZ+IInF+N2hwSpsuCkda1tana+j3FQxKXrXIbMhBW24xJBpttGZKP9cMhdl//5lICoomalGZzWEvGRqKuNI/n8B1kA2Hc/2sAzd04CUiD0gsO2nlCOHCTBlGaj6YTXmUaNKDD8I51PimaA34HDkdqOk6j3a8rciD/9bCM26yH/5/AeIKZmyOlJCRN27zma2CIrk1zlA1OiWCgfcDD/se+GT811MwBjk2ITs7gO73NZXczoMNZH/IhlCA19P7bI/FruiKZ6UkxvVPGcQpNlorBQ91o6YECq8pl2Bi6xEtOaTcOtTo3n2m7HnCFrb7qJCqGMHf3yXaM5KCIyw9ofo9DT3+suHZ99fAm32+x4Qyvvx6Ve6uv1QOnORXpOMr/gGdssa6IsaVMKARO6riFUNwgVVrvhpWwxv0lF4lTv3xrhZOF3/4+14rDFohNjZZb4BTsbVbWSbzWcF8uijtoB3nZ8dh/hlRjWP9p/YTM3Xn4JO05k2h/+I60CHskaTmod/734nD8J0WIr2+42w/bOYBCWX+ae61ZxPR/6oUCk3G/5t8FGjwXywjnvet1koRRSmNR6gckBUADDjvysV748OtHaNGvPBcBtEFiYw077wXBL7Ql4l2/vO9iHAxvZ9KZvyifGA1lVi+gCnneNkE3t99LjXrsm3/Nf4+T50nrACQNj9xOk2k4+lH5o2Vf45UVcwxzXnfcR9MPLr7N81Zp70UX2Jo0KINn3J7Qc9q0zPx4onqOBgS/oYfX/nO64Ym42i/zqef/b/++WbORKDoTD9MaaCO5A9Bdkn9/YRmMxloZJp4Q16yHT8gH8OSgbXTQsOf4AAQBR3/ZtTCYLUnkoB1u/bQRRFMS854NbHLVSkQAmo0jVcDov4jxJXOgKIg5JzqAsLx/aC4Rq3Y0s6Dfa//+hmGoZVb7woQrdkAA2PjLNZQtOl/2vhEdUMCveMIKM+t7b8AyZtM1f+8TXEA5ABIIILwEjWVBmDQZvDcx7sFG0OtwcHQMFvcBtHvzbksCkBoVZnxi/sVGKDVRM5rwmZAACACIkYl4kE579jHq4LQCprr2ZEojB6ofZfv9tlw4ANQZFdOO9YwDfDMY4ZKoZS3eGRBWwarR3I/Nt20Ofekw+FBioy9ggCjcRklpCVyp+U82J3oEtK9h//8wukti3uJ5UZ+XPH/xhTCcOqyDAb0lflzmdO+LQRWO5wABADlRQILAWwwAmbUI3uu9hfO+kSjXZOhiCuY9wrAxDmghDWQSO4h63+Fh6BcdC5K7eLqLNpCN8GYbPY3+1miojMAZGPa+C/CMr9erABuEePust6B9tQyArhF8AO7Qo5SD84YMoMQHgARwWWuKNDRjcAQQYACpoSAAQRPygA3iwAF0VwppUAAtgjAAEAKnnnr171pYeYOHKZF7CdIaLw1sTc6dgdKj1YrxNckPm0TFndMMdJ13Apgisph0wC3VhR+xi+bAWAsKXgOetkEC+IitgAFJMoaLa9+n84GGEU2rQphWNmqQGpFSNZjK1/gkkBlwxIUS6oBuCG+t92zGt2oXHnHetrVy73V0k51o+0stsKLcPRneTxa4ULZmFB/vbzv8uG8/il0ewlGG6QUTru+kWg0iL7gu0ADaByaq9w6za/XY42e0gj32eC63TgHZwD7cqAID6ljzzChwrD4YhN/5mAHW39WqxUBWnF8FH0CAERT5pFqKA0bmMgKLoPFTuAJJlcP9QWvLjW0bB3oQLpAUgkh4mD8RgUgFfRxxAQIBe/gD8DJJd84FJgPorAYF3LP9YXIUXK+44brtfmYAAgDP4UAMZa++BYYHMGfBVEzLLXbpJX0gg0wsfwcqF9Ye3bR1lZjExrgcYUrxxKewWAeGA5qdAyMNsgdYKGULE6FZ/7thKg2AmGgMKpWYWGQdeHYTpYkAGoKsqzEAA1cAJGKBK4EElNEHpBFwilHa9H/PP4NDk88j8973YPY8C+5K3vHVeeuQyhHKl6P88EjodkdX3reC+8CXeGu94DEeA4AgidVYB/kJ+4wE+HLlRrwCo2nNbRagNEHiZqjdhWy8IJ7bwl0myL/1XwBIUvAHtceUje26CvWnuT/02jTiFRoEitD64ktCkbDWpB3EmP0JO//+tMFp9pjC/NjGu3xdsaeDC00dP5NWg6+ckQMde66HtnFv7o12P/dh7khAql8tq93b9R+vzRsPouDaLey1TL2ct7b3pf/MDodyEUE4DSIlvtNsASB4IBZEzAGmT3ocIqZzFXgCHiDtjFeSoFlClvZTqBOPcAXWjutyHhMwN1QDgOIEEGoXX1iWtZrJIsUgINNGWBRfmO+RhXTgtJmGBNnZgKeNbDNg7HjyI15EDTaWYlQD0DZ7JEJ28cwACNisoU1JFWu5P5MJGm2e7XDADmhYAW044R1GsmoZ0FxuU4WuhDfqWqJPgXkMq5ED7VMBcdcgnBFKR54dm0wJRTgBRSmCgJHG6gPHAwAQS7koOSkgDhIcYwrygQLzRhACpE1EAfGyiHxj7wl+y7en4lAbHO4GY8CJzE/CgY5qrQRJMxGkUPUMX1Lv1pNAAtgyrjAnHjrVskLB9vgsV4DgzuvOTfsCYIsu4AWQcmUSEBrITIh9MBgkQDgAuO+wfKGNyykaJ5rB7tqQ5NYTc4qw2ZEW2gG64d1NMcvBv4uCr0+ZDGdJYi+PqOT0RWctWwbY2xu7/9FwZ6JbacFyeeWHxadlsDpAF0bNoIWfv0A3NC4Cgho+Ckq3n23rIQo7c7F3lJZMsRValZrhyVEQ6/gyErCB0dOWWPZr43lNWsITsnc55A8H2E5T2rKzrSxMMHJzEfSGUD2vaWBXEih1Ei0sP/ucy5A9sokNa0DyD2NvNlRbt1uGRgiwuRc0UNaA+p06pv+/a1TEdQOQsMv9/ZLZCZRE+hd//lZsbCAzHxTK/8/mkDahYEsrX/7nKnIEc7B5au9Wz2EcdCAFQSWpBvDIkrxCYRuBuMJt1nAfS3EJhJGrFge0FoCSYHBVjC2upDdEL/ucXkBHqA6Vjrf9qeTAYyXVVhmDBQOKBc3x18vH/oxxcHR75koUTmx/lo1cuqAnih3iKZMS9uHjZA1YCGgfKzMrO0MU3ZmPitJvyCBxB2hdWciJ2BegDg/IdKU3WBIJVAwABWGZxry2d5VV1iZkc04FFJnjKEPrJgLu44Myw9qYzB3zUS3wgcZN5YEtBflEEKC/X+mq4KyeWWpoTvSbHuDjbXekxN5G39NvmtDqgJWoEPjeeE3HE7ISLWwu8CHaLPCKhglfJIJM13JOMB/pgHXUbIQALoHAAeuOXi1rnvxqACaMEnA2y7bDsHGMO0EdK+c7bBgDWG/fg0A3C+kEViIXV//tUQHO5YEYCTS73Zw59T1fqAupI7FgIafaHQ8cgszx3RzMPi8iawPUVZdRRYbOWfGUS7jDs78F0X8umw8QxBwEPu/s54w90R2/9jxRUHUwYkASCAIPB5amYgSCt1WgACSxJGUahAWgx0tEjZgACAKHoGgPVXHpThsAA2ADQ4LjLgKvmk5qfcjFyqM9hfHuA39tp4YmpM8ry33EKg1Zpw/G5g1rjZBxF3UDYMhIwFfFCsXDAEWBdltfyYwiK0rjXpy/665qARZ0MUHREoPCVxzoPu88M4O8BLYY/vn0K0pTOIIcshIO8g3ipOnAV8BwXBylUO3+dYxgAfPDeX7rf+vmPgwWiAAEwsAQfLsXuvKzuNa5twSA9Jh6uKNv92D5A+E2Pghs/S8w924Sx1sdU2I+m2f9ZOZRMVrM+x/gIQdnnNwv8ZOhjEFIKs8A2/2My0ffLUGQT+u2tsMXCBlwtdgtabEPMxwYvxdWKIAs9Dik91EmDk1abFkCf5JrDbVBmLsu9AG6W6YNw8UU7B+VDZrvL5y12YAZs/RVyw8M+BgQDQgBKBGfRoPfMz3BuubTlvWION0IYEYAL/V7AHHzRBdYlMWFj84Vgu5wpID8JtGqAOQOw0UZPiUN/1CYDQg5bhNk/aR20z0QrlpkryMteZf32WiIYKecWAjR7fQ9aNfBYGo+EPSYJvjfcO2//AdP1vSrGrAYMqoz19Y+oY/s/l8PEY/SdP5IHpIskJz/AnHiVh+n4KKb9/teSMc3A6BSKStXgkMJHMhstA3ZVUGILLYASKP5T9BhPdFwD81RBrgGQNOrebW+oxEtdIpPxoygH/3FF+g1JCAEWHdHaFZSQO0FfKCvPaHlFiI3RICOjvzQAKgEsLmgL0OvT4Q1NNfZ8IgPoJd8g/0MDVmdFGMm98adp5DAyY4fpgxDpo8FFUVF2cRcL7fqzUDD6YFYSLzK78ndbOtCrsbCXzdZ16ZqygW69VkYEWDPsjUScSDV1Jg+Rh4h/BAViGugct0OX+jMBDCRIX+viH6YII28Q57x+XZTmIbyWFxX9h5SO+Xt/JoFhLQKS6ry4uPjMRcH42FX4uspxqBpmBwERiK8GD2eMHAx78d0ghTsCCy0fYzxWXxclB5TIAdLBLJhQzvRyx2YwDGTi3+Sr0ypAxBNcPNT0eJsz4Wowky3FOzuOeq7b1zmNwd1nFBQR0vm7uvi8ZEpRXJ+Q2Bs27Fg7Ln/bWbKzIEhBDIDeu9chPgsLsjpvllmhHOaQEOVvBrY4nw/8/+501cNrHyBaZqxrbKCEmso9oU6UXRu9XGovn+jISNgAntbFkGeRQYgez4yxmAfdkTIBuQOSUMov/4Kpk8XPrLQNQZ8lAmCX+WlJSJsiEc76RMShRaSVi1u+JONMauLMlVxZk9xVSI2BDOTgECfKUyEPD1MdPwG4zqt772K4ceojjufBiAYF2W4wFoEStgAscmthWuNBAR8hrG7VSYGVIDOeXRayxdikc1e1UmK8ogvhIEyC9vPqEjvkchWKCcgA3DZHgLZA7zgSeuynDQgziVODj2SjAO6BGGtg1ve5A94HzHECb+BjiSC/W9+nQtP4k31eh1bcB1/RpqM2kDB/sbcdpxQvBGm7vMvnDPznxbnuI59npRj/0mXSZaIFE8U0WoaHjrb+/r0UQxOg5Xfz5+C12wL2G6/tuvthQuOWZXuwVB8xZS9/f5twOLy8SYmEX9+EBSDgAVPAH8uE38QLzoZ3fARG717/fUB7BauKN9u7BcgfCbGxJGziGcaff3v+lWU7o95IwV/RfMfXft/sAMFSMxP6yBptoNTaxnQIxFFLlFIAOmkAwfJoINHxD7FRNdeADfCAIM2It2YIEpQF2WdmB79dW/86sezMDBgiv7FFrtJA7IIJHLirbBcNgBqYYqZtmZ4jSCIzPNUjaayDyrJl6Ni7CjsG4Ljy1EDlDUO0PyjEDqkBpFpuC8XEz+G9Y2vpTjEpg14BUYBgMR4MdbaY/5ZaD6iBi7JAJyeD8OzdfwynTnQFU2SFVNntVw5us6LzAKMKJSdZi+lj6BE6B/tYURgYsoOMPBfClzDQSbrnz1wyB1A6nJlvriqiKEh++fbztedOQfxmCe/hQ4HfYR8cBmOAZTAxB4N4f1dLBNVhHeelCawbDJUiMUkFnXsDolESy6KOhw+LBdlpfnfrW0Qwg+m/WT3wATwXdYI2EA0uJ/Tg7R4dh/v44FYSN7GHXmkMqMm2Vplgha48QDgN3UPUksBuGUfvH5rh2wA3ht+BmxwPgFownTT8DMgW38wVhp47PNxLvCW7Ml2C6FrDqqefVvOGSTMHIGUak//6qTLB+vH3ol/a3CsdmP3EiRCZgEHD/idU6teAj2gCuDdeCL9xIUgBpCM7zU9DFtDlhAfiTAWOLYQ+n+/3c0IUs8fbRqom0zBapoGT7mKKp/+kEmDD5CBQwU0DT82I64yIka0J40iOtfnlw9hxgUKmtLVhkGq72SPAYOIkYRQUlcttN9uNgWcBSA20G8jBlT26IL0EDQHKE0MieH8dpI/S5RmjAzRwBHAabOL3pLUD1/WIzBOPhcodA//j7RlX1nSjzCBNJNUB+hpnHUzBgv7bq+CwvmrYh4JTx9hsGL9gxxyhKLHLCadoJBisCiBwsv7WnwwfC1ZytH42CRa1rJ7RDPeL8K7Oh0SU0AHu2DcRAGUOmoL0AlQM2EP9FwcUpag7byEmDkCj1fRWhVSgwlQum0hW5QoM9AMhnL86ODpAb2lkyFEwF0YbKCzOJAmVBBV7F0YB2gEKCVFz/d0OxPacwX2oJY1cME+jSNQF78Y2ocO2mM6sPLPAZnVk9EFwA/hWoD9RGYChARozWjMWkwN0AI4JhY/qGL5VZuoHP9tHqByvSb9WGPOxW++6QVBUNkjvtfT0IKFbayxUEzb+z5TT3xNdzjNiWPjCz+XzdDL9T2Jvml/pH8kQQqHLTsyPvZ/6t3jgxBAC/3it7b376IEKQQaXg6d2PLH/91yBydzBWwl/7Q9pZ2Gz3Clp1sr3Z2DsePT8fHgbCWdTXykn3vxvW9uxAJIOAATCgAry+EavPKmOjNfxwdEweC92xC9ngbcDnCTlxIr4GJvux0FB2uoes+1A92QNZ+srAA7BN/aijzK/mdZ7tTmkAgyp+2L+HlJQr8SezBGlBgBH8pif+dB3wMwAQQkAgAVRVi9RQPMXh6ItA4dUBJhNERRs+xpR/iRTQRdZ4ux/xqgExuF8A/+5JmKLQI8joAAQCBxOgnFsXcdVUQC3BcF8JSOUnP4ljBBHqlAAg5IWt//6gOCggRAIUaIYomxrBCSeW+Fb4Wj9FEBUN3lVVZ6skhzuia0wCX/9iOkQZg4JHQH/dhSg/WBnGh8jzj4siFt27WjNOSgBy4vV6HjbwvZkbMxXgq15esBVcHTaQHWzIN2Da4xpoBJBfugMuh8ZEFqFc48kR+xhus0KcGAIUOnQJGW6Ba3+N9CnxfFkCgDpV+ti8aAE8E7H9H2/5tg2AqqPNKNiGjf/O3gx9cOm8kY2cBG2vIxc/fxhy8HAqKYYeA6z+eG7TJAAScxQAdYNV8Czz4HmIauf8Fij5aDlmfaLxGSy20FItKQWBCrvLO2XBpHsAhpsZ/CArKNFHcsnB6S0VlXQhnDZ0SG/IwRnim4Y893j849jsQ8ID8E4RGXm5TepaWUPRyBDrxeq9GNiY/jD/WEgtHHvMoY79L7BZEyAkexginyb539w1cmyP7Wx89fALU4PG8gvvkRMGbFtqYVuAFYB9GHjqH53DWydGJEaii/lazpMDOZQb0j41qroVFGMCjeQPuf2m7fOOo2KKi02XaaSKU0B3fCG9xAQDIxoUWiihKa3+N1swO1mE9DFp/oOlgd8o5Fe+mzBonOOxYrCUaRIiAO/tdW0RAyizxUtCtdSLfWmmD3ADcBIi+bqH0qkPD/1hVc50H7Iwf/Po+BYragpBtEszEdi4tWBaZvDX1f8Wkn4IwZCgKJ0aKp0Y5jCBqbg7a5dwEwQJ+jTfKi9K4hI7en4SWw/T9exjYBDCZx//kxbzc6fboRQgb7lgvVrLJAJ1EsR+49jdMH8ADKAWyWP9TsehUehXf/qqY+AHwMlyiHonRAwIegI4+17MuYc+7nzxcaACAf4KqIQFkampIUNrQuACAPIhYv6hkQdmxbh/wwWZ4TJq1tXC0jc3N8heycHor6pBsPDLzSt/Yf25+p5Br0tN78E9bN1vD29EFOLL9Urb0zDt8GM7fuv09PowBHYyDL2n/sv5bVIHk7q//eeCIX87Xwn/fQGlZOZxSLYS0BEbu2v//LbOVgv6Lsva27wHIl6AAEAMCzdmDvg0GgBoAEL4Am4ikyo15EXloB57EbwfMOBTD/hjZ9hQBhEHqUhi8gLKmgb5i9/AaZVGviThHwjp0BAMCWLAWALeroZ5X63SLYfRZib0Erg9JlA0A1dytvgOlNSbWyV1vvOw7/iTQY4um9tg2H9E48Q5WClKM++Zn78jBFOoB8NU1Pi4QPTVLAKldwL7FISgBRTgJzgFDgcEX6A9dPonSu95SdgZlPoc2Wy+7UIlr5S09IjCNBpywm