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Spotlight Hyperion 300 Fresnel WW (Spotlight_Hyperion 300 Fresnel WW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Hyperion 300 Fresnel WW" ShortName="Hyp300FrWW" Company="Spotlight" Version="6">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>ffc125e9-6018-425a-94ec-4e2cf5ac9644</Thumbnail>
  <History Date="18-01-22" Author="Nic Morris" Comment="Created (note 3 channel mode only has two channels listed and 5 channel mode has 6)" Version="0" />
  <History Date="20-01-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="15-10-23" Author="Nic Morris" Comment="Changed model name from ProfiLED Hyperion 300 White 15-30° CW to Hyperion 300 Profile 15-30° CW for consistency." Version="2" />
  <History Date="15-10-23" Author="Nic Morris" Comment="Updated in line with latest charts." Version="2" />
  <History Date="15-10-23" Author="Nic Morris" Comment="Created from Spotlight Hyperion 300 Profile 15-30° CW" Version="3" />
  <History Date="20-10-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="94c9337b-a35c-4530-81d1-14c8a2e1e5dc" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Delay" Name="Delay" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="0 ms" Display="'0 ms'" Dmx="46~55" />
      <Function ID="3" Name="50 ms" Display="'50 ms'" Dmx="56~65" />
      <Function ID="4" Name="100 ms" Display="'100 ms'" Dmx="66~75" />
      <Function ID="5" Name="150 ms" Display="'150 ms'" Dmx="76~85" />
      <Function ID="6" Name="200 ms" Display="'200 ms'" Dmx="86~95" />
      <Function ID="7" Name="240 ms" Display="'240 ms'" Dmx="96~105" />
      <Function ID="8" Name="300 ms" Display="'300 ms'" Dmx="106~115" />
      <Function ID="9" Name="350 ms" Display="'350 ms'" Dmx="116~125" />
      <Function ID="10" Name="400 ms" Display="'400 ms'" Dmx="126~135" />
      <Function ID="11" Name="450 ms" Display="'450 ms'" Dmx="136~145" />
      <Function ID="12" Name="500 ms" Display="'500 ms'" Dmx="146~155" />
      <Function ID="13" Name="330 ms" Display="'330 ms'" Dmx="156~165" />
      <Function ID="14" Name="600 ms" Display="'600 ms'" Dmx="166~175" />
      <Function ID="15" Name="800 ms" Display="'800 ms'" Dmx="176~185" />
      <Function ID="16" Name="900 ms" Display="'900 ms'" Dmx="186~195" />
      <Function ID="17" Name="1000 ms" Display="'1000 ms'" Dmx="196~205" />
      <Function ID="18" Name="1200 ms" Display="'1200 ms'" Dmx="206~215" />
      <Function ID="19" Name="1400 ms" Display="'1400 ms'" Dmx="216~225" />
      <Function ID="20" Name="1600 ms" Display="'1600 ms'" Dmx="226~235" />
      <Function ID="21" Name="1800 ms" Display="'1800 ms'" Dmx="236~245" />
      <Function ID="22" Name="2000 ms" Display="'2000 ms'" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Fan" Name="Fan" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="1~150" />
      <Function ID="3" Name="Open" Display="'Open'" Dmx="151~200" />
      <Function ID="4" Name="Store Option" Display="'Store Option'" Dmx="231~240" />
      <Function ID="5" Name="Open" Display="'Open'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Service" Name="Service" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="LED Delay Off ms" Display="'LED Delay Off ms'" Dmx="6~11" />
      <Function ID="3" Name="LED Delay 50 ms" Display="'LED Delay 50 ms'" Dmx="12~17" />
      <Function ID="4" Name="LED Delay 100 ms" Display="'LED Delay 100 ms'" Dmx="18~23" />
      <Function ID="5" Name="LED Delay 240 ms" Display="'LED Delay 240 ms'" Dmx="24~29" />
      <Function ID="6" Name="LED Delay 400 ms" Display="'LED Delay 400 ms'" Dmx="30~35" />
      <Function ID="7" Name="LED Delay 600 ms" Display="'LED Delay 600 ms'" Dmx="36~41" />
      <Function ID="8" Name="LED Delay 800 ms" Display="'LED Delay 800 ms'" Dmx="42~47" />
      <Function ID="9" Name="LED Delay 1000 ms" Display="'LED Delay 1000 ms'" Dmx="48~53" />
      <Function ID="10" Name="LED Delay 1200 ms" Display="'LED Delay 1200 ms'" Dmx="54~59" />
      <Function ID="11" Name="LED Delay 1600 ms" Display="'LED Delay 1600 ms'" Dmx="60~65" />
      <Function ID="12" Name="LED Delay 2000 ms" Display="'LED Delay 2000 ms'" Dmx="66~71" />
      <Function ID="13" Name="Dim Linear" Display="'Dim Linear'" Dmx="72~74" />
      <Function ID="14" Name="Dim Quadratic" Display="'Dim Quadratic'" Dmx="75~77" />
      <Function ID="15" Name="Dim S Mark-II" Display="'Dim S Mark-II'" Dmx="78~80" />
      <Function ID="16" Name="Dim Halo" Display="'Dim Halo'" Dmx="81~83" />
      <Function ID="17" Name="Dim Gamma 2.6 Mark-II" Display="'Dim Gamma 2.6 Mark-II'" Dmx="84~86" />
      <Function ID="18" Name="Dim Gamma 2.8 Mark-II" Display="'Dim Gamma 2.8 Mark-II'" Dmx="87~89" />
      <Function ID="19" Name="Output Freq 600Hz" Display="'Output Freq 600Hz'" Dmx="90~95" />
      <Function ID="20" Name="Output Freq 900Hz" Display="'Output Freq 900Hz'" Dmx="96~101" />
      <Function ID="21" Name="Output Freq 1200Hz" Display="'Output Freq 1200Hz'" Dmx="102~107" />
      <Function ID="22" Name="Output Freq 2100Hz" Display="'Output Freq 2100Hz'" Dmx="108~113" />
      <Function ID="23" Name="Output Freq 4200Hz" Display="'Output Freq 4200Hz'" Dmx="114~119" />
      <Function ID="24" Name="Output Freq 6000Hz" Display="'Output Freq 6000Hz'" Dmx="120~125" />
      <Function ID="25" Name="Output Freq 10200Hz" Display="'Output Freq 10200Hz'" Dmx="126~131" />
      <Function ID="26" Name="Output Freq 15600Hz" Display="'Output Freq 15600Hz'" Dmx="132~137" />
      <Function ID="27" Name="Output Freq 19800Hz" Display="'Output Freq 19800Hz'" Dmx="138~143" />
      <Function ID="28" Name="LED Boost On" Display="'LED Boost On'" Dmx="144~149" />
      <Function ID="29" Name="LED Boost Off" Display="'LED Boost Off'" Dmx="150~155" />
      <Function ID="30" Name="Fan Auto" Display="'Fan Auto'" Dmx="156~161" />
