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Anolis Calumma S SC RGBA (Anolis_Calumma S SC RGBA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Calumma S SC RGBA" ShortName="CmSSCRGBA" Company="Anolis" Version="18">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>bbe1771a-87a6-4f29-8989-1c79329342b6</Thumbnail>
  <History Date="08-10-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="22-10-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="15" />
  <History Date="10-01-24" Author="Nic Morris" Comment="Updated in line with v1.2 charts in response to manufacturer request (adds modes 6 and 7)" Version="16" />
  <History Date="14-01-24" Author="Nic Morris" Comment="Added Atlabase ID's for modes 6 and 7." Version="18" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7113bb5e-ff6f-43d1-83ff-9d4fe2c51b8e" />
  <Control>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Green_Shift" Name="Green Shift" Description="" Group="C">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Neutral" Display="'Neutral'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="- Grn" Display="'- Grn %.1f%%',100.0~0.0" Dmx="1~127" Colour="255,255,255" />
      <Function ID="3" Name="Neutral" Display="'Neutral'" Dmx="128~128" Colour="255,255,255" />
      <Function ID="4" Name="+ Grn" Display="'+ Grn %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Tungsten Dimming 2700K" Display="'Tungsten Dimming 2700K'" Dmx="1~10" Colour="0,0,0" />
      <Function ID="3" Name="Tungsten Dimming 3200K" Display="'Tungsten Dimming 3200K'" Dmx="11~20" Colour="0,0,0" />
      <Function ID="4" Name="Variable" Display="'Variable %.fK',1800~6500" Dmx="21~255" Colour="0,0,0" />
      <Function ID="5" Name="1800K" Display="'1800K'" Dmx="21~21" Colour="0,0,0" />
      <Function ID="6" Name="2700K" Display="'2700K'" Dmx="66~66" Colour="0,0,0" />
      <Function ID="7" Name="3200K" Display="'3200K'" Dmx="91~91" Colour="0,0,0" />
      <Function ID="8" Name="4200K" Display="'4200K'" Dmx="141~141" Colour="0,0,0" />
      <Function ID="9" Name="5600K" Display="'5600K'" Dmx="211~211" Colour="0,0,0" />
      <Function ID="10" Name="6500K" Display="'6500K'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <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="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="Store Initial DMX Values" Display="'Store Initial DMX Values'" Dmx="1~2" />
      <Function ID="3" Name="Show Initial DMX Values" Display="'Show Initial DMX Values'" Dmx="3~4" />
      <Function ID="4" Name="Run Demo on Start (w/o DMX)" Display="'Run Demo on Start (w/o DMX)'" Dmx="5~6" />
    </Attribute>
    <Attribute ID="Virtual_Colour" Name="Virtual Colour" 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="White 1800K" Display="'White 1800K'" Dmx="1~2" Colour="255,255,255" />
      <Function ID="3" Name="White 2700K" Display="'White 2700K'" Dmx="3~4" Colour="255,255,255" />
      <Function ID="4" Name="White 3200K" Display="'White 3200K'" Dmx="5~6" Colour="255,255,255" />
      <Function ID="5" Name="White 4200K" Display="'White 4200K'" Dmx="7~8" Colour="255,255,255" />
      <Function ID="6" Name="White 5600K" Display="'White 5600K'" Dmx="9~10" Colour="255,255,255" />
      <Function ID="7" Name="White 6500K" Display="'White 6500K'" Dmx="11~12" Colour="255,255,255" />
      <Function ID="8" Name="Blue" Display="'Blue'" Dmx="13~13" Colour="0,0,255" />
      <Function ID="9" Name="Blu - Cy" Display="'Blu - Cy %.f%%',0~100" Dmx="14~23" Colour="0,0,255" />
      <Function ID="10" Name="Cyan" Display="'Cyan'" Dmx="24~24" Colour="0,255,255" />
      <Function ID="11" Name="Cy - Grn" Display="'Cy - Grn %.f%%',0~100" Dmx="25~34" Colour="0,255,255" />
      <Function ID="12" Name="Green" Display="'Green'" Dmx="35~35" Colour="0,255,0" />
      <Function ID="13" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="36~45" Colour="0,255,0" />
      <Function ID="14" Name="Yellow" Display="'Yellow'" Dmx="46~46" Colour="255,255,0" />
      <Function ID="15" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="47~56" Colour="255,255,0" />
      <Function ID="16" Name="Red" Display="'Red'" Dmx="57~57" Colour="255,0,0" />
      <Function ID="17" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="58~67" Colour="255,0,0" />
      <Function ID="18" Name="Magenta" Display="'Magenta'" Dmx="68~68" Colour="255,0,255" />
      <Function ID="19" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="69~78" Colour="255,0,255" />
      <Function ID="20" Name="Blue" Display="'Blue'" Dmx="79~79" Colour="0,0,255" />
      <Function ID="21" Name="Index" Display="'%.f%%',0~100" Dmx="13~79" Colour="0,0,0" />
      <Function ID="22" Name="Rainbow Effect (no fade)" Display="'Rainbow Effect (no fade) %.f%%',0~100" Dmx="80~87" Colour="0,0,0" />
      <Function ID="23" Name="Rainbow Effect (w/ fade)" Display="'Rainbow Effect (w/ fade) %.f%%',0~100" Dmx="88~95" Colour="0,0,0" />
      <Function ID="24" Name="Full Dynamic White (no fade)" Display="'Full Dynamic White (no fade) %.f%%',0~100" Dmx="96~103" Colour="0,0,0" />
      <Function ID="25" Name="Full Dynamic White (w/ fade)" Display="'Full Dynamic White (w/ fade) %.f%%',0~100" Dmx="104~111" Colour="0,0,0" />
      <Function ID="26" Name="Dynamic Warm White (no fade)" Display="'Dynamic Warm White (no fade) %.f%%',0~100" Dmx="112~119" Colour="0,0,0" />
      <Function ID="27" Name="Dynamic Warm White (w/ fade)" Display="'Dynamic Warm White (w/ fade) %.f%%',0~100" Dmx="120~127" Colour="0,0,0" />
      <Function ID="28" Name="Rainbow Effect+Full Dynamic White (no fade)" Display="'Rainbow Effect+Full Dynamic White (no fade) %.f%%',0~100" Dmx="128~135" Colour="0,0,0" />
      <Function ID="29" Name="Rainbow Effect+Full Dynamic White (w/ fade)" Display="'Rainbow Effect+Full Dynamic White (w/ fade) %.f%%',0~100" Dmx="136~143" Colour="0,0,0" />