1zmheWOjQNAdYTNb0X1/ZmESK2q9qgbZA5TxmAu1DDMmgNI86QHtK2dB3TXf/2p9nhG776P0ahH2uqr0vqWAY7OG26cySDrcd8BuhMoAmAJHyBS/xCTaKb97FyDjo7EVH/nPGVM12hC4EAzEOwPeqnC7NsBrXTQWpOD6Qfo0AoahNBd2yOgsmy+BJabjz3uOgcvcJoH2AklstMAKUqg9ecDGlzY7yojSDUCSL6gX2DIESgCeAu6oRyFFmXGlbZd4UK+GVCtcihKp6XQIlXnimXJOBZOiRw7WzBtJSkAi4Zb397HiGvq95D/1u926d13ZvEGA0qF9GDtDxxOHCFdncaGGyELdIevSFgpmerW+E2NdcbiOYC4aKvG41HlfG2DPZFHC9X72OtAO6UsCUpPU6Ie9CX8LL35ORUJOD1DqrcFLaNgoBqJ1SnoHA+U7B1W/vb+QQoNGADgHRNaeH7ctwLeWCMyZcNh/wSHrRktHmp7FDy+mi3EusbPcMoGFQ+P+RLi1zpLoDq9zgpDg0xrmmX2IYfZvofgTiLNdiAHx0KxU8bhvjAiBMNOaC2xYyOOPm3R16YkHRkSepdbuUIWr8154wsEWwt4lVx1JkJPjPiQAAgDYAHdQD2Q16GG3mQJqWGHUU8LQRiTIvGMW4BcUhBlmhMz5oIP0Gh2bzzX8JraIisYh6IlAKtbzw29foqo9YLOm0ptUdsoIUZUS02NHy+gBrQkkLGRwE/IHr0I9DEBZy/O/N3fXlutAEAKn8HaXTYMTUjWlR7KBOAIDyZLW6j5BxM9h96VsB9Wg3k+SownI+QATYdtt5hxX5UvMArK3QVqzKQIeSgWrNGy0AC7OBhZUJkhytA9n2Q7wE/4mu2kKXz6PkDa/u5DzI+H4NfIr02SDqEnDnkT7HnMWYTgDPG4hIYa6STLXrX1odP3R8/ssEZ7Wqxo2COOMlabNLZf4MpAZ6hEvvX/kUvb6pJ5f//7Wbr5PbVeq3e3/9l06zFpJlSmL12wMmYUWYBr9iwivaccG0D2rPejAuh1tjSAopAUNuSbae+zz5ZAVdE1GTddjk1wx+DZRuWCmj+zaur4hIqAocAwAMky+aouCXzAKY9V1UFCAKrEOTgO1DxTBd1kmA7Vzt3NHgAAuCBXG7A+IV99/J27k0OHQl96QZiUynb2YReZAECha6D1mUCqQXBosNQE8GR3JwMMBdyAQejUYASS+gK7qbIKK9lfH3BxzsAnj8cFYnd4xPY8O7foyCRgVs+Pun/bLrMgi2mRU5raCtNtqn+8mGb/GCtLBjSUYA/XUTqHZweWr59u+CcJlE5Awu2ZsKQ5S9Q2DLzoZ0wc0wFCoSCjoHwBd0u2e7hxe1KYEx4oghTq4NZH0YAEwNYC5CqeA+qniaxHtiBasraaC85MktA1qh2FA8lTXXEgx3us/BzSH1UY4DjMmP09AAQgZgOsMD2q7Q1C+hYAhstJAMpNIOR9xowd/95cd5gVdLfBpyEsZCbd3umwlpDjQ5gJ2mgXgYWeRBOGTNfhiVaNtT2OOtbnkShvvhAeChw8i4uVSXV1hevlURHNKajiIoqHXu1Snz0JP91Ez7m04vrAiDCAaYN5/rUotFDjriStCcCw183gijIaA9tIooKtiokTliUA2aMTZskE88LJeCgdwZdlYcLGRSIsVBM3Zgt3ck7/8iRbhV8d+i3veShk7RS79zUyZrGmLwQ27LCWxP+8hdVcHg7590xUVouzuAGBuvBG197SPB88oYGTgpdjiVSVcvaBqHbYKYgGSGnYFxxFvKhgiqrm55h7MLK+FENaCsheDvSLVTNUcQAl7NtMwLtj5/L6w6CRci/q397lumhpardwMBJINbI3ux9Grt0U8aLe3TUnqdLzDFmJJ3v0AS0SpXpPA5uzrjf8c6yUoDCfdYpPis5VBJwmAKu4qPb7+hY3P9RqLJlOeiB+wGGQ+sDvuCjZwKpmoTnN2VqmQMIwd6JTLPbGMRw+yMDNnIE00tnd5VmLHkgRefgLUFQ2cJlqkiC2gQDdplwDQGTpyjIAv2a//Q9YpzL2C4wtsxRhPQYKCyxtYWrlkHdX+JIwJk+Gse/P3xfA+vHV55wk4aWwtf0dfeuH+Ab2HeXJcP4KLQHUq/kjAY0/ffjWBKOyaADAZsSM+Rq3SAe21926GUfznfe4BROOplqq380D5hj/asDngCEB61lmXbtMAY0TTF/osQpRnrARS1KDif/wjtXqSZYAFwHI4fajTiHMoBNGwzCnf9hhL8CkhMfXi/6s0iABgwL/urMFg03DgAok8HG0GsZgwGKiHHB3AFKYdSsFOHyPvl9a9sN/QJv7r3enEI3759FqvyC1NQHy7S5H+44Xt0900hCNAYABgRNqh3UyzmpkN9L35O82R7iwfDXYB8rX/DNHxwU9Eg4XancAxoQfAg3YpwCddx7yD2jgdkEq+9EPBn2nV5syP6uP9wlTzt4kbQ1YMoIgeVBH392JpEvhZtnX9Fs4jCCVSujYLsw3Audi63pQ0Ny36/rNPQEQObmnP5TROQKDoMH82/4L5f2XMtLXI11lm4/j5mTlICg22/r/+DeLKuDUY/VAV9WVVAIE3IuNLj+nYq8jHwML2Bnx/nKm5qSjjP5NMAEPUV+EUDpuwARbzANzGUAAnQLBEZ88B0aEnKUMNqMWxXuWAB1glO/paB8eMA6kdIEDDze6oAZV0BiV5zb785x0h55kerTg6GBgFSNvjrbWCIbBDzJA/HP93AxDD3r4p5nAuALdQEEtLwZ7OAwQ2Me7JvALcNf/4OzYaKG/EiBB3GQGZ+2XjdMSCRkrxDTD1ONc/k80bRXCqfgEIQgEUEUR3PBwYDfg/wLOziExkqiK2vopv+cAeEkffCteNwJuydHcbpMGtHIl3kb9ccmwTs4Am7/B8CC0sUwJtNjrVQRfNGOlgu04N7xQP6ksXYYEG0x0RO1JLlszAc/qsKHEdsJzZ8/8oPcDAAE6vzbBjFlZLgA+pahAFTKirirkwxuV1v9RNva8Ax1MkNagywP9fAFyDIdF1KZPDxx92nww7LTnOHupsmyCmjCBAmkM0PO7znwd3O2oxWXssmBLvLmAADWP/99t2Xu1W9VfIFif/bqws0DuZQiD9dJX7pwdXPSz61GUWEQwxVR75vL94iGAwAOMzPhaqhtPQ/xPweuPggVZcdub2NmG3AM/ruMqFMhm0IByUAtDkWCAo9hxkuj6wEWBwFAFInLJhdYEL/R0WMhA4SAbPSBxl3c/id9n+H5sd2C1AT3W3Yi+BZA3+c8BNt4MwOBgABAMUAAtVD6QAINj5YAIJOP6DxUQ6hrKgrFoZXmkRdZLodRLCoINIAARi4RUJx/b8wW2Asb06csQs7F8vAlJgDw3ZS4zIMgAy2GisNRYhdrAI85ZqyEthAiR7EIHkjgUfAJYlKpfkti9qxSDWufj3+nrMQETKc9RE0kZhEoxBcIFRHgjCYKMFyBePU2eHW8DgJGgMWHF4kuEgUneBpTrdRtxoygQRX/AV0njipkC5mkn4VpXQLYiXW3T0MhjS9xWpPhuGu1IwiBMX/J1NtwjTihLJjR15j3WtZtkOEZ3RQeVuHUp1oBi0KfrGnFCUwAH4UmTxwIOZ5shRzopAyLnwEvg6Cul16HeJJPZJ88NykS1reH38ePhh1nHSQea3bBZ8miD8yjlvCpbakJtCXQNhRF4/pUsKF7EDEot4wR0eWCj81g0yQQejmRlJxOCWirbb/j345lpTVZgEwk2AGddr1EERUlEG+WVBCzo9NgEqQHWSgPvuMCj8dBiuYOF3GZ7tanowiA021h03EHMal8KjdXsQw49YL11qZmrJjToKN/KnJI1ngNVZwaMWV5l9axVQP4/EThDd+SXbQxSxok2KqSeisdqUEr4uTBuHQAGhDg63J8jNI4BdUmosI+3WSCP4+L5FgeHX5WA8UFInUErWkGljTF7DSJMbR