View Personality

Stairville MH-Z195 Smart White CW-WW-A (Stairville_MH-Z195 Smart White CW-WW-A.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MH-Z195 Smart White CW-WW-A" ShortName="MH-Z195 SW" Company="Stairville">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>b248255f-2b06-4d1c-9f54-09677240113d</Thumbnail>
  <History Date="07-06-19" Author="Nic Morris" Comment="Created" />
  <History Date="11-06-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d4627934-1798-48b8-b8a0-bef26513267b" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" 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="129~255" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="11~128" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~13" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="14~20" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="21~27" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="28~34" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="35~41" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="42~48" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="49~55" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="56~62" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="63~69" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="70~76" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="77~83" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="84~90" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="91~97" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="98~104" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="105~111" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="112~118" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="119~125" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="126~132" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="133~139" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="140~146" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="147~153" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="154~160" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="161~167" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="168~174" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="175~181" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="182~188" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="189~195" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="196~202" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="203~209" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="210~216" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="217~223" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="224~230" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="231~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Jump 1" Display="'Jump 1'" Dmx="16~31" />
      <Function ID="3" Name="Jump 2" Display="'Jump 2'" Dmx="32~47" />
      <Function ID="4" Name="Jump 3" Display="'Jump 3'" Dmx="48~63" />
      <Function ID="5" Name="Jump 4" Display="'Jump 4'" Dmx="64~79" />
      <Function ID="6" Name="Jump 5" Display="'Jump 5'" Dmx="80~95" />
      <Function ID="7" Name="Jump 6" Display="'Jump 6'" Dmx="96~111" />
      <Function ID="8" Name="Jump 7" Display="'Jump 7'" Dmx="112~127" />
      <Function ID="9" Name="Jump 8" Display="'Jump 8'" Dmx="128~143" />
      <Function ID="10" Name="Fade 1" Display="'Fade 1'" Dmx="144~159" />
      <Function ID="11" Name="Fade 2" Display="'Fade 2'" Dmx="160~175" />
      <Function ID="12" Name="Fade 3" Display="'Fade 3'" Dmx="176~191" />
      <Function ID="13" Name="Fade 4" Display="'Fade 4'" Dmx="192~207" />
      <Function ID="14" Name="Fade 5" Display="'Fade 5'" Dmx="208~223" />
      <Function ID="15" Name="Fade 6" Display="'Fade 6'" Dmx="224~239" />
      <Function ID="16" Name="Fade 7" Display="'Fade 7'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="10~20" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
  </Control>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e2e325a6-3a11-4943-b1a0-9227df7d9def" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
      <Attribute ID="Amber" ChannelOffset="10" Wheel="10" />
      <Attribute ID="WarmWhite" ChannelOffset="11" Wheel="11" />
      <Attribute ID="ColdWhite" ChannelOffset="12" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="15 DMX" Channels="15">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="38c2a739-1b74-4694-912d-c4a5e34d89e5" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Zoom" ChannelOffset="11" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
      <Attribute ID="Amber" ChannelOffset="13" Wheel="10" />
      <Attribute ID="WarmWhite" ChannelOffset="14" Wheel="11" />
      <Attribute ID="ColdWhite" ChannelOffset="15" Wheel="12" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="b248255f-2b06-4d1c-9f54-09677240113d">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOy9d7hs91nf+129TJ89u+99zj69SjqyiiW5CDewY2zZvgQCmBgeYsrl3gcCfyRuAUeSbbjBBD/4UkwLEAIJBoMjHBsjimVj9X562fvsPr2t3u77+62Zc44MuQ/Eto6ivd5Hc2bPmjWrzejz+6739xY5SRJkltlLxX7gB35gXgT+5XBgvc7zg/3ddnuq2WjqYRRJkiIjCkMIEBJNU6JardbNFwobuULunKFpf1esVD798Y9/fPl6n0NmmX2jTL7eB5BZZt/3fd93Q6fVuW97u/4t7Xan6LoevMBHGEaI4giiJBGUmSX8PyE1eW27XhNFiR7Cjbqm/R/lUuk/vPF1b+jPTE89smfvnl+/9yMf+cPrfGqZZfZ1WQbozK6bff/3f//EE4898VCr0ztsOw4BOSSFHEHTVIKyiGK5wGAMmQB9FdIc0OmzKIDdAMZRBIgimu02Gu1W8dS5c2984uln3vjM08/93k033fhIJCTv/ehHP3omjon2mWX2v5FlgM7sRbc3v/nNuUF/8POXV1Z/sDewZKaSZUWGmTOh6xoUWeEQZgDmkhkihzPjcuqRS91ycRTzZ4ngzaxQyIO57AjEcHwfTz7/vPzc6dN33faKVzz/m7/yqfg3P/UbJ7eb9d9+6KGHfumBBx7wrse5Z5bZP8UyQGf2otl7CMynG+0/Wl5d/Vbb9cSEQKoRkEtmiVSzcgW0zDigBZGEMUfz1Y0wNgvXzJsQkBP+lFz5HNsOe7C/Q1LXX33sMTz+5JPia+646/h3v/t7/sNtt9z6//zar/7qmY3Nzd85derUf/zDP/xD50W5AJll9k+0DNCZvSj2+rtf/69Onjr1S7bna0zhGqaBQr7AVTGDsCiKVx4MrOw5jpn/wkNZp9f0HPgxQlo/V9JRrSrQTBkbzQSNrQiqqoJ5MBinkyS+AmzmHpFpX0xt//VXHsKTzz6Dd73zncKRQ4cPHz509COvftVr7//lX/rlS51+5/e//OUv35cp68xeSpYBOrNvqn3Hd3zH7OOPPv65bn94k+/70A0DuVwOsixxkEqSwt0bEgMyqd3Q6WFGD7CvRB+OfezbP4X11R6O7Ktia62LuQOTWJzSIbo2NNlHnJNw5vwQrqugMRDx8IaAnmeMYJ26O5gxn7am6xg6Fv74s3+K4xcvQTN0zE1MCHe96lV7j+bNDx4/evx9P/ezP/dn7XPt93zs1z82uL5XLrPMMkBn9k20u+96zf995sLFX7AdVyJNi0K5DJMgyVUzAXPsa0ZgYdEY4HA1xEItj9xEDVtbA1RlFeh3sU8LEGxsY1IS4F1aw9lLAooFgjp9dOjTtgjEZcFFUQQO7EkwxABPNlWcaufghmIa/MEVdQJFUWDbNs6dPY173vYOxKTe/+wLX4BACvvooYPS8WM3vrO30Hnbfffd97EPfvCDH7re1zCznW0ZoDP7ptitt9z66eWVtXe5ns8VcjGfg65pV33EpKAFv48bKy7mZA8TkxOQNBVxEGD7/BYEUsA9DlQJhd3TKE7mobgh/WJ1qJqBYkmB63n41d95DofnJvDqRRn5kgHTVDEFD3tmLWy2u3hiW8OjGzpiQbqippla7w/6+MP/+gd4+9vvweG9+yHS8XRo2fajj6Fcqcjz04sf/MQvfOK76q36awjW29f5cma2Qy0DdGbfUHv3u99deeLRJx7bajT3+gRbwzQJmgaBViUwMjiLiDwLRws2dhV8FGZqkLUaDN9Fb6uB3jDgc4K5nIw9eyawcHwRMPMwdAWqE8OPZHgBKeiKibLk4ofeYaFSo/UKEtotiUCr0oCQ0EAQIjcXY9fuAW7ZbuAvzvk4T6o6HvmomZoOogB/+mefwbe/5dtRKJVgqhqqhRINHjJ8UtyyZh7IGfmVD3zgA992//33/831vraZ7TzLAJ3ZN8y+9x3vmP7Kk8+c7w2sfBBGyOXzMA2DgClBllgWoA8j2MadtRjVahGV3YsQ+gN0621caFoImauinCf4lrH/UAXT8yWEogItjGEkAkETsK0hd1MYqgB9soQ7C/MQQhlOz0B1SoSSIzjnJGimBrUoIbB9lJfnsLTYxV+f3MaDZ0M4nsDVdBQxP3WAz33+z/GWN7+Vq3pN02HQMbNJR/aYm1/UrKH1Vx/+6Q//Xz/94Z/+f6/3Nc5sZ1kG6My+IcZim5999uRJy3LybIKOw9nUOUwZnD27hyWphROzOib37EY5J6C3soHNhodYILVqqKhWSijnC6gsFmDsXUAoe8iJIQqaDNVIMIx9nsxi5EUkrgWrL2Pi8M1A4EHY6EMWI9gEXYm5UyoT9Cgg8n3kp4dYf/wCXhcLODAX4He+XEfHSngYH/NNs6zFv/yrv8Tdr70bPIvR83j4H/ORa5rGzkGYnJj65P0fvnf/B376Qz95va91ZjvHMkBn9nXbbbfdprTqrTO27VaZMjXNHClnE5oq83A5v7uF2ydcLNaq2H10HoZFivnZOrwYEGURElPJugqJJfqFPZT2HIFU2QetEKBWqENqtEgJezBLMcr7TUSDEFab1G8gwJxaQr/ZgSV4UDRS6kYVuiEjP0P7qUzD65yHvXkJZmgjLApYEhP82N0T+E+PDrHasNNQPrJev4enn34Gx284jm6vB8PXuVtGdV2oBGmVBpqcWfrX9//MvfjAz2SQzuzFsQzQmX3dtr2x/bTl+fMsI1An1WzmTZ54wvJJpOEGXjcdYHqmhj2H54HGBi6vdCERvGfzCnojJStLCUEwQnEiBw0DFLUm9p64E96wRL9SEVjehDGTg7RrEV6jiXxZgNORoZcPYvnCo7ClKcxOsDjqCIpK0BcCYv0KYF2E6A1pwBBg90NMHyigsGHjR7+lhk8+2MBay+HJLmwgubRyCbXJGpskxGAw5GF5Pouj9twU1gRpSdYZpDsE6Xuv93XP7OVvGaAz+7rshqPHv+yG4RGWsacT0PKjaA02EWe6W7ilGmDX4X2Yn1TQP38RCbH28A3TMBQJcRhjaLlodX0CpMQn8FRJRrfukbSuo3n6GSTGDMoSYBzZCxQOYWvbgWFOo1zqgvm5RegomgNMzU2RctYBIYYo9YDBc/DrpL5rRchVAboQQd5uQzUUxHIfZhTjh+6Q8MsPidjqpYktiiKTin4Kr3zlHTyvnA04zEWjBDJ82YfH/pZlaJL04X/3/n/38L//yL//wvW+/pm9vC0DdGb/y3bX7Xf+cavXvyvwQ1KXKnIczmmcs+ls45DuYeHYAeyeUlA/s4Kp3UUszpbhRiqspg1r6CBnqGgQHNs9H3vmc8gX86hHCsxhAPvCBRTVUwhVF8bNb8bU0g+gNNVGfftZaETtglmBP7QQBkUMWi5yS5NQc9MQ5ABuZx2hXETo6bDCgGBrIdHoMwdmoEQdCFKEvBXj/3ythHv/PEJAB53ELG08wfnz57Bv/wE4jsPLmwYEZRYaKPssZFCBK0qCJgif/eAHP7h03333bV7v7yGzl69lgM7sf8ne9ta3vWd1a+udnuPxpBOWum3oBisqB82tY7fiY+H4YcwVYlx66hLm9hKcF8sETx2aHSPQBJ5R2Ou7IMGNGZOFwEUolUSE3QHCjoShExDpBUzuzRGIT6Ox8ecoTbweOT1GHJFqnr0DzrAOtTSP9uZl2M31tOqd0Idcez2Mcoxucw1O0MDQ10lJkyKuTUBYokfUhtiJMK+I+JHXCfjkgwFiBmkaLLbr26hNTEKnc2KThrIU8jhpFj8t+QGHdaDIas0oPCaK4mI8DrDOLLNvsGWAzuyfbN/zPd+zdPLUqU95no+E1DKLeGARGzKb8HObmEpcVJYWsVSScP7py8hVdczc+UrYMcv2s5HTCOqJh+KEAXk7QaUqEwgjdHoBCvsm0D7ZR0iqXFSAHAE6khNSyQ76y49g9cIWKoU6qrtuhiTkEEUOBH8T+aQBq0H797Z53Q0vUaDVXo25pX+GbW0VPfdJVBdugGw2EBl5hAapY9uDKiS4fb+GJ5Y7+OoliaeIC4KMtfU17Nm7Ny2BSgpajESIrHiTNAJ0KGPLD+bu/Zl//yd0Se653t9JZi9PywCd2T/J3vrWt2rN7eYjjucrDF5MWRZICTMXhxRaKAUW1voRbi3m8NxTy5CFCHv3zkMtLKBcy6FcJqV68XGU8gHkggKVVGqQyNi8ZCEXAdV9c7DiIvqbQ7ixh16njcJsCUmzD5fAaycOQdXAruLN/Hic3iNwLj+BwElgVKrw+iJs20Eo+NhuPIjlS5dw6NhdOHzTa0i9r8BpbeDyIz04togIOkzNp+NS8F13FfD8Rg99l/0vEaM/6MEeDiEpCgc+u0vgxZwikStpdu4By0jsDN7+kXvvvef9H/rQn17fbyazl6NlgM7sn2SdZuexrWZz0qdbfZKUKBaKvIazkIRYErt4dGOAXE5FIerCnC/D7g0xSbCWWmdQOnArpPxu+HvLKA6+gmGdAHhgAtZQJ+DZpK4DlHbfhlg+jXp3COv8YwjFCMNtEWXTgy85UEwHM7vfBVmZg491nkausigLUYLTrsPR8oiCAUTVR+SR6m4N8Gh7C3sOH0OhlODCl89Ca/dQSEiV50n1KwIUJcHSviLe9aoI/+lBVnk0zXjcbmxjemoGrCyqOCpfyp5Zdepx5b01fxvlUuG36EPV6/3dZPbyswzQmf2j7W3/7G3v6g4Hxxmc2WQay7hjadzMTlT66K0NYcoCbt5TBIlRLC1NYfeuCZgq4Pd91M9dRrmwjMoNR6HvvR1qcDNBr4Bg5TzEwTloegQtfwiVxXUcr5/Bha4MvxnDGogwfIeAX8XiK9+G8uxueMlzCL1LkA2LoC3DanXQsAjWJsOnS9v2adAgjRy2kdN1TE7KWD2/Cbm8CwVvGyGdg1HR6UEqPgngDyK8+TW78OBzF3F5O+AwtkhB+2UvbbMVRWkpVHbXMCqJyoEtiDh59lzlZz/60Y/8m/e97/3X+SvK7GVmGaAz+0fb2ubGL9mWk97yE6SKhTy/3Z8xbCyQuvUJ1t/1xirCoYwT+/OkKfPYNVOFNCVha4Ngd+48pF0qVF9HEk5i2HgUgnE7lg69CYo2hSRqEaR3IRJN1PZOkDI1EboeqfAQ+cUT0CoLBMSLBOMtRP0mL6iE2IWxNIONjg07lmB3hjAUD7mJGLE9QLW6F7tuvwGb58+hYLio7p9EUlmCatXhKRqMAg01gYhElJE4Mt5yZwW/9pk666eFGBF6vR5yZi7t68K7vIjp8zWPgAaDTqP1kz/yIz/y07/yK78SXO/vKbOXj2WAzuwfZW943Ru+x/W8WVYAKSQwFotFnrjBfMx3TbsIkxredEsNwdoqztsJQgR43R1LaG9vw7N8iO0OBC1BY9mDVX8cMyeqBPQa3HYPp59+nLZFKvyut4N9kldLokFAACtYZKBUJRAP6wh7XUSsvKikIMoZEGmAgKpDys9j6QYF+dUtxJIAKQ7oh51gat8E9NIkguYqSkUJem0KilpCMqshbJ2HMOwTYAOIFQ3ISQgbEe64RcaDTwa4cLkPSOChdiwWWsALoTzuizhW0xdXVrXbb3/Fr9CiH7yuX1RmLyvLAJ3ZP8r6/cEnWOlQVmBIlhXkGCAJTnsKDmSHFPRtr8DgzOPokZK94+AkFg7tQWdzA8NhC62Gi5jUbaPHmpX4yJsSgkcDSHsSdOwelMoRVCt55PIz8KKnkPg+wZy2b5AYTegnytqoeAmC/hCRJ2KgmvBCCWqcQ3VpCXKUYNDchCZH0AsF5MslxH1S+l6IcGsbkRtChAMxf4SgvoAwykOuOKTeSRkHpLQlgwNYjmzaTxPvePvd+Pgn/4w32opi2kYQ8mvAQvCuKGhx3Ccx9Ue3uz0MB8P3vO997/vJj370o73r+V1l9vKxDNCZ/f8awUd8y7e95V+7QTAREDhjglQhb/ICSEw9Hy/YmNxzE4phGxe2bGiagEurA/rgOdSWprF5uoF8UcPQEdBo26iVQOp5Al7LxvI5B4EuoZbzMLv37dhaexxofh7ecItAHKOwqwJF9JDYIenhCJIUYRgJ6Lk+1FEDWa/nI+g+R38LMD2Hh+qJYYEnlSTM2UAA9QcOT0IR11dpPWJnaS8UcxKq8QYaDDwEdOy+4EKILyE/oePNr3g7fut3P492P+CJKp7v8fNlMI7CgO83nTBMIc3D7wjSzz53Urrz1Xd+mBb9xHX+2jJ7mVgG6Mz+QfuxH/ux1+T0/Cc+cv/P3vjA5x4Q2a0+T60WBRhGmi14pOojJwSYP3wQlx78c2gE2z17J+G6MWw3wsWTLVLQMbzYx8LuHPIz01x5+so0Iv8clKIJXVYxVRIwXP1LbLWKmJsVkRRq0CZnCMk+7OYGSrNLEKQGD7OzXA964ENBTNAdIGo/BklMoMQxHZMCuTuEQ8fEivwnHRooaLkXMdASUOk9sahCq8YE/mMEVxWKsRemoMM3BmhHfZgTNeQkFft3lfHIc3UeJcLuGsYTgqlrI22lxVLBBR7RkT6anTaEIHoXMkBn9g2yDNCZvcBYwX1dNr4wt7h4a0hAfurpp9Hr9cGSUpiZpsnrURhygn36ENMHboC/9Tz6fozb794LgUDY2x7QeiIcUr5MefYHHlodCcdetwuhNoF40EBuvoRSrYzS5CT655bhdbaQmz4ANZeDhCnaBylgr4tGPyRQ9zGxaxp+MkFqXIQcNSA7G4TJBpSIlcTTuBJOCPZKzUDsWJCq84BzlpYTSFUFXkiy101gKnlIWo0ksESAXYPnLEOMSVFrRZjlPCF7Aatf+DWo9ct0tlrqY2YToqUScvkCREVBs76NgPbHgB2QomZ1SMRY5K7z02fPLn703ns/8r4PfSiL6Mjs67YM0JldsXd/97vfJSnaf5E1XV1bXyfVGWFzexOOY/MMO15K1DA4sHYXQphxiNLuvbjw4AO4+VsOYHpa5f7jcoFULinKjQ0bVstFqaIiZ7KKR5OY3j+NcCAg6ZuQzBxafQ9x1QQigicBVVZnoSgiRF2G382T0m3BXm+jtucYNPsihNIcCgt3wxtcQjK8BMkdwA0E2HkCrwIoQgMeKWK9dhiOtY142IdBens46HPVHfTpTmC4hSQfIBEI6skQVreOIAhQnplDsPUUtv/uc1iMOnRFZsCoGxKEm606Op1W6oempRzWNFBFdoR8ocATWoaDAS6uXMbr3/Smf/OhD33oV++9996V6/yVZva/uWWAzozbd3/Hd/8rKOqn4jCE2+vyTLmTJ5+DmTMJXqRiCc6qRgpVVSGSdp1I+pg8eiup53Oo7JnH5LED0AyXdzqJLhM4WToHqWiWzm0TxGZmTXj1BrQ77iIwJkg6TfjRFEJ1L9S8BUOqQ22vEuADEsSkgI1FeCubsHsWdEVF/XwLkjUkwC5D9prw5DKKiwcgRCZUp0LHvAG/34M6MwthaEHWZqHOLSGkbZoEVkMPIfo2bCeC0mK+aJtEtIKE4KuXF6Anm7TOLWhvP46ZSZB6j6CKaUxJGMZ0zMzFkdaOZv8OBn3u7mDA7vgeX87UNstCtGxLnJ2f/1168drr9X1m9vKwDNCZ4Tvf9Z2vccPo11gSBgMOezz+2KPIlYpwbDcFdBChyJQi3dbPFSUC2BBRaQKXnziFfScmCaKkpuf3ITc5ja5mQm5dQGVCgdIkxVl3sO2rEGIZh/Q9EGoe3NY69ykL8QpKE/tgVPbBqy1CklcJzjOwGw00tgX4apVAr0A1ioglG8NOALU/hGhEQMBqdMzS+nPYPf0qPqjUN59FsdyALO1CoD8BQaf95gxUdwONyxYSy0VSH4J7bIwJom8Ec1KCbr6JxLIGbe8chFMl3HCXjC9+icFX4FErrN6I57ocwuPaSGmn8FF0B4c13QjQtTpz+gxuv/OV89fxK83sZWIZoHe4fe/3fu90dzD4oijJQlpsE7i8sox2t4OF3YtoN9s8EoKldbP2T2yNiuxCM2swvAFOth3cUsjDXWnANaqwt0mJzi9BMfoY2EvoErCGUgueJaFcqkKRDyAWNyCV8ogbKhJ6P+5ehuddhFIqQZ06Qcr1bohJE9rUJT5JqBYkLBx+LbZWz9Fg0SFoNjFbtRB5GuzuGnq9bZyJ5jG/+yBqk3vp2I7RUQ7Bqi0JdMyiLtE2VcwdMjBouAgdCSGrrZHIUEyDu3KG/VXIxkmgSsv2HcS8dw779gKPn0mLI8WjTEJm4xjov2/p9VtevoQDB/adfLG+w8xevpYBeofbpfOX/jvJVnXc+smyh7h48QL3sTLaRBGLAw64e0OWZRRyKkS3i4mDN6G7uQbbjzHsEWRDH+qFk6RcYyT9FfQGAnJ3fAcWp2ewfO4pKHoP5akpUuBFApwOQZEI1i4BktUnNSBHTYhBC4kwCd9dRb7wShy76Wb0+9voD1aQyx3C7C5S3NbnkDhNwFbR6dDgkQygJqSCYaOz0UBoV7Dn0DvhY0D7kSAwdSvpPOlECD0UamyZAMFtMO8yeus+XG8DUwcXCOQmglYdxq5ZKEXgFjrPJ85u8uYDw6HFU9uvVdDMxm6Oa63V7tDA0f/WD3zgA5P3339/40X9QjN7WVkG6B1uju/dnMAbQUbA9tYWf84VChxGLJKDAYkV4mcFhCZNGX5jiFqlgFMPbcIPSKvaEUHVRk6VMDFnwN3swx96GDz2XzB/+/ehVhYRGQoWDh1EnDj0YHkcBFWnD68wDy+YgGqvQZ6cQLB9Bv36CtaF88jXjmF6+iiKxVfwkLg4WYOpdQFVRZQQcUMg6A345GBZsejzBzAxfxOCsE7K+yGEnTMQDBmyqSD2SN2yuGUCLU9OgYH2hUvwYhoojEmIMjtrDVFzDYHvIHLplePydlxspJIk+YorY/wYg/lrFTULSSxUq6pZKjxIL294kb/SzF5GlgF6B9tbXv/6/axtICt+NFbQLJqBFXkulYrotts8dIwleeikoBmstNhBKGmoFBW0CcyGKqPXdlDKE4STIqz6ACIpVZ/g6dY3cO7h30cs1LD76BQKxWOkbM8hCbcgaAoi2p6kTyJXmkS4ZZB6bROgLURSCYn4BC7W62hsPoObbvleQmQAySxBLpMCt9qIfQJ2zDIUSb3T8QeRioLfRbdxHla3j6J0Br5skErX0DpHdwQszTv2+bmFQp4ArZCat+l9wJTaCAeXCd6XEQ86SHJFiPEQUuTya8IAbJgmT1K5Fs7Xgvna1/Go6P89b7/neKaiM/t6LAP0DrZEUm8dTwqOlkAUJJ6ixxqn1jc2uX9WUiRIsgxVlpAjtb3rrtfi/FPPcrcHi3C4tGHh2P4KLp5toJwLoZNaDrwQ0qyBfHcDYp51TXktCd4NAuljiGwCbLcHpaRBzMkEyh5CguHwVIdoWUVI0IXYgS4aWFh8Iy/K77h/A9++SNvK0Xsh7DWXlzIV6XP5+RkYxSn0zj+JIL8J5HdDmT8BieUftp5DFAgYXFpBab7C07RdZS8Ek44tv0UgdmmQkElhD3l0iVibheyRKhfpriHPsgc97oJXVQVumNZB+lowX/v3+PWzzz6HI0eODDM4Z/b1WAboHWyyIh9LlR97lapClr4skay0+gPu3hBEAYqk8Kp1BVOFM9iCO+zDbQ94jQpRVDBwYpy91CVuDlArMvWtIlcswXYmMRxuY98dNRTmVAybf4QkaEIIfLBCdGJoIRmeR6RNw274CHwdsVqEEjVh0TEVJw2So8tw3QSx6ENUFxG0n8dwcwVqZRf23XgcSURQjAUEK6dgiBb6gyamds1A1GcRd04y5wTY9Gfo+OitdFHZPwkx0aGZOeSm74AQs+a1HQhyjNjpIuhvQxZVeA7BuVjkcdJX7JoiSV8LZuYGSn3TAg1mAmTVxBf++kv5X/+N3/JLhu4v7V16R7vT1+j99xXy+QNm3gwUUTxJg8Kn/+yBB37z0UcfzargZfb3LAP0DjZSx3uRlvxJ1R/SWF5W43lisoZ2qwXHdlCplHlFNznyCc4DvOZVN+NPfvM5lkXNgZWrThAAWZdtDcO6h8kgRtnQocglzM/KmCLQ9p/4E4KtTyAkIBLQnR7B37MhzbPKnqRiCzmwKtOiEsGk/ZUKBfiDFsL1v0B85PV0hJMIrVUgaCASK+jXYyjaNswJBcPeIsTifhjaZSjtPsT+8wjELgQCPXPPKFLCm8KGA4uU/QJE5xyBXUNgHIVSqNGANANB8WB1LFhWDvmcSkrehxWHIz98yCdLrw2rYzaGMksFZ+uknVdk5M08WDx5e7uOy6trCgFZSRTtC9VKVVBVla4BbZ8GAdUw5vP53Jve+wM/9Mu/9AufWB661v+oNxo/9/GPf3z5uv0oMntJWQboHWyOR7RioWFXPBzXJGJ0+wSemINZ0dKU52pBg2flceGJJ+GxYkSJwN+Phz1S2BEWZwyU8iVeQH9quoiKsg7FUdB5fAWKTsrSkBEqJuDSdtUQ8oFFaBNF1B89DbsXYO7ELmhlhYf0BcMm/JBGgMiD21ml5SGE3lNwPZX7nfMSKfmtAHrpMAIXpIhnYS4tIJl3EWyfIuq7UGaXEJx/juCvQ6dzCZMebNvEcOsyjDz99P3HEVUqkPNlyLkZ5It3wvPqaPcv0XlYiIMevxrM9+65Hh+MxkAeP3jrqyCNdOE+eo2OnZZdvHQRyyvLqE5MoFabZHcbAovuYLU9dFWD4ThwDIPuMhz4vi90Ou09jWb9RxFGP/qD7/6+zYmp2ff+3Md/7oHr9dvI7KVhGaB3sPmuO8mexwWAGHAZnEsTFTTrqeuU4AFVTushK6GPuSPHUDQI2pIATZGQ0xLs32NgqqJhMHDR6pLiFlQCbB/q7jKSEKRKY+gJKVFSzr7qIl9VkTuwD/m5o3BWvwrRJ2FsRWhf6GLu1UfhDjxSvFVozEcs6Yjti4iEFsQC/VxpO4rXByt9Grg+zAEp+2AZkptD7O6Fkj8EYW6Cftk9eL0G7LhGqlyCNDFe0IwAACAASURBVCHCF5tQS7sg2RZCOeCNaOM+QdjuIS7RQagRZhfupn3cgG7392ARrNn+BCF1XTA4M/XMgRwGaQIPKWufjoXdTfCu3xJrgOtgi9SzaWiYn5sDq6HNYC5JPk96Yd1c2HW1rCFa7TYPF/SDNBuRfRdbTXG23Gh+9oP/9t9+4L6Pfeyj1+nnkdlLwDJA72DzA7+UujiuieMlALE+fFtr6zxBgwFFZm4JWscjoLimBqtnQZNZ1EaCE0crqNQKcC0HmsqSUWRaH+gNHcjrAhaPTUAmhRuJMil2NoFIeywZEDQC1+Y5BFss/jmEQcBPaBuhGyGJJIKfidKuw6Sme4iGpyGIRHq9iIhgFiQqgZuAJgtw2gNS2G0U1A2IYQvJrjokuUw7LMAwb4CyQCD1OzQYbUFOKsiRml1bWcPcjAqjaCPss4QX2jdBW1b7dOfwMHRzjgYYkyCqI1XQAiZICW9tbfI7CQZXFu3ie0EaJ86q/JF6Tn3RNNB0Ojx2enZ+nsNb5OBmE61pwgtbx7Jt9Hpd2pZ7pSHteJKRFV8auK6gi/JHfuqnfuo//vzP/7xzvX4jmV1fywC9g42wnBv/kXo3El42M/TS23nmleZNUkV2667ydUymYuHzehxHj09gjqnkKIaUSDAncuj0h1BIcTIfrENwcoUiqvvL2GiXoOoSDL3N+wbG3TMkm/t8Ak8uqZD0mPtmnUYDikJ63fLhdGn9iopQuhFq0aIBQkAQ5+HGDPQOvKQMeXIWnn0WiuEhN003BL6H0CLFDboLWFuGVjpAqvgWKPId6OafJcYPcei2HB0/gXXAVC+pfc2EotLAQkqblTDtb38e55/zkC8YozBDVj7V5u4M5sbgcGahffQcjHoUMpePosgcrv1eD3v37YOYCLzanSRKqYKmgSei62k5NhyL1QKhuxLWSgZ4Qfo4e7DaJ1t0LSYX5vbQ4iwrcYdaBugdbKTq9IDAwcM4ktQXLUtpVTau5FjholExepVksRjEOHJ4L9rPPY6ZOR37b95FyjZCgdStGQlQCyomPZ0UdoDVTQJv0cCg1cb8iVuQHyxDKsxhat8raABYQ9y+SBBXMZBLIF2KQHRgSgE0ySDQkXJPBgjtFYQKK5kxS+vmoWu3Y+n4DKnQBNtb53jJ0UrtCC5d6KI6pULWqwjqj5NiZqq5DUPNI7Y9XD67CTVH+56fRSK3ISo59C87MMQWRM2ABB0iATEgsHqdbTRaQ5R0E45/1bXhDO20LjRryhWkXVbCkQ+aXR/eaYYA3et2MTs7BzYZyFqDCTF9Qoz5dWTbcWnwY+4RTVPSFPJrshLHNvZ1b25uYWFp11FkgN6xlgF6BxupQTl1cVxZwkPsQlLELCKBKURV19IGqhFLCEnLiEaeiwM3ziE3t0gqU0SpoiFafQ6qqGG42YNaFlE2qqQSRQLwBLrdiHc1CYNNKLAgBEPkywThXW+D4VaQ09cx6HYQk3Ku7b2F9mXDk5eRq9Dtf0L4VsoInRY2Lv4xeuECKpN7MTe7n1T0IeZ4wd75LjQxIKU7R2o+RG/bIiA6BEkXOaMHQWvAtjusDzli2p6ksnrVTTjLW/CVCgG6h5ipYNsmxR9DJVU/dcs8vvKbnwe7q9A0HWpJQ5cAzgHNwByFHMrMlRGFMU9OYe4ORVGRz+d5/Hia1MISV1I/dsyAT6/H7cIYhL/2+doMxSFdZ03XX0F//tH1+H1kdv0tA/QONoFk3TjnQkij7UhBSxDp1jtO4iudREZvQSAAOc6Q3fOjRhAqWC2UFw5CmayijxLM4BSpxgUEWhnCQEGgygR8A8Ua3aV7faxveJDrfRSFLThbNgZzJmaP/wvMzbNJuTounH8GOXORPiNAL1j0kTUI/pAV0UBA7wuhjQIp6+5GF3bzaRx+xT10wA4Kc5PwLj8OXzwDf9jkadqJ4PM7Ahb+F5GKLR27FbFMyt1tIfEcKEUJ0XyBPjfA0BURslodsQ+zpsGYriDq1TGw4lEonY8ODSC8NgnLXIzTAYz5k1mcOPMzswlCj4C6sLDIu3yzcDt+cdl/7O4kTrgPulQspG6TUebhtVAe9zccLwt5ebzo8HX8iWR2nS0D9A42WZY5QTggUnHHfc58znDkCxWuafOkSOxDIhRdRr5UguskaF3aQmH1ScjFElCrYu6uf4FcYRGuZeGZx7+ESomgNH0CfYsUbn0ZprwK3QngF/IIhudx5tHfRm3p21Esz+HWW99C+5LhJ6cROOcRB1WCGksZv4j+ZhuC55FSBqYP3gqtMg1RVuH6z0BQI6is2H73AoY9FmWR8C7hUUAnpegw9x+CkG8gHHTBYvJi34XXGSDoDSER/CvlkKd8x+EovrnewPaWg0bD4ZeiVptCvV4neEppYszIR8zT4hlsCdYJgZW1AsvTeTH3h89qRCd8EOTuDU1XUa1WeD2TNK464vu6Fs5j5TzuFM5ee0N71/X4bWT20rAM0DvU3vOe9+RwbZEfDun4aj2JOOFwYZZwektQVRE6gcYhSPuODUga7Mt1SPkhqgqBsd1Fo/cHsJOjqE7uh2kImF1aJFhWYcR1zMgX6DmAYijw9Bz8doeAtY5e4ym0tp7GwRveAtOcBWl3gl6E0FqGZDjob7OWsTkoIgOvD7+3DNGYQG/rL2FUWbcX1rx1giBpIT8/CaVv8ZA2raBBK1eQ2AOE3QEpcJ8UvojO5SHcZhNq4sAXDGgs0mLPAo0EtO16kwYG4ORZh6e3M+Xb7XVZ58E0SmOUNfiCFHne4Vvgvm/mv2dNDdjknzQa7JiSvvHGG3k4neddDaf7n9XyuBbUYRhMfrN/C5m9dC0D9A41Us/Va19zCKd/8AkupgxFXsEtTuFNyxUCdLFoopNEGLYsFvUGaxAgZ5AadkNe0W7gnsJQitDbPIlqrYhc7vX0eYVP+jGXAKZKvKh9h9VlDjQYngUYyzhy149AEvPotL4EIXiWYOtCUYaw26SonRzvZqLkAgi5STj2FpwLn0d573GC/T6e6u23/g52s4d+p4eZGxagaqR+nSHi5iV69riS9nwZ3bZFKpsGCVWHprIGuBqpaA1iZQ6xG0C0HUQ9G0+eZxX9BeZ+vwJjHkoXX61gx1wWo0vGfffsNoSF3IWhc2UdBtlyuYRqpconB8cJLlev+1XQjwMex2F5PPQOgv7N/SVk9lK2DNA71FSoBYxKjDJLy2pGHBCKpnIfqySObrvp4RNUAyGGQbfwBkF6Y72FRd2A57KEC1LS54YwVAdy2URutgBV6GBqqkqgnEOAFZj7ZtFdPwchdsErhYYKHJe0Mot7HgD1tS9je5OUr1vHZGmZHQoiy0cyvR+zN9FdvhjwdO+o34Wyukzq2kPoz0MOZ+APLiMOu6Ru2eRbH93zK5g8NI3YGgI2bcMmSUwwjgOPT3RKEgsnBBxabKqEwFIO0ZA+T0o5ESXEmo7TawG/NqqmoU1KH9xfnLY0GLt9eNNYn5S6YSCIAgK+dvUCjwY1BmNWS7rX6/F60kyVdztdnqTy98qV0rN8TTlT7qNmdVYz27GWAXqHWiRFxrVJKhzVI6hw9wZblgg8pI2DnPlaCV5bKxc4ZLbW6sgV84hFGfX6AINuC7WCgFlSkeqkg4Ub3oR85RCCZB1+8iSBcQUTR3MIew4pYp0GAQIcmzTbPQG/10Tnkc/BkqeQM3NEb5eHrIX5Erp1D6rZQmGxRAo3RiJPQJqdB1wLodNGVDgHEeukwgt0V1BHQXfh2h68fhU8wpgULesnGBcOQDc8VPMthES9eMiaA+SgyazWcwyB7bOgwWpaePaijZ59deAaDobcGxSNQuJ4gxkivGLqPJqD+Z7DQRqSOL6k/GkUvsgSUxxWL5vOjS2vlCs8rrzdbl8Js/uf1ZiWJFl5sX4Tmb30LAP0DjUCg8HVYPoqDYUevSfzpA2F+5nHE2I6m60jhdha28CMmfBws8vLG5iemcDyBqlakZRxRCyh9Wb2KTArpGaNAbz4KYTdM4jtHp+gU3Ii1LyAwpRCytaB6+vwrC5C0YcnDmDqAeQggJQzkAR55A0HUeM0kqlXE5Bl2oSM3OQtUBJWeIm1dPWA2m4Cf4OH1oE+p7LwN59lLFZJRW/SMZk0SLAJOhXG4kFEIR1LuM37KsLq03ZYPdEcqfAATizi8dN9Omd2JRKetn1lEBt19OaTqSyhh/VUFNI2WGxAYW6OJH7hxB/bDAvL8zwfJgF6HBmj6zpqtRoajcYLXB4vgDTzfMui9CL8HDJ7iVoG6B1qBAGJqzR+6w6eEcdC7NiyQi6PltzisbyyIvCoA4YLy0/ghyKMiSK93qDbbxGN7QamSwoMM48yPc/fdBiy6WDj7Hn0hnT7716g5S7ykwaEROSZftxrErmIA5OgvABj/xQtt6Cur9D+B8TTPEKhCEUYQot7tB7tt2EDyhBJaBK4C5BIMYtSkVQqa3sVwB1u02BQ5L5lku60zAToT6FSQuIQfK1LsINZlAozUIw8RHUWkXUGkVLgdwminoccOQiELp65mAKSZQA6blq0nwe2xOkk4SjIBYF3tZt3NE73vjLopUBn04fMXeTQYMfSxccZm+MGCczX/LU+6asuj7EXPLOdahmgd6gRVORxIgWbCGSxz6xVE2sMWygQgBkW6E2WhMHDyUgLhkoejeUVHNh7An07pNcqjs+KjDIo5zXMLVWBfgeddhdR2YUvTiF87nmsOENM3bSEA3cuMjIj6bIayyqCRMYgYI1dZ1BbmkcsPQbRW4eU1+EPXFZuH0LOhEzHlQQWnFYHgr8BJ2xDLRGkCyap1jyB9CjB2Ue9t4rJCQ0mKXSZBhlR30bk0DmIMfxuC4rUQlgJoZSn6PznSG0fgJG/gQYO0uF2G4PuUzi7eQHNTgrMhK5Nu93iERwxT0q5qqTT5BKCa0hKnofFiSM30dVrzBX0COgsVno8Ici3haswvjZ649rIDv5ekmSA3sGWAXrHm5CGgzHgSCkLdEOnW/I0EoF172PFgRiQui6L9XW5X/dCO0FPTvCjP/EqPPPnT0IulQmEKlymthUWkiZiItlCXxXgywWstlQULieYXWJzkxYS30XkSVClFSRuDKtuYegVMTVDSr1bxGqXJWn0MDMlQM1J0Ar7IQtraDcsTKksPb2D2O1xRe35DioTt2Fh17fS4LCO7fWTWJgsQyAgC5oOwfEQxgGPQQ66NAAYCmIjR/BuoNv9Eg0MSwT1RRSnDuJz/+Oz/Lw5SOk8GaVZpxUeWofkBcX52XVhcA9HBZC4zo7T2Gf2mfTqpv+4XG0LfDBknGfgHncJ/3vfyDXQDoMwA/QOtgzQO9QIMOFYQY9BwaIQuM+ZOVKT9PabuTdsus1npTVdAvBKX8JSf4jjUxJEQ8SprzyNkNRjbYm1kwpBmhY5JYakdyHFKrSFIrxBxGG6fE7C/PG7ELZsJF4LA4ttuwuBdWbZdKCy1lbrHrRj78ChG29Dr2eh3VqjbQYo5pawukXqt9CgByvmFELKzdJ2B/BaZ2FJDjrSHCYmDmN6Zhpq0UcQ0vnJGkSN1cQIoMqk2u0ehPoyDQoD3vZKzRM4hU10mqdw8dJlnL/U5VBmPvhGfZvDNo3euOofvvJIOxbwSI7UDYR0MpXPEgpX62zTQhb/zCA+hjN42dJ/2LVxLaCjIHhhR9rMdpRlgN6hJkMetVgSrwFDGnmgyAqHCOvDxwvSe2n9YtbZ21XLaLZcFCsFtNo9nDmTYPrQbqC6H8XJIYzyFDSlRZstIlhvIFATVMMmhEhEw1aQSITwag7hsM8HglhMaB8uB61AwPNo/86Fv4G6KyBF/A7sWjyCemMZklLC/PyzcPs+LNp8vmZCpGMJWhsQvAHMSgOxWqDB4otQ9BkSsiIjIZ2TAlnXoeUI1ARkydD45GSkszKfCeTcBCn5VQhuE5/+b6dHk4NpHexxIaRUHY9jltMkHpYKz0HKapOwzucsm3DkV+ZwxijFmxfjSNV2NHKTJKPUb7ZdAVehPLZr22nxUJrMdqxlgN6hlkiJN07hZnZFtcUs5tnn/lXmi7Ysi4eSsXKacRKhnRhYv7iOY0d2odvtQdVyEPM1UoMy8rNHYVZn4HQGMCZCFkUM3xLhVTR0XZDSZAktGvTaLkSkjqtKiF5QoAFBgsIaXrGuJ04AkdXKwDn0Wn8KUTlCqniJ5HwIOeoi6ZehEmQhLiNyW/BpkJAJpAkpdDnHUraPIIzbCKxNBIMh4AxIaesw52qw6y4KOQlJXoegSnxyMQ4GdLx9fPmhLTz9fJurZ1EW0Wv3OTzHylkaTaCG3O2RKmC+bHT3wRN6rkn2EflnR/hlvvxxggoHdEwDwcin/TUdwtmA4LIiSYp6pQ5KZjvXMkDvUBND0brqA00TVtLimhiV1RRQLhZR39rmCtF1XQ6ngZzD5jDGEdXkPl3fbmP3FHF9eAlOXefhbkqhSq/pll+9GVJlD6neNUAfIp/XYOT3AZoHpZJH4hPg9VkoxgTiThOJKtPnAhiSDJWF0UmbPN07MN6KRDxPry3kigQ3n/AnkSpt1RH0WcU7wA08SNZFdJI1WO0EM4eL8NdW+YTkgE6svGcSudkyDwVM6ByScEjbSBD0OrBoQPnsF7fYVUk7prg+z/rjqe6jVG2MCuoLIxcGc28oqsabGVyJ2xiDdhyyOFqXvcuuHfddj1qMXc0gfOHEIMs6tCyZHjY0XUsVeGY71jJA71ALhMD62noQwigMgU1oMf1XqlagEoRYLDBrHuvzovQqbKWCC6sNzJoawdzj2YSM7v1TJ6EJLoyaDl8ktbioYHHfG/ij2VzHysVnYOQW4EbPQiD4yIYMI2gh9sCLC4Ueae58Hq5Dar1Lx8BqPlcXEVQfJuW8TQdN26T1ESSw1wRYLVLpDsGa1apOhugsb8AVdBogJmBv21AjG4IhQhMVRK02AdWAlC8h9FnkiIKwtUUDTIi/+NsB1jbTSVE2UWoPbB7nHMcCH6gEUtTCqP4GU8y8aBJdK5WuhSSLo1joFLYx7yN+tdgRnxgU0gxE5gYREuEFtTyujQxh0GfzAGyAZKVNx/7qH//xH9d+8Rd/0XvRfySZXXfLAL1DbWtrq54qaJ52AZZbfSWTMAjTTL4w5Ipuc9MmSHsc3CxduYUSmlsreMXdh7Fy6hzcoY180YTb6JBiVhES4FhdDIRPobHVg2QexsLuG/CKV95Ke2nzms3uIEE0lBB5TToEG/1Yh8rKisrTkN0tDC/1YRRF5HMtRI0+d71wFwLL24gjyLRusUQq1wgR2S5P8y6aMhQ6zpC25w98aDlS4vMzNHL0COQOYp+5XWRIOqs0Z0Gi9/uOgU8/cBLjqn7D4fCKr1jkOSIvdEHIzFUhhxzkaRi5wO8kJImgT+uLwtjlMfIrjyHNqt/xjixXu4GPAT42na4tW84yFw3D5O+w13lWYJpn5GS20ywD9A61Bx54wHvjG7/tCmRSS9Wc47n8TxYXXamWUd/eTqM5bIuAaXJ41H0TQ5c1QhXQa3VQnswjZOnRkQir3ke77mDC3IZTVDHY6GF7/QxuvesuhNEqes+cR3N1DZpDKllivQ3XoM4uQM9PIbTayBVE+AR4OaFtbrUhDgiqeZW3iEpItSYBU+wCr+tMBws3noS0sAtKbQDF6SKxO4g0A3KtlqpfGnBYp3BJCyAlLgRS8ax4/uozm/jUpzsEzpg7IqIw4K4cfiWSq355UbwakaFINHCRYmf+Z+aX14S0VAar2SHy+hzXTPaNnlPQjgv6K6NQu+TaTpB8P4qctsxifn+TmMz922mUjUmrtL5pP4bMXrKWAXoHW5JESToPdXWikIHDIRXKS10GAQdOsVxEmyA8HDookWpVVaaDa3js8bO448RubF7axvyRRaimhvp6H7blQNdl2BtDdC89h4jgOn3oBCRjBZce70IK8pBNE7IY8RKiSa6CAYFZNyRU9s0iHLahJYV0zk2QWSVqxHZMyphgZdCgwD7DCh/1HRLCAaxiDd2LtI/Fg5g6OAun/RSS/iaU8iTvjZjkXZZqkkKYjs2s7cF//fif4Jd//xnotVmkba0i9Hr9kX94lMJ9hbVXwxHZnYUSK7weieemopY311VSBX2tywjjScBRvY20s7f4wvevwTSH96jkq8180Ko6qponX1OFKbOdZBmgd7ARjCPCjnz1dfrs2Q4JVIEA5HIfbKVCAO0N+WtWmU0ntch802fsEg6FGiI/wtkvncSBgwtwbJ/H96pSghbBsNezUZkvY3rKxtpffRG50hR8bRLGhATJkSHTtnzZgNRowbp0GYW5AzAW5+HJZ5F0SDR6EULWxdsawiYQOh2CLanoqknQ85irQIbhbcD2e/BtEcMmAVBZQGF/jiBeQ2ulzjP3cnkNuZwKZ2sNebEMYeEY9MlmmrJNCpt14hZH9a+ZN0UYhdGNIX0lFJHWYSnxBg0w15YOTUuEjrpzI7mSGi7wov1plxTuOmGDDf87fiHMcTXzkL1vOy5d9/LYZZKVHN2hlgF6BxvhJEorXDIIsESLlNAhi9ll5UX9gC9hYMnnc+h2u7wgPXNzMNXoqhN46IllvO6mWWxvrsMerkA1DL6NAalcy/JQrujYdcM8Ni7ZPIxuquKhYGzDC2ToBQJzoQC/GZBK1BDTdu3NLUzuugmYs+ENegjbFhIpYPOCcEICm1ggaHlweg4dfTrp5tIgkFdsqCxjsFdBriwg2BThqzdg5uAJbKyeQ9vqwZx0oJUX8PxTLfzBHzzMFTqDYa/X5RAPw5h3lBFGfmcW6yxCvOKDHscvc3cErVfIF7CwMI8TJ27C+toq1tc36LxCroIj7mOOX9DWitfDjnFFpV8N90htvJ9bb3kFnnk+7RPLgE/HZLyoP4zMXjKWAXoHG0uCI9WopX5opgBTXymrG8GM+WMZkNnk4Nz8HKk6h996DwZDXi6TJbSshRNY60SYLuRpuQUzSbelmCoW5orIGRIGGz7680dRm1ZQ2h3TfkhJ1je4GhV0g6BLB1CeQ2S4CNUiVOUg91XzVlKymCaUaDJMrQBIJYJyH1LkQ8+Roq67cLdCWibBtIekT22EnRCRpsPTHoQkvgb799+NXv8CAfKLWN0Wcd9Hf4G7cRgbB8NhGtuMUUF+lqkyalM1ls9XIi7ob55cM5rgY4PW8WNHOeDf+uZvw8kzpztfeuirFVa7JBp3pxk/kBakYoF248+niUFXv49isUiPPD78Mz+DD/70h7GyvMx7HZICz0qO7lDLAL2DjSDE8pzz41hcBpbxrbhF4GKvK9UqJmo1rphrtQlsrG8S7PowTYMAJUFWTfzdhTbuuXUSouVyCBXyBgePS7I3YPWkcx7UwVloE4sQlSWopRpEh3XTPgtB3QNPEWDZPsIkhCppEJMcHYcDfWkafn/Ay5yqxQLyxTk6VOantRD7Tfi9HpTAgtcLoOsSkjJxzO0RHGWEUg6mMSQV/gy2g3WCeQeXlz3c/7En6E6gz7uw9Emhj1tQXePL4CqZEA9WhTSMr747rs8xVtK33HIz+kMLlUoJE1OT671HHv6Kosj/nF2DcU9HCFejOdIkF6Qp38CVPpBjM+nug3cMp89fvnyZL2M+70TMSo7uVMsAvYNNVRSP+V2vTfVmf7OWV3m6fWfxu6xucZreHPNJLDZh2Ccw9gmcbD12Cx5oE/jSyQbefNMsNpfXwCLCGKSHA5YeLhFMI2i9NnIuqWVLQhBfhOI6kMoHUKr+c5QrIqnvOi6cewp6uYw4sSEaNSSaAb3IgOxDMeZ5lmCMDj1WENA6ArrwHQ+7btwLKfHgWwR514JczvHOL6wHYb4UwrM38ORX6vjEp07T4BJwX/PQGiD0g6udS0b1R9JqoGkyCfMTX+myDbwgfnlhcYFPopYrVbz5TW/EqdOnvpMGsZ/ioYv0fonOo9frXCkrOq5eN04X55EcNOhdSQ8fGYP7b/z6r+O1r3k1/uZv/haKKMNLkuz/0x1q2Re/g003dEsY9HFVx6Wp38xFwVwYvBYyAwmLgYjBlR27DWeqs9Pt8Ew3nu6sCmgm0/jrk9u4Y1cF/Xaft5pS5bRPn2u73EXhWzYUArGgTCIYNhE7A9qWgfLUG6CrCvYfWEShdJzgFUKW5xELPQIk7UOe4kcnCiqpbFLIPn2uE6Fbr5IKlnHghEHKNgex3oJ1mY6ZBT3IEURSql67h0ce7+PXfvcUiMccuP3BgJ8Di+oY8TSd3IvTNGwencxzTxJ+zrzexii9m72Xy5mYmqphZXUVb9y3D61W8/ff//73f+W9733vhwTe3VtFlwYk08jxBB++RT75F17JHuQujhGbx77njY0N3hX8K195GFOzM/zbUOl78OKsot1OtQzQO9hkVVkjGB8Y+6DTpAz2TloKk/k/GaSZr1mWFV63hxUAmp6extrlVTQbTR67yyDNituvBjPQmz3cOjeBXrMNkda1WRft5gClCZNP8uUlBdrEEoJug1SvD3dwGqdXt3jnlHytgELhGOz+BfjhOqAEpKCLtN8mz9HzHJcgWsSwO4X6dgi7s4WCKkLUJhFaz8NqW7zeNPP0yqRePVKfn/3cBj7zxQ6iOI3IGAwJziyOmieYCKMojKtx4Ow8mHsmhXWaGcj80uIoW5BFcLz61a/C2+95Ow9B3LN7N37vP//eT6QfT0yZrodLx2noJo+THtV0Bvdyx6Nsw1HYXfw17a3YtZ6oTaDdacOiO4xcLsfjqwU3Cl+8X0VmLyXLAL2DjWB0kW73X3c13GtcwD99xeDACvcMLQvFQmGUBZeGgk2Twtva2ESz2WIdwiGYzGWi4Vy3gDoB5s4ZmSDjIa+TAvRJgQussJCCoBfAaawhEXW4rT5CsQXVrhM5u9BKt8NqfhmR1iO1fRGqQQNEY52OkxRyFMBqJbDCaRRrh3D8xCtx6vnPI0/KW5CGkHQd5YUI/aCA4UBA35fx259dxlPnAz6A1wSgkgAAIABJREFUMBdGv9e/AkdeWyOOrwZRjH3Fo/pRDL7MUywmVyvTsTePHjmCpaXd2FjbwImbjief+dPPvOH+++9v8E0KQimdbJUQ+hFXyFeSVXhPw+gFhf85rEduj7FrianzVMGLVxQ03YLE39xfQmYvVcsAvaMtXmNw5aFcIos6eGH6MfvX0A3uR2URHPlcPi00LzH1KWN+cQHra+tokJLG5CTd+4tcbfeECfzFWg+31RIUWKcWz8fWagvlpSn4/QjW8iaHkb0VwGs1oOo0MEzQLX3+BBz7YQxoc5fPNlHQgcqkAd20EJK69EIF9jDA8oVtWvYV5LUWFm++g465x8O5mfJVJ3Q8/NUV/PFf2rB9iR8nq8LHIi3G58VbVI3gzECcjGCYCPEotyQtEyqzuhliqqCZ+p2bm8Xtt9+G+flFLO1exJNPPfUb73vf+/5qfDXpo0WJX8s0ozDmWYijNlhR2s1wHOfMID4uVhWL4pVJ2u16g783rnTHUtsdx+m/qD+LzF4ylgF6B5tMUON1Ib6maem1E1sywYNltLGeepadJqmwCAjWRoqVCWXhd1ubW/S5BgeTYJrc7RFrZfxd28Buq4MbpxK0mz1c+Oop7L9lEXZAPzsCn08K2rd9GgSKMKdvw+Yz/x2x20CimygYeVatHv2GBUyVEfghBh1S824CI2yhFneg+AXe1iqJbCRhgCeebOGP/tsqTl5gbahkDlrHs/jgMlbRHJj0LPHqfQmv4MeWxyOfcDyKaOFQHhUMleg8K5UqpqYn8dBDD+GHjxxCt9tZ/eEf/uH3Xns96bwr7HpeqVx3zWM85I3V87jeR7p+6sEw6NrydG/WH5L+ZqOFnPYsrL8IP4fMXoKWAXoHm26aNk895pEMV/vjjUtqCqOymLyZLEQ+sSbQ3yxJg2lOFjXG3jt46CAuXriIra1tTE9PwaTbdNa9RFJ0rIRTWFuxsNcc4HjQwbBPkKd1AikP3W9h9w2LUEo1PP2ZP8J8OcEWCd2ZhQnUbjDR3exANxQ47SHft22zDuMhyu4K72U4d+cRuNYyzj7Xwn/+nfM4e5G1thJ4yjU7iaE15LWteYBGktbBiEb9ABn82N8cw9xPPBKsuOrjYe4Kdj2KpSKOHD6IZquFQ4cOYX5hPvmd3/3dm+65554XXE+6lvlrw+bGkRvXpnuPXRr/ULsrFmJ3+dIlXrOD+6uFtBLefffdt/nN+QVk9lK3DNA72HRNeU4a1Y94QUePK/9glBFHqtU0EA4ieEyN5vKp/kxStc0U39FjR7B8aYVn001NTaJULEFRlTT5Qy3ifJDHhVUXC80BjvW3sbvaRnnSRNhoYPX5AR57fBXtCQXbYQ4Lu/ege/ocKVeCfL4Ku99Du97FIM5D0glwtgJhuoTPf34Vf/3gGrabEU/PjpO0PGhAI0d/2Lvi7xXSZA8+aSeP3Af8MWoYKIyAyXP7rskaZMtYIbl33vN23HXXHUwZO2tr648+/MgjD3/yk5/sfO31lCRZHrtNrmSJX+PUZ9dpPPl4bYW8sapWaQCRSyVsbNe5mmbb8Tw/8z/vYMsAvYPNDYIvM/cFU5asHnOqGBlg4qsRBuwhpT7aYrGAIYuCcB1eGpOV8mA+V1Y3IgxC7N61yEPYtut1OE4akcB82Kw0J4+CUE2shyYur8dQL/exbzLEQtVH2O1B01WcbsaYq8W4eO4S4s4aTE3GzAELwvwCltcs9EIZq5stbHQCdGyXQzcNXxbTrMSYRWlYsGybt5kaQ5a5MJJRxskYoGO3Rhqtkg5SLOqEF18dxT6zCbu7X/tq3HTiJp6s89STT/7t93//v3zzP3Qt3/rWt2qHDx7kBfz/v/a+BEyu6rzyf6/2qt6qd6mlbklIQkiyzSrAeGU33hJ/nrAYHC8hYRPEg2HG2I6GWGA7Y75vvH1hnMSO7XFmcCbLxEOIJ3EcAzECSexoV7eEeqteqrv29b039/z33lfVMiRgkKCle/hKXV1dy6sqvnP/d+75z4928YAbZB+167k+AUsvddPYq6Y8aHlwHocuQZ/HWQiOycHkAIOTFoagT2Lcf//9mfe/7wOOIIKAb1/wL424TceTbgOQN5wdIONaTYb3c0wzRmIJIkrPz1NE/H3t6lNoNj1PY+MTopJuYwcIFgGQF8gwKP5z7A7aO0+0Z05U4DWbouL/xFiI6PBUnR4eywnKbaWoIG17pE7ThWFCknMsVhUcBk1WTS2RjXlMpiBldDii0UPKMtJNgY03Tw/HZX2dYF/h9+NX09CI1Uahjhft6uqhoaHl9Myzz9K5m87xHv7FL/77zTfffOPLfZai0ral3ixJF44NjgttRJzwMWsXiaXmFjZX02yrE2cdcxglJj5bfMaWfAaDkxSGoE9y2Mg1su2OhTKHIkBNXHo0E6YMCuLAqXq1UuHITSYcJRXAf2xVq6LSrVNnV5La29toZjYtKuoUtzG3i9N3uDwgfbDvWlWPkUiUn6PkyUAhz/Z4Y64kCNhyBdGGXQrApuZ4apNPDlyFZFEUxJwryLZ0rffifVQxKRwaM6pklYch3SrEG4QBDi9ylRxh+XMH0Vrd19tLK1euYFveFe+7AsH9qX+LnIF8Pu/W6/VGRezJnI2FI18tn6A9dVzNMgfCqDZsXE/jkymquXKAQhDZqgYnLQxBn+QIR8MZq2h1LEyFIJ88PdUFZynXA+6FsUyI6ESHYKA1SJpCXCZ1aVubm5vnahv5HZxvXCpRNieDiTqT7ewMkeQZwABbOVpKbU7KJ1O1vIsCUseAupw4V2U72hQPFICMQGq4Kgfr872xKSfIGU0nehPQttT7ILkIYLYKyF7mLfN1EPSG9evo8ksvoXgiURsdHXtKLARTBw4e+Nm/9zliAMINv3eDfD2lb1suNQbPEm8iNk1SUW+zSYppFWcatli8oPsjtL8tHhfHbJdfw9drsMhhCPokR8C204Ichhq36HZvFYtJzYmYFqexQRpAKzikDmREQ9aACyKgpRA+xfewwcWVrR75hIoxHpPZHpAkcB/YysI8ZYRDmMmpy6odz8nBTa7jT9Su1WucAZLNZtXmH+xw0m3icMiTPEo51UQeB1fb0MARG0rKmYEKHdUpGmwwaUVcorEIrVqxktoFSS5ftqz6s5///N1btmzZ9mo+S1T02AR0fbXIa3T9KCfH0fpz80zCSDRKhw4Ms37Piw4mXVmU+zW/WoMTAIagT3LEotEpS53+W1ZDh/bUKbps4JADZeXkQvk7pA54hR1xWl8PiCo6rF0Q+J/KY9sekfYWS821xHMNs75LQpJzkELiggEA2gaHC2JAUSFjEeCJ4uzIIJ4TCNJWA7eZZFGZejWPj8VTmrmtJAuu0pXHGSozbg+K58DrQhNHGFRHRwf19nRTb18fXXLxRfTY44//zqslZ0AsSIKDYRJ3/Sq6qVfR18t9KcmjX6mm0e6NCp+PH99J0J7/db9bg8UPQ9AnOdraO8aCU9NNiXYyc0JytdosVGTtak8vKZIW1TCC/au1ij/d2oUDxG1kKWPTTE6PssRiEGEyhW6MyhrOkZzT0GTxeE9r2laA/cA6ClVCVqEg8LonbX7Vao2fkzsiAzKVU28UgqClJi3lCywAWBQQ8oSzgKVL+uniiy6kJUv7PUyNqVVrhf37991/xx13/PDVfo7XX3/9UC5fsKQOrZxxquHHtfTE9IWP8eUQtUmY7ExSLpdl/R1OjgA7UKz0qz0WgxMHhqBPcojT6kOy3dtSc/iaBQ3ynQ2uyuLUnXb6brCFoaKtYo5hTNr06g7S6MKcZKezkHU1DpKOCWKHRg2dtTmCk5jcZXgRV8WePApXpczJrBBJ0KSylnUBWq9XeBEIhYNMwtxogxmC4j4hQXaomCHLQD+Hfa6zs5M+/cnfpqdfeOEDt/3WlQ++ls/w9zdvviKTzf4tNHZufnGV1KM+P5KH6tv39EYnL2hNm4Zom8f0dJAzLzCIcvVMF+HJDEPQJzkE/e2WWqztT/7Qs/Fk3WupjUJlu1OPY4eCIhEeMOvUeeMQRM/7diBppR37ZGXZvhab7GinttYWHtQKosbj6q6rEt9cllIcZ+GGmqdbtV3dDSj/cV0dtk8sc1hKOkGljJ8xdpC00dL+Plq+fBmtWbOWlg8up+Hh4e9/8XOfe03kfPvtn/nCxMzsl9JzWW7iQQXNpKuyPtQ64g8CcL2GxOE1eaTxvuAj37tvP+eOVKtVConbqrXa+Gs5PoPFDUPQJzk8234cuc3QPG2rUTFLKaNJR9XytCVpG7DVvL1INMZTTmro1AsF2MaG4CHeswNJ27a/6QgXh5rNyrJDV1cndQiyht6cyWSo0pQLwjP9PJmXocwk4nmdBQsGN6lYcio3T90OBDkvpKU1QZ3JDurpTPLMwPUb1lfEArI7XyjsTM+l//HRf330/37/+98vvJbP7tZbN39jemZ281RqmqUWSCs6Y0MrGnoSC8PS76PRrag/VPypVBafQTbDygg2SaOi4q9VKqOv5RgNFjcMQZ/k+NrXvnbkmt+62hXkZuvsCSDIVbHXmDJC6jT9pVy5niRpWxA0MpvjKjITlbJryc1F2fvc/EzkhwXhNfv6++nMM89ia15RVNQjI4doIpXi6S3UVLn7hOc1LHmcU21Jb3MiHqUL3/1OOu+8c2npwEAhl8/vPjI6+u0rr7r6z1/Pz23zzTf8z/FU+qp0eo47KVEZ++TsKUnGavielYdwQYu3PHb+lxcr+MFhI4QXGzINbHc1xzn0eh63weKCIWgDiiXiE4IgBhrNKp6faCctaxZXsQjusTzLbwbRArCjLHRoQMEpfp2ljgC5tsq00HYyW2rXuo0cPzChpaenh90UsXicujo7KbFyJZ1/wQWsxaLiHh8fo5HhYd5cxGOLxZKvbyNOFK3kmDS+evUa6oIbo7uzNvrioW+Np1JPjI2NPfinf/qnr6tV7cYbf/dvJ1PpD6fT8+ww4SYZIqU/q4GwuKNLTZUy/YoHunmDEItNTW2KQgoJMkG3UaFUOvh6HrvB4oIhaAOQwS9EAX0NbGcuuyo8Jl0e0wQd2GqcpuM69GIdVUrqdN5TzSywzMGvjCoQTShaBmFCd+R9IZlg4kh/Xx+3N2OjEQSNTkNkfEAzdpWFD0S1bNkyGhhYyoQOMsQsQDxfvSmyU8d0YrNyamo2lGjt/EwsEqblgyvoW9/+41K5VDpcq1V2VKvVh4aHh//Prytv3Hbrzf8yNZN993wm6w/Z5dZuz1X5HrLDhsPoqNH5GFCt5+iGbCZmW2n4jliI4CmXwf0h/okN1dRk+sDr900bLDYYgjagerX+HUEe1/hJHOofP3lNSwxKWkCl2FwZWq4aDQVCEkQZsmycmlPYkiO0XL0pRjLLo7erW1S8Ca6Q2WmBFms9OgtzDG2ZwYzrddakpY+5Xq2ylQ4SCux9+DtI0rZtv6rHbXx84lFZ8beAqLYDth2zAqF1iUhsXTISvnZwaBV945vfKtSq1RHHqT9ZKpV+umvXrr954IEHSi/3GUECuuXmm3YeGUudnp7LiIWgzB2N2rftquYcf/dSLVycz6EmszCBK8nDUVq7XmBaozEaHjnE17FI4T1FgyG67777XvaYDE58GII2oO/98HuPXHrp5SobQnqgOWLekg0frq/2Sk8Hh92rTTrfK036lJ1UpegoD7QkK3iQccqO8CSZHidf21YyBboJbRVexLY6BNkzAbpM1nA18CuB2FwZRiQta6KSrjmcU02q2xCNKNWaDIFzxe1ltaDwFJNSmV9bLAiJQDC6MRS2N7a2dX58YGCQvvnNbxeqlfJIuVLeXqlU/n7nzp0/QQv3OeecE7rhht994fDoxJr5uXnukMTxaM0ZkHnPqsnH9RZsZPJPO+BLO0QNeUNX0q3tbTQ7N8dnAfOZeRpYspRiLYnGjqnBSQlD0AYgOveySy5DaFKrP+6qeU+PNNEIqla6MivTnoxQUvNYuQMOkkU+l5NNJ2rmXkd7ByUwaSUUlNYysrnajARs5b/WWq0rA5rEY1A5u4Jkg5xIJyeSgHTx01ERohwmZAX8TTdd2cMRElTVd1AFOmGBgI3PZtnG4cxoudno8gIBCSIUDCXIDm9saYlt7OwMffIjH1lJW++5J7d27Rrv0KGxtlwuz+3crLOrKSi6Apa/NDk2/GJakratxoezHKKOq3lTEfr7prWr6cEHH6K4uA4NPxyLVY79t2/wZoYhaAOGIIhUsVJpBTF4ttSWkeEMs5ytbGCuSqDTjjtVZMtMDE/W1/OiCgxHopJQyxUmP1SdqDjRIALyUSoGOveYiGR1ayvt1mUShM0MOjg3a8BjLe5LujtQkSAqa9ahLVKZHxKW9A8LQpZDWtkfDVJUVTbHkSpihMOkVCvx1HJY5aD/gnCL5TKP+Xr0kYdbcTzQiLXmrC/aTkeKpJt/J/0ZqSu28n8fPRxBA12T+w8coEgsSslkBy9m5Vpt9th82waLBYagDRgticS+uUxmNW9cqQQ27v9QKXBuMzGrOFJ2ZOhRWeLWYCTsz9+zVBgRPM62ah+fS8/R+Pg4k2winqCuri7q6+/jChqatc2SRYCJDBtm0JPLohr21EajU8fmYIT9xkzcGDJgy1mDkD0q4vdYLM5+7HA0QtV8ldyA55N4gBPr5P/ynHeBzTklsXCQkWWzfAGyTqdn6OGHf8GvxdWwImCfiNVn4lJjNJiEmtSi5zqqzBCWYup1f9OwufLG9dnpacoUCrwQIWc7IhaKSrF05Lj9D2DwpoQhaAOGIE04Oa6wZLI9Rk2DxZisXVUZOn5Gh3yM29TCzRSNBotoxNeQcSmXZFqmDsKHBo3qEJidmaaxsVEmwZbWVurt6aWhFUOU7OykZEeSXRx6hh/C6/EqeUFi0KurLDM4Sp+usIc4qAgdj4HVLxQJ+USMKhhRnuh4RDUcFouJ5Trcko7qXn0GbBWcmByjRx5+RFXfli9NHJ0+p6FjWP3OQa9xhqEkeGoO4mgmel1Nl2uwE06wG6UqFqIoIl09Z9cx+roNFgkMQRswYokYAoK+GggIInUsWQXasj1ZVsiorF0Z7WlJS53H0R2eIiHZ8efnR3MGs+2f8uufTqXCA2B1BjIkBUxcgZc5m52nbb8cZ8JFAdovquvuvj5KtncQwoyiiThX2pgChfS7UrVMVsXjzUWePqJ0b07Yw++ILY3GeLgArHtBVKXlipyVqNwlNXU/1onFKcOBgwdo5xPbSbf9NQ/P1c6VBUSt/m0ea+VnWuuMEXyUNvk5HPJPjQ1C3J7NZ/n4BweW87O0iOMtFsqPHftv3uDNDEPQBoz7779/4qILL57HdBXkI7u2Up49mUanbBv+KX2Twqq0V0nQXHFDTna9hjWPtE+aFlSgepMsXy/4hM2jn1oSspKslOnI8DDtq8iZh7DotXe0U4eorhF2lOzqZMcGJI1aRVrw4O5Auze3p6squ67iO8O1sNSCsdSIg0HljKo7CJlDVPWjR47Q9sefkHbBprMELecQaamn0Ql5NLiK1mmino438Zu+F9gTm6WO2Zk0u1uS3V38Hjpa2yiTz/zj6/cNGyxGGII28NGSaNnmeLnLQWqYcgIHr+MFOPgHjAWXhVSYZaiRljcYmtCoaQj1UZthRw9J1YTc3GkH1It1KqvHyqGuNkVbW5h4UR2Pjx6hg/sPsKUOUgUmbw8OreBcZ0wf5ypadfVRCOFNPIyLvIocpYW/QecNBSWhw+GxZ/duev6F53WHif6hFhgVsep62kinHCCe72Bp/hj4EepxpP/VYUnNedBEqjFFptcFORc7JN4XIXrUu+sztxkN+iSHIWgDH0sG+r9bP+JcziRSE6f/CCYSF8ux5HQSVxKP69hM2DbrqKqStOR9WPpQ1TJLHs0V9Eu4F46uQo++v3RMwKVR9B0QuCA6FK4QkBo07/2791C+WOD7xxMJzvbo7u6mjmSSCRhnAdCfq7WqrLDtOuUht9TKdGDPPkqlUgsWm0bcEflkrIVmHu1FciqL7TXuqYlZv3fdnoONzMb7tNRnJhcjLEA9ff00NzdHGzes58G32FgNxiJm1JWBIWiDBr7zne/81eZbbi2Ojo7GkW0MrRgbVogR5YoUd+Jq2pUmBatBYLK6Jt+S53sajmrO8Cvmpsr56PtpWC9xH/0ckCdw0YQNeaNTkLEecptJz9LE6CjLG6iyETzUv2QJ9fT2yuS7gE3PPfs0TU5MyrwRW+rXtlpgjjLKqdeXt3mqY9DVWrxP51ZD3nB13S33XKlpgeKud8f1zyCy83N00YUX0ujYKG9UIo1P3CXza32JBicUDEEb+EDDyt13333GihVD/0UQ8ofHxyfjwyPDPOy1rFqb2XaGiyCYeqORUHbLUeP0X+d3/MqGmkqd4847HVxPDXnj6Cr75Ui8ecMO1x3dRu3J7ke8fjQaI2x6wq6H8VwvHjpMe3ftZt92LpfjyhqbjTVHyhz8GVBDOz96yWjUwOTPHfSooVF7urPHa8ge/qQY1VjjbyaqHA4A9rvde/bwMWAzsyXRQsFw2ExSMTAEbbAQW7Zs2Sd+XIPr995779uXDw7cUiwUL8pksr179+6lOXEKjk69aqVKbs3javRoKUOX0NxtpwmXNwFlbrOjMpw9nf28oBKX1bXdRMA+PM8fLOBXubplXG1osv6srG5VV1TYNdy96mdcxxJxrlBRWWNTDpuEiUSMZtJzFAFJe/TS1T+RP5vRUnKOrpb1hqKlLIk88EsfI4rzQDMxN567OSxJ+8bRoNPe2oLP16TYGRiCNnh53HXXXb8UP3Chz3/+813nbjr7s+Ls/uqJ8YmhPfv3URpjq4olNZJqodVMhirV/bmAIE9Uq4gMRdegrpht1bbd3CbtKSI+evNQk54fveRpWcFjycXWB24dJaeQ1IShF8PxwYuLIwfb1moVmpkpsNuDp4srOYKlmuaFwNMihrquNwGtpsraa0xDbz4PkIsDsazS3EmoiZkHDaiwKLR893b3ULlWfdVDaw1OPBiCNnhFuOeee9B2/DlcBFn3XHbpJV8SzPSJv/jx/47MzqiO5KbTd73B1yxDlEGMLEPUWd7gXA3VecgPpyYSVH/z1OgobdGz1OOab5OtekeRqSLagCVpm5ViRegu2/sc8VxB8VuQwpEghcJNCwQtdJzIvGb5fF5zQJR+bQ1fY9Y6O7G8EbD1MTRIXxNzoCnJD5GrqO77+vpo94F9P359vjmDxQxD0AavGoKspzdv3vxlsgLvvO7aa9fPpdO0bdvj9ORTT7JDAg0hXEHr9mhSQf9ew9HAmqz2WVPzhqAkYW1H00TX0LrVCCyreVYiyV05NViAVLu69C0rP4XibDxvvV5TVaxfi/uyjOVpHb3xfheeGSyUVvycDdJVurxRG+yatWa9cGnPtyZoXGC1g7yBGFaktW