      <Function ID="31" Name="Fan Standard" Display="'Fan Standard'" Dmx="162~167" />
      <Function ID="32" Name="Fan Silent" Display="'Fan Silent'" Dmx="168~173" />
      <Function ID="33" Name="Display Rotation Standard" Display="'Display Rotation Standard'" Dmx="174~179" />
      <Function ID="34" Name="Display Rotation Rotated" Display="'Display Rotation Rotated'" Dmx="180~185" />
      <Function ID="35" Name="Display Rotation Off" Display="'Display Rotation Off'" Dmx="186~191" />
      <Function ID="36" Name="Display Rotation On" Display="'Display Rotation On'" Dmx="192~197" />
      <Function ID="37" Name="Colour Calibration" Display="'Colour Calibration'" Dmx="198~203" />
      <Function ID="38" Name="Default Settings" Display="'Default Settings'" Dmx="204~209" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX, 8 bit" Channels="1" Id="2dd3d2bc-e294-4a52-901b-15e4ed18cc4f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="1d6a121b-df5e-4ee4-a0f5-c31157789d90" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX, 8 bit" Channels="3" Id="898feb30-8e7a-4296-904e-e7f55b34e6db">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="dec1ac2a-851f-4eb4-8aa2-a0007a81fc6c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Service" ChannelOffset="3" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="6 DMX, 16 bit" Channels="6" Id="678c52b3-df89-4eee-b950-c0c11c19d69c">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="cd17dfdb-f6c3-4af9-80c9-aa7169869056" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Delay" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Fan" ChannelOffset="4" Wheel="26" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Service" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Store Option">
      <Set Channel="Shutter:4" Delay="6000" />
      <Set Channel="Shutter:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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72LUhms5icOiIA7QYOHHrQ90oL6lPaBKKtBkvtTETMGByWnbWbxKyJUTpdAmtH+UdrqhuJ9AM3CKS1LpsLwTEd2F1m1QZMAmi93YJF4B2PxpBMJJGlMdQaNTx54Kno/oP7P1sulH67WFl8wVe/+tXWyb5euqbZqh7FUT3OfQTXhCYv/ssJATqMExwhQJ8m8fZ3veuW8y+65P1mJGkeOLgPux5+ABftfAHe8N7fRaavD/F4TJp4G5ZFwMMedl7Q4kmF5KGJOSZiKYyv2YBms45mrYpOtyPdRSI+7y164KbfruuKhwWnOOKxKHK5PiTzWaRSSaRTGUSsKMyoIekPrsjziaF2u468jjfkuh0boyOjmJ+fw+4nd5+3ccPGXTSETSf7mpmsaCFw7jnacbAenPPQhmeEDDqMEx4hQJ8G8e5rr73x8JGJG1r1JqZnplAplbB6bBWiyQTaxGCHEnGB43qlDrvVUt2r2YcjSG9IykK8OTinbCAajxJoucIs0WbmnIChm/JYLpJBfrAfg8MjdBtGIqXcSTkNwh7K3MuPUyXMzHV6DYM4d8+W9Ec0AsuKsL5Y1CHc0aRarfEANv7nT3zycx/+0A3XnMzrRqsGj3PQPA6W2knuWVO5aN+QhrKnhXFUGMsXIUCv8Hj/+9+/da5QuLlEoHzowD7EzRjOPmMbBkaGUCzN4rt3fg0bz9iK1ZvPQF++H/FUSqU0vF5H76BkRTXnkzyswemNSCwwUvLRarbEfjMaiWLH+TuR6ssKCy6XyygszMtOI5vfs05aJxBnxm13OgLWssHoeKpikUCab1ECat5U5A1FBvh0NkPj2/DuT95226+1qtX3fPzjH7/rZFw7VqOIg5/nig5aGhnQzdTU7ikx/hCgwzihEQL0Co9qo3lnYX5BO3bkCFLRFMaGR9FxOugQcx4ZHRP4LZZm0HisKqkLorCBBzSU9tf3FcvV1MYfg7MZi6Fd63Cps6RD2EQoYprI9/WjWJjH5ORRAtcYmjUGbiVTc7pteb7dagsjZRbKjFQ6htPxRaLHcj0CcIsZNX1VXbV5Y9Ek1h7jopjNrUb9zmuuuXYx39/3qY995CP/5UReOx4Pp1+kkTnbjaqkumLQEGVH+PcTxgmN8AO2guPGm268urRYXjc3Py9SsfxAH6xEVNQTNc4fE4sdGhlGKpujJbyD6alDBD76UuXgUv45KP1mFt31bCTiXDGYJsxyCGB9jEVG6XVdAjIXjUYTjNvlxSLaxKwNAl/iyHA6bUStmJSLx6KWFLZE4gmYlrGk8OCbKCR4U9HgnwmkBbiZVcckBVIsFHD4yJG+6WPHPnXde657HzHtt33qU586IYyaJglpa86FKSoDTefo6TA5Wc9e2V4I0GGc2Ag/YCs0dIqr3/Uf/2Rq8hjmZ2cw2D+EZCYp8jZeoXPVH7PAyaPHpIhkeHREqv46BKR6r4Iw+KctKRh00TQn01mml2jUSrCJiXdseo0ZISbN6QsCZJtYJwM9gfNiaR4bN24iMI6KDI9TIXbHRqPVRJUmDsfpwnNU+iRoqSXqDy4ZZ3ZtEEbye1oE6gkC9GQmjbUbNqK4MI9dT+weikasO6/+vd/flevLv/62227b96u8hoZMVjK9MG1mS2hRs7AvtC8Vk2749xPGCY3wA7ZC45rrrvvEnif3Jo8SQCeicVWWbZoif+uxY/7Km3LdbgeHDh5ELptFOp+X1ysfjp69qLZUqtIkYJ2c3IcG+3A0iRUTaKZyKbAExA1SGRpsdAmIOT3RbHXw1N496B8YQpOAmVk2pzgY6JQcT4Exp0nYkMih1wbpA0moaJrKBfPEUtErMObmhHFz3wCuWuSJYGpmbluhUNz7pje+6c5oPPqmL33pS41fxTV0gxQPj4tN+0VpyDUqbDeqHP/CHHQYJzRCgF6Bwez5NVddde3k1CQ6jQbGx1bDjEREaYHepl9Qyq2c2TRYBHi1ehXVchm+EQkAXBMAVMXNfA+x5mYNizOziBEw9w2OwzAt2ThkcO6023Tz0LJbwj7jVgyrVq0Tlux0HVhGFJGIKWNhmtzttuR1PBu4XVvlpWlMOreW0jw5LoJ0C2Mk57LFPN92VBsuHhGBe0TOTdPanc7LbbtTescfvOMzX/iLL9zwy15HGrcj10DyG76waJk8dOU30u12jV/2PcII4/8UIUCvwPgP73z7LXv2PBWfn5tBPpMTJYRuBpI5LbDNXOLQDDkBm+UkBrFS2+09pjbyAmwSlKTVPTLZIcQSKSk0YWVGq9NCq76IZq1O96cxPLYKXdvGYrGIVqMOhvhMPod4PIVWu4k23We3bQLcqGiKJY1AAM5zRtfpENiCJoAoEukkUukUkqk0oomY5K3VKkBX+XDbVaXndldKzVkdQu9rEbB+8Jprrn1HMpN+1ydvvvnLv+h1jEajqtTc85e8OCTV47uyaUgrgRCgwzihEQL0CoyZ+cJ/mpmdhkFMNJfNy6agsOUeI/WVXEy66vnqNb0NQdEnEHs1pMWVLmCutshUkqPWamBq4hAGhsbQPz6CamVRNgRZdje6ai0BaUIAkzfU+vsGkdl4hmz4OY4tLDrGrndDwwTQbTSbBNadDoFqi8bjIZ1LIZPLIJ3JIp5KBIDL7LuzVHIu3hgGS91MWKkInVMCpq6qEg1DlZTrlslSuByB/t/ecuunPlavVt54yy23/LutTTVN68g10wO7UT9YSchlFAOlEKDDOKERAvQKi9+9+up3FxYWktXiIvqz/cI8GWt7HhJilykdurWgmLu3HQjVMURTRSncPUVfanMFVaBBx0mYUaSyCQLcGhamW4JRuf5BUVmwEoSLYeLJBNLJUfoalfSA7XaJdWfEh4MBj4G6UqmgTSzbIMZcI4DOZuIYXTMugFwuLWJhdlZmDTOQ2DFAuvRYo9lAu9lBu10Xlt61HZHCaUFpOac7WO2RJtbN+un8wMCmkTVrHv7QTX/0oN1pvfXTn/70nn/rtfQ9vy6rCt4d9IIJDk9PbK7rnlYNdMM4+REC9AqLmfmFD83NzMpmICseuEqPkUu5hWqBz7MWLNl9kclB0gwIdgZ7qg096EgYNIwFRAbHFYERAuNoMqY2zcSKs02ASew4msLQyBg0k54X5J1TmQxG8hmYkSg6zRbqjTo010UymUQrFUcsbtE4Y2jUyzh28BABvy/5a5e+btm+A9VyFVHLwlP792Lq4EHYxKbZyInT6VwqzqXpEYurGJn1G8LIORdeLVfgHnFpDMoDxPPc82NRa/dv/eZv7c3msu/7/Oc//3+X5mlaTbX+4lVFAM48sXlBTtwJATqMExshQK+geOvvv/WFzVp9uFwuYSCdJ8CMSf5XC3LIIkDQekt1BGI6sTNSaYye3lltD8ozdM4nBHlqvp+104f270eagHd0fIRYclrc6lzP5mYsIqPjFG2KAHhgeBBGxCTA7EAnRMv15cQful6toOqW6JhdAWb278jlh2goBLAtG3aLWHWjgP27H6e7TEnRDA8OodusS7rEstTHlhl7h1i033UDHw/VVEBUH6Yh1YiRSA6ZdJpYf1rOYerY0S1P7H7yzl9/6a9Pj44Ov/+v/tt/+1dz1HRe9afTQJ5MWr1Fh+lkeZMwBOgwTmiEAL2ColSp3zY/N4sosWfeGAzqKQII7snmfPlZ5ZUVeCsb+p69aLAp6CMQ1gWMWm0lKjc3Ar9mp4F9T+5D/+AABkeGCajjBM51zM8ewtDQOLJ9YwGYeeIdzWjXaTdRLi/g2OH9qC6WkE5nsXbjmTSRJNDpct5aE6Bt1iooFGex+/GHsWXbOQTEJr2uCJtYOh+DPT1UlxNHzJboOxi+qkiU0erKcU7hqYE5zKCXbI/EYmJ3WqpUxirVyt9e+ZIrPrt2w7rf/8u//Ms7f/56eo5XVflmHzZNImduWo/Z+QXxL+loRSjEDiOMExchQK+QePO73pxvNprnsf9FKpZENBIJ0hOQAgtdUhiq04kX+BkrZozAmJ/9MHTZrONdOE5/sDZZyrt7FX70fFc0ygEgRi0sLhbpVsDQ8Igw5ngiicXKHCqPFzEyshpnbj1HoHFm6iiOHNyPcmEe/X0D2H7ecwnoo8KeLWLZWcOA3bVRqzVEmTEwOIp6pYbyYl0KVRi4Jd/sa7Ih6BGTZlcQP+i9ojbtlDSQJx/lGaKWDQzSerApKikPWk7E4nHxAak2G8N79zz5jde/5vW7RleNvv6OO+5YKnah5zd65Tpxy8I73/kO/O3XvoZdDzwgx/OeNssOI4wTEiFAr5CIOMmPl8uHNI9ALNOfgxGJSf5ZOcd5KscsJNKQSkFAgVng+yN55l7OWTFtYHZhFs3SIs7Ysk0ZBTHPZkDk0mdfwbUYHNF3MzPTKC4UMbZ6laQy4ukkZuYmsFCYgmXFxEGPzY/Oec4FksPmDUOW0jGzttlHuusiQsPKZgypNOwbHJI0Sb1WF2ke+0fLZiB9ZXOmdqMKx+PCGFuaBei+IYyamb76UOu9MxSVB78PH0Mz1Man63BKxJGOMFw4UygVtjVbjb3vePs7/n96yVu+8IUvVOj5IoHmIhm2P81ksrL5KBMbLTHsbjcE6DBOaIQAvUJisVL5zRKx2Tgt4WOJaOBvseSmoZb7opbzgl6DquhCvg+W/6owJFBAEzRVaiV4vCnH0KwQGpxQ8HvpD1/tlrlBsYvjdXHowH5pIju2alSqDHmzks2WGjUbW7etIbCOiim/aUWE0Qvosm90WnltNBotYtY6oqaJbpo3HUdFxcGNAhbm51CvVuHHfFj0mq5ro9MxhQmzPls3PEQSMWRzOVGNpDj3nM7SfVHl+cFSPF4NcBcYh15rd8XXulompl4oEmOvagsLhVfS+Bbf+97r/ymTSe3mVAqz91Qqg299627sfexxlevmghnXDQE6jBMaIUCvgLj22mt3NOqN/nq9hv70gKQOhBlrqlxaD8C0p9rolXH3WLOwbPQ0z6ptFT82mB9C0yoF+RFVIK6qED0BcE6V8FfBfP7nqCaznU4L+5/ah1wuj9GxMbEa7fot7HroPqxatwFnP+c8MW7i1zOrZkBng3/egOTccZaYal++jxiqg1KxKKXoZlcn4M0jQaDbIJBuNZpoN6tIphJISkFLmiamGP2clGPVaw0B9U57nlizqqDUxYRJE7bOuWu2O22xFptu9XpDVCZNyZNX9flC4dWZdPrV/f2DmOtM4cCBp3Dw8H5h92pTFeLUF0YYJzJCgF4BQYv0D5SKBKSOj2QyDTOw6tSFMnuqA4gUqhhStdfLnPY2DFnLrLYIGcwJuD1dNM99/QPIJuMqd61qVZaKNHxPyfT4aw+s/cDzSGyF6DXVagWlUlGMmoZXjSOSixArL+L+e79HDHs9tp97ASKxqPgts/6ZwTnJhS5dS8rDTQLRdCZNx06iEYkiEiUAbbUIJFto13kj0MTkxEGc85xtsjJYLCxg+tgx2C1bWZlG2ClPlzGyCVSn1REfalF+CANWA2bgli7kBOTZdEbSNqy/ZhnfZZe/BMcmjhGzr2JudhbTRydVWy9Jc7hSVu8x2ocRxgmIEKBXQFQajStK5SLi0bhIyzS9h6S6VAUqHbO7BJxez4NDC8R2Ar50v+YE6Q9DbTDS45FUH63kHaXf0FQlH990XUk9BJiFdvtKiSbmogqo3SCVskDAuVAoYGx8HIOjI9AtA7OzEyjfPY9Vq9djZNVqZPv7pWxcAb6rJhkCSDZzsrttMVly7Q5NQAlErDF0Wyzr8zE8OkqgOSXsW6PX8CQVjaZwyeUvRIMAOUHHfGLPo5jafxAe+6Dy5qF0ctHVTVNsmBsGGOxTTWBt6sqn2qPHmlJ4k0S33cHYyGpsXL8JRZ4IZqZhE9D/4R/+IbeMqS3bLz+MFR0hQJ/i8da3vjVZqjcGmrTk70vlCdSsAJC1AGx7fhu9MmVddS+RohWl6tB0LygoVB8HwVoBdkO0xip6YjsvwGLlOCdoHKQ6/CA/zTlaLEn6lHaYGf2xYxMozM1h9eo16BsZgmN2MHF0PyanDmPN+o1YvW4zosSouYEsO9xJGbhHILlIproAACAASURBVBtLIBFPyX2s8V5cnEGpMI16pSKyuQg9lkjnZGLxXQ2LxXnc+727JefMG4NcXp5KpSTfLUUrvnTsFgbMHbt1mWCALmuoWbbHJebcddyLyPMzabZj5fJ0Gu/BQzSRRLF16zYM9ef58X6EAB3GCYoQoE/x6B8Z+r0jDz4OVm8k46zcQJBr9oQzQ0BSqZi9QPesNghVj0EEumd+kr6UulACat7ck81AncFMfD8VMRf7TU2lCYRIu1IgwoAsmYNgxa8cOZW1KCssmJWy3nn/wf3IzM1jw5kbECVwjVsmjhzci8mjR7Btx/nCqLkKkTcKY9GsKC5adhuLhXnseuB+YrWsCElh8zk7pNlshFYO3P3EdjmF0cbs/CQmdu/Gpk1nwiOAZRkgNwpwvW4wdk9K2RnQRS4HEXnQ+ZtSyMPXxqRJpt11YTdbqBZLUkHJkwy/j6VbaLdamJnt0jgSD1577YfOuv32Tyws5+cgjJUZIUCf4lEsll5Xq5VlqW7w5iCUnrlXK8gAvLS9J7lTI9jv6xWvCAWWNAUDKQM8py0MX3keKyatUhcqVFrDUXmNYMNQgTOjsyOqh8B/n9tDCQJqgQeIK0ybQY6tTZ98/CkMDY9iYKQfqSwX1jh4+KGfYHxmPc4i8M0M9KNLwDo3exR7Hn8Ixw4RezUsbDzjHKRzgyKZk7QITSatZgNaB6I2GRlehYXpSdTrbUlPmEaEjtNWqwWeuEQerdI4zKTFe0QulWplxZORqwdl7nxNNHUNGeC74nFKV5HAnVMgx6Ym+wfyfUeuu+66l/7xH//xj0/27z+MlR0hQJ/iUaqUz2X5WSKaEAD0/UhQeBIgJAJJnKZUG74ArNIhiHROnqa0dTqBshMIprUAfA1Naam1QP2hchhPG9nzhhkkXRCAM+uLl45BDNUzZFwQ831NNh+5ukQKZbQWjk4dwPz8NIZHhgmoB5HMpjFLgDw3M4m16zej3qrj0N59bHyBLVvOQTLXJ5t3yXRKdN7inEfvbVkGWi0DpYKqULzw+S9Go1FDp1nnikDEAx01M/lO25ZzYQ10MHspYKbzVSxZE+9p3jQcHB6EGbXkvDqtthTPRGIRJOj9c/k8+gb6uOglQVf2R//ls5+9r16rferjH/nI1/m6v//GD37lx9//4RWrRsceHls1/vHbb7/9R8vyIQnjlI0QoE/hINY2TDCZYetOLrXmjTVJsHIYWPJ4Zqan+0pqJgIOVQWnClOkrZPy2/ClknDJ0l8xTl9bKlzx9EBmt2QcBKWDdolR863rLaU6IO9JgC3twZXxv2zGuYqp8iajxnb4OpdRt6XR7MLCPMbGVklBiOt3CaSnRUfNVqZbduyEFY8j398nwMzpF64wjEQ6Mon0DQ5w4QgM6yjKCyUC7iZisSj0wWFh2JVKSVg2F7ZofoPmCE9K1v0g3cGbkM1mC8WFMtKpBDL5DAF+A6yO4XZd0WhUysy5BdfQ2GZkclkkMmkB6lQyhXgqyfnzi+h5X/ubv/+fXqlYLKzffEafGYuaB/fuv/zQgUOXv/0P3j6T78tfc+utt/7PZfi4hHEKRgjQp3DEkskrWu2OMETDDFQJxC57S3eGZ6+XytD8YJNPqS2UKkNtFMomHoG0ACfE+W2pszeDl2w2+opBi3DP1aQIxvMcYZZdSWt05XWe31OcBX7SgMjWRNqnNHhBbjqYCHgCcJXHMxecHD58EHFaDQwPDSGWUQb/hfl5YbOja9ZJkUsmk2FDEMQsi9hrDLVWE91Omz7MbMjUhzQBJl+HGrFd1lCzPSlvBvIE1iX2HI8lxRWP5XpcVh7TI2KuxEOemZ1BYbFFK5OqbFg2W1UpD4/GYjBpMlmzZgP97EpBjU3jZT12kSYMLrwRq1Ni1/Q6nYB6iA2q123ciE2bz5STnp+bG60Wi393ww03HKLVxOt/EY/qME6vCAH6FA5D17PcicSVIgxD5HWy/acp/S8DqCebhAp8uD1Uitghg22lWlsCYTzTlF/zAk20HriPupIS8QKAVs/nCkIXDgO0gLNN4OoJ613ylNYCBbbsWvpBskWlWSDyY31Jj+2J2ZEhx+JKP1ZuHD56CKlEGgPEjHN9eSyWFkSdMTt5BNt2Xoi1mzZJqoM3HZkFs0WpFU/AIuDm95UilVZbUjPsG50hYGcDqWatSsBdgUZsPxo1xY2PUyR8Hfm9E8SUuTKyWWsJMJsWATOBLjcVqDfrBPAH0ay3MDQ6jAQx+ngihkQ+LRI/Bn2eCNq0ouHJoNet3IyYovfOD/RjeGyUAXyDa3cfvvW2277xo3vuef2dd97ZWZ5PUBjP9ggB+hQOAsgBln5xHvbo5IQUowyOjAYqDsVcWXTHCgRmqZFIVLbG0rm0gEapUBEwEmBmBs1sWfruKX9oh8HZ7ajSaAHpIH0B5SDHzJ010sKiHUdy0jJBBP4cuh7kwvk4zO75GIYqhxErU9FpPwO0ETyfxsBdvNtOC4cmDiKXyWOQgDoaj6JeL+Pee76FycMHsOOCi5DksnFuIhuNCitnbbJHwKrRJJInNs2zSqloEbgX0Ok48ninVaPz6tKYaWKpOFIU0+Hv6RZPxtBqKb11rdYMzJyIGRsJIKlhZu6YFL2US5yLtuh5KQwM96FvsE8YN/t2sMVqhNg9e1XLz7YJiyYLkf1FLERorJx+Gdu47uWvHnlT5aMf/ei76faXy/phCuNZGSFAn8Jh285os92QjTqHgOfJw3uxUF7AWlqGJ1OpwMGN4dYiBt2VvUCupCsVurKRNjISRbFSQrelUhO8icZl0qwD5mU8a4Jtty0m+wyatt1R5eFsqm96xC6J7drEUAWolZ+0uOG5bPnpiK5a9h+5qk/y20q2Z/SMS6V7S8DKNdmmW/Kf1lxd0i2c7mg0GtKBZah/COlsGvF4DFOThzF17AjWb96CrTt2IkVAzYyaXfzMRFzaabXaLQFY7vbSpGPMzxxDo1oWPXOXJhaW6AU22Oix+3gsLsUxzUYLWRpfhRh3q92lYySwsLAgbJ1d9/jYDOq1eg1zs1MYGVuF1WvH6bomiGETi25xxWJLrlmn05VJQzw8gtVOlCZL7rGYyaSj2b7cX7z7mmve0Wo2X/TFL34x1FSHsRQhQJ/CUW/UntelP36V6VVa54VKGa29e7F6bDUGhgahWb3NQQOO1pMsuFgozCGbzWEw3w871cHs7Cw6BDpcPs3p6zbndAmguo5qQeX7vRQIM2sbtJoXrTKnVThV4DRslffmfLbG4G7IBp9qSBuYMelawOy1pZ6I4lWt9eyaArOmoIu2r6tqSGHIloFiuSCFKn0Dg+J0F0tEcGj/bhw9chBbt+/E+Np1xKhz0AkIowSy7BtdqdWxf88TmDi0l4CTJjPJ15uywajTcyRF43VFWscpCRkYTShJYsu20ZWNxCpNDnarAd2z1cqA/nHOXexLnTYBcCNo0zWHTWdskIKccqmEtt1aWmFIk1k/uP581qy75o1OYtk8qeQymZ2XX3nFvfTgtpP8MQrjWRwhQJ/C4WraplaLmB4ts83+PswXCrJcZ1XE7NwUGsSuhwdHpDO2qvDzpBqPc7S8vGdvib6c6ltYJ4ZZL1WQyuTkeV1miXZHwIs37zqujagRUa51DDi6Jve37bb4dMRo2c7ZcJawST5bVBvEsrkrFCtFZM/QV34gWgDUWs8MLnDUk44uyr4JwroDVUogA4xYEXnmfGGWADCKvv48YskYEnROjz78U+x65AFsOXsHzjl3Jyfc8dTuXdj98INoEAvmASQTOWm9xZMNnxe31