4WJW/B0hWN8EgE9u4deCpNvlI6zDIHHQz3fKYf0QabTDpOtXW6A2TS/+IQ/0pqzTEH6kh2jNCePCVYD4ECR0qqqC1qKFQsGkTAIzx43cmHHFOEHYc3CqFeI9GX+CID67hqxLR1EdQh95rer0oABGAJwJko3Jwe1yaiq5tImKWWkdr1URBYjgbWwdKb1FE7hYOvQ4rHbnXoy+4l54JmXn6/AF7AEeuh2ASsAWDluKpXgWYDHIUuvU+OmgnC73pLznslranapAA8Ulx1PRSjBIDYHUlABlvYO3U26gn3oPz+9ir0DYaGaBgSDwOIQtyHEELcNr3yB9RswQfssQMiMlyEPhB+fUph03wXPiOHX4cuSff9YUywFRAadf8mOlLU5yzzX/LILOOfHwSVADbXZO0fmFVOdQcQVVIcSX4HgZOjoiifX4eBzLS7TX+XbSsHTriA5B0HmtM6/XkWgQykkHqr4w4VeEQFeiwi4wSvgthOXI9j+xafQQJVp331NWQhxLORaQyf6Dt6DpAvC+6XTT/t2THxY3I+O0rrENr+OT+vqvZCHqoJKo0mNHpbUYsxB6SLFgkqoPkcQiiy7hmFi2UkOhAT3vAQLMnQdFcMBJfg8c4KHCTtjl6e1/+gYgTHvNMOujLwVdL+r2fTksBTHQal4zdoXjgJKG+FWQXCNbkXwGEjPvHoFYhotJ00L+d/cTtAhR8dQW7uJ+BCTCbn5RV0/6fSYYGtrOCGQH9pY83/gyqKoBi/8ikbJpyiiwiucHfEVdeJWJs9B4mlUF0gSwp/AnEILGJKI7/tf/cJACx+yDsjVU2aVk1gto9Mh80VQOypKUzmQfC8EnerG8gvK5MtxgOvCx9rahYU9RILdGUwQ8cFfeQe26L9P/+K4AuzR8f5rrfjOUp120xFOSeWSbdB1seijtAawAOh+yHg/2B8qhG6gCVxILT5sqL//8F3BYsms5JJgy6qkFejW+rW5Hy8EoHliwkwn58DVTCx5ceYkjwXxqolQXZwi4CTunzmq///m+AP1ia15gzojU11edjQRdI9EzdV1Je7XRhOU4ipYSHSzAyp0BJkGqlqg1NY6DFh1DwB094po4y89Fumn/6zxCwOuy7K4Kw1N26ZMIP6U4FoOvLmVr8Udyq8a216nmiA4De55DXr+brZU8VAxKUSYG8RLqh23//+wYX7s2PufyDUiaFlK2jISOb8qaGqnkAfYoLfQ0Ykn46VR0mIaWLB/DsyB44iow8/pp4Oh8hB//jbCkpgELuThb316CAGwwCyDoRoaeMPmTj+PVhmtn5/otOrqAqitkiKrseAAID3xQABH1wwABAHoAAgDRAADAAOhAA6FgBl11iTp53w8f/RrO9QuovSc2/T75BagSp2SUJV6HyvtttQ4azs/gHkhs/aCe+d8VxD/1y5da+ry+f2li8zABti1YHLZG629+j0LuagI7SQ8VO+eJ+b/oLC633K9JHv+scJnJCmjSPf9srFkTsxrzvO7ZNh8cyGYtjlf/v8xkxm3cRv3j9DrVW6dcasSUnBrohcu3TyEM6jf9IGPtVxeTpJL00wuo36xIb+adrtBaXtvwaN3/fTV/6uiIeSf/y0F6CQVxG//0GqSvxxr3GjL/Rfa+M1XM2dOX5yl/58X2XVhML227jun/oNZfeflC38pT8qdRX5rNXf161iSO5zARXHsbxVLT9hMKQ9//Q7GHrpH9qjskPVSiqxKGb65fidD732AR0ReSqLSL26ad13Hv+s8CfjKDUeYr2Vojv8Ri98/DHWesYlYGR+fr/fL+gkF/374LOcUBgriGNbEHS1LeiGWAQydRawdm0YPClGLtQvjwBoDBCZwhRkBm4BYQVwue+2AbOyD3gAAAAAgkwAAABVGHgICvfWq4Y8AwWiPGFwNLQCit0BAEKsgIBCIJwAKbRJjfoRHepYAzbiji+k+wAKyZtCaKVWanEAI/wg0tlPl1ZP1r6uZjakTAB6z4Zp6p2mlSjLqmmP7v/5/Ak/BBGZU8zQmr78dhAAHQABAS4EBAAGAABAP8P1xlNAqDPa4Al/k5/rwFQER8lmCke1qyPTBwHcx4BD/Az7ADgEV0FGi0O1NhUwDNCmCxjyDLfCjiY20HWiwqtL6bhAACAMAAIBYAYC4QAAgCgACAEAEggAaQ2hBy++0ArHUVeLMFHtEjFRB62qNKfcpEJg7FUgoeV8AG6Ja4jt+0AqFOiYSJLOUYB82grIh5POezG4Za78kYU76sfVgI6eVpvVr6vG9ejuvfXVdTUR1TiM66lwgu1dYJOuF9e77Nj/r0R1nPrTr1d9YperTdek6xfWKfrV9cvrlJ1yqAAAAACCTAAAAFUYeBAL99T3wxwBj26xK8oFgOyssAA7A3AAPggADQAAgJiw8EAAZAAEBIUH8ADxSlLrIAEUBps/4mAAOeAACBTQzxgAs4QnloA6wKML+NQADcAAECaRniT/B8KwxAMFZgXeKILBqz7moBUwvV9hIeIBg18cKPUDT/rGtrPYCYWKfiHf9YKp571r6vXVyXr2ZqLip0u1+cBkV++ewKN0d42ivxwNDcvz5B56foKHWp0bz7TdjzhC1t+QFFcUiHf3yXaM5KAQABEAYAEBkIACAFABIWAnJjWBnx43Yo9c1AAHsABwCpjYf4ExoSUO6eGaE3TmkAA7wAIATIbD/pGAghELfNv9A21LcbGPYRBUcOksVxxeZMJ4Ef11f6vEdcr6tfV43r0d1766hbrqXrtXWCTrhfXr69EdZz619XfWKXq0q5CyhgO/r0nWL6xT9avrl9cpOuVQAAAAAIJMAAAATJh4GAv2T/Fg2BODoMQLGjsIKaj4EeETZ6MAPFXS3aBo9CFmPgAFcvAAGeCAAgACBC8AGBAAEQABAaKABOABzFwqkO1orQdQogAA9QABApl4AHYeCL9/MF5DSBEAAHYAAIE0uT6sGDLDc54Tbl/MgQrSCfd6Mn+mpF1r6vXVyUwCg+wtEZcgJjT88ItDttrIwQ4UeoAQ9W2rwhPy3YEDu9zWV3PdpNKtM1MIEAEAAoLhQABAZAAECEAcAsobCoOWsvRIUTkAAGgAKAdLDwF3icRJ6kFYcASUIAANgAwBcsv9yeBcX4Z9PDd2u4C1gBHSoxsgef8QLyE63P++r/V4jrlfVr6vG9ejuvfXULddS9dq6wSdcL69fXojrOfWvq76xS9Wm69J1i+sU/Wr65fXKTrlUAAAAACCTAAAAE9YeCAL9E/8HzDHgFBZI5hIgSqnHA97iiGc9FgtAwGkgcAwuABjkRhrUMhX02sjYToOh7H/YAGQTMhJFOpG0k0YscijJct/0n+CThjOCnwIDGaG/gHtX1/+Ff1lXWvq9dXJEBePjYAJ7aQNZUfY0IGK0AdiVZikIPCMRswDS/AA423opM2nMTuWMEcJ+o94AM0IrCqXSSBL/G4evOfOwz8twfwgADgAIEDwQAB0AHGjsgYEXgErVfI/rC2NRqiTWCUiCRkPQ5DFT7MUiKCRkP9ILAZuADH8KIfqjQkFmCmiPp8FbFaRSsD2fdm82Zn+k8v3DPuOoW1OmD3p3zvD1+PiKw/n5WX99X+rxHXK+rX1eN69Hde+uoW66l67V1gk64X16+vRHWc+tfV31il6tN16TrF9Yp+tX1y+uUnXKoAAAACCTAAAAGWYeCgL9c/XMFvrrKutfV66uXwv4AKtCbFC+4glIINU6DsdLwgRHwArTaJx64VL/gABAF1wQAAgEABQJEAgABADAEBRuABuisx9jYrkGgxZnDmKGgn/7aABo3yKMPsxB0ibOHW8cGN9tJ4WH4eAihccH4D9zrELpDf4626ANtt6SZwanG6IwMx/NRZKfNnt3hwgKWCAKmyrTDx5Z/e4sQ7IYEY1sCiQDAVJJEOBf80FTW/3tjgWMUvOHapUiyYr69ntji9X+ryE/MD7w1AsIux4eloBMf+XagAD7A9H7VRh131c