      <Function ID="30" Name="Blue/Green Effect (no fade)" Display="'Blue/Green Effect (no fade) %.f%%',0~100" Dmx="144~151" Colour="0,0,0" />
      <Function ID="31" Name="Blue/Green Effect (w/ fade)" Display="'Blue/Green Effect (w/ fade) %.f%%',0~100" Dmx="152~159" Colour="0,0,0" />
      <Function ID="32" Name="Red/Blue Effect (no fade)" Display="'Red/Blue Effect (no fade) %.f%%',0~100" Dmx="160~167" Colour="0,0,0" />
      <Function ID="33" Name="Red/Blue Effect (w/ fade)" Display="'Red/Blue Effect (w/ fade) %.f%%',0~100" Dmx="168~175" Colour="0,0,0" />
      <Function ID="34" Name="Green/Red Effect (no fade)" Display="'Green/Red Effect (no fade) %.f%%',0~100" Dmx="176~183" Colour="0,0,0" />
      <Function ID="35" Name="Green/Red Effect (w/ fade)" Display="'Green/Red Effect (w/ fade) %.f%%',0~100" Dmx="184~191" Colour="0,0,0" />
      <Function ID="36" Name="Blue/4000K Effect (no fade)" Display="'Blue/4000K Effect (no fade) %.f%%',0~100" Dmx="192~199" Colour="0,0,0" />
      <Function ID="37" Name="Blue/4000K Effect (w/ fade)" Display="'Blue/4000K Effect (w/ fade) %.f%%',0~100" Dmx="200~207" Colour="0,0,0" />
      <Function ID="38" Name="Green/4000K Effect (no fade)" Display="'Green/4000K Effect (no fade) %.f%%',0~100" Dmx="208~215" Colour="0,0,0" />
      <Function ID="39" Name="Green/4000K Effect (w/ fade)" Display="'Green/4000K Effect (w/ fade) %.f%%',0~100" Dmx="216~223" Colour="0,0,0" />
      <Function ID="40" Name="Red/4000K Effect (no fade)" Display="'Red/4000K Effect (no fade) %.f%%',0~100" Dmx="224~231" Colour="0,0,0" />
      <Function ID="41" Name="Red/4000K Effect (w/ fade)" Display="'Red/4000K Effect (w/ fade) %.f%%',0~100" Dmx="232~239" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="144~159" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (RGBA 8bit), 4 DMX" Channels="4" Id="93ae48a5-175f-42ad-97c2-6d782c10095e">
    <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="a8d39210-3d94-4457-8379-69ec03aa6564" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2 (RGB 8bit), 3 DMX" Channels="3" Id="da64c2a5-5a80-4d0e-a328-70ae8afee6df">
    <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="274fcea1-b721-40b6-8ac6-2b0891e64660" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 3 (Full RGBA), 12 DMX" Channels="12" Id="012ab778-a88a-47f9-b9bc-4f70ebdee8c1">
    <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="ae2963cb-fed2-4198-883f-a00f4d5e1def" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="7,8" Wheel="40" />
      <Attribute ID="Green_Shift" ChannelOffset="9" Wheel="8" />
      <Attribute ID="CTC" ChannelOffset="10" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="11,12" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4 (White Full Control), 3 DMX" Channels="3" Id="e6cedc37-c4ce-4bae-addb-2ad23bb1de67">
    <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="95432c88-3e9a-4fdb-a17a-7b50fac79263" />
    <Include>
      <Attribute ID="Green_Shift" ChannelOffset="1" Wheel="8" />
      <Attribute ID="CTC" ChannelOffset="2" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 5 (Reduced RGBA), 6 DMX" Channels="6" Id="cd041f0e-4b2d-4e20-817b-a4e2af613b50">
    <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="32079dc8-af37-4f18-aa3f-19064d193bc0" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 6 (Reduced RGBA+White), 8 DMX" Channels="8" Id="ac906cb1-328f-4ed2-81a9-2f0e0919d975">
    <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="21788ade-c0ac-4e5d-a9a5-e4af3d73c32b" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Green_Shift" ChannelOffset="5" Wheel="8" />
      <Attribute ID="CTC" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 7 (Full RGBA+Virtual Col), 15 DMX" Channels="15" Id="7345a965-4fbd-466b-a841-94bef13c9fd1">
    <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="f284832d-c306-4826-bbfb-ca294f8ecdc2" />
    <Include>
      <Attribute ID="Control" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Red" ChannelOffset="2,3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4,5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6,7" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="8,9" Wheel="40" />
      <Attribute ID="Green_Shift" ChannelOffset="10" Wheel="8" />
      <Attribute ID="CTC" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Virtual_Colour" ChannelOffset="12" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="14,15" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Store Initial DMX Values">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Show Initial DMX Values">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Run Demo on Start (w/o DMX)">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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9FmAzOugstA7diXTJJhSihUARAY16ECBmuAXIoOmvwyKH6h5DeDroDlqZQpaB4GAQe/csD99PAwCANDW1xGXOOwoz8efms0Y6Tr5Gty+JBya5g31P76IILLvi1d73rvf/pE5/4+B0b/XtP44UZKUCncVr09fX9zr0/vpcLgKvr68wPo5sPXDErFtB154vhfWCUQmDm9w7QwwK1tbXR4OAWOnjwIB06+KzSDR6rKCxwX8mWpUnEM/VHRNoJ6DkAXHOZ95wD6FMOoOeYH44NbD2RryETtow4uR1dgSrRs8Kc0RfcMWjt4VSSAXJjTVwGomWfxZa0mGi9vTKzJywYS27xQXt6fV0tjbmFbdrtPM49dwcXFFnyl8nKscvc+2wHAeCHOROO8eST+2jnzh23//7v//7dX/ziF2c34Nedxgs8UoBOgz7ykY/86u7du//aAetgTXWtP8/0QciNGHCNQ3aLrJRpAl8pCQCaX6IOAuVWwS1v2bKVJ5488cTj7PoGJIS3BqgKALCYHAk4Gk0Rc1FQM0oH2PgA0CFrnnMgbffztDkF52OcbkYzepk76KkumRKts7jnCSRHcahOdSXQDtX6NIm41GLj6XOCiuDWbgXpxAckFte7uflZduprbmph+eAzT+/j1wCQxtMgO08yei0Y2jUxeSIaf9xCVnXeebt+6J527wb86tN4gUcK0C/x+NCHPvSa17/+9Xf+7NHH/Lvv+YEDxWlqhI+GA7HamjrpBoxVAkdRQj0EJH4UnFmW0Q179+5hrfS99/6YOWeAccbP8DY+w5NNzNnOS2xCDfgMsAHI4Jihl4Yqg9SfOVBA5gkpfsCLB4AUE1AC9xw4IZxnoC53kfpksCGSyuAYXMNI2tLDYpL5R9p4wpI8NdrDbQbiOC95ziChP6zl28Aaxc8Jt+Oocdetp6ebHv3ZQzQ/dy7tOG9ncr1Ni827BuXNcY1t0TnldguDA4N73v3ud//FLbfc8sGNfTek8UKLFKBfwvHBD37w5Zdccun3/+nr33BZ8zw7uTU2NKgznDi1GQDxdt+T7r1ctoqWV5Ylc4WBUSTdfoODA9TU1Erf/+49nFUC4Kpz1azcyGj7NtMcsVh5ZlQ3zeoHEnAEQM3OzdLUlIy2Svw4lM5Ahg5VCQCu3p1rVv0x2GXOjPbLxM6sotBFhrPqYqgGSCEDNUDawJYpEc8rabvjEmedFB8juV2adALmwz1dDCzrXl1dpqNHjzIXffLkML+Wyy5/BdW5hUR2EV4Z1SLPVXDnUl1dxSCNxw4ODV3/1re+9atf+MIXnjs77440XgiRAvRLNG644YY9v/Hrv3HvV+64I4B7HEAGwIiRTgBeK+ZxVhro1jyUjkAAJxfUIG7zpVkDrdE7tu+k73znuzQxOS5gCqohEokZAAxezpKeegkHK1NQAj7m9MwUnZo5xdSGKSg8pSwAzKAEgL+wAw0aBNwxrdu4Z5bqSfUvCRuhZVRCFIi+ms2WQOFE2aSZpKggjQUFGb1RH+wLAoWKNrzEZWwIzkuya19A36iTOKTDRw5RT1ePW6iK9PTTT9IFey6ShYRb0bN8HCyK6KIshrJoYAHDdTuw/xl/x47zfuTu3LuBb4s0XmCRAvRLMDAb8E1vetODd9xxR/b4cdH4Tk9NMchCT2w2n5Id+lzgky25qo3ZWChIuvByNVV0ycWX0uOPPUGPPfoIAzwmY2MGIOm0EvbIiM2wX7JSuM8h4MMxPTlJ4+PjPDFFnsPn4wC8cC6eZs8Aa7ud28A9KlNweHqOsf5MGmfEN8MBuq8ue/DwyIqxUaQNJpJB4/uiO58Cg25YBtpm1CSdknHCPyN8vS5Z5amNL8f9xibGqK62js39H7j/Xtp1wR5u3Injgu5M1AQKNqmQ4oUFwp8lGmCGjw/3vOc9f/qFm2/+2Fs38v2RxgsnUoB+iQWsQt/73vc++MD9D1SdPHlSgIUz2AIDJlzakKkKyHiJ8b2BkHlvRNqSDbDctHkTLS2t0E9+ch+DN/wqoF/mlmdQAr40sfjq0cEATX6SuU5PTTINAEUEqcUnMvT6+noG5RqXMUPpYNwzvgYYGtVgoCzJubVzl5pW+ATw/7jkvyGvyZ2DtatnRO4WhwHTKZxRu+uBz7idv9eWbaM9EpBWmd5p/tOghvAk7jZotwHuyPyf3rfPZdJ7qKW1Vd3wAvLCUncj25m67D7A1Bi3c+nu7nnLO97xji9+5jOfuXsj3ydpvDAiBeiXWLzhDW/4u/m5+eYnn9qXGOEDeJeXlrh9G+An7nOUmNiLRWhGAUrbuj1pLoGJUG9PL33rn+9kSRzawS2TjLW4KAVEeX6Z/yeZLjyaJycnEhkdAucDgIfXBbhmfMioq5zOBPRL6hFPFCEGxjZdpTxMhcEFSc1SxaA/I3wwOBov1HPzmAIprq4K+Ltj5/ycFPVUxZIoQ+IomfqdPFaBnxUtAHBtesF5zc/P891rXea/78kn6LLLXylaaUwPV3tUbvzxfR3NFbNR09jYKPX3D/yT2/G03Xnnnetn7I2RxgsyUoB+CcVVV12VfeefvPO3P/OZzyZZIMAPUripqWlq6+gstUR7Mo4qMaxHpqpgiI46VjS4rHDTpj6aGJ+kA/ufZsABoCIsmwyU2gDoJjSJ6ornZk/RrPs4dUosKABSyN5BXxi1wcNgNWMudQR6SRcgUVmXoLZYczHSl8kpbMRPIg30FOAjX704YgFaWIniMZjognPBYsWLFBYLdrRzi4VbvFhlAvrDF8ojVuAvtXhLlLeYlw/IhYwOJ4XXduDAftrtMmm52DpL0feSTDzP47Vy/PjVlbW6C/dc+D13z18+o2+QNF5wkQL0Syj27t370YMHDwYLSwsMvJyZOuCZnTnF2+nBoUFWRbDnsXbUkdIS4Ge92GPTJD8Sr4vN/f3UUNdA3/rmtxi8bXuPwlcmEN2vz2qFkqMbUx7umDMz0yzpg+2oZegA5Fpk4OCa3XlA7uez6qM0qbsko5MsMwikH1Dd+aXDkS1E15jTRnMLArx6a2sbtba1qQJDMmgvEoCH3nrUZavoDix3nwMPj9twLgBqZNKBUh/GNZd2F35CexhdwZ2HZXZ5aFPHz6DuwOfdF+zRzFk6MzMZHVCgj81VV9GMWzS6urpe9e53v/dtt9zy8ds2/I2TxlmLFKBfIgHu+V3vetf/dte372IgAyfK0jUHDpNTE3TB7gt4ZBODSkhiZJTNyIQQbUoBqEHbDL8NeCT39vbRU0/u44nWyJ4xWzBpjybNwrm5RcAQNwI8FxcXWakxo5kzzqGhoZ7BFwsAipVJ+7ZmtlOTk7SukjZw0+3tHWzn6dmQAA08/xzAdnyMuyDNkwNKEdAFaBnvHxh0WWyQnGfBHXfMgblJ5oxDZlmeAu7C/IIuaDlVl5DwJ8VSN6IVDS2bNue9mEreHghk0j09vXTk8CFqamriAQamVgHQYxeCmoDtQqCCgS58y5atn/rTP/3Tb33sYx8b27A3ThpnNVKAfonEq1/96uvCYliFrBLgzBO33WeMmso7ABwc2ipZIdkAVU+zbJ+7CpG1mvscgKnXgQqogIce/CnTBI0OaIySNSN/pjJCKTayLM/9cM09Bn7Q4JxFdywFwdraOpaXMQC6x1fxSKnQZcETPEAWgGmdghiNBUkgzJh6GdxE74wvVtdWGZxxf5bvqfQNZ4FXteKy4SNHDvPUbZ4MTgDMRaYuAJJbBwfp8LFjVIxlXmF5URDZ/qa+Tcqrl1z8oPaIPPHYYFVI2dSXJKMmWZzsIo1PjNFA/yA9+ujP6HUtrVTtFhvTb6+vr0mhNOsnbfVYbCbGxzLtbe3fd3fcdVbeRGlseKQA/RKJwYGBtzz55BPaySfSrjqX8R45eoS279yp2V2cTDNhYArN3c1jQ30ABfjqqqosdbgM9oc/+JHLPMc4C0SI90WmbFK2aIOJRJpcdACPzBnNKNxlqNK5utpaBlPYjsoAWJGzjYyMENrOmbbQAl2sRc3YAerExARzzJs39wtv6445Mz3DYMhNLG4HMDk1nXT88Xno/SbcItHd1c2PR7ZqDnsXXfpyOnbiRMKTW8NKSGHCN8soLMmiC6B0NJ02vjtOJpiXfDdiVcGwukONok6cPEGdHZ303HMHaPfuPawkMWc+no4OPbYvTUAomkLlsvuCPedfffXV77jxxhs/s7HvoDTORqQA/RKI973vfXW/+zu/0/eDH/wgcVEDCBw/eoy31c3NLVwIZB6VC2lCZ7BNciB2n0WmLoTj7e8fYK+Np5/ex4+vqq6SDFd54ECVCPx4zTTZWGhxMTE98tXsCFwzsnJQG8iaTTaHTBgGQvi6p6eHTjqwNutPA1tkvdBvw5ypprqGM1c+pjtWfX0Dbdq8mQHa1Bfl+uVFlzW3uNedZ3pjLDFZevRnD7M5PwqYRGZPSiwpxCIFzTZ4cuuGMaMlUEEoclrXorhaq0c2legeqDvMlAmZN9QduO7Dw8O0dds2kYr7NosxU/Iq0aLn/meeod6evv/b3ZQC9EsgUoB+CcTg4OD/ubCw4K26bTI8K0BJYGjr/fffR6+78ld0C0+qP84yWCcgqL7FHA4hkGlu23YOffMb32A+t6WlhQEWPC5reNlfw5cioXsIFBMQJ6DQhvujpVxatwPmVkVOl6PqqupEYsag5wAKXCzO4w1veBN9/m8/x6AXKcfNsjYSTTU456ruKtYbA/BwulBjQGuMbBf0AAJ8sq9cMKgOu928Ncwhz147N7nQ6dwyc9oZGUzLCwK6JWPZPZTfl9DcEp+eSbMSxs5dBOG0srLMqo7RkRPU3tHO/HpGbUrLfaytqWX//qfdAtlff80117z3hhtu+PiZfeekcbYjBeiXQAwNDf3eCZeh5VjqVuR26vvvu48amxqp1YGYZGqFRBNt3Gmk2apZfCLDxP0lk3s60Swjk41MO+2ZJli8KcAvg+4AYILasCndyJYBylBHkAIjqbQNjSEAUGsvf/Sxx/h+UFo8vyAHlIY3M+6HAbJrGCILDhuFtlAc47A4cOhr4oUklC5B0CAl+oN4lBYWGw68ltgmxZCqRFQ6GEC9oT4fREkR1DoNI3OuMx9pUsAFj05l7n1ETBvh2h47coR279nL1yijBdxQhwh46v3R3NJKTz31FHV1df4f7qEpQFd4pAD9EoiG+vpNz+4/wNvwyYlJeuCB+zlrfd2v/ArbfxZjk4gR87OADdbgMsBleVsvYBHTwMAA/fCee7gpBe3IAYOd+C6zcRF4Z7cIgEOlSDb6i0sLPCAWjwHwIHPmZhSXjaNLEGDpB2a672l3ofhx4L4Y2trZ1c0Ab5U5kdx5rG3Os3dGeBpvzkW96WlWTJQbPpVTJKzPducMDhzHwM/n5+YY6OXHpVZuUsMkSO1MFofgoqhX8pSOtVvR1ww5No12ucJDM2lb+JaWFnlBwbnCTxrDDowD54JrJki8RjDQdnTkJF140UV973znOwduvfXW4xv1Pkpj4yMF6AqPD3/4w1dcftllVVMO8Bbc9r+luYl+9Y1vZM4WRbnVlVXOnrlLzxffjTAUTpWNkSJRJfh+TC2tLay2wDYbtAbAlbv0HJCwW537h2waHYlA0qJ7HOxCMTprgid5E1MCKE4CkFjmlwmUMpDs1BAY5wKAAkeMRQLAxaGZbHmHIJ+3J8oPZMSW6QJsyyevlH+NhQLcOa5Bd3cPjU+MMyeMTsg5d51OC32MSfzkJr80dZz9nuOST4c+rBCXhgCUHUqvp5+ANh6Hhh088tjRIzz3EQVCc8sLbLxYViSFWBifffZZFGqvcQ9/27/vOyaNF1KkAF3B8QUXb3vb295yy82foPnFJaYNqtChx8DiqRUnJZOzEQbUa6srDEChaoPxVtlx7nZ6dv+zdOz4cQf0zQQkzDOlIBkle3iA7uBsNuAmGCwKxXxBNMa+cNMA51r11zitqYOTTckUuVjoi+f0lMuEAViI8oncCVesj8eA2vV8J3dFYqGJVANtagwAvT1GugNF0wygBh8tTSlr0i0Zldq/ETg+XjM4eMPcAmfd8IiWjsRMJHRehqAAACAASURBVK/HTP2Zl1ZPjtN10liI1ClPJXz2mJivaUEmgzMFk+VrIM0wIQM87F6feOIxuvLKK3/tjL6B0jjrkQJ0hcZtt91262WXXfaWD33ww7TswPbUzAwX9AJPzIEKhdVkO270AGmxC0DFUjKSTBNAjkIWwO7hhx9kWgMqCXFisxl/HmfiDIqa5oIbhqxuXFUSLBerreHHBxlfwafMR0ONlADc0DcDmMEfW5ExibjkIYKAWxx7cnjiYV1UN7ryuYLlemZ83d7Wztw7Xjsy702bNhF2GfDGQNbv6+LgacMMrt3g4KBYlmqhET8Hxw4uOwf3vrLzs2vJr6vMttQawpNxWkTJvEMoXHC/fU88TnsuvFBmL+pzwLckg4VLx4s1tzTTzMxs12/+5m82fP3rX188c++kNM5mpABdgQGv5z/+4z/+k0/e+klWTZhawfNNlxxzUQrAC37Z+GfZnsecCSOKYaheQB7TEqAMjh8/yrQAqISiFvx4u49sGK3KZZOsAXSQy9n9TFYnfh0l2kHAUEBd5GhSfETxDLTDyqqeP1FiRcrZvcoCAZ6emig1NzXTXAPGT62LLvk0mZvcBwVHFEgNMMETQ3IH+dzkxASRlv5sfBamd3d0dnCBFR196+56GrCje5Inn/tBogCJo1gXwUKSOSeFSP0d2TxE5qNVG03KO6OzE4Nz0eYtdqkyBxJFz1yQ49eKKeJo2Bka2voed6jrz+w7Ko2zFSlAV2Bs37791od++iBzvzY9xA/8MkrA1+kiJe7YgNi6/wAIcSzSLgAJQPCZZ55hgAIHauoOBkaX1SEzL3qSjXM2vV6kpcVFWlpaYqDLcQt3Iz8PFgBfgdxTtzuTNIjSwWOFBy8Kmg0bDVA+6BUgDQ10VXW1ZqpiygQ9MXw+xkZHKVLKBoGFARwyGlSQKaOFHP7LOF/uYnSAuLl/gBeGSA2iWG3iFiS8jlF3PDN2QlhhtKOjg6+Jrx7WNqcQO4EoFs/p8q5CfeGiWtFr4H47fAkw/Rznd/ToEdq56/xkmC4pRYPAIbDgYcHcds45f04pQFdspABdgbFly5ZLvnrHHVLocxAAnrjFZVxFBWQGDp3JhzcAG9xrFhspZQG9HFtNuEwOoAaK49kDBxhEUSi0Ipb5Q3NBz90GwyOAEIqPPPHaARuy9Rxbh+YUaEOZ2BLZrECRkIXFEhWA7/v6NjFXDKoEXLY1seB4AGJ4dsDqFMcpQHdclGng+HlXZxfTNHh+M8RvVg4Zre3oUhT/aUp8P5BZ43E13IgigasABcqxo0dZ/mfFS0SkgItGFywera0t/Dzc/ce7hUyykMni4pU6DSnpf9HCLCWjwHDM48eP0Tnbt7vFJ8PZODoZM15GKSXhpEGJLM4v1L7zne9846233vrtjXuHpbFRkQJ0hcXNN9/8X177mtdUz5w6VTbZg8TwXluol5eWuTBm/hCgJdhcn2QqCLc/s7Quw+Oa6hvq+RhoTa7i5pIa0f0SJe3LcLPDOCfhVEOW1K2xr7LIz9CQAgUHABwZNGuJdURVqOCK4NZy8292x+xy2SS8KRrq65iTZbWGA9mGhiYGQID3iRMnEqqGaQmX9ba7zLqpuck9riEpLLLv9fISd+2FxdLQV19nLUJnjYVgaMtWBn9uRnGPxWADUDW17nVbhZCtU7VjEMeAEROycLSY5zyhcPj4Sm/44MT9iL2f40Rbrd2FulDx9XS3w3sElMv05BR19/bIjicGZSKv389kkx3EpNsl9fdv/iv30BSgKzBSgK6w2LZt2zufPfAs86UMlvmiyt/c5yBO6A6b9weJmykPgByrnGX7Mv4pkq01CoIjDqTAKWM7j4CiIKNzCTHsFN9HoZgqgfNG5sqt2g40q2F85I4PcAZIi1VoJFpilSQDsHiqysIiZ6rINkFdYGI3nOs6OrupXIKH9QEFyEn3mILSIJZhhwyYY6xnhqGSUAjEOwaAOa4FzgGZdqG8SAoQdbdNTIzzQoQFAMdqam7kY732ta+jQ4cP0f79+5OiY6x6bJwZXjOy8FiPzdatxWKijInKJq8gEu9te01Mh8TMn9c3NtChQ89RV3eX+KBQQEX381xVhvLu+mJBhHUqFsGO9s6L3vve93Z9/OMfn9jI91oaZz5SgK6w6O7u3nrXnd8WvW0xogPP7qfzd+8Wb2PIwsBeBPJrz1aJ7zKb/rifofjlEInpAun9jrhwho/Dhw5xRlhVVc2AD3Diohjm+cHtjkc1FWX6CI6lRTobQAuPaM7W1epUuuzEHAiPB3DCK9larn3rKFxZxjae+gcHWXom0rSYO/6grbb7s5wuLKqiRDJRNKrgexgS4fWA2mDgdbuJSy65lO69916hVmzYqwItrEUx5aWzq5Md+zCQAPe7j7svm0pOdZr5cnciHOdcpo9MHtQKKU8MSinKhFTUrPfnxmWRFj35e7kmyMynp6YZuaHekNFcMcsWWWeelZ0K/rfortmRo0e81dW1v3W3vOksve3SOEORAnQFxXXXXXfeb/3H38qKy5u0OYNPxegkbkbxpREEGS669wBYAMGa2jrONKkqppVwNcnmWD7mwAaAePTIYS7agY8uOhBnTXEcJYNbSfXEADsUBwH23Pqt/C4MmcThLhAu1sAZlqITGBa7VPLYiEqzA/HYpXCZC369fb1JURNUBQLdiF3dPXTk8GEBMt0N2EwTLmo2NfO1WNLHABdnZk65bLeBMNHcMmADTGTU6O5ra29jagPZs/k1N0QNyf1iO5g+FnQLFiYUOENPlCtYDDhDhwyw6J0+01C5aLMntUnm8PBANo7sGT7YaFyRMV8kvieFUmMRHouC6M4dO974/vdf858/9KEb/mGD3m5pbECkAF1B0dPTcxWq/zaVGiCIwphpbwGWAqoxzS1CLrbO3wOwc6wF7mVagvfoCpb1dfXMJ8NHurqmlkE91OwZ00iCrAyHlexVturLLuuFMZN4GkN5IBkumx/h+Uk4XwZa3Ndt0wHUba2tDIjLyyslg3v154BcEIVKqDZCXjiq1OA+dItGo7j0Qd4WR0kGjQ+8tjm0pbsFYmpyisESAIpst6enz2XKs9KRqLaotihgOEChUChrOBEwxfnZuT2fqpBpMV6ir+ZGG1+yaOsGFA9sAWE1/ysZKilfj4uD64nrdWr2lAPqbi4QMg+tlAkrXlAQdQsA3AEb3evr7Or6fz760Y92vO9977t1g996aZyhSAG6gmJT36ZfhylSQfXBx48dpaGt2xgMa1x2W+cyafysfctWmp2ZpqefforCfMjGP0tLCw4A+rjQBfmZgQ4y6JETJzgzhDtcIj/wKFF5sMFRYZ2fs7AqXYOinJDsGrQA23TW1SZZbkIREHuF8PG3bNtG42PjLhMdLmWmKkfD8bCdxzmA3hg+McyLBOutHchDBgifEclIo1LxjaTJBZk/N+ZgHJYDZ8jZkPHG9nLKMnfL3vGB6xGokZNNNonLsmZr8MFig+Yb1pdTqaWcKR9ICzMySBcURWjcs742O4fne3SsuIUKmT/OwQuC5Bx9cOOq9mhpaXOLzAxfvx3bz/HHR0++wR0pBegKiRSgKyhaW1t6Hnn44SRLk8yMaPvWLfTKK15JbR0dNOu2w1/+8leou2+Aujs76J4f/YizUBSbQBt0tnfQuNtWI/MEdwxwWlxaLmu1Fm6VVRhk3XGxStUClxHPihucSuWwJcck6yRL9KRbEM8Zqik/N3S4c37uwAGZhajTUxJvC04qY85qYeZk4MnqD/exuraiXXhE1qtnmbCBLp+vuskhsHtgQ3xtxkn0yRq+uscZ5wxVjE0rL7cQRdiUcSg4sAjFOkNRMt2YAZYXMk9mNPp6/klHop5XrDpvO39k/hjrBQoDOmsbFGAe09glQW+Nc5qZnuLHNzU1t5/Zd1kaGxkpQFdWZNFMYU5oyBxf9+pX0ctedikX99YcKOVq6ugd//uf0JOPPkLD41N0ycUX06OPPsbZIWRcHYODNAcHOAcy4JxR+AP/DBBqamzirTfABrpc8KrS0BIznVHkrr9VzuY89dKAvA4yOXTc2eBXm8aNwiE+rLgnLnF+yX8aoaBuignc15o+zKtiZVlpB6KE3z1NIeFJA0lfby9zy+hMRBce6ByfpYfhaY/B8W2iOALgD1037ousm6jkA4IwPhiTZbjlGyZTVNSZhOLQxx7Zmvkm8kf6+Sw68YwmYmtXLEqgmNra2xNJoEwcd2Afy0QaLEvg6JfcQprN5frO1JsrjY2PFKArJDA15fVXXumF7K8hTnQvu+wy2rlzB/O1MrIP0i/J1HbtvYimvvdd2rx5gE6eOElTMzO0uLhEdS4LRGGxwN17vvgjYySUA3iAdqFQMvC3LTdzoZDrhcQtysyTloEcsmjOGN0/zmQ1+YSKOIqjhM5gs386HWTL/StsQku2KkvNDgzXlUoB2IbKIT9/sran3tD4Gh2BMFICBVPb1Ezx0pJOgSm5y3ExMKNdj9qOjqGuhw4d4oYfGwBgShPrHsRrhRzQ+GzLoEEhZXh8VSAaZq/UlAP5XMJjEyXjxvTi8gzEgYFB1q3bguBnfb7GfqC+IzrzcdYtItBPt+Ek0qiYSAG6QmLLli1/jj9os7IEuF7xildQU3MLHR0+yYU81he720dHRtgq9NTCssuSYzp/1y564IEHWPscuD/6bEamhKDDDTIzjKoynwnrOGSrzcRjmfixBaYfxMGNQFUol8vyu4yM0kJE2lUHsMb2H+SJNGIUaI3BjU4HLgXODBcadaisA0Rk6/hZRlugOeL4tAWkWtu7ORt2N0NpgqIaio64zRacEmccsE8HPth1zoEoVDDbtm3jguK0SveYAvFlCjmOv3nT5qQICAWLyBCzTGmYXzZ/qO810yJajI2TLFp2C/ot7y7wHKBwLJsXikM06tipgIbK8C5imZYWlmhocCh79dVXX3HjjTfet4FvvzTOUKQAXSHxqle96n0P3H+/TOqIrTAX0ne/dzePgVpEtuiJMxokadiOQ8aFAbCgH6CgmFtYZFP8QOcSsqeyexxADAoK1jUbUBAlZvTC9YasHkGB0QyNbABqGJ9uls+t5Z5w1pD34TnRnIH7r6yLWb4SzySmSmJcVK1cNm5ACziAn7sDlXaI9TE2/w+LCBpHcF8u4rnng88FFoUlLRLy+StFgdcNzTcG4vo8WFdHf7mnxA4CNANkcwWlKHAtcO3QrYgAzQAtN3uHkGTidfV1yUDaxHPbK8ntTme+S4oQBF9TdRYs94UO1O+D7xNGOo0m4ix61V2/tpaW97kfpQBdAZECdIVEfj3vz87O8df4IwZffPjwIWl8gPXn0gI1tbRy63RnWyv98Ec/piuuuILnBCK6e3pobn6BoAJpdqAWKpBCXofPXPwCB+yyvkwuSEZckTaOIECHsGaYt/2BdC16ogRBUS7nst+SWRAlI7NM0mYcdZJCqsQOAXCGUsMke03NzSzlA88OwCynXgDEgXbasb7buG+YNrlz6OnuZSMpACWDqdIx1SrjA8c+OTmhA10LLJuDXBHTTKC5xs4C5xioBhxqi+Hh45I9u9ciAE207s5jaWWJeenOzo4ykC4ZOAmNE5XkdubZobw0Xp8sjnkH+LUC2O541gqfYQvXWlrEuUZF1k/39PRduSFvujTOeKQAXSGBpMyKc20OTFD0wx87biu6zy2t7VwgA+DCS7jKbY0fffRROuecc7ixpL6hkaenTLqfNzXWi5kSeFKVpgGJsjwGK9Ktt4JMmRoBGmnIyIRH9ZiGAGA1+OUaYNneY5seeDJCCosJXOIibbk2Ptm8mMVNrzkpwBkf2+4yWtAv8HG2hhijHTDGCsZHgDmW1DkQzRfzPCgAgNfe0cGdgkZtgKLBawUAoqsRUjwr5nnuMwB9xp1j/+Z+lvrJ9BdRUmDiOO4POp07KkFD6BR0nO96vM7ZrWXap3H4+EKtXq2waosjccPKIl+PVvdae3v7OHvG3MVIZYxedQ0vGDF7msQ0PzcPGqjquuuu+8/XXntt2rTyIo8UoCsk3HbfW1leYmBCFojJIJCGyagonydGt2uTB0yBtjhgfuhffsoFMBSaoISod8CFLBogjPshK11YWFS2wVOvjYwqB8qeW5UJwKyicsjS5izbcRzHzJlU8asZZMzZYk9vt8teq7iRhLfyCsoAK6g0QL9AZsb+1e7nbJqvXDM01KAlDNhB4ZhED+ANTw4u6qnLHXTMAQ+/baN298HcuGazKNyNnBzhXYAV/7AYRWRDZWM+HjJgGEhxQ8vaOif8uC579+6ix57cV9Y+XlKHILPFfbCzSHhoa0svK4gmGnFFd9Aw+BlkkKB0Ip4rOc7A3dHRSXX1Rb623OTing8LCc67tqbmj90BUoB+kUcK0BUQLlvy/+Ob3+wBxF728pc7AIXbWz0dPXyQ/uVf1ungkaPqThdQh8vEACjYxu/avcv9/F/onG3n8M+QRU+4bFTUEUUGhLX1VQaUGs7UfNY4e1XVDHhWuAKUBDqbL1QfD97K8/Ru8X62LjuTZBSsUy8WLrexoYnq6ur5duuYY5vSXBU/Hi3Pc0w5FJMiHQ+gdT/v6uxMhgHw+eDxDlhHx0Z5UTG6JdRMX3TD06yp7u7ulnZ29w9yOjTUbNu6hemOJx3Y8hBc95zm17EarzL9gckweMHgzzH5