WKgdRwGXFPy6gZNLi6tNhzm8nFD2K5FY67UKnBaLEPUxUyKVxu8UenRddRoQuDNxNmZBmqNErH3quSieQUiYB5MjCrxw9fAgcFpfJoUOmx5StfZpsmx1Wqnl/PzFMazL0KAPoWDwDniykZWFKOj4ximG7O3xcUSgSst76u+LLXZGY7laRYBKDM2XxE6WuZ3MD03g4HsAIYHRgj0ilJ27YhXsipgYRBmvbCw4wi9VoC5S58cXb7KRiQBHS/lI6aFFJsd0Wuk4wmnTJg1Q8n3EHQ7QQBYAllSBOIoSR96LntPN6tlUO910xbgp9dzeoCBnDuXJ+MJ6b2YTGWRSBjYs+shHNm3V3LibL/KKpXB4dVI9/XLxOPSxMOMlsvIHZpcXJcYrPiLOMqXmgGXANvQlCcIj6vD6hAjg1gkJm539XpVNkZ5VcITWaddFei1CMy7NGH6fIylVmK+5N45Z9+lY5mBcsVbugKBqJFOdmzNqrWfveOOo/t2797GftTL98kK49kSIUCfwhGNxnjXzuAWThYtz1nmdebmLSiVyzg6eRSNZktUGAuLXWJ2DWTzaeSyeVjRuFgZ+8Rufa7UW5hGNtuH1avXY9+BJ7n4JZDpKTAxpDDRUCkH3iBkhHc8KeZwHU1KpxlMbdshYKxKzpdvUl7NxR8BOxbPZl0L8FkLCkSgPDQCb2qVAtAExJXfNORn6anIcj1PVT8ycLJHB08ehfkFdFhKx5ajqTgW6vPymv6hUQyPr0GcVhj8/mwvymkHzkHzRp3j0Bg7XZlceNOQKwZduo6uVGS6ou+2LAeWadJkCCUH1OKSCmk26nSNbDFgkrZbzJZp5RIh9i1FP2w8xasNsFRRZdaNIM3B8MyKmrPOORs5njhpLP2Dg1h31hY06s3VI2Pj99HTz1qOz1QYz64IAfoUjuGBgRot+/t3bN+GWr0pHbE1As/+/ACy6Rxm56cwOT0lvsrMHttdTmNUMTAwBCsRJfwwljbnCsV5YtoD2H72edi191Eszs8ROFlIiFezK520eYOMmWkynkKz05LNRF/8LdR4RD3i6+Kb0SZmmYonRV0hjWSlNFqpN8zALa9Xxddr7afYck/O0SuI8ZfMnyStAD1IoXDhjCvyumjckpRNuVaG0awRcKdx2ctejtzAoMqnE7qyFrrVrBOAJ8TalPPtnU5TAJq/53y6FbFlU5HBtut0oBNLZspvGZry4DBaiHVbogZJ0gTUbSwSI6/B9B2pPowbPt3vwtJFuSeTFt8fjWho0++mo5uoEn43bE75WIjQtd249Wxs2bpVCl24y0w2H8HeRmPLH330o+/7+Ec/+pmT/6kK49kUIUCfwmHbdsG0zP4rLr8S/RtGcfddd+PQ3gPQu6642o0TexzoH8Tho0dQXiwhRsDgRh20Zh30EZPm1IAnojcDHVriM6BbUc7pxrBu+3Ol2IOZbpcYZqNVlZSBXamhSF9HRodF3eEG7Hmp/yHXnDDdNTwC8TaMbhfpTEpYsuCqr4pjes21NOXetGTEpPUqWfC0xTLbmxqBh4YWNIj1g4YEnN+NapZI2Do0MTRbdfF7npk4hrFVayVXHotF8A/f/Qq+8w9fxfp1m3HJZVdg1fqNwqK77bZ0cmHQZpDmSkOpLnSikr6wzSadoyHsncvJ7W4UiW4H2dYkvX8di5xjN6LgOhcxnOJUh6YaITQ7Hmwae4MmAb4wmYiLDE1CeoYmK3q/wmM/wdcf/AmStHo595Ln47kvuQKj42M4Y9tWPPnAQ7e87GUv+9NQI316RwjQp3B0u90pYnZnMjtePbYeb3nb7+LRRx7F97/1HZQWSiKN4zTA1s1ncc89TM9MoVGrE6MjcCB2yGCWyeSCwhJNQG965ih8AvjhsbFAkQEBMk3Lgy1NF7USisRUWYo20D+AmaljQXW5MkTSiNV6wpB15W9Br2dPjFgkIQ1ll+ixFmScuWrRCDq6LD2mVCd+4BkiFY8IvEC03jaiMjliMO9wmoEYPb+aO7TwpPHTn3wX89PTuOQlVyLdl8O2nefjm1/7CvYeeAKHjuzDec95Li596SuRSKZUxxe6JixVdGxT1B+OrUl1ozB1zvNziicWRaswByw+RUy7gnTaFAdB3nhdrLbR5cnKU34jUTomK0E6totagzdTPU7bi57cosMmkybGYwbKTQeV5iIe+dbX8OiP7sH2F16JX3vNq5AZHopsNc2/pqdetUwfrzCeBREC9CkcBFOHWQbWbjVFgRAxo7jwgouw+cwzcc/dd+PR+x4UZigbZX3DxJr7sVAuYPLoBLFfVcLMGt0ULa+5gIIzCLx5lk9kRG7XsxbljUHDIsiltbvhGrJ5xt4W69duxOzstDBN1bNQFaOwy5wWtNBS8g1D8rctYqvRSBxxei9H8rEKkjVhoVgCbTk3P+DYQS5EZTu0IA/uChBq8l4s9+sI6zV1Ez4BYYImgo7TwsGDe7BQmMUlL7oCZ245E1e8/HX43j/9HTHyLh565F7Mz83g5a9/M9K0yjD0CDxi4TYBq9mx4XJPRFpxOMTOrawprbLmdv8Aa/UJZDYaNLmlxZej3uActo9s0pImtm7XQ9vx0OKCmbaGVJyAeDiOSo010w4SdA1tek4j8AccysWwethElY5TKNfx1He/hiceuh+v/K03w4jH33DjjTd+6JZbbjmwPJ+wMJY7QoA+hcP0tb28gVUrLcIrz8HIDcO3LPTl8njVa1+HHTt34rt3/TMmDk4oiR2h2Wj/GAYIqI9NH8Ps3DRsh3PXLWK4SdEajw6OYHhoTLpnGwFT9bjizzfp9REpaOEcLZd5N5ptZPoG0JiaVExTU5tfnDRhgNc15f4hrJduFh/RdYlNdhDjzi+iJ3bVBqGnq3SH5KGVlE1hda8jTOAnEnR/0YJmBHxenDeWDUQCzC5rmhsVpJJpuhY6KtUivn3X32PrkZ142ctfI+N7+Mf3iMxusTqPf/6Hr+AVb3gLUgNZGltESuRtOlab+yUaCYxsGEG9MoXi41/H8zbSPBIZkh6IC7NVmYi4pLxe41sHixXVYHcwxRMQUCd23Gw5NDG5GBmIE4i7mJxrEbsOcv8++1w7yOfiiMRpIojoiJfbKNUm8bW/uAPbXnC5tuWsrf9IZ3z28n3KwljOCAH6FA5f0x43ohZq1Qq0yqQAhp8epN9qBCYBzYb1GzHye2/FA/c/gJ/e8yPUKlXZ0GOp3Zo166QUenJyApVymRgng2YcI4NjYqfpKwGHFJsIGw48NlQfQle8N8qLCxgeH8PU5NElxixdv2lspnTQ1lT6wmCfaVOOBYF9jVikK+ZDbFLEYMwFJH7PnEOsTYOCDs4XcMMAZQyCHq2WcfDkEVQwKvMPL5DtAbVmTaoC06kMuJnurifuR2F+Fhc+7wUYHBrGz374HTqs0kI/9uCPcdELr5BctAdF5lkumE5GiAEXcMFWmlTW7cDCBK0WaMXBG5MeseDaIqeHVVFMLK8jm4qg0SLgL7UJuAl40xbyGQvlagfzCy0M9cewbjyNozN1JGnycGl1UmvYmFuooX8ghVyGQDwdgzlfQ4pWMgd/8m206vWtN91002/dfPPNX16eT1kYyxkhQJ/CUWy3H4gSCLEHspcZg98pQavPQh/cCicWE0UE536ff8nzsWXrWbjnO9/B7gd3qVJsz0QmmcWWzWdhhoDr6JEjcGlZbg6PyDKdUyd6oPIQ2Rj7a+i9QgtlL9psNbAhkRKJH8v1XE3lYLnTiq6bAr4CzqyF1o3AMF+XWjx22WPvaY83NGkysWIGvX+Xe5koKZ1MDopNe8EYJM0hOV7ViEA2HKU/oq5y3tJgQG3UcfFIu1WXfDqrUxYrBUzPH0X7O9/EjvMuwktf8To89JPvo91oIJ1JCBO27ba8ryVFNB0C6Bou3plB7egcBsbHidzbSOQySOQTGJs8hoOPHoJDQMxAG6frMLZpHI/duw/xqIGFcguVmpLc9efjWDQ6mCk2sXY0jTWr05idbtDvRpfcdLllw6oxgKdlcslnYvCJSee8Dsp7fow9hvEFOsevhM1pT78IAfoUjv/vz/6sdOUrXuYvlEuabaXFW5klbH7hKZiZUXhWktAmKsx3sH8Qr3n9G7B+w0b88NvfF6Mk3gBkAB0dHkc8nsSxo4cltcF9CE1EAdVRUJkt8U/aM/CBwJCLYbi4g3W8baehCi+CTisMxLqhzIKknRS7ujEwB41a1f6bqigU4/82jT0SIVbL2uElgwzV/UT8qoO24oF9qrJCVaZNqsmt2kzkrjEIGhQwiHMFJGolYrP9xFYrqNL3jz9yP9ZtOBOXvuRlqFTLYjnabrdEohgh0KzT81aPR3Huxjh018XGS14i7zawZgvMeAp2c5HGyh1d0ug0aogQIEe46pDed3zdADAxTysInVi4jUa9i2azixyxa1ZyzCw0sWFdHuVkBx0CZr44Fl2Eco1WMBHeWIwikbBkRcHeHSatVoq7fpR+wyt/4zs0iBefxI9XGM+CCAH6FA8rEmkvzszF2+0OzFRalUwTwGrlKWiJPmjRDLxYUkCR20Wdf/752Lh5E370ve/jsfsfJZDoEqgTy8sN0BI9J4763bYy0u95aBiaFvSGVdV+etAtnI2XuIw6Re/baTYkp+pKFaCnwJ/AR9zcmD0zxkpuOvCCXvLfCJgy3d9lEyYdYtWpmrr2JoUeJPtL3V38oPehhqd9PZQ8WpdNzZ4cjycMr0MA7JawYcMZOHx0H4F0AYcPeqjXKqIs4arHlttAlC9Ep4tLLt2OHduSSPcNSCGK06DzLE/IRqy3OEPfd3Bk9xOoLZYRTxp0/RwksglRCvaPDiJCx5zYd1TGl05FUSyx+12brnEMxWobC3N1jA8nMTnpsmU0Wm0PEUtHrd4m4Dfk/Af64pKfrzTp2N0uyo9//7K3//brbv5//vbvbzrZn7Ewli9CgD7FI5VKVvbPz8Uff/BhXPTiS+Glhggoid0Ru7XaFZj1Wbh1QoFUnwClE02hL9OHl7/q1Th7+zn47l3fxrEjx4TFstcFN171/a5szcWjLDlroV5ti8EQA1lPjsfauq7HbaCa4nkcj0Ql+9zp2EHxsqb6/tF7SrpEV5WDRpC+WOLigURPlaAojTQDNRd4WBakUrHXaCB4qrJG5SaufsDApadAr0GBLyxcC7w/5I24itBpY3FhCjE6R2bLzVYNxYVpRK24aJgtOq94VsOrf+s3cP5FW2S8lblDaCzOIpaMY2TjRtj0GpbiZUciMJIapp7cjXx/Dv1rNsDtlIhZVzB/bI5IvIOztp+JBoHrU4/vweBQCjFi2IvFFvKZKCqVDj3fwdhoGpXFFjqaLYy5Q+fSJJDO96Ukf59MWWh2HKlo5C3V4p6f3fjB9137T7d+5vb7T/4nLYzliBCgT/EYGRld6MAb+fPPfQ4zR2dw5Wt+A8l8Bno0SeyZWF1lmlCuSzStSuTYhh5pwkv2yUbhRmKUq9++Fvffdx/uvecnaFTqktTgTa+R4axsNBbnG0gkdUxPzosvR9DnW4E0sdNmsyEVhbV2ExHDRDqZgGSBxa5NMWLlXhd4chjKZ8Po+ST5vSYDwY+Q7oXSeJZZsmEo4yTJnEj2QkE1l5B7vdZcftDMS3ofKntTmUg4J21wibU6Rp3YPk8Y6n2UkT/forqHbRdvwdXv+U/IZ2kSs+fRqrSQGdiIWH5MyrbdziKNwUG3VaSJyoFBE5lBwFkv1oiFz9P814/ESB+9GTPyCfEhccqL2Hz2Wvq9zMsqhXPmrYaNDLHqRtOma0wArbPRlKGa9kqqw6bfTUd00qlYBG7GQ4HYN1+lbquqlQ/v5n6HYyfzMxbG8kUI0Kd4ZNPpw5lcdtvMwWN48MGfYXp+Gs97/guw/cLzoNEfOLJjbAINnZiwz11XqpOSG4ZNIBbPEhhHcckLLsWZZ23B9+/+Lh578DFRPmw/9zk4cmAfZtkdz26jQmCjR6NBtkF1x2aQ4+4hvqnAsMPmSQ0PuXSeQAYChtLdhUFYNwIPaF/YYWDCofTT6LXAUqkRVVGopHaszfYImdl7Wpi3o0nqQApVoLp4i8rD15asS/WgG4xMJuIFoth5myaTaDxGzJrGJOXc3CbLw5WvuBK/866raRWQgtedp+fmkO4/k85pHm4Dkt5gWV48swaR9LgcLzPSwqqzLxGrUc9twiVWPr1vD5qLBfSP0iqGVyvc57BWEw8Uxy5hYCCFBadKE5/a8ey0u+jLxVAoNKQjS5VA26bzbdTaSCUyMnGlUzFJQ5VqDtj2ZO7JB0c/eP2119x62+2fW67PXBgnL0KAPsUjAv1rAyPDr5w4cBg1NpdvNPGD79+D/Xv24sW/8VIMjg+L7A7sj8yAxab7nB5olmG0yvCyo9DNGAb6h/CK170WE8cm0Vio4d4f/hALs9OYmJpUDVOld5+05IZqMKuQVPl0mIr1+orZtjrESgl84lFfPKWXwDlg0r3GtSKlM3pg7UuJ+FIzct8PZHvK1a7b5XZYpmwaer1KcJbn8bG8IA+9xMKdZxgvKQme02kv5bq1oGWXToz4xVdcit9/93X0zBac9gSs+EYwh/e8IgFoiSazKLHo1XBaTWLKgzQ2YtHNirTO0gloYwSk3aaL9MhqusZJlCYOEPueQ6O4iLHNZ6E6P4NmZR8ymSSqNQL1dYOYODyPVeNZFObryOUSqFQ7dH6e+H3wxNNh35SWjRQxbdvx6FfHRliu6gtJj5cO7f0jGmQI0KdBhAB9isfk5OTfnnHGWX/16M8e0rjriJj+EHOeK8zhv3/pS9i2YwcuvPR5UlzBG3MagY3m2ECdlt20VPdbNWD8HAHECDFr3vBrLXZQrxdwaPIomtU6OlH2moiL+b/nL+UmwEDGhTLdpQyxUk4w8+NKQa4w5A0vEcHJ/UaAmYZs/imPJE1tSEpVoCESPW3J0K7npqS6rMjGIadrEChFfJUP7/UhYOQO5NPyDDN4jI/X6bSQzuYE7Hm6MDUXz3veRbj2hj+isRBN9tsEzmcE5+ZA1/MEyJyusWB05wigD9FxbHlU1+NIZWnio6+a5sCL0wpj4QCqc7PS6DY1kIG7/wBKkxOIp9M0SQ5i5sgM+rjLuKljrNtHAN9EMqNsU5lFl8ptUdTUm13ZGIyZHZpXdUTomsf7DZ/UVgAAIABJREFUU/S7AY4U2nStPCweeLj/A9df/4ZP3Xbb352UD1kYyxYhQJ/i8YUvfKF703/+2MF0NrOpXCzTHzgt41PxnvcQHnv0URw5eAiXvOhSbNh6Jtia1DM49bEGfn0aPhvu9+QU9E0ml8GRp4g1x9LYsPZMqcRjD45MepDYnI1yubjk3cHqjlgkKi5xXs+/WXtGbliYqFJiaIbazfM9XYEzlBpESeKCdARUt3CxM5UTUCoNqRgPvDd0SUp0lwpptCXt89NdWbyAUbtsTER3NpstxONx1SDAV34hWzZvwLU3fkhSJ0CcbrngIjC0W+j1ewEaMGj1kcqfTWPLSp7bM4tIxkbgeHW47TrM+AAy+U0w4gcw/cS9fNZYtfUCzE3sR21+FtmBAUlT1EpVRBIxjK+P4dATE0inLFQW6wTUMVTrNuyOi07XlSsnVYWJKBzbk+tVanSlbFwKc+j30FiYZBYdAvQKjxCgV0BYmvHlodGRPyrOL6BaLiOXz8HUe5V9nrjOffPOuzB434O49CWXYWT9avgEOnp+HbRmacmvmcnnAPsTR5IEuiVECKSH42mx8uQGsaVyQRn5+4HcjWV0piXmQk+Do4cWgRZbZ6YSKZHESZFfsDGoBVpqcbfTgn6EwqKfadcfMG0EjDrQQCsVhy55aXmN7/dspVXeQws2C3U1Pk7D8Hh4c8+0EoH5k480geR1H/ooMeosFCDH6MZVgRYUW+dgps67kuwNza13a+h2DohFq+dxHnmcbvQ6v0nzjkYrjaNIxOJYve1CTO76GRYOP4GRTefRc3VarBzC8PpxOE4HlhUTpUk6zx3G2zLeKEvr6OI0ml2ZEtIJQ0bF/toRYtyNjofhwRSKi000bVqdcIn5zL6zr7rqqvhXv/rV1on+fIWxfBEC9AqIVr1+29Zzzvnwvt17tIViASOjo5I3ZtbKjDPoQIXC4gL+/qtfxZaztuDiy16AZC4LLZ4PikJ8UR6MjbOL3QP0Wi6zdlVKw1PtreYX5wmQdQLwBBrtFoGwIZ22uYmqeGG4qqCF89DlWpGAu42RodVIp3OSZ/ACvzpJZ3gBS9aUNpox1wgQWxQYQarD05U1ac+5joGeW0nxO+lBiqQ3uajOJEHxo6YaBLCRVCaZXOqDyIT5ne+5Dqs3boICYP4T8IKvvRw7Hy0S3NeWa6wbObr1wXEL9BTO5qdlkolE++B6i3S9Zgmkj9FDbazdfjEWJvcSSD+K/rHVsKvzSGWTGF27BvVKhQ4dJ1Zdod9bW35HFp1IIh6hc2pJFWI8bqDedpAgwI71JWh68DDenySAbnCfBHHEbhYmtE3nvvhdNLTbTuZnLYyTGyFAr4C49dZbazd87CMHsn35zfWFRfHWSKRSUpgSIGLARJX0bc+ePTg2cRTPe+ELsOkc1bhDSjsIm4ZHRsEvczuWlDYzjrpdAufCDDHINjZt2CilzcXFAkzOKxO4sLk9v5g3uVz03gvE/Bo4Nk3scWAV8n2DUhKuXO9UGkQ4seYQqFp4utrEl2OJ3Sg9Tw9yGWpf0Bf9MwL7JC1AY9Y9+3qvoMUPQJpLybsyoXApecDLcfmVL8Wlv/ay4Mr1Pv5B4noJnINxLKU7mDXX4LpV2Cy3cz2aAPXgeY6cr+fqSGY3oebsQ6M8g4G1Z2NR3wu7VcL4Wdvo2hURSw2j8+QuVIsLSKZiSCSjqFba0nmGxxnhlBEBtmt74v6niQRP9T2s1W3EYhZNhiqpzj0PO4uzr0II0Cs6QoBeIZEwI59ft2n9Zx+anUehsICBwSFEIlbQmFUT9QOCBAIDVq1Zx7fu+mc89cSTuPTKy4jR9ckffiqdwejqYRx8cg6z8wfhttvSIYUB76zNZyImOmcgm82Ikf4CgY20goKCtLgVhUEI32jXBUAdek6pUhI1Qn9fXir3BEuZcfvKalRVBnYDu1JTeW94ygVPE5at2l/JJCIV3X4Ap4GDtKYYdE+6pzYNPZEH9mez0qKKr0M/rRje/PZ3Cts/PrSf+9o7mOqI7qNKX5v0OgbVTXCdUgDlKlftay6x5yJ930K6bxPBeRq+08bAmvNRnnsUqdwIGqUItEgOkdhhZPu7aNZZFWLJvMBdanRL/Snm+tLC9idny4iYGrLpqBhPHZgoIB4xYNESgK87V4bWZg5v/ZV+iMJ41kUI0CskPvLhD99+/YdvvPXJx3ZH2PN5TbOGZDql0gVQf9Cq1k5TzVAlIQscOXYEk//v3+D8iy/E9gvPpSV7HDt2bsfRfXcjmhjCQmUvGvU60omsGCDx65kpR2VJ7uPQ4YNSdcepB/HYIDDJZPoJaPpRpHF0mk107IbkkbmgJZNuI5vJwCRAUjzYC4peVJbZ4/SBHhSbyICDTUJHPUkLHOsAZYokoWmBfA5BXtqTEu2IEVieBonq17/5d5AfGPw3XtGnGbUGnpQMWkkswnbnlZWqnoRm8HhpInIjyA/vIHY9Q+DZRHpoO1q1x2FF8/Ds7Wg39soEY1f3Ij/ah4WJsqSGDJpA48SK201X0hwWp4/oLzIzmEWpWpP8OXdJ5zRVNGohn42j1bTRlrp7uqK1ub6bbrpp+Oabb577lX6YwnjWRAjQKyTY6exTn/7UHRdf8rz3/fT7P8Ds9AwtozOIcccPQ7FoPcjxcmm2Cy8ARcD2bPzoBz/Avif34oVXXI4zN52B7+W/i3g7SSwvi3wuj7n5GSwszGB0aAzxbAyReBzTs9MEmA5GB/vFp6NeY4vPFGJiyh8Tg6JyrYTZhWk0O1Up9nBcW5oCZDNZJBNxkdYpUFW9EVW5N8RPBJq1pIdW+5huwKbdoAhFTTKS5gg8OQxVlygdx3OcY9fUNDA+Po4rX/3af+dV7aVMqjQyYtFmGxErKzI7TWPlR0SUJvXKE4hGEohlVsNuH6YJpktM+SwC9AMEtpvgdCfoekVQXaggme1HKTIVKE00ep5FoOsoOaLJfik6orRK8QMPbLYuNWlFMpBPIp0y6b0iaDu2aM4b1RJipvfEDTfc9PFPfvLmO36FH6cwniURAvQKig+8/wPXG5/5zI5qsXx5oVDAo489jFXjq8T/mBvABr6hwir1oBRaKRvYZc4nEJ7D33/5K9i69Wxc+NwL8M1/ugtpYruJiCbtrWyXQC/fR6ASR6NRR2FugUAjTcvwBHZsPxfJwRwevO9x1Et1xZB1A0P9o8hm85iZn8TiYhFdrwyPQJo10q1WCukkATov9dlfA0G6IihcgcjpDAErBt8ETzZxA3MLs2IjahGTNSxL8re+rgdm/8pRTzN1AX8EFYe//XtX0+og9gtcVYfeO0HAn6BjFwhEs0vOTL43Lz4g2QFmzAclZR2JnUErhUMwI+vocboGRoWuRT8SfXHYrUU4HZ9WJqocnrvYRIgZm1FHOrJLA1wCbI3OyXN8us9ELGZKeihF19zrOmKjyvpumzuOE4Ov1uoDudG1n/vox2++1bE7f33s2NHrv/SlLzV+VZ+pMJY3QoBeYVGuVfabZuTyfgLUZDKNqblpLMwvYM2atbJxyEzNF5DWl0yIesoJ/sbxXDyy6xGRyWXo+bxJx8yWfaWz8ZiAU61axWKxgEzcJGaXR1/fINauX4/N55yNS198Je6796f42Y8fhN3oyHvFzATWrz4D/fkKpmaOoNGsS6dvr9sm9tiUFlX8XpF4VM5BJHKupvw6TFXuzWZM8TgDXgTjkdUo0mTisjGT05Zu5pZJwMZNbun97E6TJoV0kALRsGHTJlz8ost+wSvak94VCTjj6ntuByZGUAP0HrQysIuIpzYTIBOAa6MwjJxorbmPI8vwrFiGJhEf2aEtWJzdLWXdmh5RXWv4e1+pZPhXMDCYQYfVMVKkolh2NGoimUmgViii1XWVZJGb4SYieGrPfgxW2MvaTvie9w7TMP/g/e97/51tu/22O+64o/hLf6DCWNYIAXqFRce2V/cKPGKRGFaNrUGlVsbe/XuJ6eYwNjYmFXIM0NxTT7Rq3tOm/KxQ4JynazuSCmEG3el0JG/dbrWkiKS0WBBGt37LDgJ8E0PDgxgcHZYGrPFkEle+9KXYsXMHvvet7+HAkwelAQCDbi6dQTK+FcXyAuZmJ1FvVxBhgHWbaNkNZJIZ6Y/ITVyl0ASq0ITPx7SCXofsOkfnNTY6DqmcbDclv+u6DNYdWfqzOZRmWLJC4HN61VVvYlvWX+Kq8gyW5+lLnP5Uqy3CPt8iRt1PjzUCxeAQhLHr/TxoeixP140AmiYe1y3D9VrSjUaVvtvB5qXSXWvyPb3GiqIyX5aJtGtzNxpeDWgwCZCzfWksFJpo2J6SDdK/n/zoh8GGqy/WruvWbtRppfCK8bGR+fe/7323f/ozn3nvr+BjFcYyRQjQKyycrjPa0wzL5hkBh+R7CTxZI71r12PYtGET0vkcLAIYLrOWbtyyQbe0nyYpDwhT05FJp9BotMV6lIs+XvTiy5Dt7wctqaVTdT7bh0xfvwJBMeo3MD66Blf9zm/ikYcfxt3/eDfana5UDnKp80jfKLKpLI4eO4RGrSbl2+wQV7ZdmgzaohDh9ls8f0grLAI1y0pJCkCc7TSHlvkm+vvzqJR9dJotAqfYkvTO62pSbcd