7ZssXkQBsYgjZ4dbjtttvOqNTq38wXim8/66yzLJDLi6OjlJqapNNOO40igmjm5udo7MgYk5mjmz6sxuQVnyy9hZ5grT/r9m5bkbDrNlo9fHnB1lUt+cl6lrK/YTHw9POq3nTfWWLJYKWgKJn1hibfv6kUVk5ved1rVOv6+XSF7fubdbWsXqlZ3gg0jRFr9n1D7uEmGeRni2MBQcdEBd3a2oIhuqnX7QszWNQwBG3wivDZz372PNcK/CCbL64pFIp07rmbaN++/bT9ie2s6y7p75cpdmgqEVVgb28/zQuinpqa5o1BzmdWUgRRQxteYGvzq2EVy0nUsLB5Ml1Pk6flNh7geVbTPRVJk2rf1tTuuy4w2EUQZCDgp8st8Gt4ni8v6/vrSl27NfzFQi02TUYWKaWgUlaNPJFQ0Jdlmhcj5JEEAiEKBEPs3oC8Af92d2cnBUIhMyjWgGEI2uDfBMLq33vhRX8nat/Ld72wi05bfxrPEfzrv/4bmp1N0+DQIGustpIZEJ6PICNXXLDp1tPbw5ty8FHD2lblPOWaf5rP5bWlvdOymm2uea1mwiSZ5Sw7GGWONHuSbYsnlmjmlNU3yTxoZItYAf8xYNEgTxqXnX38rM32Pc9nZV9aaVjm+A6NGlk7ObT2TI3X0BGsOMNoJmcpc9icmMc2v0jIn8eITJLuZAdlisVnjuFXarCIYAja4GVx6623rrv4ksu2jU+m2iulEg0NDXHFPJWa5MS5wcHlnLqGYhZVMogJQUfwSoNImYyh+SLPuVYnCwH9ICzlVwZpo7JGZYxqFiFG3M5tSYK19EBszZaoSm1VtVqeyvuQt7u6QUZ53yCfQG6JiufM53PidUM+4fKoLU87SJp91vr1pJ7MN7hac1aODQ+Er7VvNQSXvMbkFO3/Vo/hxaCpA5JbuoMBJmdcIuLzi8dj1JpooeHhg3TFJRfTP/zsn75xfL5hgzc7DEEbvCRuu+22j7S2djwwkUoFOYJzYoL+9bHHuL0a3XgglxqHEeVltatm7/EkFNyuyLfO1bQj5/E5OuheVsietDn4caZweTj1Im8yhgJy4CxmHAZU9cl+a1dTsXJDKN2aFQ3Z6uiTJWx+NccWFb1LYQwhUGl3ATskiVdb8Wihg8P/t9k259vqGm4QrZkDWvrwtOxCnnJoBPzPVDtb4jxdJsS5G9FIlG+bn0tTUpyZ7Bs++PSWLVtMzKgBwxC0wa/g5ptvvbazu/sHY+NjVloQB6QNVMOd4vQbp+MYV+XyhBOZoyx9yhbnXaBSZv24LtvDkb3scERoXZGrDK93/JFTxI4OOT1cEjZC6ytOmSND27t7KJFso0S8jWZSY76E4FvduPlFDmUln2RVfjUWCvGa2Ijj11KLg7TvKfJVNj4/K6RJ9sBT6ugnfyOStGPDZanCoqZNRn9jUv4DieelOiNjsQTr9bFYlCqVkrjU6JQVg7TprLOqz+7edfkx+2INFh0MQRsswObNm6/qH1j+g8Mjw9a+PXuoWCxxtSdn6Hk8cQQe5iiVzvP8AAAen0lEQVRC8yFbkNx043mCnkzjcFRmsyfuj7FTOlLTdX1vhJ+ZISvUgOJWvenn+pt1mZkZqlcrFF2RoE/fdBMt7evj6SMPPfRTns5SLuRl5aqnZ1v2Am+yv33oNTzT2NTk++kmE603u6phRtv38Cd1H8t3g1h+PrbWzH1JmjclbV/iaBC07yGRG4KxGGvPCHqaTmWou6uTLrv4ktqOZ566fOvWrcbBYeDDELSBj1tuuWV5vKXjf2Qyc9a+fftYwsC0bFi/kMeMrsFiqcQEDMYDwWCzK6A23ViadatS5lBTVVxF0I6rB6SSInJ/G1DKuwv0XHiEpUQAUi/lC3R4/z763h//MW86tra3cypdS3sb9S0fpISoRPc+9yznR1toJLcDXKWzL9px/UxmPyYUt4nj1sejfRzNejRgN/2KcH/L9pmYuxDhFOHntFSrOcnjx3V0DYYUQTe6GonJOZKI09M7ttOKlSvp1DVr6L3velf1l9sfP2vLli3PH/tv2WAxwRC0gY9azf2R49QDO3fsYEnjyIujMiRfECFGSrW2tFCLuF+9VqNiucTTSQqFgiRBno4SUW3caJsOKz8zsZwB8Aw/V8saxO4LSequ3w4N0kOMKQgx4G+wyRmCuUyeykWQ8BEOOJLNLCSrcUgjGOoK6YQ8rvht1aXHlSzfp2HQkLq3ZGB5TM2hTup2b6H7Akzs2ZZfFVue9HVb8sRBkr0KagoHxWsH/OZz/7kxbACfUWs8Qd3i+mpB0COjL/7YkLPBS8EQtAHDFmXnLbd+5oInHt/G061BWkFBbMlkG6XT8zwvUIcFwcPbFmojq1WSa7FUpnxeJt7xpqCeXm3LMHqdq+FqfVdLHa6O928QpLXwmJp+s2QVXpME77hqwFbTRp7rV+me0rxlFY9qGmQdjce4KQR/L4vFhbv5LDkrkXRLuCZp9ROTzKVrw1IWDYvdKNKloXKf4QhpljrEYyPhqJ9i57eNi0ubqP4L2Ry97a1voWR3L8Vb2igcsIaO0ddqsMhhCNqA8fGPf+KuvXv32NCYeYNNkB1auLFRhwYKGWiktdSmLj1xgbMDMgjnNFcqlMsXqFQqEhpaiuKiAZLEqb/fcKKYVVuP/fwOOqpybWoF0cFJmpz5mvZKq/t7ehORdyTlJqLrOVTIFwUZl1VHHzXegydlFVIaNo4R1bv0aZO08KkGGjaLqOnj0pqto1VVGS0QxCzEcEhW/mpR4rQ6seCdtnYt7du3l3KFEnX2BrjqT8QTba/bF2lwQsEQtAFdeeWVsfb2zi+kBSG7yuHAkz56eqhULFFLS6uSIWx/w82PzVT/6oGokEQ6RdVs212sVSOaFJV1JpOVFXZNNqmQLW10Mmy/kVzHBKsq8AYZyxfTWR1+U3XDuKHWCls6OiA3cPWq3RiNsHyZgWExwbLEomYveqqfnN+/uK0O2UZcR5Z0FdW2T9oBHpvFyrWqvpnalT/axplHOMj2uuYGGEgt52/axHkluVyRVq5cyT5tEHS1Wg0d0y/YYNHCELQBDQwMXPnccy+EuRpUI6YgF6BjsK2t1d/M85qqVz/hTYElDRArCMuSDg10GCJ8vlUQPLzTeHy5VKZsLksZcZoPmYH16brn67qcGU3k+5t9b3GjnXCBrKFXC71gMDlDhrB0da0P2ZMbmaqTzxekVXWt3RwBpWcHBMlGomHKZXLcfIOJLCDvYrEg3ofDG5UBnpcY5pD9knhf+HiC4QC3a6ORJxGPU3tbOxXLRX7Nv3jgx+LsIk/Lli2n5WjyiccoIh5bR+ulgcFLwBC0ARpBPFR4MteZfFscwKfmAYtlC4zAqqvmk0QiwS6OANLrQGoqnQ2XuleXp/Y2yXQ7lQkNTowIUuprSVB/fz+/BmQQtIAjJxokJ9vApZ5rK61XBxYtnK6irljNvzf+LvVfT6swfEdNzFy527YvpWBBiQkyhiyRyRZ4RBbe45yetN2ZFAtLRXY+lkss9cxNz/LtyCDBotIi3lOLWNASsTh1CPI+eGiERoZHqFqpsR+bj58r8gCNTUzQIw//gs9Q0EyTbI1PH+vv2GBxwhC0AXzMBdmZRw2/MMl2aWyqIScCxFJB67YgaFS/raKyDsEp0byR16Q5sO4LpwU80aoyZ+OGsuSBJJH0Bv0a5IbHggArgqSxGGSzkERKLDVwxc6vYy3wSTew0B7ne5athbfx7fp4VXVuq83MWt0VlXJJLCBxqmGYrDiO9o4O/jsWETy0Ui76j23vaKdlywf4dmxYzs1nxAJTofY1a2h6bo5/D4RCVC+WfflEjr0KsotjxdAKnu5SFs9dj0aeeB2/ToMTCIagDUBc82G1qQVwBe3bziyeMg3CqqhBrThNR/XL01LkM+jnkeUuKalB/Z0rWd3NJzCwbBl1dffSs08/Q3UXujEmr8jRUDjtx6Wnp4tpF5uOcIigYYbnIorXdzyVsaz9zeze4Ffyq2YN6eZrLCLcHNOULufLHjZGToWpIl4HFf/SgaXs+cb7xgRxVPky+8OmltYWWj64jB/HOnu5QhdfeBEtWzFEO57cwSl+OUHQlmpTd/SiotAhKu01a0/lsKlTVw7SkbHRb77OX6nBCQJD0AYgu1noxNLJ4PqVMMitVq8xCfFYJkFcjrggVB5uj3gs5m++NQhSPmfD16ydFSq9Tlz/4G9+hHY8vk2QIrxxNaX7RrjqdvgJ6oIGpT0OIfa4dHbJ58KmWkkQNeSQckmTtqNIWbszmo5DHt2Ca5quPdURyF2SdQQ6OdSV7KBwNCyq5hJ/FNCXUdHjdWHFi0YjNDQ0yO8FlTPCjn7rqmsIkxl3bN9Ohw+MUCQWpai4oNMSWSJycIGs6kOBIJ15+hkUikVoeN8+2vTWt9CL3hGjQRu8JAxBG6AanoJuqhs+NKmSkjs4cc5rbBKCtNLpORWo37DBNasOC8OH1OtwVW7T3/7VX1Ium6fe3j7CuCyHN+uq3JfH3XyWqLYtsRh4IfGaJVH1OlxdgyBhVWsVpNcGZ4m6P1q3K8jvqJSpwH7sij9uS+8FkrIy2wvKa/V4sdhEBPF2dSa5C7LIzTDE7dh4nkq5pLoTbSZnaO+4Hcfw0auupH3799GRI6OyUzAapblMhhcVvC53Q+LsQSwA4hnorYKQlwwM0P69e6iro4OeevopnC1cKO76wLH6fg0WLwxBG9CePXtmNm54i386rqdW6/ZrBCBhI1BnbrCPGIH32h+8wAYnrWrd3Z1Ur7tSGlBjp+AijsV7RVW5hDwnTTMzWUForTQw0M2kOsPh/i6TLZevHkZTIcs5LCtrpyrdGUy0MhcDhKurbK+1RbxuNx8DtHJUvdCPeQq5IHHuNGQbHcg+IBu1RdXe2d3Fiw7axxHUxO6MgNz4nJuf58oeRLtkSb84/phsRBGv94lPfYIOHjpMebHYpMYneMAANPUDB/ezxswVtqjGtda9ft06WnHKKtqzfw+969zzad+LIzR25Aj19ff2vgFfu8EigCFoA3rwwQcrd97xn6TH13b8JLeAjHiWp/eQN1TGBgBJwLYaxIzrjqf1Z5u7C9Fi3TLQRT3tcRp+4UXeIOsfegfd+N3NNJ0r0NP/sIOKL47T0w/+gtx6mZJdS0XVSlQuFWl8YpL6+roFWZcpL0ievcaWnEfoOSoYid0jql1cacuuqul5lFQ4xBucUm2x2DGB40KLOhppUO3CRlhTZI6WdW4Rt6XdDxuUhXyBr8Nm19WV5M8Ar3XdddfRrn176cDefRTE84gzkF27dtGatWu4zR1VdqQeREnNx75iaC0tWTbATSrvPv8CeueF76JHv/o4LW1PInFv+I343g3e/DAEbcAIqi6/gBMgPafPVZnHriA2ECNHiIqqEERnNXfgqbAjW7V09/X1UGdnJ2d55MdmKTs6o6QTNIBIEl8tKs34R99F8+L28/7j1VScTFNq74v09N8/TNXhF6mrs0U8X01UpFFRhZfEY+sNrzVxlziTJRO0coXoOFM5pJY4WQ7gNnBRxeeLJbbPwYHS2ZmkZLKD5ubSVCgWpQeaB7jafjPLfDYtyV4sNEuX9vtnCBe8/e2cRTKfnkfuEo2PHKKevj5+zdnZWbbmwV/NYf2RMA0NDpEVtOnw8DBdctHFdOY5Z9KR8XGamZ6mM9avp1Qq9c9vyJdu8KaHIWgDhsVNFzY7L2SMpud386GydCxXkTPynV3ZKUfKY+w1ZgyC6VKTUzQ1NUOtLQmKt3YJ5vMoPzcnA42qFk2LnxMBafhA+FJCPKarTxBmf5KWvucMqkKGKJZp/8920uzzB2n6//2E3FpaPLWs2qUSLqdzV9WEbnTlofqlJsnF70QUvyKJ75AgyI6ONioV8rSkfwnLGeVy1d/0xHvRBI0kP9kaHqD+/l4/UxqbqRe84wLa8eyzcsOyUKCp1BQ7ReCfzs7P83Pg2Gw7SO3JTsqL14tFI3Te+edTZ083f3679uylunh9tPTcd999peP7bRssFhiCNmDoCdOeGvFko3K