/UQetDoIAAQGQACAeMBAACA0AAcBQ3AmxochgulpEmAivwGgHiJ0jHKHFRaHJ4ZBp+GdeAAIAN1AJCsSMDpHV2y6aAH9kjgXYtHr/9r5OAAEAhADTgVMSeCAAEAwAEBhwIAAQDwAcHn8FCpUYKWU0GBD/gf9POCdRCKJIBoy/4P765X1a+rxvXo7r311C3XUvXausEnXC+vX16I6zn1r6u+sUvVpuvSdYvrFP1q+uX1yk65VAAAAAIJMAAAAWBh4MAvydZV1r6vXVy+HOO5NGsineQEbKHIYybq/1eQn4QD+gfDfAd78AEIPoxx0EPWsc1gRFgdPADwYViLaUttDCgjvoEsAEbTjBHIcdwCIbTPBapyktSlgtUEAAIEAAAghgGgHggABAbAAEDIAgAiABvJbNkLKownENWz0AADKZwEU8AT16kfQzHHtzjgAGRfIkz0WRKUYc0PkAAfCoBUsAZ16mW4uodTXnPC2AX+kkwAObeqsbegzGtsb894cGAkBABLAyyMS8joLzWP+/sBKiCQgmIUGBhDR0x2cT2Nf9+vM/GVSnUpz31yvq19X+FcYHrbbvq/LTND/CAAJgAQsCggACAAKQDcI1wxLYE2eI+uFiRx06+mhGAokDDwy7EfCjstveuHGZAImNyAP4DyYYYzr0d1766hbrqXrtXWCTrhfXr69EdZz619XfWKXq03XpOsX1in61fXL65SdcqgAAAAAgkwAAABUGHg4C/J1lXWvq9dXL57H+iN1f6vJw3lCcAD4i+LrGU/jIqqAHHrvvPeygJW9Wf+TrlfVr6vk9SsHgZCQMxsPIuEK02cjHXWyHSxjIExaBcx2BkA2BSLwp6bph3fPujwK2l1QZOdgeBmEA7mCABADgwADQQAQAgJABmhYC6EAcRc2Kr5AfhRiIgcfMZWH86wAGAC3IBNnsrbAxReVd/DBqTA8rgIfwce9IDodcvUIKkKKT+p9cAIATKAQX+tSgIwMgpDgC0F8K6p8QyW18++IiQbOKWGxSLrgwaauIxxwAc/GPGLUeUN7wd/d+//77wgAIAGYBQQAgBUgnTNjI6CykbAaTrRmOr7mECqECj/g/0iiGiiQo6we8tJFJTMGB7Fvv+D/16O699dQt11L12rrBJ1wvr19eiOs59a+rvrFL1abr0nWL6xT9avrl9cpOuVQAAAAAIJMAAAARhh4QAvydZV1r6vXVyJ6v9XiOuV9Wvq/w/nb1BFst8feQVw6BcaB40CFmKEGttAN4G5NJANx8LMEH79sH/y4wAZIOSQ33oYQNEOc83gvP00DHd15IR45j3VIH3pBwgFxCAB4aAxRIS2BAtUh54cFQc8s8HyuJrYAHb/kF1BB/5nYrotN69FE8E4LQSsEiBIgrAXu/DDfqOACNRaTS7NShRDh4LAAOSTVh4Q7gEjOZ2CoGAAEDKAACAsBwABAn4AAgGgfGYbBn6a0FD/faRIzEwdeiOlgk/8H+LJCUKyiFB4t32m2RGYCJgVQSMv/B+Tr311C3XUvXausEnXC+vX16I6zn1r6u+sUvVpuvSdYvrFP1q+uX1yk65VAAAAAgkwAAABHGHhIC/J1lXWvq9dXInq/1eI65X1a+rxvXoowfyl94Cp4GlrNS565wDD4mDoIL1HA6A6QDDcc4+kJGtUGFdbFBN6TQYJ9JTwGxO8o8EAAQoAAgAwEAOADaAKgLgQrOaaeCccYGNqfXvIFTAAEAoAJcE2fU68AAQCAC5GiywAsCwd9+rPDgVBSLxVng46AAEAMA+Qiz6dQABAHA2zh3BOvfXUxPaCoCHWwrKHgwKBo1cG+3HLBkFBiPI+dqgF3ce4j//nBJJnNsJn6CAIBlBQSAA6B+osdc0cEE1WEbLN4JI8Hm/g/xthargrqeGH9dUg/dwlX4Pwh11L12rrBJ1wvr19eiOs59a+rvrFL1abr0nWL6xT9avrl9cpOuVQAAAAAgkwAAABSmHhQC/J1lXWvq9dXInq/1eI65X1a+rxvXorhjxo9UHlXKJhzKRvtkpOvfXUxgglIBp8bALA92QIaI5Dl11EQ8wmaDUa28Ajulx+/zTzD4o3EYeMAI/lMT/QGQ4eBAAFBABNwgAEoAE8AfBLZOKO7wXH/tqdo0YurDjkGN+N54MALTUggOpI7/eAt7mWjiMVJANO10OT28LgjSC34AqkEvISPeIhGFfkq7KpoB4BAhOPCEwiBEhlBzo6HlxzwPf5gYhhukmF5jOWT9vBFUgiiuhDQ8UT8KgffCsNHWcJWnj72t/ZwfuceO3QAsWxiICQpOOzN/tMAau15rj+T2BV/DMB/diFHpXgACo2vSKu/XQCoAEIFVeWexMSz+9/9xmbjXnf6GTrqXrtXWCTrhfXr69EdZz619XfWKXq03XpOsX1in61fXL65SdcqgAAAAIJMAAAAQdh4WAvydZV1r6vXVyJ6v9XiOuV9Wvq8b16K6sSde+upuut1rlFPEgSQvz+1ADEAo58FwcufKzUsEBKO4ISBHgFJULPQds+bBA6DvQF3zD0ApxXQYTzvSeJB7sWIB4FoacCUGrVVg5PoKYArCYWaJKA/gorgE5wDhwOCWiAgWLoCEhvzk+SCF56C7xcBK3/PBZhKZS7yddS9dsn7B/4ap9E48AfVsK+DoKd90GK0EKNQesVa9sV/zvwpOHEK5n/O/J8CD+GbU21XK1HDZQtnFgjAf12YrOTsEaQI24afKZT3/rzqaHfXX/J1wvr19eiOs59a+rvrFL1abr0nWL6xT9avrl9cpOuVQAAAAIJMAAAAWdh4YAvydZV1r6vXVyJ6v9XiOuV9Wvq8b16K6sSde+upuuvrlF8N2OG6eY/uOCczqY6NDJ11L12yfs+KBEF4+KfAUvyeFba0vKP6sFAqGkOdJrQEAAIAwA4EnggABADAMCjMAJPQz5nqINzGjDYYk4AJ/v0AZhESu2jQcIW7KlfPAO2/Se+UHyh+AYX0p8IaMdVrKpC+sHJHGMMF1COzhKwHto1YAh/YxAMTxC8+As6u2EAAIFYAAgKgAEAKBAACBUAAICAAGgbA9bMgBHBVsC/V9IXQdBJllmHAZTzk40fAc5JgNgnJFdr6ZziewuiCTgMTNbWmfE64X16+Gtr8JuC6cBqCTjF0KhCw4DInZGjF3aH4VurIZyHMOx0fCAAEBQAAwGDQQAAgIgAOBIqwCIumpADhtT2JUiiJER/sEGSmIAAICY2p49+zzNmY/z9Zz619XfWKXq03XpOsX1in61fXL65SdcqgAAAAAIJMAAAAS1h4aAvydZV1r6vXVyJ6v9XiOuV9Wvq8b16K6sSde+upuuvrlF9ZSddS9dvn7P8gQB8MeOmzIrTt5MdQAyl07Q2UxAGX67AJ1wvr1884kGAr7D3gj6abzax1LcJh+Aq+WrZn1AP39bA34FXnyt4W/2cVtsF/lwgADzAACAyAAIGAQAAgBnAAEAIAAQCwKxSDE14zLDr1CQBK5sA3gac7cAqMv0DNRAnjzumPM4kVOlDxrVwFEdhHQQThdh6hsBoxeB8BhftwEsjpgiwUZt1p9pC9Vj+IFGC+T+8LfgV7XHe/CAAMgUFHAgACwIHmQTobjJhB7DSi/SIH0w964R9wLN4FIRIKq/MaYWfpmCy8SMee4SEW83Wc+tfV31il6tN16TrF9Yp+tX1y+uUnXKoAAAAAgkwAAABdWHhwC/J1lXWvq9dXInq/1eI65X1a+rxvXorqxJ1766m66+uUX1lJ11L12+uz56/pkBpOuF9evnv+j/PrKFIAL0vfFbWjwN6BgGEZWfE8k/wIIbAisGHGVRDLWhlThwIAAQGgAKCwkEAAIDIAIGDoAeQcekKMaX/z9WWg0frAKoAwbqvbA0dUAFjBUkOw5V3/P3hUxKb64OMBB9uqgHCyiT9SvDcLvYD2lQ++jowgABAJACggwEAAIAQBg0rgRaBcrhVJgSiVCweBKYeIgRKJOcEBM8vWc+tfV31iongQEBv9BWARN6Y4i4ZYDfkih3vJEKx6GkF65vw5Icq8ElBAAFQAMeBQQABYACmAWAqAjEyaKJI9p0FG4DADKv8/w4BHdBQt/3adg98AoBtk/P+TzL7BhA3PkG4q4JeLt0ab5LCK8vIaQ8IAIzmBAAitbw2P3INk8FIEnAw/CQknUXa0f990MOurTdek6xfWKfrV9cvrlJ1yqAAAAACCTAAAAFlYeHgL8nWVda+r11cier/V4jrlfVr6vG9eiurEnXvrqbrr65RfWUnXUvXb67JeuF9elJ/4EESeEJEwi2tgIAOAyaFFgXNYAbn/CEnnSf4P2CA4YsGIZ3A61LFHnZV6HmEAAIFQAHAFigQAAgRgAQAw/hkEDW8FGx7wQAOLgUAPtPMMZAtMCCod4Fge0lDADMgd4b8a0wgACoKUUEAAQCEl4CkQqPon7ABUAssHgSxsqddFAMkMJv3k6zn1r6u+sVc/TOJ93fHIkqtfHvsPQI8hlJDhgC4ev8cqwABABBJB1gPTmqG+V/jLWeie6fpwgADoAAgYDQOBAAHAABAtGAZ0hNpQF3/C/jyd/zAAoyAKAFZnn/pjdYBs6cCODaR50Bq8CADaJ+f/hmd0wAw9R22TCAAEAAAgQQCAAPgOPfsEhzi/+BVTw56f+wamIZG4B8Boz6f/1abr0nWL6xT9avrl9cpOuVQAAAAAgkwAAABVmHiAC/J1lXWvq9dXInq/1eI65X1a+rxvXorqxJ1766m66+uUX1lJ11L12+uyXrhfXpefF2B/rcMd5aK9cfZsN/4Y4wZEhyxrKWXcEEAAQCfAOCBAAEADgH4AFmVlYGTVeGTFUb4oFeBgAmgyMAC4S5QVFzgTI88+EiUADAAEAy7HhuwDdcIABFcwIAIjW4CydmGNMwNUJtB4Afa4gh4kUmQXf731nPrX1d9Yr56/UyDk8PsCOJDyDyCu24AJZb2rruCXGhDAW6cEwUYNuOzS//2OAyVqgoYEAAIAIABgkYCAAOAAcYJgbTGCZOq43yzW7wSCYldgHj+/9XogDWYqhOIdWobnURQBB/d/+GaMSAK0gxMb6wH2N0iDeJX+4GQQAAgLAAIBgsEAAICIAOBJ3A9GIxw60FhQYv7/4LzGphmPKDQjf3/N16TrF9Yp+tX1y+uUnXKoAAAAAIJMAAAAV1h4iAvydZV1r6vXVyJ6v9XiOuV9Wvq8b16K6sSde+upuuvrlF9ZSddS9dvrsl64X16fnr+wIOM18Mea8d9iAAFwZCAAFAVYAF68Qr6iSjBaKKgAOUGHynmAHnQxHTMFliOIoAHoCiozzw3y5A6oLN4UTFYVnYHvw7R4lZx566zn1r6u+sUnDXgkZsRlYCP/8ngRxMCDEQiN6ZeW13g7rwWzyOHsAUFIZcV+fGg4btkLAhHqceRjdTShcWBAACB6AAIEgADwHggABAyAAEBsADgE2bwR67zwoxqMiMHh0AAhbQIOiHFgiPXxhErcHgsAGQHG7PJ8CDwpIFov+BrlwqjE6gN7eixYKWUf4M0HOHGxXX/AfUiCAAECYAAQCAAoEggABAlAAEAkAeHwTH0JAwfDcwl8+6JjSwZjlB4Foo9nHCL2wLv98CY7SuVwO8vXpOsX1in61fXL65SdcqgAAAAAgkwAAABP2HiQC/J1lXWvq9dXInq/1eI65X1a+rxvXorqxJ1766m66+uUX1lJ11L12+uyXrhfXonni5H4AmbU2NvwJB0p5pXwxwNzG3F8IARVKCAmOfAFkMdizh42p/gCxCEag8YNqf+s59a+rvrFLw5gJGufXovVhYecbIkJSZx/GH0HYVNNEmAwQNbemUIosNlPtvwOgbMfM/wY/lZzf3J9TVpBBHtgSKP1gkXbAFS+YhLAxgBoYZT+CM3sAHBozp4QAnHl3C+HZYADLAGDwDwASWb4EjlKAWdTRu85gW4kT2WgWzZjtw/nPqEv/FWRTou2BAACBsAAIFQACgHggABAxAAECMADQEwGgtxFMfyY+HS4g2fRR8wARiDjhSE8DArbb5JsA6xRu4u9ZJ8wIMopYnM8DJ16TrF9Yp+tX1y+uUnXKoAAAACCTAAAAFBYeJgL8nWVda+r11cier/V4jrlfVr6vG9eiurEnXvrqbrr65RfWUnXUvXb67JeuF9eiifrg7DwILoLoGyDAD4IPIcA09wgIAKsGBAIARQLgBgflePwALSYNs/MBhr6/61UGqmA/hBv80CQemwAD9oEXtnAsCHCkcWQ4EwaWs0n9EBTgv94uIHBVsAgABAvAAEBEABgGggABAmAAEAgACwIgixuFUj3iiel+/IfASGBXtYEV4I4SDLTzBJDK/ffQg+UMxTR/4/1r6u+sUpPcHH1g+rinwrb0gTfU/AOQfQgAK0HslIwznzZTaEAAICYACASKBAACAcABQcJ8MDWEYaHr0knQBFM/4IgyisRTnUAbPt/wzCrm2f8ICRiBAu70oIgTsOcYUn3/p4ZR/01pZKff99ek6xfWKfrV9cvrlJ1yqAAAAAAgkwAAABFWHigC/J1lXWvq9dXInq/1eI65X1a+rxvXorqxJ1766m66+uUX1lJ11L12+uyXrhZP0qg8DHifNhedxB4IAAQEAABAVAkOBAACAWAAIBQKC+ABbJF7Abhh1GyL8BpeibrZp4kO4H/sAC42dICYKLqw4/AhwNENOIYAd9v4Vz9Zw1wELXrx1/mLjw5SPj69/a4GOuHloPbMDAACDEAAINADwOAAIK4AAgugI02EYa9Rjx8Co6/7AMRl1e4eJi8OACzMyAjY4O0wo0ZmnkBIECLPEn7Sgyi1X24ZEkLP+wEc88ygh0DRcAXxEYM/ICKLJNERNRg1HG3bIv3rX1d9YpesH1ceTLXJ16TrF9Yp+tX1y+uUnXKoAAAAACCTAAAAEcYeKgL8nWVda+r11cier/V4jrlfVr6vG9eiurEnXvrqbrr65RfWUnXV88VIbPAAptEmN+jIq8ADILcQor9E88IAA2BxTQQABYGEr+GRsDQSFkjh3C7/CNIFz0ww0Wvu/12+uyXrhZPw4XgoDW9MIAAQBwBgEjAQAAgBAHAoT6UBvb2ASeoaCb/8x4ezZgMFJVQs73+4eCaRQLH2IDX36BtSkBBnJk4Ed/vC1MVpuRT4QAAgIAAQAAQEADAQAAgGgAoAAgCgO4m+IEMLRrwkPwQjvEOCodIUGr++2lGDFEel10e+xmEnICe2B4T27xPP1sB/+eY5hmVzrOfhB3a+Hv+fUPjf/q76xS9YPq4L16TrF9Yp+tX1y+uUnXKoAAAAACCTAAAAEUYeLAL8nWVda+r11cier/V4jrlfVr6vG9eiurEnXvrqbrr65RHDnLkQBIhAlWABT0RGG9QRC06dkNTLEFQ1RgAVpmaCaKdyE3QkQNKoiVJH1lJ11fDnjVAr4D18AKePISvVe4A2pmRc9MA4pZu1rBh1jpiX/CAAEB9QABAQAAEEYIAAQGMAAIBoAAgd5ABa8JgF7iqX3soca6hQ+8DX32235h4ArbSKLTAN9KdhjBT/bLAfmH0HagkS3skq88CBVomfvthKiC4BFUgSW0ASWwxRyxL/b12+uyXrhJzwMYhFoQlkNFz24NJSJJH+H9xiVNe377ez2zoEGK6ufWvq76xS9YPq4L16TrF9Yp+tX1y+uUnXKoAAAAAgkwAAABD2Hi4C/J1lXWvq9dXInq/1eI65X1a+rxvXorqxJ1766k55kcOAT+TxdwEDbTt666+uUQYE3HtHyBr0xlaq4QACA4AAgZgALBABAQAAQKAANgDAPys7/jZ7GPrS0lkkBcXeWjhCUExd/bl6rfIAI9vr2/EikQEghHEOIEp5pBB6MUhL6z2/lbP94WgovscFfBcWmdcIAmAwoIASgUSCGN6coMGfvsQHvgDIIhzmGc+8EISQhAUN5TB0e+AG05R3rL5966yk66vrWhoWzwsSCdsLgKpRdmbPtTBJZVtWNj/HQAHwySWexoNZEkSrz7+v12+uyXrhHdXPrX1d9YpesH1cF69J1i+sU/Wr65fXKTrlUAAAACCTAAAAE3YeMAL8nWVda+r11cier/V4jrlfVr6vG9eiOHOPbWzgQFyoECRnsFAB6DpUMXjG0n3AB7Cjc7YKZafLqxJ1766kMHA4f5BuX+TK+s3CAJAABBZAAEDgIBOAAIIAACwAO0dio4qFYqm8bTTWwEA72WQ4iHFzgmmAAm8uHBBMaQ9u/c50AZB4zLMP2TqDNvC0JT9IrenW9ZlROmOC/hAAIUc8EAAQCDXwqPhkEWkiq99X7AAQAJ86Ao54cMJzmIFMveHMgAGAHzAE0+/119cohR1HjREYRK5mizwSVKlSvnReUeJnngju//2+qO34H4ZhGLS+ESIggXd7IihExA2EOHv0GPHmeMvcLryT79xjXWUnXV9a+sN9dvrsl64R3Vz619XfWKXrB9XBevSdYvrFP1q+uX1yk65VAAAAACCTAAAAEfYeMgL8nWVda+r11cier/V4jrlfVr6vFcN+AAc5nRJmmvghMiCpngAiijamIgut+ADMWSMjDNj/e+vRBopaaB6UYcgAftp/EewN/37r8CE3pNBPikkqWV//+qBd5HEH9DF+BAACBw4HAAEGwIAAQMzADAACCyJEMV70rG4AO+AT9ShHF2Ehh/wBGB/IBaqBAuvftporBjD1oqmn8IIRkBENQdQEpgbTECwkiBwRQOBaqCLqTQpe/bMb4COAx8GD38urEnXvrqRRBZ4gEQBABFAIs0wioQcDzSuJFVIQ2sCEk0Nu4gAj2VjBDF1nuCJ83e/+uvrlF9ZSddX1r6w312+uyXrhHdXPrX1d9YpesH1cF69J1i+sU/Wr65fXKTrlUAAAACCTAAAAGAYeNAL8nWVda+r11cier/V4jrlfVr6vEk9QwC5wWA+D0AUBaXXhRopDMAb4CiuvVgEKaJBFcdvLNJWbSGpAmWyfShAAFQABAQAsAWCAAJAACAODgDIAFMwcRRM5xTzwBeCPARVLCgZ4CSx/YtNAxNUJ0svMDLbcuIASQQc34ADaCXHXjvYUAU8BrKAZMSkArAMJn8B87CPjgyzTJYhSTp3AUNL++0n+FAVJB/wI68fKPGLrRmPnv0EIfv+ypobm8FY2L7TsU/7NW9KuEsBDBUAwoC5obOpjoQKhrA8R8miagI4Q8f7hAQRkZEGRSjexYeSodq0DtNF/899en4azfCAEwrAgJTH8C05Y43uF2Wbb/gXLsQvNEXVWb8nto3hqATZSg7Hr/wS+H+ZCDkwQPX6oU2xmEdCnM9hsSw73T/74O/DcospeqBqymugeurEnXvrqbrr65RfWUnXV9a+sN9dvrsl64R3Vz619XfWKXrB9XBevSdYvrFP1q+uX1yk65VAAAAAgkwAAABiWHjYC/J1lXWvq9dXInq/1eI65W8FBAvbgTSQdpZBywG9ruc4A/sAAATgKqEyCZq+R2lgAACMIAAQEgAOAAIBIBAIAAQEQAIAAIAgDcACx3Z5DUVRgA3pAlsJpuyhxVXDLoAFlP2vPhFmgCvEESGtVAh9Ghn5Sf4MAbYf4o/ZCFh8W3v6DgUtssMASA0MAuCwF2hkfkOhh0LUHbKkpGQBMIEfrAR0MiqY6GDoa4BYjEVEOZXGSpYeI48ruoC6SJ74CEyDbHMpQi3NXV4jhqGABLJDOzQW/lv0MIBIUgQXI8DtGQGakArDj5+CmRgjwoMssoPyeBWAjeoVhwAHQym6SiJYstIIgyq/OfwgACMD2EAB41WGUim8o0mG//LGjJAvSIJn3jK3c//T+9M/7qxCfF0p4O7/7WJo8OQ6n/3hgbq2/+Iy36fHF5aTAVp9eiOe484TfXViTr311N119covrKTrq+tfWG+u312S9cI7q59a+rvrFL1g+rgvXpOsX1in61fXL65SdcqgAAAAAIJMAAAASNh44AvydZV1r6vXVyJ5+fwkc24R42k+tBywxA3Pg5zUsAGWAD4LIfYQAAgOgACBGAoHggABAWAAEBwDwdwAsWRAuJlthoTncBqIazHQIF2Ilu2AFz6qE1EKoMHpnAazEl5lHCKvFewjrlZPC5QQAo1GwXj4sAHCCwA4tj2cBEfVkauIC8Nba7fn6eEAAIDwAAgCACASCAAEBsAAQBQDQ+BJSOEjFPtYg0Pv/1HNJmSS+cBGY2XHE1RKGNp/1Jq5ASdYedSylHwCRpUWnkjZv5wENCdOQ6HG9rJj+57jz1sMrD/+urxPPwsSdAXk69FdWJOvfXU3XX1yi+spOur619Yb67fXZL1wjurn1r6u+sUvWD6uC9ek6xfWKfrV9cvrlJ1yqAAAAACCTAAAAEeYeOgL8nWVda+r11ciTAqAKwnnU0NogAxjXEIrINK2aTaZbZZ4x/fhABAAYAA8ADwQAgAcAAoACoAHRl24lUUx7wB4BLI1BkWOAh4e04CMzEqHbsKhS9AU8DXhD9FTHGL/wAEwifwW7LawgAVojJ4ipWA5gcy7lpDTkfKZXJoHdQtWS7BNBVc/9J/goBhhngbYfYQAEMUQEAAhSyQJIjx5WUgArA8o/75So1k2//+qHHogJMrVrHQoBmhhN/31XrjXf//dZx70I65Vz1DavW2+HFbm2/4ZvoYoeHxkoxt/3+v9FP++rxvXorqxJ1766m66+uUX1lJ11fWvrDfXb67JeuEd1c+tfV31il6wfVwXr0nWL6xT9avrl9cpOuVQAAAAAIJMAAAAUBh48AvydZUT76B6GA/f8CtGyCmMLPxjwQJUMEQnLgAX6ITjrtBjDSwOQGtwRM9rAAumY2EVSTWlEAdQJJQqI7XQY4uF5YYITy3cIABHcQEABGeThPgDaUoBATYfqbfWDSAE9sIA4dcIjc6eurkQT5gIJJ4s8HzBh0Dk4aZ5nT6ul9oLj94Uyo7N+8A7rI2K9E+hNcw5u5B33+tL9+TDDUILE6mgXwErLn51fPh64QAAgWAACBCCQgEAAIFIAAgQBw2CYASxeNHN8oDFhrgFOMRcTDyjlmgU8CbRD9FZFmL/xflgLD1eoedAHICmwKiQM1lELPUYB6hcl7sE2FV1/hPXK+evnV99XjevRXViTr311N119covrKTrq+tfWG+u312S9cI7q59a+rvrFL1g+rgvXpOsX1in61fXL65SdcqgAAAAzhtb292AAAAbG12aGQAAAAA2G6EQNhuhEAAAHUwAAB5FwABAAABAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAAACgHRyYWsAAABcdGtoZAAAAAHYboRA2G6EQAAAAAEAAAAAAAB5FwAAAAAAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAEAAAAAArgAAAMwAAAAAAhxtZGlhAAAAIG1kaGQAAAAA2G6EQNhuhEAAAHUwAAB5F1XEAAAAAAAtaGRscgAAAAAAAAAAdmlkZQAAAAAAAAAAAAAAAFZpZGVvSGFuZGxlcgAAAAHHbWluZgAAABR2bWhkAAAAAQAAAAAAAAAAAAAAJGRpbmYAAAAcZHJlZgAAAAAAAAABAAAADHVybCAAAAABAAABh3N0YmwAAACTc3RzZAAAAAAAAAABAAAAg2F2YzEAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAAArgDMAEgAAABIAAAAAAAAAAEKQVZDIENvZGluZwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAY//8AAAAtYXZjQwFCwB7/4QAWZ0LAHpWgsb6uaIAAAfQAAHUwB44XUAEABGjOPIAAAAAYc3R0cwAAAAAAAAABAAAAHwAAA+gAAAAcc3RzYwAAAAAAAAABAAAAAQAAAB8AAAABAAAAkHN0c3oAAAAAAAAAAAAAAB8AACzhAAABXgAAAV4AAAE8AAABRwAAAaAAAAFqAAABWgAAASIAAAEmAAABVAAAAREAAAFxAAABNwAAAX8AAAFvAAABYAAAAWcAAAFJAAABSwAAAR8AAAEmAAABHgAAARkAAAFBAAABKQAAAYoAAAGTAAABLQAAASgAAAFKAAAAFHN0Y28AAAAAAAAAAQAAAFAAAAAUc3RzcwAAAAAAAAABAAAAAQAAAER1ZHRhAAAANG1ldGEAAAAAAAAAIGhkbHIAAAAAAAAAAG1kaXIAAAAAAAAAAAAAAAAAAAAIaWxzdAAAAAhYdHJhUEsHCGCj2JdMVwAAAAAAAExXAAAAAAAAUEsDBC0ACAAIAGeuN04AAAAAAAAAAAAAAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbG2Oyw6CMBBFf6WZPQwaY4yhsPDxBfgBTRlKlT5CK8G/t8DOuJwz98ydsp7NwCYag3aWwy4vgJGVrtVWcXg09+wEdVU2H0+BpagNHPoY/RkxyJ6MCLnzZNOmc6MRMY2jQi/kSyjCfVEcUTobycYsLjegKq/UifcQ2W1OeKt9egXssuWWKg7aLP7K8a9i/OFHmXRLDleeFFxfrr5QSwcIiHoWxJoAAAAAAAAA4AAAAAAAAABQSwECLQAtAAgAAABnrjdO5Li7fP//////////GQAcAAAAAAAAAAAAAAD/////Zm9ybWF0cy9saXZpbmcvbGl2aW5nLmpwZwEAGADyKwAAAAAAAPIrAAAAAAAAtWUAAAAAAABQSwECLQAtAAgAAABnrjdOYKPYl///////////GQAcAAAAAAAAAAAAAAD/////Zm9ybWF0cy9saXZpbmcvbGl2aW5nLm1wNAEAGABMVwAAAAAAAExXAAAAAAAA9pEAAAAAAABQSwECLQAtAAgACABnrjdOiHoWxP//////////EwAcAAAAAAAAAAAAAAD/////W0NvbnRlbnRfVHlwZXNdLnhtbAEAGADgAAAAAAAAAJoAAAAAAAAAkekAAAAAAABQSwYGLAAAAAAAAAAtAC0AAAAAAAAAAAADAAAAAAAAAAMAAAAAAAAAIwEAAAAAAAB06gAAAAAAAFBLBgcAAAAAl+sAAAAAAAABAAAAUEsFBv////////////////////8AAA==" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thank you.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;BR Kevin&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 23 Jan 2019 20:54:15 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879341#M1565</guid>
      <dc:creator>kevin_thomsen</dc:creator>
      <dc:date>2019-01-23T20:54:15Z</dc:date>
    </item>
    <item>
      <title>Re: Plug type J11/J12 Twr-K65f180m</title>
      <link>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879342#M1566</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi, Kevin,&lt;/P&gt;&lt;P&gt;The connector is standard product from third party, the connector has 1.27mm pitch for the pin distance. I have checked the manufacturer.&lt;/P&gt;&lt;P&gt;Part number: CON 2X10 PLUG SHRD SMT 50MIL CTR 237H AU&lt;/P&gt;&lt;P&gt;Manufacturer: SAMTEC&lt;/P&gt;&lt;P&gt;Manufacturer part number: TFC-110-02-L-D-A-K&lt;/P&gt;&lt;P&gt;Hope it can help you&lt;/P&gt;&lt;P&gt;BR&lt;/P&gt;&lt;P&gt;XiangJun Rong&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;TABLE width="211"&gt;&lt;TBODY&gt;&lt;TR&gt;&lt;TD width="211"&gt;&lt;/TD&gt;&lt;/TR&gt;&lt;/TBODY&gt;&lt;/TABLE&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 24 Jan 2019 02:52:46 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879342#M1566</guid>
      <dc:creator>xiangjun_rong</dc:creator>
      <dc:date>2019-01-24T02:52:46Z</dc:date>
    </item>
    <item>
      <title>Re: Plug type J11/J12 Twr-K65f180m</title>
      <link>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879343#M1567</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hello Kevin,&lt;/P&gt;&lt;P&gt;If I understood your needs, you can buy connectors or cable harness that fits this card connectors. See the links:&lt;/P&gt;&lt;P&gt;&lt;A class="link-titled" href="https://www.digikey.com/product-detail/en/samtec-inc/FLE-110-01-G-DV-A/SAM10491-ND/2690691" title="https://www.digikey.com/product-detail/en/samtec-inc/FLE-110-01-G-DV-A/SAM10491-ND/2690691"&gt;FLE-110-01-G-DV-A Samtec Inc. | Connectors, Interconnects | DigiKey&lt;/A&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;A class="link-titled" href="https://www.digikey.com/product-detail/en/samtec-inc/FFSD-10-S-06.00-01-N/SAM8227-ND/1106586" title="https://www.digikey.com/product-detail/en/samtec-inc/FFSD-10-S-06.00-01-N/SAM8227-ND/1106586"&gt;FFSD-10-S-06.00-01-N Samtec Inc. | Cable Assemblies | DigiKey&lt;/A&gt;&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 24 Jan 2019 08:00:44 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Digital-Signal-Controllers/Plug-type-J11-J12-Twr-K65f180m/m-p/879343#M1567</guid>
      <dc:creator>Ben</dc:creator>
      <dc:date>2019-01-24T08:00:44Z</dc:date>
    </item>
  </channel>
</rss>