G4vK7MKSuAHqa7CiqmmnITfMZutPU6iIaUqUyOz4GodFtSKNdWiCtMTjemIyDhbiY8eOcuaMHVL/wKA0C7nXDFoGXtZtLS1DZ+GtmMa/c6QAXQHhgK6rzmWSO3fuZOc5zLQDrXHZK69w2XQ7/d3tt9OYy05rHJhgex5H0sjis+n7LLcTZwJxbgOIBJqBguNFhgjQgJk9hsOC5gA4G9DJJG0x7o+1cSSbkbcVu8glhvnCqa6trPHzraoCw3hZUB3Q/dY6kPYTpUKUgCky+agMYK0TEV9PukWFQbomw2AmU0km+f5YqJaWV/iNbsU9T1upUdADJw0zJQNTlhNGsF2tkvOgsuneel3Q0ANbUhQAoerAuYLDhoE+6BM48iXt35oV22xEfn77eF7Di93fJsfoDbxbYPrK3R/eI1HYwAtLrMqPUCeZM52CIm2EEVyZ8Ay+5dLYoEgBugLCbfEHAMwA45WVVVZNAB/w9datW+n8886jEyN389YYMln8kSPLg9wMf/hHjxyhwaEh9YEWHTNAnrwCF6dYboYCIbJaltsJl2yaXUi9IjWlR5i8LvBlVqEBDqgGACfz4kXJnq3jUW5zmV9rG4O1TYABkIOqQEZPqs4wD+pQjwvHO2Sy8KwIfAHGRrcbAB2yafMAdyvOuUXBJG02qBUABzBtaWqmvHtu0BdYfAC6+Bn8O3C+HNr8E/ji1geQRhYdxXJdVt3PUUSUXUF0Wjs4X5OodBupEsUyaWt5KUkLy8kgfa1hkTlyqFJgBwuxY7V7/vrGJrlWeh487zHLC9XBM/NuS2MjIwXoCgi3Rd8caocdN4QgoyXhMZsc4F1++WX0zP79dOjoUZp1QJXLdjEIY4Yg/qhROIQqgp3qCgUBeXQMJpO+xTXNrDWlzVtsQ1khocb0ZvgT6CgofGt+GZDgAUTzKqMDj0vqJ4FAFggVCECpw2XDWS8rHhxYFBzgwED/3O3b6cEHHxRvZ1Z9lAIcb4N7vGW1AHaAH7yd+bpYES4Wk31+bCwm+Ci6MbcNYC3KyK9Ys1aL+HmfbSgtv5ayRQY7DhtmQPocRNbR6PG1KVKpSGg/O80hr3SrHiIu67QMqLWtk/o2DbBxk127TKD0DksYM7S0uvqTf817KI0XZqQAXQGRzWb70MZNml0aWAIc0bxyycsuo6f2PUXPHjxIYy6bxERrAAf+wFG4ggnR+NgoNbe0Mv8JUEPWDE5TcMPTjDhILDLNjziOwe0WeWuNRhiZaRjy13V+LWfpcMSDUgQByqO3p1s8l8Epw4cjUVKErE/OnJrlwQAio1tj8MHtJ4ZPJFSBgS5v87V4iOYTFAyRcUNVYRw5vED4VXhi5o/XgqVHPKeLtOaeo1qtUhHIgmFNysqMMuA0ILUCH/hmtI9jMZhfWJBdy+pKcr3K3e481WWzxC7wT1tc5BJ7SdHQtNfa5c6/C+xo2M+6WmYU4ndnLf0yY1KtXCFrhMPd3Nw3z9gbLo0NixSgKyCqqqq6kQkibFoKJBWRGvUAhC6++GL6+698mRUcAFVQDKFqgAEMAAB0wAHox91Wv9WBNcJ0yQCvurraxOnOACdW6iPWQhkXCH2Z9I0PjMFii09MAs/lWClRVV1LbdlqmgOomT+yvhZk4zyFnCmaFZqdmxX9snssZgjW19XJzw04Abi+0AJm6ERUmqKNz5wdK62BKOeH7Th4LeCPhdsG9bFwumdG2fXG1wBnPCckfYtTU3x9UGSdnp45LSO25/PVblV/KIBcdszkXMo14PJgfoxdW3bvcwsKlBu2Q0lAmhePAAtL/OGPfvSpf9u7Ko0XQqQAXQHhwKvTMuZAi24wxmDFBSRaDtA6urpo6+AQPfL4EzTsMlFklfCwKGr3H0zzAYIAbjij1UGlAKIkEG8JABLPBPSlwAYbTKMrBPAkxxT8EdBGwRFjq/A4dNkhAGhYAGqSrFYwyxpf8IHFxsZYWZEN38O8CX4YonAgbY/2xKKTrJNQWtTZopNlcG7RSahf7+eAk+WA2QxfO8gTQcNAkgiO/SiUEmUcMYILpu464Vw87WjEa2f99PFh/hkyfzu+ZdtYWEDThOrTUV4ILKc6+GUZz87fRIktq6k8EPg9Y1HNBDk+9+R3DwBfW1n9t72j0nihRArQFRAOPJvw58sDWVtbOVtcQ9MIN5qscVbX091J27dvp5889BDNuSwamW0+X2RZGUAZ8wZZ1eCAF1mrTPkQLbRfVTIS4i5BTw3uk6Kdx34VnnXYsQ63mkE8LIpjHamO2kY2+WrRiYyPJ1Xjhaj217bu4LF9fU4rzgGUEogta4tOOFr3GQ0doHZAi6ADcMQtDomX8vPc69DQA1oEzwUlC8B1dHQsAVaT9ZW6FGX6NySBOGkA49DQFua9Qa0w902UOPOxQsU9Bwq4Vvhk+oJK3LSdf7kndcnlzksycD/x4xBOn4uzyncXbS4jT6zxF870ey6NjYkUoCsgHJhUA1DYhc79oU5OTVOdy1DXeC4gporMyx8upHRFcX+bm51jYM6vCTViRTG2FC1IgTCTNe8In7fU4EBBX6CYl1ejHkzQtqy9NFkkEuOlIFCpnZ+0Llusqa+z93OvJk7oExT8APrLbAvqMegbl/0LroFQCMSUDwMtrgU33kSlRhMchzXUCngAW2S9eI3IcDs7OrjzkIuoen4mScRjGhobWA5osxERWc2+eTFBNl0QNQV2D7BbxXHB9bPvdRwnvL68WkrO7fmSO2vkYaMo9t8wlUxEOZ1x6Hmi4LBsnqfdZDNz/6o3UBov2EgBugLC/fFW4w8T2SAmkvzD3/89/cEf/gGDILcLO1A7cuQIFwlRvIPigQePckOIFAIByADdjE75FlDLnDaZhPlWlbyhkAjlh++vsLa6CpNHNMOTYmXM90P2GJOY9gN+OJvGYqAzC8t1v8a5Whdi7EkxDQsHOv/gBxLFkz/3+tlLw4ETDKLse4DoxPg4d+ABkMszYTMdamwwsBXaAPdDcXLBAbaZRjF9kM0yCOM50L2H28GPm/IDmTf4dbSPQ5qXqF8yAT9OrnPI1wSgXj7/EABstEWSPev1iJUK4UVOOWiTOoba1QmyB6odhDWzFOL4F69iabzoIgXoCggHGDlkffibf/bAAbr3xz+iX3/zm6mmKpc0YJw4fpwwTNZauJGVIniqSCQyOVAioCXMuIeBB8NhFVTwdXV1joD7oUrRGISyAkJMXSigW/ddMRQ/ZFANcJ1Ddo6OR/DQpnYgfT7LVrET8JScBijiPjMz0zR7yk9ogOQxml3Cv7kGHY5MDZAUOd05ocEFigxP+XTrQIQvBrw8QHlgYUo8pF2G3eh2EbBjleJiyPfJKEDjNtAnmHZS3tWIBpeW1hbWXwsvTYlzX6wASkkNsJTR24T08tFbwj3HCedsr5GnqsPbm21hA5VTe0IX+Z52RBKtFgspxVEhkQJ0BYQD2RXob5eWVriJYX1tlVbWVmigr5elYr5adoZhMVE7ACSQmQIgkOUZSAFogCTIrOuDOpJJKeu0vLjEGer2HTvo5PFhCrZs5e10gwMzUUq47NsBRCab1Uww4myO6Y6iZLXwwcDPxscnmEJg3bGhFsl9eDAsPDLAFXsRA2V/fz+DIsAxLpRkbkargJZoVtWJtWQDVJHNooEHMkJkvLgNQAY6IsNyvZCNkZYWFxIqxleOGb4l8NvA7YFm4AjMQiwq/cHeGCq7w23g8ddb16mrqys5RxurxecVR8m4KgHqOClcGudsWnMDakzCAWUDzpvBmeWOMqWlNAFGdelQxMjR0yJhhUQK0BUQDmhnmLJw//oHZNYgCl+NLmutcgAtU7CzvL0WFUZItTV1nDlzETAIOPttaW4SDhM+xw4YsYVmugNgnhfFxsmRMdq55yLa1NNJd911l3gVc3uxZNLctBLFzHUjS69pE7VGLlvlstoW9tNgx7ewBHqWCYOvhT2o0S/sfMftzTUMmGj5jtVm08AWlANAHEWyydlT7FpnxkjQX6O7Dxm70DF+clxME5+emmYeHkDItqKxAP4s/KnX1qi7u4e9RAB6uEawYuUJ6FiEfJHYrZUpNnBd0caO9nFQMuI4FyRcu4FxqNeIzBzJsmbrciRKaBCYX2H3ARVIrANjPQbkksaaNfAxaQGUp9TkN/Dtl8YZjBSgKyCWlpaeqKqu+h0U7ZBN/sHv/S61O1AyoIPCosVlkw11tbINjokBO1jLsFxM2qVXHAgX+OeSBYf8NYBeTOOrWLaHr5987Gd04CkBfDSS+GwfKlQGa6NVxz8o6gAAIABJREFUTaDnxuOpgDrgqvFzGP4gMolnh8fNFQBElu+554ACo8gcb8zDBZBF9vT1aZbpJ9NckPXCFwP6bjRvGKWDwLktLC5yxgz+2jOzJvcB86VVHV1lWuKiLlaxezyuB0yRevicsmxA1OEWPgD7nj172WIUToHWvWmvAxcTOwVw23YbADhUasb4Ys/Gfllx0PPKuOcyDw9WxNTyQFpppBGdeSYrswh9nQmJawYgHz55Ajui1IejQiIF6AoIBwg/hinQ6uo6Z3tXvPZKzhzNiAjgdvGll7Ct5wc+cC0tLC+x+oINkjzR5dqsPIByW0sb88AAXuGAQ1p1wIRxU8iMeZK0gnCkXtEAihqXlaMYCFc4AF61csLwBskF4iUN+gCAA3mf+UyjMBkwzZJnuRqsNPPayo3XgAYVHBeUBQMtwCyQt+7S4lJijGSUh3HDGNwar8fMXwdBF2XqMgxu3GWo7nfbt59LR4+J2X5BG1ossLhgoAEWlpnpGc6OcT6HDh7kLD3xrabyYqf4T8M4CfSK2YZK12WpdTuKS9ROOTjrHZJzQIaOhcfTqTUmZYQWXXjpolvMFnkHkFiY+v7z5SBpvEgjBegKiJmZmSfgZgeABq8MTw2P27K1yOQ+wNGeOjWbFJPQnGEhY5R07JP7jK4/AewMg3LMbeFr1KCAxN17JI5zTEOoZAxbf0jLrONN2o9VYmdDT9Fd6I7J01WiKOmAA/ggC7b2arPpBE3gu++R0YIzbnP/QF3Yz1EAFAonxxTN1LRk5+VAi3OH2T7AHfeFJaehISZ8o1h47NhiYsJkhUh8YFI2AJp3GKxyyTCu1pS3j5crL2KxSoWCxrTSZp6EHUfyNZ0uq/tFiGpt38ZPsw+3mvtzs6H+DENkUUeIlL4J4194uDRehJECdAWEA1gfxSQGOrP+jJHpBskQWXDL8/MLUnhy2TNPJ6GSzEsALWZtc51mqXgM+F1QHgwukPKxiiDUoagZ5W+LjCa4LxYKmphI+GVTJOA8pHmjpHz2dRAtOGlkquC58TgAkVdmLWrOdfg5QBze1Fhg1lfzibICE1e2b99BP/jBD5JhsCYXNCMjHkQAU/upKfHScM8/64DbfECMEy730ECmamOpkpFUZVNfTgPZuOQBrVwwX1+7dnqn5HlOg9Gy7LrUYSgfWDDxu/Dc+XNzCqajU5A03eC1glJZ06Jv2SVO40UeKUBXQDQ2Nu5AhlfQbS7C98Rc37a9q+7nB93WXJQBVUw/lOtvjRsF57zutuaSKWJQay1nxutqPoStNMyLAFgCniK1Y8N4GCQ5gM5oMY4pAwAohs2i9drz1Gs6Tlro+DxBZ7jbURDDcNuBgQHWIeMjVKc8X7NwUasscmaOMVkoRAbsa71Azzz9DPPFNhOw3OpTuhDzMuMQwK+AifuLXryElwyyio6mTcb9UAQFRVJYz4sCptwzo4yysEaYZACsdg7Gmj0nJk/lbnVU4p8NwLHQYgFqcbsfvn4kTTFC52R0EIA8RWdnF18XbmwJghSiKyRSgK6AaGhouBBNGafm5qmrs0PoBO1+g+4Yf