2Xa5KmZh1AL+6kB4xRY30NyKZRocuxL4lPXyqPzGe4pFXuu+wXncIloWCFJI5UN9Tdo+auMSg7wqmnG2N04rfeCdfsqISP/LcvwiCrHE1DN/0bHqW7FCQcnMzlIi30JGpac4M6UomSTbduH5lj2oWdj1Iz1hY5KitKlfOra2SnLEhyI0kqH7F/fKFIhMynhMdlbp550Mf/ADteOop2r93P9W58SbOCxuaePBY3C8QCZIdlN3bhVxWVNCDFI0npE2xVudNxD27drNHXJxtGAeHwcvCELQBw6k7XjAQtLygbInmCSeeIFtb0G+91qik0XgCaUHlNi/s7pP6L5papkUFjdFOgUiUO/RQQbOvWRCjo4P5xe/t4p+EeFxYXJ8Rjy6Ln/N2o42cRQorxNew1xhLRGnk8GH2EDuooAUxxuM5sSD00djYBG82Lu3r5QwNPTEcAMliQy6by1MQ07RFdStbuLuZoDF6qq6qcSxIuWyOiRebndoRkmzvoNPPPpNSf/9THlc1OjJCcbFY4Bgr5TKVxbGgUob2jSjSrq4ulk3KolK2AlWKCIIeHR+lJ3ZuZ+16w7rTKBKJGf3Z4GVhCNqAIYiuGgyFIkyyjiApW4UmkRzuWnfrnHAnx1jJok8H4FsLYkGJ8yWWLOmlvCDDXL5ETq2srNXi/o5+rKzAuRZXwXMtHH6/0LrHcGW+Rq0u/i4q22RHB/UKEgbhpgVRF0tFGj4wTP2CpPOFMqUzWertTKq8ENUkIq539fRQVRApnB6umpqCppKkqLqRsYGAfWjU2EjEe8TGYDTiBxrRxg3r6U++8ydMuJOplHitAl/mczkKFUuc6IfqHh2IIHBMM8fzhcIeW/VS5SJl9mdodnqGli1ZQlf9h4/SC/v2/M5x+YINFiUMQRswBAHNhILBAc5Pxoah66gq2qO6XWMyc30N2mEidVV3XCwSIRlTKn3HZSbMEQoJchMn/BSORsW9ZLu0W5PPGQLxi1uzKhwpKRaDom43V+TM9jRSuRquLarNoJxkolq50ZGIpL2xsTGepjI5kaJTVq+imdl5qgqyjIrj4lZtUVXDUdKjLHgcCOU46n27/uQTbj6BD1osAqh8MYMRxAwSnhGkevjwkQUxqMghiceinMcR5rFgAZZEsCDA/QHgeTxRWZeKRdkRWSpRt1gQrrvyKhpPpb521113PXr8vmWDxQZD0AaMQrG4SxDVAEj4wPAwVWoVWn3KavLqDhMR06aayg13AnImUFkikP+s887h62OCwA4fOswWM9j0UEECtYraA8NGY71EVUHGHbbHpJwTRDdtywsTsiddGH4KEkNuSurEO92CDvJFGzp+n5mdpVx2nibGJ6ijs4vygghB0HjW+bl56u3t8S1yGroZZ078va29lTsT8XcEN8HvjEPAZmdWVOQ6ywOfRaeokPuW9LMbBHY96M9S2glyfoieW8jvXYVL4TlxfUlvL/3eJz9NJaf2/RtvvvGOY//NGixmGII2YAQC9k8FKV3CYf31miC7rCCnFC3tX8qaMxVkulxXexcTEzr2xidT1NbaRg//879w8A+qxred/lZKdnfR4ZFD1NXZSVOTU5wFDSeDh5S7yhjt/LOn6JSzV1FldTuF4tIJ4ip3hsucaVNUVKEO6VmA6OLTgfhHRZ0KkoekEIqGuZMQUkWHqFDh2ugWt+fyWd/+1xzwr4Hr2VyO0/XQNp7Ly0AkRIUeEZU52lkGly+nrp5uiohFCSFJuWKesnMZyszP8X15YVHWPAcTX2y5iPBmJLocBYHj91XLl9Hvffp6mpyf/a833HDDncfnmzVYzDAEbcDY+dTOb1xw3gVfcV0viMr5yaefpHFBUMsGlrEPGJ12qBpBOKnUJKVn5zgkKJ/NsZsCMwvRRbft8SeovaWVsyhAWus2nkYzM7OcQYHq9vChEdr53S/SCz9aQpGWIeo6bS0tO+NMannLEupY30pOQGY5xwUFtwhOLsLsAQ+07FThY9WbkZAS5LRwNahVTfRGFGotW2RtHJuGOC5tuWvEQzcIG7rKfCYjh8CKMwZsBiJjA5kZiZY4P8/szIx4vyUqTcqzgaNJH4BtT98OcuackFqVU/veum4dffzaa+svHNx/5R133PHXx+lrNVjkMARtwNi+fXvtD77wB7/f0dH5rQlRPSKbAm3aYeUvxul/Oj3Lnt+iavggpRcjy8IR5FTK59g3PB2cFgQdp9HxcbajtYmqExtzefH3895xDu15YY+ocsXp/pIi7X72x3To0R9RMNxDkdYh6j9jE7WdvpqyZy6h5PIEdQSI6m6FuK62GxKHp6JQudNRpexBBy5h3FQkRh1tciQV/MxInwP0rEQNT20UAjOCgCGX9C9bKsObxG0sXwhSdlQOq62zSmwOqxaLVpTnC+KzaCZsvamIDJNW8Vm+85xN9N5LL57Z/twz52/ZsuXAcf5qDRYxDEEb+PjDrX/47a1bt25bu2bV19esXnXeyMjhQL5Y4CGysIzBe8zjr1inLamq1PLT4XTGsisIq5TLUjFHNB+Yp0AqRYcPvygILU6p6VmKioobWdLekl56x7vPo+efeY7a2uI0fGAH7f+nx8j6WYyi0UFqXbGWujacQtmZcXKdKtlBq4lgLW74gDUOrxtWU7yxoQhihN0NlS8G3Orhrc3kLJ/BUmMWPd4oRAWMDA/cP6DGcHlNGddah56YTFFqYpKnmK8+dQ0vYCBkAGSN14cLpFd8Zh++7HLqHuj/+Y8e+F+XPPDAA85x+BoNTiAYgjZYgC984Qs7xY933HbbbZFVq4a+JMjnqsx8bvmYqIZRTUNzlhNQ8hzJifFVFXEaT8oqh+qSm11UPgeymmsVh+1t2UxGEF+IQoLY0pk8rVyzitufi4U8k293byulJmcE2c1TqZih8q7naWoXR92x7IG8ZkASrRrQGgzJACdByPAvxxMtlGxvZ93cUXMUZXNhU+WsuiR9qYRko476K/v+WE9WdOqH/QvkxLHCI43qHbehk7CttVWeZZRlZjZCp1avOoU++hu/4Uzn5j/ziU996pvicsy/O4MTD4agDV4SX//616ErYCPrzi9+8YsDa9edctvY6MTt85msHU/Exal/B6fEYWMOxFQQRFUoFbkKhV+afHlXRnpyyBLnetSoUqpRuVSghx76R5YJUIlv2HAa68jJZBtr1iB3bojxx7ywFZBT5IBGDrV0VKPSbxdEeeq6dZQWj+dp3nWH85s1CfukfHQlrcZxaSJmLZqzOYKSrNViwE0sojJG2BIcG2jAaW+TA7lRgWMBw/FuXHsqnX/B2ycPHB55p5E0DF4LDEEb/Lv40pe+NCZ+3HnNNddeOjYx8bYlSwcoFAlRa3ubqH6lBNIhqmj4pqFVFwT5Yho4gvVxyg+C5mpWkbbr2ezUKOTL4vHoHXTp0UcfY88wci/wmLPPOoOe3Pk0k6CONOVsamjNmBquJoyj0oXUkGhtoUQ8wdU9wJkdtgzjt5Cv4bpqXNZCJ4fHUaJ6DBap8eCNsVnN02JwmUvPy2ky4nLKKas4LQ+LE56jJRaj9733Igom4n8pyPkqQc6NMSoGBr8GDEEbvGIEbKtiWwEaHx/nTA3IDqggeWp39yDlMlk+xYetDH5guB7KlSrHhRbYB1xXE02C3MCCixyA4nLTCyrm0dFJzvL4u/F/4Mxn+J+hXSMMCbpy0A5Q2S0zQQcQnI85huI1oXuj8gV5v+WMt9HwgYO8KRlCJoZFpJnSsqwFzgsmYzug+hoVHatNSEstAqQ2/3AZHFwunrfAaX3RWIQXIrzmQHc3ffD9HygfTo1/7I6bbjAuDYPXBYagDV4xIpHIFLcwYyMN8RiurJjhejhr06UUC0Z+OTU5tUxUwoMHD45QamaKA/PrgszgbACxoS27UMQEFGQ7h1VVK0jbVdNUeCI4ZBL5s1qtU7Uyr1wbIbb8waOMFuxQPcT2vp7uHv475I8VK1fQ7hd2i+MqM+miskXFa6tYVFfpzj5sUu6QoxpY1DRwz114O8g4mQzx/dGIE0dK3eln0Kq1a3Y8ueu5C7/yla/kjs+3YXAywBC0wStGb1/vZ1YOrXh7anKqcyY9y7f19/XS6Wec4eXz+e998qbf/jRuu+uuu5LLViy9fvnypZcLQjxzenK6fWJG2vPgC+bAfDVLsFCsUaGE6jmgKltXDpH1HCZpT5C051Z5diEcG3UV8cmNIYEARaJRmk2nOfti1coV9Ni/PsYdj5505LHtj4UKZQmUrS7Ef8QZgKsypNUow0Zcqbr/0RW37CYM8KLUn0zS5ZddXk/NpW+/7lOf/Mbx+h4MTh4YgjZ4xbj33nux4dX1R/f+0Qc3nr7xNwVRRQuFwjO79+6+/8tf/nKm6X5osfsjdYEzpG/DurU3WYHAhzPpzGnZXD48Oz/H6W8V5XyA/FEs1SlfrIvfA+yg4EYUr8YDAlxB0pZbInKQC+IwsfIklGqFctkME3EqlZJyiKikUWGDSOPxhKyCOZGp4VXm+YiuHN/FAU3I4tDzCzkEyiJZdC/UoPk5xfNf/I53Ufey/mee37XrknvuuWf6uH8ZBicFDEEbvGrcededPxE/fvJK779169aU+LFFXejuu+/etHSg/4ZysXRRpVZfPjc/b2WyWXaFoLEEm4ToAER1XapYgsgRgG8Tm0MC0rrHU13QRehJWx/PMqw4/Dhp97NZs169eg23qC/QnUk1javmEqloqPLZsv3NRGjaugEFxBwOBWnN4BBddslltX1HRu68+mMf+2+v24dqYPASMARtcNyxZcuWJ8QPXOjKK68MbDxt4zXLBvqvI5fOLuSLycmZad5URGUNsq6IKhlpedVagpPySsUCb0RiU1EPFOCWb664PVUxE5fDdtMoLksn8HmNaSsy61neZiktWsogXkPOQLJdawt94PIryIqEtj2yY9sV6izBwOCYwhC0wRsK1V33Q3Whz3/+8z2nnrrqplKh8mFBnhty+UIYE0jYby1IGVKInr5dLhd5M9Anc3TwKcImlSrN6XtqXJUVDFB6dpa6Ors46F83qtTqrrLXyYQ8HT0KYk7EYnTmho10zrnn5p/bu+u3kaNxFV39Bn5iBicTDEEbvKmg9Ny71YXlkP7erhusQOBCQZuDqcmUNVfIsZQBixvGaTmKtGHtQ9MM/oYKG5uIiD7lgQKCjHft3k25XFbcv0qdXd1yIxDVtW/ZkMMHWM4Ih2mor5/ed+llznQh82ff+9EPbjKt2gbHG4agDd7UOFoOOf30068cig5+XBDoJqp5yb0H91OOOxqlDMKDZEUljc1HAK3gkDWQLocca8gfqakpJu+enj45CRxB/fUq2aGQbJbp7Kbf/NCHKFvOP/T4c09djQ3Q66+//o38GAxOUhiCNlg0UBXsX6gL5JCuVWtXfToajrw/aAXWzWcyXdlsITA5NUnlqqioqxV/7BQIev2GDfT8889Tdj5Dbl36qjkoCTMIBUGDnM9869vogx96f/2X27Zd+rnPfe7nb+w7NjjZYQjaYNHinnvugRnbt/MBd9999+oNG9d9iure5Z5lrTt46FCsICrsufQcyxabztnEzTKcm0E6F9qlNruV1q9bR+dtOrv22OOPXyTI+ZE37I0ZGCgYgjY4oaDCie5SF7pl863Pz8xMb0BrOqa+iGqbookoWZ7Fcwwtlf28cd2Z1NPTOf/kc8+ede+995pJ2wZvChiCNjih4bqOhXhQDH4tvVjm4KSO9jbuBBxaOUSXvfM9lJ6bq7Z3dryw86knL7jvvvtKb/QxGxhoGII2OKHhOs5UOBJeH6pWqF4PcEwoNgZ5wGu+SDWqH7nx1psHcd9rrv3YG324BgYLYAja4IRGd3f3D8N26D0HDh/yh7vGYzHOjn7fu99Dqanpe97oYzQweDkYgjY4obF169bvfu2rX6Ozzz7rD6y6tywSDgXisbhH4eDU/kMH//Ptt9/+52/0MRoYvBz+P76IiqVneHK9AAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>