+pTk61vMvY5/7Z0ro/r3Rk+Gx+ZMl97BHB3yuEWnBjIxDFbbwJMDa6hRU04IaNJYf0jhYR+3ZthzLIhButMsKlNmO1VAgzf0QS4tVTDw1Q0BNLDoWUSsbTxUFcWfxRMykycwTfTibRtncvYa7iQfa8QOHnhJ5ZToZ11v11nXXXfueF/3x7X+y8xf/RIWxnBEC9AoLYrsDvuct6Q96UjTeaBoZHEE5GsX+IwcwVh/B8MgYzKglWVoGB1XoofTShm+A7fdZ8+wwuBIgrN+wAedfcjEBTETKvl0CVK7MSxBr5tZbqgTcD94ViBKIXXThxegjMP/Ond/GzLEZrvEQMOF+gRs2bEaptIi5hWlh0FIK3mBv5K6w/XgqOCanZIJCE10kg736Q50mnzxq9H42TSCySchKEq7W4wYGNMZLXvlKRGKcOukB6C8TqjQdwbtD41yyHdxvPeM5HAzQNGmYmUAq6NK4mqoSkhPXzHo9L2hQoMCWu523pbRbvQcvbnJ9CbS7as/ADQpwEDQs0A01EftBxagkrTyNQNzC4uw0njqwH9vPOfucX/Kkw1jGCAF6hcXRyaPZ+dlZ5AcH6W/VVaoITW2y8V91PpuXEuyZ2RkU9ixKbjqTzdIff7BxGAgjem5zPYtQ9rWYmppB7a67sfO552N0zWroKeW7HIlGEIlEVYrE15YKSxSg6tiyeQvWvHMNfvbTn+Le7/6EWHOTlvzciSSKof4R5DJ9mCtMY7E4B43A2fVsOMSo4+048jlm/0kBOd5k7Mv1ScELi6m5i0zENBFLZunUDGLOHbRaNXrIlbLqLv37dVFudIOrs2Q68gtc2Z7s7pmv559jz3j8meEH5evpgHUTWOuzssrQzQgsAlG+3uzSxxuqrXoH6XQc9aatCoWk16KJOE2oBqd3CLztelM2D3vdv+JJfu+KvBeDPbdn4SpOi45XLBVlc1HXtZ8fWBinUIQAvcKiWq8n23ZHZGasEuhBih+YF2kE2myYtHrVanpuFfsOP4XBzADGVo0Tm44IyHKhiBGAELNoXlr32l1V6zX84Dv3oC/bh4svuxRja0Zlia4UE0HhCLNwTcnlhNkRG0/GknjhC1+MM7eehbvv/Cae2nVAOmozIeQGAatG14mcb3r6qChEfEl7tJFKxQj8+wR4ntq/G885+1ykaZJhBskWqKaZln4EukZjj5rIxGLoNuuoFSsYHRrEyOpVUEAaRa+g/BdPd/QKyv+1nzn0p79qSSkJ77nvEcoShkake40VT4rG23VcJBIxFIp1miiTKB4tShqjzcWZ3MFGGLaJRqWB/EASi4UyvKotihW2Je0Z/vleYAPLx6bfRbndEd9reu3PDzCMUyhCgF5hUS6XLMsiNul7QcdrQ0DQCyreODRPVeflU/1IbkhhanYKu57YhbWr1iDX36eUHgy6BGac93WDIhRP5Hm6UOPFWhl3fv0fsZUA97kvvASRbLTnFB1olp8uKOndx+mHseFx/PZb3yK58O9+49soLpQAR6fHfKTjWWzeeDaxP95EnILbqQsEsh8yL+cz6RxiLJXj3LTryn2qw7grZvaieKZzM2Mp5IdWodmu4/7/8Xm88HffTg8yQDNQGs/4+ovEzwP7vwb0MnI8DeLs6JdEJJGVJrvK1U+Tyc1KsCNgB+NjQ+h2ZhDP0IqEXmLGmD0bck71Sg3xiI5sOoZKzUanyysIV9JCXmAkJefvO6qTDP/OaCVjmZb7C55oGM+CCAF6BcV11103XC3XkLZ46auJIkM2/gzlbCeGSL6+9OfMXhcs81o1vkbM/g9PTSBVLBC7XoU4S/K484feMwKFAK6pPV1azcDw5JN7cHTiGC554fNxxratAjh+wJ7Rq2IMluRiw6FD1AvnPuc8rNuwAQ/97AE8+KOfoVquq7ES2x7MjyCdzOJ/tfclUHKV15nfq1f7vnV39SZ1C7Swg20cGxuzg3HGYBw7OE4mzpyTmUm8DLEgRBZiZB3Ww3g/4xlnxifnTBLbIRnjxMSADcJmM1sAAUJ7t3rvqura96pXVW/uvf9rmWSyYqCFeFenVN3VVe/99br6+7///vd+X6GwAgexa67q4M3K0045Q1YFPPy20YHb6RG/PqOvjA5NS3OkWs2jmJ5HxKHeZ6/ThO6JAK9aT/zi/tUAq3otfyGi9MvGq1vIHVabvVMmqna9IhOPx83pIV1y+dz84+WGFfp9BenxSNgvBrTBcIBWFjnUGg0ZIRvM1tvssKJb+wzqDLzK4OvdtfYguBWTjtl+Hd6IHWsUNkCfQOHy+c4I+v0oF8vEgokx+rziaMJLZRHNZ7Ble6i+1Z3HYXkCRoIxBIlNp7NLePnAK1g3PIqBwUFpcOFqAxH7d1iNLqKn1pdlNqvuVxtV/OT++3Fk/yFccPkliCSjim0fs7MyLc1nwGpglK/joTguufQynHn2mdj9wEN45fm9UrXRpzF6aJIZGhiR7kNdU67gTofr2Hs1jC48/hBa7b40HSrJPk2cUqr1qmy6sePJwOS4rCaUgCc/kY/BmMVAzORS6W3AajtXwc9bZdqv3hj8ZYIvQIeufVc2ZntGW4x4/eya0ukg6GchJDYBdhNw6wgSU3Z7LOsu3YVY3E+ro4Zccm5g8RExLndgdYOqah3+2qkpiVbTqm/3eD2V12HwdqxR2AB9AoXZ650yPJAiVuZFlt09Gn5EIxHZkGLO2+uvVgc4XiXS35eUB+tXOAgwRlJjCEWjmF+YQza3gonxSQSjIdHf0AiMueqgr1m1IdqqUL6yupqamcLst2dx3nvfi7Pe805W1ZTXgI1aLcMVacteOQpHaAB9b1AYejIcx8c/ehVOP+cMPHjvA8in8+hpSizJ5/WrSg6r61G1ekNVQtD3Rq+rbLes5miDNwobdUnFMNke3sSsnqs32K08R8cawi8Amcvk+E/g1Zt+3WNfm/02AZ8Xrw9A84adW5zBnV63bPy5afKT2ub5DCZPXo+lxbyYxXZpbAF6js/jllUKS5Sun0ihtX8O7VZPGlc8nR5yKw0l1Wpt7PJE5KXVRkc0u5U3Y8AfsJtV3sJhA/QJFIZhnMQQEwwE4F03gcxKFsvpJSRicVGh480+WGDX11RjhNZXuWnlcEJM2eFExBeC76SNyGaz2H9kP4aTQ9KIwrXJpq6qE8SY1WFtPtL3el+xaqNn4NHHHsPBA4dw0eUXY2TDuDUZKBbODtv6yiHo+cMwNrwfptsPs7oCJ43jtM2nYf36CTz68M/w7BNPoVHtSjegtqpqB9OSEVWbY+LMbbQsAwHFh5udJrpERd30mlRqAIFYil7bIGKtSwpEFwWmjnXFVmepVebcVjduXXSE0essEdtN0TXzWT9frYd+LdEk9mwIg9adbngCITRcFQTYwWbfFM58/zmYPXg/fEGX1Dl7g14kRwawslKWVYXu9CpOT+DrDxDQE0DnK221snlV/ToLRBldNWHpTg0en2/mNQ7YjuMgbIA+gcLodtfzvWYpzo0MpdAINZBeXoav0UQ4bLFp2SPsKl7IaQ9TP6YvoVm5CDexveHUCL0mhsXFWRSKBan8CMdj0gbOJXz8XN0S1FfVeJY6Hf1L5zL4q+/9Jc486wy875IPECD5eFTCCLvJk6CVloisttAnFml6vOjnCQyDUYSCEXzwQx/CltO34Lt/8h2Yja6qdmCjW0smlFkz56U5jdGTPLvF6Ok5vDHI7JpzvSPjo8SC6Rz9Mg3OS6Ni49iO5epivupWgyqXU/rPptkSY1mnd5y+r1iPK/2M1x5dMURg+yyHYRAA0+pmJIlKpixt3GdddjVKuQ4OvPA4IsSeWZOD39/6zesIuGdQLFbFCaZcaqJa7SAS86JS76pSPUsjm9cQfI06Vreih66ty+t9+ZcYtB1rHDZAn0Dh8XpGTXN1A081nLAex/pJD7IrGSym5xElwA0SULudLiUwZP0xqyYVleqwfLeFJQd9PmzasFl0nw8dnUKiEMXo6Di8Xp90uwkoWy3YEtLRZkrNNW/ePf/CCzh86DAuvuJSbDhlI00cSstCq2Xh3vcgHKnTYESG0SXQ0nptYvQBSU+sX7cOw2NDWJ5alKaYA3v34owzz5Z0CTfOeF0uyU8rCy4lWco6Ip1GQ943S3VObJoAs2XuUhS95V6VhpfCsbK3Yx9/l/W1co/S9AG6FgU6Thi/qMSQbTi8tj8ZPpdOk0ldmLPbHYRB42SRp/lXZrD53HMRHjobZvt/y3mi0aD8jDf7uAwvFPLT+z+KZMIPt0dHnSathulFw+ira2lNquJxrqlGIP4XCvG53E++hgHbcZyEDdAnUAzGE/efcsop53JlRdfoSWqA1786gdrQ4AhisThWMlm0MmnE4nGRyHS4VMrDYQkqK1MTU7VsQ8mScmXGQHIYwWAYC8vz2HdwHwZjSSSGkvD6AtIyLl1tYFDXJa+tJJZMOXalVsNf3/MDnLplC95/yYUIhRMwhk+Ht7wEd/Eosell6AOT6LJvIBc4W4xYNgetpTtvRHYJqFmRjtMoHncIHdbh6HctVT6u1jBg8E6bNNiZGNkwRgBXkC5Jh9sURsojNJo5ZpZW6R0ffbXZxEmvq9GhnHT9qjSZcGkc62two0sPr51B8zkKcOlD6Go1dGjC8PoTUqvO7fKbz7sSpcVFlAsLigF3TQwOxNFq9+ixCvwE0C76HXZ6BN6xAK2UqpharCvzAodmVdVIlbukghyyYQqMj6/nNNXuX+IjZccahw3QJ1Bs27Zt55e+9KXs5s0bv3Hfffc7ms2WMEnVTNYXneaR0TGUKyX6w80gSAwrHImKElzPMnHlFm+VNF7l4LpqNpH2bD82rN+IQnEF6XwGuVIOoyNjiCXjcLs8qqFl1bBV8s2a0p2W1Amwb/8BLMzO47zz34ct55yOamAIbi4Fm3sezvIiWMK/Fx1Cn0v16PncTcjsk7sUT960RTQtFNM3paKEnUhUxUJPjt8xmgTeHVHgY2Gl9RtSUoFSzc8gNhZHKT2DxLoBdDrEsl05OJ1JrGpsmCYrdHbRaVfofBqc7qiUKZrdrCjoaQzikot+LU0uDPB1OkeTVjmT6HcWoYX9yC1PYfTkU5Bcdz6e/quvoVSuIZ6MwEmTnpPL7AJulHIF5DI1rJtMYPpojgA6hEikh0P701J6KCmq/mr3Zl82CrmCxkkMfGh0uPH1r3/dLrN7C4cN0CdY3HDDDd/ctWvXg5+49hO7n3766bFDhw5JSdqq5x8zriiBMkt8polJt5bTiCcGiJkSwOpqo0+q1Ricre5BqdNw9AiwHFLDm4gNyjFWchlMz9HSu1zByMiwqNkxW+VSvNWUh5T2sVaEqXLF5XodD/z4xzjA5gBXXEiAlER95Gx4OhU421Xohw5Cj0+inRiVemB2DOfJYSQ1osbWt9qaoUnqQvLNXPvLtdGdpjzGKwZuPw/4uFOvhVazjlZ9gWBcRyV3EJ7gAIF/hcYaocOwAayHGHOFXluFyzOAtrECtzNE52dVOoeYxEJbTXNw/FtBeolubE7A4zPhC25Bo/4cyrkVnHXR76JZruPo3ifQavURjup0TWIwCHQ9xPI9Hh0rCxUMjEVFPCpfqGJwJIb57FFZ2Yh6nzUmBmyrJFwmy6HUyNzr86myY63CBugTMHbu3HmI7sYrldJ/27jx5K0PPbTb0SBg7DKYWZ2ALHg0PkxsulpGJruEaCCCUDgCjZsm+qtddj2rRM5USnSixaMphgoXUskx6e5bXF5E6eABrCN2zsJITm4ucejHUg2rW3HyeqnAMDEzN4fM/7kbm7Zsxrvf/x6YoQQdUYdHW4QrPw1PYRa+dh2NRgNKeEiTckBT2dKqjDCX2HFZnMn52i6BbAd9yyYrkUxAI8BuNooE6x60agVipWE0qgUCvoikcHoEyKbZUd2WegDdVksE9D3uFHp9YrzdIj3upcO5hP1q0onJJXureel/Kfhds1YGM30u/Rul61egY1VRyc5gcHgz/JFN2P/I91Ct1EQu1KBTcErDMEyaVBqq+salYXY6h4HBMNLpMg4v1aH1uLLDIzZiq3ZmsO4l/0yv8wYCj76+nyw73uywAfoEjs997nN/ePPNN3/tyiuvuP+FPXvOmJmZZzlSS7HOlM3BaCQGHy2ps9k0qrSUTsYH4fZ6lUy0QzWbCAPWVOu2Q6WIIR169By/N4ANEychX8wRm55BsVTE6NiYKNypsj6HBaiqIYZbx5U7NwFQu4U9L+3BkcNHcD53Ip55CozRd8KXPwJnYR4uOpnR6YhLeSyeUGPqKxU4Zs5cFcEOI8yse4RsDNDcjsjHnphYD4ezi1YlQ0A1jCYBdCw1DFEXIVAhIxZjAAAgAElEQVRjF+6+kYEnNI5Oc1FK8by+ETSb87SSCEozCavRaaYHSl+bqzhWa6K5TI8nsX/uz6dFN54AFuV5rG7Sa2dpTHFUSk8ifWQWm9/9G7jvq/8JhZUMCuUm1m8YpknEi3y2iKHxYZpUKsjMZxEfimH2mUMIhFIE0iHc/9AsHUc1EDm4tRtqdeTUlYKKKA9OTnLO/btv7CfMjjc6bIA+weOWW25hhDjz9ttvv/a00077X089+XQ4nc0QsKnWb165c256dHg9KgRiy7llsaEKh8LKTsqhWXrRluOKePz1rA5E1b2nm04MRVMiuM+6HvsO7Mf61ChiySRcrGnsUE6B/WONybC+h8hjVusVPHDffTjw8j6c/8FL0B84FQiPwXO4SeR4CjPTR2XDMBSPEuirjToWuu8fUwrizhUlU6o5FEAlkzF0Wh3UCkvEUsdlUqrkZuh1bszPTmFow6no9Eui6+z0DNJrVwjQyjRZjaHTLqBeTcu2mz84Qsf0yNerVR4KnPm2Kr706uAxset3jiYNus4OH42zQOML0qQQQLtzBEuHXsbkWVdg36O7MXXgAE2EHkTDfnqeE4MjQ6gUK6gUeCwuGktbSuxOP3MS+/YvITUWR49AfuPmIDNkrnPGvpdeppVQVbXhOzQB6i2nnt7ZsWPHI2/wx8uONzhsgH6bxPbt2+/etWvXX11wwfk/WEqnr3ry509JizGnLnhjj2U3IuGobASmidG1slkkiLWyzrNjNV2hmfKBkT0ph6X7bDqEaUO62HyYHJtEoZrH0eUF5In5MpsOhAKSL3WIwhtnIHTRAVElgZYuCMH11Pw00n+Wxrve8x6c9s4z4CB2z3noVq+N/Qf24qTJjRgYTokMp9JhUpuZSjCpL7e+dBma8Hp1tBo19AhTB9dx9UeKADOPYDSBZiiDXqcOly+Man4W0VQM/a6LhlGgCcgh6nFu73qpoda0rpqIZKOPqz44vdGyvvfj7+ejuVtxhW55NBppmDRuh16hmw9GnUDaYaBeOEQvpffbDeLAMz+Gxx+kidFAfCBMYwuLMcLgxDiWDs9gYTmDeCKIYi4Nx7ATyUQAh9Jt/Prv/Mfvuzzu/XT9qjRxBS689IpP1avl5HNPPhV4bs8LBOxexAaSe97sz5gdr3/YAP02ip07dzLSXP2Vr3zld6/5yNXf+psf/lBvEUhLG7X0cLPOgxdjqXEUywUsEchyyiNAzNghXoY9VTnA+Wjp5FMKFybnPazcr9Z3IhFOIugNYn55DgcPE5sem0AsEYPb6RaGx/W6DgFqVbGtZEmVbVO92cCjP/sZFmdmER8blk1Ndk9pdZs4PH1Q3kc8mZA0h6wBlOEIsd+eqliRZ5iIxrzEjL1o16uoFg4iMnQqcvkqrRwW4PX46fEssc84nIEoSunnEB99l6RKGrU5AtMm3K4wfJGkVHPAVGV3mpaVnLXuGqWveQORm1gYpHkkbL2VoTGsoFbJop6n4wfDBMQGWAmEFfug5zD74nM446Lfwe5vfw3lUg2G6UKQDtGoNTG8bhTdLq0oiD0nRxLIZ9LI5gwMpCJ47qkpnHfBJixPRfvPPPPstXfffferVep28n8379hRX5if9W/avBndvnnTm/W5suONCxug34axdevWb996663PXXXVh3c/8sijsexKTuVzrTQGpwgYZLlUK5/NSRVIOBSB7lltaOlDOW0r/Quzr6nyZUs/g1HT7XJj3cgk0rklHF2YlXzz4OCAcl5xqJZpfv6qe4jYOgHquHS8I0en4ZydE9A1lZeVGM1OTx/ByfT6UCIuTiuqgxHSRQhLzU18C50dAcfIwCAq9P7c/gXZ6KtVW0gOTyCXPoxe7xUMTr4D1WaWQPolhAdORTB0MnqBOhrVRXRaiwTMGXik5K4LnXVBkCAmzgz6KAG1TwSQVJdgg8aXR7tJE8JKVia0eiEvYzTabcnr56anEE1OYOaFlzF3cD8xaxfa5TpGRgbgCwZQKlSQWj+GUi6PleUqBoYSOPDyHNzE8BNxL+bnS4iOvuvFu3bd/o9KiEZjsf+89b9+cWuxUNz9md///YfehI+SHW9w2AD9No0dO3a8sGvXruSFF5z/F7Oz8x/njr9OWzVkCFTqfQFl3gTMrGSQydJym5tbaPnMZrOr9ciSg+buQW6YsEq+VhsnXE4nxgbHUAnVkM0uo1IpY2x4DIFoSNqQlUSoBbAO1aOimlwcMglU6zWpbiDkE5bMrN0g0D146ADWr5+UDUeHQ42lbypLKMZsl9NDTLmFRmkBwfg70CpWUMstIzlxOlbmjqCwdAix1AYUMgtIH34WqY1nwuhU6fGn0Tc88EbiklrRXUlxbmk2eQymVI04tLpYaunuAI23SLcOsd6asGQu5ysvzYmGczmblW7ARrkiq446vZ/8QhqnvP8D+Jtv3CaCSL2ehokNQ3DRqiUUj9F7d9GYCvCHfMSU5+m99jE0EsPcbA5bTh/HvlfqcI0Gtv9Tv9Prr7/+z+nuz9+Ej48db1LYAP02Divl8et33HHHJR/+8L+75+HdPw0XSiWuX1N5Z6KuTgKb4dQYavUSsitphH0RhMNhsVcSbQyNExaaqNrxViBbZ6l2ccWomc2G/BH41vmQL6zg4NHDSCUHMJhKSVcg115b4sWWC4slcE/g6/G4EYmFUcrnoXeV1oT0KJoGZmemEAyGRLdadUyqZhhh8wSGpRyN19OGi8A0ueEcdDt11AoZYd5ZYuFdo43BDWejml/CypEDcNGxIgMbZXLpGxU0Ksto1ZbhdHvEpsrpdcLtS9CwgjCaZWLMNVpZlOR8bB7Q6hholkvQ6D0Vl+ZltZGbWxL3mj5NaIeffgHv+cinsPvP/hhto8k+NfA4+6wPiqF1Q6iWGoimosK6j7w0R2zYj6mDiwTcEQylwjhyMIPIliuPfv6mmx5Y0w+NHW9q2ABtB77whS/svvbaa+OXXXbJPdPTR6964cUXaVluSM20+AoShgZDUWHTDNLpTF3AMRAKEjt0Svkdl+EJo7VklJUCtdpM5AwFazkPJVJSHbKcWUKJ2fToGELhEJxOlzqXNLhYusyW4L/H5ZOSvTZ7QGlKf5p/xsVltUZFXMCDxPRVg3NPXtshlr08l8Gol30Sp6UcLZAYwdJTzyCSiCA0NIxyep7AsIShDeei7yXmmz8qjNvjjsEbmoTRcMkmoScRpnsPek0nOmYHRms/jYXz0R7RaW7WqzIG1h/RaFVQW8rA6QshPzVFjH2Cnt/E3gcfxLm/+nG8uPtBGtcRKaUz2k1i8TGEaQKqVdpIjKRQJ4AXJbp+D/MzOQyPD9D9ChL0vEzDa8bh/8Rafk7sePPDBmg7JKxNp6uJTf/q1Vd9+O6HH/5poEjLc84brPbQscD80NAIAWMNpUKRlv5NRKMxsXBiEJfEqDzZUrXjmmVWvZMtQKUL7Xf7MTE2iVyZmOLcDKL+EIaHhhAgJsyVHtKFyIfg/Lapw00MlJtqOK3C2kAOzar6MFU7udk3UKuW0WjS8p9e6yIGy0ay7UYd2XRHcsG1v3sJ45vo58TIs7Oz6DZr8BFgV4vE6J+9X+qjw8kk3cbQapRRqexFq1KS10KvKT0TbmWv8WYhMewuTwI0OdA5HTTxaPS8TssQYSO3P4b04UMYO/VM1NIL2PfoIzj9/Mux4dxfwxEaB9uJtZotAt8kgpEQ3F4/X1hi0EWajHTMzS2LToje6GBxvigpkD2HOxj/lSu/dsONf/TMmn1A7FiTsAHajr8XxKZ/dN111yUuv+zSew8eOnLZ3ldeEX1lncvpTFVjzCmLkDeMYrWATC6DaDBGAOsX/eFVBixC/g6lkWFa7iSyichGpnSsgeggwv4wCqU8Dk0fwfDgMBIEkgzICqSVCBADM6cYNAJdraNSJqphpqdSHuKTCEtRzyFa2MzqTcNAqwWkF0uID4Ux/fIhDAzHEYonkZ5fRqTWkvcTSESJBVck5dEsNwg0Y3CKkzYBPTFw3qTk9+8kAr+SnUaHnVCIKXt8AXncJDZcWyRw9fnp/XpQyc5h03lXYOH5x3DgiUex+b3n45QPfBKvPHwPpvc+hVqtjfUTAzRZ+BAbHKD36JFJpteuY+pwFtFkFFP75hAdTND4y5hdriJw0sVHCJy3rvFHw441CBug7fj/whLYufzOO+/86IYNE39ObNrHnoFa15RURM+hGlwS0QTCBFRL2TRqzQri9D1rYEhjiqZqpKGKOiA5ZtOJVSsXzlf73D6kBkfQijSxspJGkVjr6MgogsSqnS6VXuGGFBFioluPWCofi0FbcziVWp71z0s/N1odtVFJP68TEOqjPhoXPbZcxmAqhkqpgUCoI8BbrdVUq7jRRGw4hUA4gGq5SLes5NbbtEpgzWlNyg9N+VpSMVabezlfkE1VLvfzxxLIL2QQjCWx7qyL8PPvfQeVlRlc+qnPYXDibDz/t3+B5x78Hop0DRMDAWL7PWzYkIDR1eAP6ajnSyiyeS69o+lDSxgYHcDCTBqDdH8gP9Cnqe/iNfw42LGGYQO0Hf9kbNu27Z7rr78+ccXllz1w6NCRD+zduxdGpycKd0pQieumfWI6W6wUhU1HAhHJT4sbtVWVrCrvVLmGNMZY0Kq4tQN+YpPjIxPEyIuYnZ3BQCwutc5Oj1sqIBgcfV4fWg1WhOuJMJKLAFrJolpSmwTonJJgh2/2YWTwrFaaCIV9aLS6mJtZwcBQRDmUmwSqPmLIIT86fQcWZ5bROzQnVRceYvA6MXZm1Dx6b5C1mV3oNA10WiWplebveaHg8hOL7utYOjCFxPg4cislvPLHXwWbVl387z+LUGIST/zlt/H0A99Hu9PG8GgcvkAIqYlRqYFODHrQLFXFI5InlxZdW6/XiaWFPMYmU3h+XxXD7z7nK9u2b59fw4+BHWsYNkDb8c/Gl7/8Ze5vvuCuu+765LqJdX/y04ce8bApKy/9RaODU8s9HfFwgkDPh5VsFo2VKqLxOLy0/BcJNuiWLZUyBJBKDdXpcmwzkGVOE6EYgqwLks+gVK1gbHhU6oPZuJa748rEZrncWRoXLVNUPhZrgnAzi5tAnFujWTGjQf+n0w24dAL3gEt8+hbmckjW24gORAlCDXQLWXEu8fj98IWCMr4Gb452++KowmNvFIuWvZcuOWZO8cCpy2qgcnQZoUgEnsgQHvvbR1FaWsbZ570XocExPPXX96BeSGN5YRZ5AuORFDf7uJGaHEGz3kF8MIr07DISqaikXLh8sVuto91joX03Dk/lse7d18xev337H67pB8CONQ0boO34V8WNN974Xc5PX3X1h36258WXzj5yeEpVVnDBha7otNvlwyix6VKlJEAdDoYJYMPgkmdOVWjoHVPi4OASNc0ynlVgq0u34cjgCKqtGo4uzCEZiWFwZFiVutGBjH5H+DdrcjjEkNay6WLRUHpOpV4XHee8Mwh/M49ioUaTiR9enxuBiB+leouek4bf70NiKA6NWHqT2HJ1sSaypUFi1b2eAn+3W5fccrvToVsXHaOLNgE83+IpmoAiIbyyZxZTB36KYQLaD3zkCswdTuOZR74Dj4vLBF3oE+CvG0tI7j0xmEAhW8Lg6CCKmSLC0QD2PXsQyeEEsksF+KMhdOsNYtImElsu7VUM2KmNt3nYAG3HvzruuOMO1s4850tf+tJn3ve+8758749+5MksZMQhRDmpqDrmeDiOALPpXAb1lRZi0YiwWzGbPWYnbkqaQLOaUhRSK59Dfizki8I/GkS+kEPz6Aw2nLSBlv/EMtsdEV2SsjbpMFT11uIuImV+TnS7XXQJzNMIYdCooVJpoFAh5hzxIBgNSgMNmxnMzywRy3fCG+ANQads/hlldmnpKUcZbksXSVITRqcvKRQ2eeVUxNT0CuaOvMDl4NiwiZh+IIr7v3svfd8TDedG00Aw4EQkGRN2HCPWXsxVCNhjBM4FeP0uHN0/Q8cL4OiRJQwQ4FfZd5BAutCIwxVI/PbOG78wvYa/bjuOg7AB2o5/c7ApwPXXX/8nl1x00Q/m5xau+PkTT6oNM8sqi1tK3E4/RobGUKqVxM8wJA0uIZhuJYkprNe02sMluGxOV0a0lm60rjmRSg6j2alLbpnttRrVGrRVETtuFTdVy7m56mpNIN5sNyV/3dDcWGw4cWrUjXqrg5mFCvSlKgG1DyPEap3EolmitFSh4xd6knXhBh2vR1WSMJAH6blB0f7QkFup4+Az08gu59Gj8Z2ycQjJVBKHDi6g21pCyE+M2+sWI9uhgaBMGJyaCQ0k5LHYUBKlXJHehweLMwsiIrU0t4JoMiL3608axvIyAfs7z/v61htutKVC7bAB2o7XFlZu+oN33nnnBR+++le///jjjycy6RVirz3pKVRu3zpixKZZOCmTz6C5UiNwJHboY3ssp+oANJVIEoMZ531NR1e1gEuds6qf9rsD6DS7CHj8KLvc6HaainlLQ0xXSgDFm483D4kFt1oN5T9ISL9g+JEsNZCIeZHUHVgikM0tlLCUqcLncSJATDYU8oomiLSwaz0YBKbMejktMbdYRfa5eZRKbImlyv5isRBcNNEspysE1kWEI15ivH7Uqm2EiGWHEiECZg+i8Yg81qk34QmyIUBd9K2zCytwEnNfnF1BbDBCwF9BYiiKzHIdsXM//hef23rjH6z179eO4yNsgLbjl4pt27ax5nCSGO5/X5yf//SePS9pHTZuFYUjVWHBJXKjQ6Pi3pIrZhFoBwkUI9AJzHSpwtCthhblDyiSSeI0rkSYOPvBgNtoNBEMBlEqtETz1CHi/11VFdJX52Pm7XF7lTUWt6HrThwoOnCGsw2/34nhwQBylTb6Rh+Fegf5Oh0rUxOA5j8G1WxjSh7a5dDke7dTmbUGvR4ah4lmo4VGnScMJwG5S9ItzPpHhsNSdTI4EIGpK//EUMyPYqaEGB2zmG3AqYXpmGXUSg1h0uVCHYlEBMVcE0Pv/42/+fTWbb+xVr9LO46/sAHajtclbrzhhs9u3779axddfOGDTz/77EQ5XxX/PUk9yAagE5FQDH6fX6o0ctksIsSm3QSaTgbpvnJe6UOlOEyrwmNVeIn/z+ZyBIxleJxOaTJR9dDMepW1rehaM8yzNGpf6XOwiFPDGcThdBabh31IJgPwE8tmeVLOMdeaBk0cHTlhl17DJW8Mzj3WvuZWcwJnn0uHiyYIo9mQykG3rok4Egs0cRVIJOCBj5h4cigmVlWlYgODIwkCcgP9Zoee48TBfXOIJ7kxZ0G0qrm+utFsIxgKoFgwEPuVj/3pp7du/9Ra/x7tOL7CBmg7Xre4/fbbj9Dd5G233Xbn9PTMjQcPHNa6Rl+cvVUVhyZKcyOD46jVK8izZnLdi1A4DI/LbYn6Q54v2hyA5doNKc9rd9so1ctyLodqHpf6ahd3J9LNwV2HTpekORxsgiu7kA7x+is5o1hcKcoYxscSBK5dKddzewz4PB102ZxWNh01UZHrGUpbmuumub2bJw2nWydgBzweB7FxN7xut1R6BENe6DT+VtuEP8gpmC6yizmE4sT28xURUwoGfZieyiA1HEOJJoRIxIsqMXlTDyP0jktv/YM/2nnzWv3e7Dh+wwZoO173uOmmm7bt3Lnz7rGx0Ycff+Ln0VqtBrOnNhBVIkJHKBAhYKTlfyWPHAF1yB8lcPPCpbuOaXlwW7ekOkwCzC47pnSwmjjpW0L/TNE7zG7ZnZvT1yxcRGDqd/qEoXscyhjASefL1jrQczW4nQ4ME1BG42EkiSGzNkYhXyLG25Hxu519dIiNczrD73LIefiYnNLgcj1unGH3cpfHpWq6NSd9TYy600OFju8hhpyvtpDJlIixh1CqtSVFE4wGsJQuY/36BDLLFYxueVe/M3z6J2/YvvPuNfx12XEchw3QdrwhsWvXrheuu+661EevuXrPD++9b0u5XBGQlYZCS7COqyQGYoMIBVtYWl5Ep+NDOBKRemcpcbZK7tjiqmUaYioAyyBVKe2ZYm/F1dWyUUg/dRFb5uNy+VuzUaHnBdHXu4h4CPxjKQLQacxma2oMRIcDkSDiQ1HUKg34Yz4E4wGpSGETWk53uAigXW4negS+BjHjVstAp0k/c/YQ87qRHIhh8WiGHtOIVbtQLrbpOS1E6Di5Yh/pA1lsPCmJfLEBF7H24aEwZg9nseXSj3VKzoELdm7f+dTa/qbsOJ7DBmg73rBgTQ8C6tM+dOUVj+/Z89J79x84IFUejr5CadlHJGbpdrsxMjKGXC6NQiFPIB2TJg9Oi0h7eJ/9Dl3occWHZjWQW+YA4nEoLSbK+qrTM2Sj0G264faYIkHqcXkkpWFqbjiTYyjmlxAotmRDr9kxiEE3pOSNNzfLhaqwfRexZC6l42Ycr8+rvu504CNQDtOt3uygVmqiS/ehiBelQg3pTJlep8Pn92BhuSy55oAviMUlZtJBqdXO5jrYfOVvlzIt5zm337JzZs1+OXa8JcIGaDve0LBMAc77+le/fuvEhvXbHn7op3qr0UbXNKS9m9MDXKohaYehcVRqJZRKOQR9IdGBZtstaUzhZhSjI6xabRxaNSKr+v58Mk09ZhDT7hot0YU22l0Yfi9934W/H4DD74Oe2oip3CJ6+RaGCdXrjRaBeJ2Yu1N5HTqUWwyfmyeCdrMtxgU0ZaBZb4q9FkuOcmqkVOrSz6qiPcKbjI1qW5i330cg3jDg9Wg04fiQX6khtekd2HLxRY/t3X/4km9961vGmv5i7HhLhA3Qdrwpcd3nr9tx0003ffWaa6565ImfP3Xa/NwCgZxKI3CO2FQ23YgEY/B7guK+0siz3jRremjCYLu9ruVBqFkKeaY0l6hWF8363zzmzNIl9sz+ga1Km8CyiQABMTfLxKIxREZPxkypgFJ+BSfFdLHS8vCx2HhWmHNX5ZXpe85FM2FnkOazGJWm1EH3dQdNAn00aBIIh70IBT0oV1pSGZIkgPYT0+ZW82hyBGd+5D9kSl3npz973fX3rM1vwI63YtgAbcebFrfddlue7k7v979yy8aTT7rpscd/rnEDisotc+iqC9HlxtDgMFiUieummU2zdRQzbcWUFW2WtIa2Cs1WvIpNw7LBZXRlHedOt41yrYqVlTxCoRAGkgm0w5N4ZGEeo74e1g14EfW70Ot1pPKi11byqgaDNEutcmWH1RDjMHoI+t0IEjA3ah3U6h2plY5E/VjO1PD8y2nUmz20NDc++qGrd//eDTsufbOusx0nTtgAbcebHlu3br15165dd3/8Y9f85Jmnnxuemjoq+hmsgcFlc5xRZmAMBSPw+zzI5XNoVxuWlLQpjFn5zCrDWAbhPqzctKZZX/WVkD+zbdH9YD1qLsfootnpopGrSfUIu69waV6+2MWLizUkYxEMxcJIRtxIuInRewiIHYb4NHa7yoVc5c5NtFke1OdFu+dAZqWJPbM55GptAnQNHTpvi0A96HOgUK4cXZMLbcdbPmyAtmNNYufOnXvpbuSb3/zmN97zK+d+9p4f/FCrEQj3pe5ZtQ9yqsLp8CKZHMJiegEMxX1NbQiycD6DZc80rbQHjuWluUFFAbNlnaWEO1RFiKaYd1c08UwYNDH0+l3Jc/Om5FKuhMWVgjiVs6Gt3+NBOEg3D+DXenA7TNQ7JkqNLmoM9J0+AbQpjuIsbepy+6C7neiz7KnHgY2bNiKeTP5wLa+1HW/dsAHajjWNz3zmM/+F2PQ3fvO3PvGTJ554cnLfvv2STuBKCtHqYEW5LrNXw+onXIVhXUrsxOubNxs5RGtacWoGb0WgTQucFXALQ+fmFqgNQIeVCmFtEF13iV0W33r0r9Ouo9psEBg3JL1ybCaAdszk1smg7NLhYZsunhQ4XUOgzxUik+sn8KGPfHT+j7Z94d41urx2vMXDBmg71jyITXMH4oZKpXzzpo0n7/zxj3+i12oNaRVn0GPA7lvpD27p7pmWOwsYqp0W+zWVsL7l2iIgzhoeFpAy79ZM/Zj9lqRDHEpXWr6UTkSXNKDw1z3DkO5EsHOL4xguS0hLuqkqPcSIgFm41GUr1r9uYj0u/+AVZiwx+LeLS0vXrsElteMECRug7Thu4vOf//wtO3bs+Pav/do1Dz/++BNbjk7PE0hzpQeXq3nQZ89BqMoP3co+m0pSyQJv1cSiOVT+WTMVaCpDAGUuqwDa8QurLG4T58YYJutsTKvrkq/utXtyboFjueP0inks683sXdccx7RGdMt0QBOvRT+RaMf3tl5//W+u5fW0460fNkDbcVzFrbfeukx3pxhd4+ZTT9nyxd0P/8xRbVTRbjREuQ5iDUCgyYzXVNp3PQZndgBnELbashUwO+CyyvGUWYAmXYYeAnu/349QOIRkMoHU8AiK1Rqe/7sXj20q1gmcWdDoWIWIqfwTV6m0mhBM6XLkNm5rGhDZ1MPTR9ik4JM7d+56rN1uPn/nnXc+syYX0463fNgAbcdxGcymd+3a9Z1f//jHfvaj++4bz6QXBGDF7oqBk8WXHBBQNh0OeFxOES8KBAOIxGJIxBMYHBxANBY3vX6/4fV4ax6ft6TrjrSuOxcJU2d6vd5Mv9/PGoaRnnQ4JkdGx/90908eRsvoCIizc3i33cBqjYi2WrrHqQwWZtKUKp0ujZFOYfY8LlbVO3jwMBbn0/+TfRpv+eKuP775izt/b22vqB1vxbAB2o7jNnbu3MmWT+ua7eYdqZGhrdNHjrgjkQjGUilE4rGu2+Wu+wKBku50rhBuF50uZ4ZgdLnb788T6B6sVCov3HbbbSv/ytM9ftddd/Wu/uhVf3rvD+/V+0YA9VpNGPFIPIp2u41Oz0TXNI81rxgiTdqVtAq3kqv8imqUabAAU6WIcCjI7N38F89uhx3/SNgAbcdxHzfccMMXiE3ftHnT5sv5+2w2+8jtd97VfL3Pw8a4t95668HPfu6zD9/3o/vDL2Q1TPsAAADYSURBVL/0IvpGG7lGlwC3afW+WBuDArkOSwvEEq/WdKUL4lAg7Qt4cNZZZ8Lo9f7H6z1WO94eYQO0HW+JsDQ9Hnijz7Njx47naDKIXXjhB7522hmnf/ah++7TFpYWpWxutSFmtYKkLzXYqjGG0y9u3YFkagDnnHU23vmudyMQDM5nc/k/2LZt28tv9LjtODHDBmg77PgHYU0GXJ/9rWt/65PfX1qYO6lcLDo77Y6mMFmT/LeDADkSiiASjfV8Pl89Gost0A9eJLZ9/8z8wv+1fBvtsOM1x/8DhKQ9ah/Utf8AAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>