8gjJ0fp0KFDDFTtbR2sbPCH/UQVYe5sUHfk6/M8lWVufpa38gAJ8LGciRchGStIcQpABgrDnUNUlLFXOXdfNG3YMFeA5/LSMhcq/Zwvbd0MfGJLiiwTIAsZna9zBac5w5V2ck9lZwyU/HWBm2XQnQewNr01n3ttjTuOZt24MAZ8moljEQMHLrVC0XmjMOrreRCVgTqVbETx0bdpE2fe4Ja7u7vo8NGjybmZOsPOH805oJlsIeARXaH4ZYubXljWDKRhrd0G9JHIFDFXEcNyC25BwDXk9n3ejcTqx5Fn4EeBcA2zIrEwxHEK0BUSKUBXQLis9zy4r508cYK6ujqlQaRQFO2zAwMA2mEHzqM8n5C4oQIm99YMQp4U6qpywjczRVDMcyEQmRrGUS0vr6qetyh+0AFnanw8+G1AWYH7NzbWcxYN3hffo6UcKop5B/a5bGfSXGHAaRNKzBgJmafcKU7Aj3TBSbyj9fvna4kLCtYirS5rpVYpGzJ9vLa+3j5Wd4RusarOZXhhKx9NhfBVfQE6KNBiKIqfWOAwFsymiCcaZirJBaGMYR8SPRebeiKceiQyRFt8ytrQjae3BRaLSaRKjkClkKA4sEjiNhxrZW1VGozcec7pvMWaqqy/Me+8NM50pABdAVFVVbVpnRUQMzQyMkb9m/p4C47MGACNxpB9Tz/FCglQGygYorAkHHLMmSTAoq2jQyxItYsQqgogaWNTI50YOcEaY2SuRiGYiQ/PzYtj9YvwqNYBdOxAzCRt4I6hg0YWjuYPozgYuCLJvAGGBSwsJA0XhTJD/NNAkIyCkIGyGdAnkMnBw9mBbkGPRVFZA4yeJ8DWGkCQ4ff1baLde/bSN//pH5Nj8/PJg/j4Tdo+DgDv37yZDh8+zF4m1er3YaAsBdYM0zQoOlpGzZNmijKOSqbOCH8f24dx2Mnn0m3WdWnkR9HtXDKRXO8gDHixnDs1y1NkRLIoi2v5vIA0XtyRAnQFRE1NTQcyuoIDwv379zPt0MOZtE8rDojuu+9+Gh4epozLvgZ7B3lwLLTDeTUsYjBB5lVTzVCQyegIq2KRB5Q2NTWzNA6gBiWEybxYMeDux3prLRquqO55ygEVfDAAnNLKjC17TouYlv3K+WPrzg0zZX4TWeXAy1UMVjWDPI47CLu6GJRBj6BBBy505Vltefs0eHcuPnoet3mDrhgePk6jI7KriEwypzw5t4O7DJand6tXB1QZ/cqPY1diGupAlTJN7v7cBan6bqZfimHizmfKECsEnlYjJB20QF7iRwIABr3BL107BwtK55QGJkQ0MNCv3HrSCDNz5t91aWxEpABdAVFdXd0cqoXmsgPIffv2ObDewfzx448+RsePHWF/597e83kmIU8dcdthcMUwL4LkrQHSPCqBH/7wUfRjhzsH0Ji/Nz83z/SImSJZg4cdw3yha2vrmIMFoCOMg/U985LOMiUCppe9kt190TgD0IP2GhzviZMjp3sxKy3CHC8bL0m2uMDG+pDbrUpRFM9R1rnnK4iCLmApoeq9e3p6mH6Bzlg8OErt4/jATgGDaKF2sdZ1ACIyahRN0fW4zoMF5DG4pviZUQ/Wxo7fS5I1K8d8Gvf8/NBVC8fHMfFaS77SvnZhFnmHU4xkeG5HZxcvxOZqVyysP32G3mppbHCkAF0BATc7FMzQEAJkWl1epkceeZi3upBcbd++U0x5YkqaOXLMkaofRiQqBSg2vAADYh0wYjaf22Kvrgj3jMzw1MwpsrwPIFSIC2o+JEqM0BOb0MCBPAAOrdmc2RfyfHwAfnVQpcWwSCVhHkvmTs3OMsjAEa53Uz89s//AaXI3+0Am3NjYkGTK8L04cfIkTU9N8H3DxMK0ZCtqrnVW2OSBsG7RwTmhoxBFO9LMGTsJZMJo1UaAd8bCIefqc0cfaIyent7kNuNGhF8WcJaUmBKZXblk8LQBshrMO5/2en0aHByUeYNqWBVk5HY/ELfA2VOzQg25a3zo0AFe2PC8y6ur3zjDb7k0NihSgK6AcFv36qXF5VJhLBb5mqe/3Sh2WWFZ15ppdRmki2IwjwwTHHFdXQMDd8GBM9qai6x+WGWVAALNMI2NORna6gnJbBNXIvWB9t3nRtAidXV8TNyGTBXgWigWk0YWOx98jQx+cWGeXe4AmpYJ811IMmfQHgBWHMfThg3osnu6u1kfDZWGZZvmL4LjsqWo+4dRUea9wU01VdW0ub+f3eaweJjjHXYW4PQnxydodn42oVlwXHQT4phoS4e6xSxEjW/3YpmXUoyKSbbMJknKOZuEL9Lfh/l0lLd4B+pc1+0WAfZDATjnZGEF7RSrXh3mTE0N9XxtC/k1fs3Ly0vhrbfeevyMv+nS2JBIAboCwv3helJoE06Ym0EiSsyBQInarD2AhXUOIiuTSdcR23J2dEU89FS2yQUGPADIwsKcA7IBBnHIzLCVjzULBpgj4GaHDJXpi5hYyYCsGwCN7kBQGxjMim17gmZxiYkF19vb28seHJDlFeNiabyTtqvDMAmPjxKpHn4aMQ3QU12TyNcMGOGPDcoGrdIjI6P82sqHvkK1Av0w7EXrHNCDMoCGe2FpkcbcQgHgk2sYJXpsLHTQaueHj3ORkV8PMt64bNirdgniWiO7ZYmdWq8Woyhx3CtXoJQ3yKCYiWG0OW2VZ2WLctNsSIXfY1FMrXbs2Emj4+PJ2KulxYXUya6CIgXoyghOxwDQsS/aW1MQCF+s2Sq0s+QLYKinhknIoKct5ou0OL/AR4NR0boCFPO07j7IRIePD3PhMFD/DDMIQjDwwHY0I0WsxpZmqp6ckDFQ7n5zc/OsIinE65ylgkeVwqCAGzJugAyyWzyGi4XQN9fVUl1tHZ/r4uIST+/G+fJr9qW4CR4bi4Kv5vbiSeExb25eHUyzFGRYLr+u9XUaHRvl2zo6O5PBrPD3wPHRUbllYID2PbPfvUaxFpU1IeLHTrhMf3Cg3y0CuaSz0MCYKSB0M5K0sScFwmRX4CV+HnYb8WIqBldD27ZKsVL5enDz0qizxhQSv54MdNx5evLJJ2jA7QRwPd3taxv0nktjAyIF6AqISKtOyIb9xIbST7S95othnhni1SyyMNu+4/P09CQX+KB2WHAgCDqiGvpit91HJoyMeGRkRIA/Fg9pnuqhCgtssdk7OSwmOt42B+p4jDR1RLS8uswmQijoBTWBGhuRbOW9iGkHPD8Kk8kC44kiAjJCeG/w/D0FRPZiLuSZvuCWZ/hCqz56eXGZpmemWS6I12sLgoAlrkfEx4KZkhT4ZEQXFhG0k4NGyNXUyTXC41RpEmvTDCgGabzBLkKbUqJIhx8UpSU+jLiIKW3yubKxV1FioFTOtUOPjuvW0NCUaL+xbkgzTg4vWOR1KNg2N9Hs7Bwtud8VNwLJjiPNoCsoUoCugHBgkDeOFDle4OmWmENoDP5KZ+jZdBBpGBHNMxQf+MNfW13hLG1+fo4zTtwOoAIYd3Z0JpOvu3t6HGqI2oO9mT2Z7MEGTZ4MkkU229bezpNcAEzIjFF4REETlIU1cmR0IosVAskrnS9eBTfb6GQUluOpcsJAEBGpTweaaCBNw7lkVZeMx6CYiPtDkmcqCh/FUHdtkIXCTKlL26VPnDzBl6+qmGMpHi8u/DxKXcir4+OynSrz89JQY0b+1piCxYrHibnnsNsSvw3TeRMlDUIA8fPP35U09LC2XNvpSdUmxTBPU5PjdN7OV9PTzzzDixsKm4hCIZ9K7CooUoCugHBAsWYAGUV+wmgY30q6nTbvh0iN+/HHn3d/7AADAC+kXeCLl5dXeAvf2twixkQZ8auAjhoz+6Bs8NUtj8o41Kjs+cCVAkibXQYNwJzS7jvJIFcSftw8q82bwjoMuVvRJzUakoyTs+kYQwn66ciRo8kOgSIxJcrHeT43eFcgsx2fGJfiH3jjxUXOTAtqY8rHZKUfk/VMhaDBBLJCLAgIVlBkgkRTbf9jXPWQRYsdqHUFFpVbNlAu6ngxm6rCBlJl6o2orHtQ9N0ZVr+0ut8FEuwgl0muS1JEVF+Rhro6mneL1pNPPMGZdI3b+TBHTt7EGX67pbGBkQJ0BYQDiXkUwwBqcSAUBqsrmHqQOXukzSgiP/N04KhI3MIQ2uNu3tpDpQB9MJo5UHwLMr5uxyNuJe7q6qGxsVFacBk2WrqzgQA1KAtswX1VdgBY1/Piu4xsG1k3AxYPPc1yqzkka9zw4ouftKfnBmQ2bwz20ODBrzIXkAty5gOio6bEv4IYwWDqhIIlbFKZx1aKh+Vo7FsR66ISqbFczOsZzoMzawZfbS/H6yoUdYEwYC5dd87w1U4Uj8NnHMcyZ+b1GaiLSebMjysrClr2LG3cOV4kAi60igRR+PTSbEIsCBPjY7TrvPN5oMDqyhJ1u92Btck3NTelE70rKFKAroDAyKuG2px0nzFfGgiOeJB0BeLbrPMBrWCFP+ZsBjSBFLbW85izt8qgBuBkA6VEbSEZ55ID6GaXhXZ19/BUb6YfOHv0GXStMMd2pxEKXjkGl5a2Vurt6+ORUbzdL+RZQQHeGNxvgTsHReKWtGfHlDjOQX6H4iBL7VwWj5FUUGisaaMIlQEdtNhQa+TUV8QUHbg2oDJMNaEvK8mOzaoV1At2EkV14CswNSFKlXJXfWFifD4P0znz9WUflAJ/SEGyrLW7DKATzbMeDNlze2sbDW3ZxsdAK7kMRJDCIbfE56UrE1x4b08vPfTIw/xzyP4Q4MRjz/unM/6GS2PDIgXoCggHqiOd7Z3uDzpDVeb/wPPwJPPyY+WGobpAUSsuUhXL0sQbgrMzipmXhhKClK4wPJLhp3mmLSAxw9xA6JUxUgq3IbPFcwOQgihg0IKDM3hayXaJevp6WaIHkyLQCL42tbBnSEZ8ohnoyDw0LOsXrpfU+MkPZcoLKAuiMsxUDtsmiidt2NqKDbDv7x+g6ZmZEjuvIGmTZ8yQCAC97K7f9nPP5eadn/zkflmI5FEiTQQ4u0UA58JF0RhSwwIvPkWlNPB6yrNnsxW162ufcRzMHNyydWtyDljkcDw+9yImrwvJMTo6Srt27aLFlVU6cugQ1dfXccs7fjZy8sSjt3/x9n/YsDdeGmc8UoCugHAA/Vx1TbWYI4VqLOT+g2+zFdN4W6+0QAwwMktS1UdnGWR9Bmg8HM0pNpIKt0OJgALf3Owsbd7cT62tLQ7sTlFNbYtm0TYGL+ZmkMQmlMEV/hdNtGnzZnr2wAEZL+XOqco9r3hwiP8GipUJD61OGjbo1sANwAV70rzRFWVR3nGIQDs3pqdg13DB+Tvp0cf3kdDONt1FlCfse11VnXRZ4nzhYW3djKdlvGopyu3dmKqimXc594xzQ7Ze4rujZMHjK1RuAkUiuWvv6KSGxmYZjoCdQBxyFyg4cG488rFTElOqnt4+uvOuu3jBgoYbRUpQOfn1/PfP3LssjbMRKUBXQKysrDyBTE7+mOWPHxM3PJKCHTuc4ebAk04/X4pwuN0AGiAMiRsCwJLNFnUqiigYeJJ2IJaiKCS2tXWwxAut4PDRYDqgIPakUixU6GFwJTZOQhs3vJ5RMARI4zjIcpGJ13qcbzsAEl20nJ+Y+9fVNzC/vaoTtWvda50pm2iSGOMTJb4YkvUXOeMHkC6tFlgFEpc/Rh+Hx6BISrqooKgJ1QoX+JTj9pTHxmdktVC3YBQWjsd+G8UwKQQaNcOUU7FsbqGcsJw3G0gRd3O2tbdxI5C9XlBP/BgdFyaLiM/Sum0uy15ZL9DhQwf5Ps3NTXztedHIBt88M++wNM5WpABdATE2NvZTNGpkuUVY/vAzCWgpUJaBGLrv4kAKc8h2TZkA/hXZZobboKuEViiGCrIxHxvDOuZOnWKlAQpaKP4FQbXcz/MSRUOsW3JTeog0LstUBzJggC3oDXOPwz1Z0pfJJvMSWbntSVdiXge6AuQ7OrroxMhISQFBpewZdAGUJzh3Nhtyr2N5ZYX2PfmEvHLVfZdnwuBw2aVPOxvxeMjy8NrmFxZkugxRQj9gIYPTXUanmrDWWakM6xA0qqW8YzDx4FDO3Az+hwaHmPeX7y2rp+R84Vu9trZO66vLtKl/D333e99nygmvDeZXOObi4mL+S1/60gNn7l2WxtmIFKArIG655Zb1hx9+uOCysWyBMzZP+FptD5YZhZR0DnLE4keBAEijGIaBrwDNGmz3PZ8pDZ5/x1lxyODheXJ/AEd3Vw9nv6ADqqtdlo7nDswr3tP7ezKKC91vDrDa2jtZB43xWwAw8a0O+DnWPQfY1V5JfiedHJxlmlTt2LFjdPToMSlQlmmnzSIUXh2eL00p5DYEfX19rI9eWFyg9XyUDNGVIilkbY0sHWRTozhKNONo2AHAd7rzw2IiwO6zOsSmmdsoLbEVLaouuwTM5a51YZmbnQV2BUNDg9TZ3c3nAxrJprt4OoIro/MVZ6anqN+9lrnFJdr/9D6+LqgFwK8D57OysnzoTL/P0tj4SAG6QmJ8fPxkU3PT0DqbGBXJC70kCwMmwNQ98kQLbdaVyNomJycTvhjKCvOEBqgCoKCIYH7YyyRFL2zDkQVja97uPuCpHGUA9tKcgoUgRGt05HE2DgAG0IDSyLmj9/TJQIGjR47InEBP9CLInNlzGs0lAHXPVyN6otaWFprWRo+QW9OLifTMCnxQmOB8MoEMU0XWDulaCzvZ+exxYZNQQAlBcwyAtt2FmRpZZyT+QfJWr0ZQtjMwE36+f7nPhipUeGGLo2SEVQLJZdwzzqW5sZ4GXPbMgmpk/2rZalNrpCnGY106PEL6Ng/QV+74SuL1gdFlIm3ka37PRr7f0tiYSAG6QmJ8bOz7F+698O0zp2Y1U5NM2jyaY1VEiOkOJbdLRh1z9gz4wGRu5k1BE+B794+bN4oCQqwwcMdBtyEc9Fpb22lpaVm8o11mXJupTdq6JSuNmUqxTJmVGhEKXb18/5GRkzw6C1kqTgzgDPCHxnq9sMoeHMjE8T0yxVMzM2zixMoRzYRBa4By4I4+T6aRy2RrUYLgnMExlzr41CtaqYSoTBMNYPfKypSkkjzjtONYpHShKmUYkJWnXtduwWTmYFkLd6ScM5+PO/eqXJYuuvhSvt5BRhpS2EulTMqHhbBYzNPayjKdu/1clz0v0NTUuM4kzFCLe004dn59LY6X449s0FstjQ2MFKArJIZPnPjgFVe86u2ZTHDa1tqmQyeNFiS0gJ/NMPhB5YCbl9wf/3MHD9EvXbg30eYiRIJHlPcdCOXF04I11e5gaAtHJtrd002HDh5kqVheQQygKQBTFE0yldQlyDoBTFu2bWUudULtRQHy0PKyL4ecvdIwHlMLeC4oM/KsBw4TkEXmL1Ov5Z/I10jE1HIYvgbctIOvA8302aUuLg2MVdtQAdM4oT0oyZxtrmDIdATAOWTVRkFM+QHUUXwalVE+c9AWC0ynefnllzOXDUolq1STDBggwtIKLj4M19gnpMPtAKrd7+rb374z6Q5tbmp016KbvaHHxyZ/8N++/N9GzuT7K42zEylAV0hcf/31x7/5zW+eqKmu3mzOasg8kfWZbacUqcSLA1+DNpiYnJAtu/v56Mlh2rZtGwMhJb4YHm+3PQecvlc2gkqPt7q6nPC4AHuZ9CFtzIFm7NYoYs53AD3243DPM6Cm9NOnZlTZgS5Adx/3fDhPZNO4H60Tq0UAaLAtNQrC3PDs9bKCBBw8WsPVI8SoC8lQhdwVGZvcPxnYiu+12BknIC84j8WjXNts08TXdGyYUS9xGddsx7byLBcwa2ro3HPOZd9ta19P9NgZyehjLjpKFo5OzX53jQ48d5DGR0cTzr1/YFCbj2LQUFdt3DstjY2MFKArKI4eOvTJS19++UdgNu8gRblnPwGcZIo3SWZ8zrnn0v5nD0jRzIHXli1b6Nn9T9FFF13isrqIwcRMfLjbLVtIqA7BbvHCwFDYjo5OAWwMUo0NwGP2PYocuFm2iGKklwxTLfIA28EtAmQo5gHk1mLJnFkfHbrzB3Xgy+go85tmNz49jphEUQlsfS9xwAcQJ7pj/V+c/Cu1XcsgW1GqePZ41WJbgdJGX2HElwG2AbVlytaAUq6fhvNdlTa1bDvnHOrdtEkWL0+4eTQQyWNkkRCeP6SpiUnauWM7gbZ67GcPJ7sQXIOenj7+/Y6MnDz55S9/OS0QVmikAF1B8cCDD950+RVXfNiBl+cVpUjoKbgyWHrWISidhQ1NTdygseYAlr0csjm67NKX0YGDhxxYb01ARvTNMsQUKhF4RYcKVgBHaIabm1rYpGhl5CQDR1Ezd+ixkeWhGMht0ZythuqA53Mm3dbWzgBVfO45nTEordVihqSeG4Uiq0dC9YiGf4jnMmrOIgV1lV4QULZiW6yAzNmzjtniwP1IbEfl25gnnavSLslU8XygYSJtSGHFC99WSOiO5/tsGEBzeMKrA6C3bt1Km/oHlZqR9nib7s3t9LKi8O8Hpk/18MF2u5OHfvhDHo7rqewQvtwNTY38mNXVlc9u8NssjQ2MFKArKFwmFX7vu9+bcllZZwjZFjJddY3ztGhmHCzv3x1oNbc004TL1KAXgFF9R28ftyqfGB+jvp5umdS9suIy4Cytrxeo1mWXpkkGdWDG+csrS9TQ2ESdDsymp6cJrTKWWQqgiqRORmOFiSsbAA7NLh1dPXybSwhpYmqKzx0SvkCbb0z5ANjDcRodcMHLA7SAKT189SDh9miKEqBFIPu2LkXRc4vSI1JuPlIHOzbYL0YJF22vgeV0hSJnzlYUxIdREadJ6IyygJtfcwuf7+7dF1ALFiISPXWcnEdpFwAOG3n40oIDY3c+e/dcSvf/9AE6dkQSZDNN2rb1HL4W+fx6dPTo0Q+f8TdWGmctUoCusDg+fPyuPbv3vuWEy2SR8YFzBRdrRvUq3uCtNcAIBvdoyCjkY3aBw3a6f8s2uu/++3hKSVtzc5nxv/CtyPyYh3VgLJkwKfUhlAUUHnPz84nJvGWY1VU6ecQKlgpMKPBhkkt7ZxfL4pBpw3OCed28ZKmBgrBx4GKIVMUgjaYazrJjzfRZeifabzPvJ/ky4ZVjbc4x/w/L2j2lGDijL4Yi9/Olg5LBWSV05kMdaxu3SfPsuXKYJN7UzO56L3v5y9nqlJs5VTVj7n2sfcYOR+V6Bfd5YW6WXn7ZZTQ1P0dPP/lEogDB/eAwCL4f9M/42OiD0L9v4NsrjQ2OFKArLByw/dUVr3jlW/wxy8xKvHPJq0Kd3xzQdHV10+HDh8UAyN3/8ccfoze8/lfpP/zar9GXv/Z1+pUrr2TzIJ5K4gtVAiBxMOo+5xjsC9qowT7KMOl3AIL7gI+GwgGLATuyJdmmcMgGjjyCyp3TugNEuocMAAAgAElEQVTblpY2Btyq6io6dvQoq0IsS+WBqdUxKxzAs+N2HBvDbdHMYnw5ZGxr60W+H79u3ybJGC9s14P/n6gzLMNPqAt1p1vnNm4ZecW0CQnXnLjU2cVXnh+UBp4bj335ZZdz0wssVKGwwYIVRSWAN68U85Oenz1Fe/ZcQDn3mO987au8WJhOHCe8ye1w4P3M1E8c/eVGvKfSOHuRAnSFxbXXXnvknnvumXZZcztUD2IKr57QnmZ8qqMFuDW3tDCnCakbAkU8DG5taGrFYEL6yX330Rvf8IbEezlvY59It+pKYaAVGb1/aKsGCHV29fAILaJl0Qvn12WGoa4WrLVGxoltflXA2moAFwbGIoPevHmAi5QT45M0pTMFAVRoZMkHeVZEmM8zDx5wgA1g5kJkIC3UNl6Kzf8tPDMpKjWnsI+0Oz+mgMPS/EDjl3mElZo+JR2CpqkGeOrX8AhhXwx3GyaNowkliwnkvp9w20XNyFmBkpHPOD9k58uYztLYWNx2zjnxV//xH7PLS4tl9tPSLTk4tIUXypmZUwtf+spXvrcR76k0zl6kAF2BceTIkX8eHBj6I+vSizUD9YTE5H2+GNYHPKgVhu9TzBs7gHZb8uPDw3Tutm20dctWOnDwIGeSrKrwxLuiqHIz85bmBpcyH451LQii+IfnBYdtvsjY2pv3Rrle21QXQCRrasFwABQf4dQ3484P4B+XASSAkxtVWJcnPDMbQIUC3InFJ16z8tEAc1ZJ2Kgszag5izYfjTBKFBWRArT5aJjyo/y8cfyWRpl03tBQT32bNrNnSKS6ah7mGpfkicLuuO8jT21UI1pZXqGu9nZw+dds3bb1L2emp7Li3ufZZWGaBA07+N4tfl8/0++jNM5+pABdgTE6OnrDhXv2/hE6/OIy1zfJoGNVRRTIEwigjs4uqjl8iFbXhGN+7sB+GhoYpE2b+9mUSIBFWpGZgw6Fm41CUUYIUGakJRz+y9oZWOO2+jDzGRsdE1AVbkXc6rwgOS+x6xS+OtKCpqhGIgdIdTToMlHM3MNsQ5gXwajfLFQLZVae5rGRGCEp714CabFC5VZ23Qnwc8cywADXxHYc1rySALPxzGWB68JTZbIZpliwE9k8MMCUhrwO8e8AtVEolhn2hyVjKQSKs61Nje4++a+5x++rqa2rxqJmPirWXIShvcz/8zCA/Ps34K2UxlmOFKArMEBz3P3970874GgPo5CSTMxUDWUFLQAsJFsA0pMnTyazAoFnQ0NDLlObkswzK+OmsIUHF+xp4cxc20AiZ1i5QeKGF4u0Dh2D7R3t3MSCMVekzSp8Xjp9xVdKwrJxKWQCuNGlR+xVAVOg2rp6mps9xSoRGPavqRterP4arCEuink+KJOs2awSJWO/7Dpwtq/cdDmtESrwI3O2zPU0Pw2SYh0oFkjn4OcBqR8mnHT39rqHBnxN+chq4GQlSpMD+loLwE5kZXmZmt0xVtdXv/h3t9/+B3d89as/vvPOO3mnYN3q3EnpngsLKeiN0dHxw9/+9rfHNuCtlMZZjhSgKzSODw//85bBrX/EbdF+XKI4NFhmFnPLHxflNm/eTCNjozxWCaCyb99TB3adv2Pt9a//n/Ye2P8stfS7zLC6irfieRJgjdz9wFmzFto9DkAFsAUnjYxyPbPGfDbUDAC06SmhO7jQCFtTTwbLioub+D/HiS7ZnWMm5wBT+OZQ28Ph1SyTxWcZ8LGAcOYfIuM1gGdZCRU9TyeMl8K6B58foUnn+MljWyVUCSLgjowclBDoHpw/RlTtPP98BmXw61gcgqA0JcXa2i1bN7MlLj66+2KR6WxtgVPg3zpw/l/x1AMDA5d98tZPJl2fpK8HdFGPOtctzM1+4gy8ZdJ4AUYK0BUax44du27r0Ja3uu21Vwx1sKrmhML9CgiZoX5rezu1NDXxlJScA+KDB59rv/nmmzpuvPHGN9dWVf3XZ/c9seuSy1/hsLaJQRZFwVAd46DisAxYqAe0kyNLht9HrZjm1zdQlwOXyclx1jcX1goCxoEZ2+MYmQToxO9inbvv0GyDNypuZ3P/2gaqr29k3w7QCZDcocAG+sMUGNZiza/U2q3VSKkcnsu8iX4+YkqsS7mrktB6naFNfb3U1d3nrlO17gKkoQW7DE+LeXZ0GWQgXZ2gVwDcWbfwjI2M0MCmPsxa/NLtX/oig/PHP/7xt1544UVZ7BJMgRPrOXS4XQiOv7S4UPz2d77zyTPwlknjBRgpQFdowJvjq3fc8XBNTd2lQltEqgOOExrDWqOBJ5g6sqlvE83NL1B+bQ1dbO1XXXXV7r/5m7/BEFIeRHrDDTdcdenFl34ql6vyBKRXqQA1CDwpHEgCwJCNMyC5++d4jJSALiapVIOT7uhiAyBkzDxlm8BHe9zujExaCnSiOkHxj6kANmkSxYgMxhU5n+eOvWXbNuZkZ90xJyen+DWh8w/0CjJUsxc9LTMuy6DLJXII/BjeH9BjsyG/TuXubG/hLkA04/h8u4340gKktYezQZNkyzwmLC4o0EqREAXQlZkZ2r5tK01Nz/y9A+ffs1PYufO8a/Y9+SRTHzZoAQfFhHVQUHj8+Pj4vdFp1dU0KjlSgK7gOHzkyLWvuPyVd4ECMO3zjAOHB376U9q1azf1uwyO2YBI/KK7e/to/3PPUZyX7bUD4m+4w2yx411zzTV/c9NNN+UcSN8iDSsZLtgBDDOYzhIWk2yRMKkFgKqcNQpoyKTRAYdpJZDTwQgJgCWa5gLTIr4qPLhQF0rHIRvkhyUVhBTYRIMMeR3u29zWQX2b+tnYHpI5dCf+v+1dCXhU5bn+zzmzZrYkkwlJyEIAERdEK4iWouBSFa/Vai299bb6WFu5pVUp90pANKaERSkPSLX1Pm5QlhA3qGKflnpbinUrLtiqhC0L2ddZkplJZubMuf/3/f9/ZoLeWhFIIOdtwySTMzPnzMT3fOf73+99IQF8IBolPT3dpH8gpp+UxKInESPisAgHbQmrBScU4cQCv4b9Ac9sL726UEX/Xl90ZJyOXhqylEoMh7VQOUnUWAIbLnC8YiIR3itIusnxZieCwcCdGzdv3CDe2/vvv9937bWzx720bRsSOyFE996A5BowpGJXKer9J/NvyMDQwiDo0xgLFy78/e927AjS/7A9qLagRBYM+MmR2kPET0lrxmUzSUlRIUvv0NiAhcvhIAFoN2CPmpRed9111ldffXVAPOeCBQvWrVu7rviss85aIORwbCFM4zmI3KZUInqeH1zWA+lARBMaOfGwADg7wH3+QIASWJwII3psG8gskksMkYgJPOFhzYyYWCsBLv1hG5DhKZQQMyixuj3ZxONxkb5QiN5mkgRI2ejvkVhVTY/xEvadLCrLikTocHlwARLStFlaOVs4NHGdtbgKwXYRpp98WjVCCDsFwOQhVPxR+trgrVFSXAJV8AtPr1+/If2zGj169N2QMgOfD9GSuooEpiXhBAFtnvb29p7t27e/feL/cgwMFxgEfZqjraPjxfy8gjvCEeZAB+PbaM5PCe3tN98gWbOvQ1KGbi1UnCVFxZToapBUgn4/KSktfZT+cpCd5d333v1fj6xcGT/rrHPKIO0DLsm7u6FvSkiuL5uTK0RLsVYDfG/GUW3mTd0X7sWRa5CoxSkRJpIswRpbAryfLdQi0EEw6RU0qyqhbUI0TZ+SVHnrQySDi7XQYDCEFagV4qvocwL5KlwGCCcP4fQn3P4I71LAMaEUkLdnEhqzHsUJSBOtmNP6wymFh3gO4XOCPEsi/RE0k8qhVxCFhUVYsMcSsZ8d/TmVjh374220eo5zqR/hwzTQe4ZoK9Cg+/09W07wn4uBYQaDoE9z1NXVPVg6pvSOMNfVAkFD8ggjQonUHj5Mzp88WbfcLC4tJYcb6mDxihJYkl6i2+6cM2fO/Orq6mj6895XVrbooYce+mvx6KIql9vtMlFCqnqhmtzxgx8Si1mQMdEHS2DYRI7TCjMSJTabHXvW0J6Ak4UXDP1VaDGYsQ0ClTkOiGBVLjw1mH+FPi6uS9ZYFQ2VKiNvZsYvFkaFEZHIImR2nRasUGVUX3AzKXoFwU4UzHcEF/zE40AKKGu65wgg5bnNFjhxv/hJAtQoYjwd+vljiouJl5IsnIBqDx98ZUvVlkESuUcfffTeCRPOzP7wg734GYj8Q3g8mC2ZTBZoAWmUoB88CX8yBoYRDII+zbF06dLm6q3VTSazpRCYDoZHPG4PmhlB2yMYDNDK0oGEzCxHzSSPVm1MpUF/HwgoXp9vDTmqigZQgn6VEljm6lWrfk6r0dvPHDcmt78/YlZkB5IgfMFghWmAJXgD8UCfV1+kpCQNLQgYhy4oGo09aSBF2DZAq3eMpIJKldtxqhrzakY3OU68WLlCBW1S9Eo4kUzwfjDPERTez5Q07Y4MenKI4nGKtBlJItwPQ8ZeOPhoCFkc9LrFgA+YMaWnrIgqly1aEjbOjtmLA7iwOWZMMXG5M7EK7+jqIgORMH069ftHv4+XXnZZ5UsvbsPeubBwhX2HqwHQf8N+dLS1f7J7927/SfiTMTCMYBD0CEBLa8vGc8+ZtKjHHyDAJJPOOZe88fZb9HJaJe1tbeSdd/7WeM3VVxc1NrHUpDMnnkNa2tqx9wqX3JnWrNsoafz4s9QD/L4l/IusXLHit067bYbdanMmVM0MMjxYgFT4YprKrTuhC4FEmMHyDdtb20m210sstFrsN0dxMAMq7O6eHj0SClsahGmbicL61GwgJDVwwqbZFXwdiVe/bG2PSQyFT7XK5YBJVdKHd0DDbTHbsdIV/Wl08ZNkPXFF+HgInbIkqVzLzaroKD3pjPL5SO6oPKLQY4BpzlAggFcVA/3RdfRKJJj+/lVWVk6iBO14ffdf2OCPPrEokRyfF6824Ow0EOn/xQn54zAwrGEQ9AhAa2vrsgvO/0oZtFuBRDyQcWez6X7M8VisqMffEzCbTZl4iU7JxAlTe1hla9BDtd1zz8/+mz7V5waTli1adIP4nhKhUlZW9hW30/nTHG/OjW6ny4WBp6JPy7ZhC2L0vu6uDmKxZ6CsDFof4G4Hfeq+vl4SCAT1LETduCMJj+ULmlBFpy/SYbWt6H4hwjM63UcDtcl8AVLj+8KInVXJSOaKrLvNwYlGxcU7vhCqsO3RlpReJXizs0hWdgmx0WMI9fWRfe++i6ZJsAAZCgX9VVurPtV79vl8d+z94AN6jH2DFCbQeikpKcVKP9LXO/DSb19af8x/AAZOWRgEPQLwyCOPhDdt2rLfbrNPlCQW4gpBpDB+DZfnjU1N5LU//e+y7/37d1cdPFyHVee4cePJex+8j4QGeuLMzMx/iaDTkWQu+HvoF17WL168+EJaGT9QNLrwerfLKfsDfPybsDDXWEwBMkJpHOiQIYQWqmEgb5C8oQcHGP/3x7A/baJVNCxsJhIqlwsyOZuCAzhszFvGQRJFr5KZ73PKcpVwjbjIWwRNNS5CSlqaFwYbHxcLlSL6SoN0F7qfGU4rceWPIiaLlb5XYXK4rg5S1umJxoEDLnACiMX6f/VZ71Fpaek3N2z4DTtZ8n49LubSY/dASjl9nUDAb7jWjVAYBD1C0NbW8qspUy5a19zcghUi5BEeqq1DEgvSS3BJkSYHAoEeygjZUOXm+HKJg5JLbzgsqlJvRcWyb5WX3//Cse7D8uXL36M3N86bNy9r3JgxmyeMH3ttW3sHTgCCBA4X+aAHHYuhLzJU0NAzBvkfjFdD/xyqbehbgxmTyu1A0wGEjJU03C9sPgnRFwslLtNLZQ9quPDHrFBFm0TWJwRFHxu9R+JsYRX7wyaFuD1u4vBkYq84RE8sR2pr6fvcSqL0pAPkD3mCsM/wmuGwtPro96OiomLstbNnlxw8eCAtyIDJBwsKCnhSOQ7BLD7W99zAqQ2DoEcI9uzZ86uLLpq2BtoOQF72DCehVSwJ9IZYfzWp3fLxvpodJSUlN/fRKhAut325uSRcX4+Ph4w8ry8H4pWOmaAFHn/8cf+cOXOuH0gk5sQGBs5OxGLjY7FogcNmPTs3O8sb6u0jgVAQx7oD3V2kr5dWqE4nTiJaTMz3QqEkDdOP3d2dqPVI8laDyaykLDqhohYqDrRKNekxV5hqAtUxd7kTig/UOnP1icTd7mBxUTGzwfHszGzUcCsmM1bpoOGG4Rjo5ScSMZLg+Y5QOeeOGoWLpKFQMLpp06ZPLfBNnDjxyR07XmUpLWmufHACgQgwuHro6upsq6qq+ujLvucGTk0YBD1CAHmFGzdu3JOR4boY1BIgIyspLiY9f/87kkMkHLYeOFDTeN55k7RgsFfCCTafjzQ3N6O1qERkWmkHx5WXV15YUbHkveOxP/RmkK530aJFHspKs2w26wSP5ig1KUqJIpE8um/e5kCPmxJiRrY3x5JBydqTlY1kOhq8OCAkgH4f7gvhhCK44EGFC4hHYhiBhRFTioLm+GjiD9UpSurYwlwck9A1Ql9b99awUIJ2ZNgoWY7CljkQvb+nu4v+f/eMGTO+0RMImd792ztMxUE0fSFS5nJGMDfCpPNIOHD08dPqefxtt99++VNPPsUzDsX6q8RCYenj0eckFn/2y77XBk5dGAQ9gtDY2PjfV1xx5esHDx4mQARnnzuJ7NtfQ8KRKErc2lrbbm9pad5ls9tmwag0yPEK8vNJQ1Mj9mP9PT20arVBL3Xaidi/FStWgMJh+z/bZsGC+YstJssPOjq6fB2dXQ6X2yU7XW6sdt20uvVkeXUDJwxkhUXQeAyILpVDqPFpRNQ/m5C8QSkCPiLQUmHCFKY8iYT74oGurhpZkV8MRSLroBJevnz5xRdOm3bTyhUr2SJikhGsmISE54W2DFTQ/ZF+yG7sPvo4Jk+eXFW9tZpW4H4keGHuDy2U8ePG4xVALD6gNTQ2LD0R77WBUwMGQY8gLF68+K9/2LkzANpl6LtqlBCys72UoJuQIGKxWOaRI0demznz8lk1NfuxYgS5WEdHB4n092Nl6fcHpy5ZsiS/srJySPyIV69es5zeLE+/79Zbb5047rzJf4n1R03JREIB7XY82q/EKHtS4qYwSXaHRYbLApPJLMFkIpH4tCOX5aF0jxJlIjYQS2jaoaDfv+zp9eurkyLuOw0XXHDB1jfffIuEQiF9YIbwIXckalxsVLGl4nBm0BObMqi9QQn+ov/43venPAnVczzBJXzsxAEnG4fThX309raOj994443o0a9vYOTAIOgRhsampj9me7Ju6Y2HcfgCFqOaoEKmLANVc1tb29zm5sZ3aTU5BQZGwP8YetFNzaCRlsDBTorF7I/TH24a4kPRsXnz5hp6M+qLPg58Rnw+nzNDkmzdkUjf0RrlJ5955lOPWbt27dzpX5tRUlVVrQ/QiOBA1tpmFXSoN4TqFzD0t9gsA+nPcf7556/fSh/fSU98Cd5iQU8QepIAv2v01YYFTlVb/0WPycDpBYOgRxjqa2t/WvS1S78VDkckuJD35viIB32gu1EhcaThSNHBvIMrL7lk+pTa2jrs8/pycoC4STwB4a9J0tLcctVQH8fxADeBGvjcDTnAce6GG29ct3PnThIKBlI+0/rgiob+0/A9TEIeOnSIjBs3DqrkmHiOlStXXvb1q68+a82atehTIvIVAdBioScMJH36u2RdQ51hzD/CYRD0CENlZWX71q1b37OYzVP6KUG43G5czAKCBoSY6f3ccLi3RjEpE5Oqhh7IOV4vGC+xhHBFcc67++5bHl+37vkhPpyTihkzZvz1448/Mb//3nuDsgpFFGyStzfgKxofIHv3fsAUJ5KGJ4GKiooxX//6NTu3bNmKboKqHqTArExhcTArOwd73x3trXso4kN3tAaGAwyCHoFobW1df+aEiVOinV1IDKMLC8nBAwdIDAJVKbns2fPuJLvd/oOzz570dEtrK5JMfkEBaWtvR3c5ICOLyQQudyOGoDdt2rR96kUXT9j4m026ORJoqaFFofIBE2YMpenj2vW1hyjhZpNxY0unVFdX/+Ha2bNn7djxO/Pru3eh7aowfgLAlUpmVjYuOqLcz2z66RAfsoFhAIOgRyBolfxrk0xWK7JsBbUD2HDmF+ST+voGEovHScyPa1q39nR1NiiSVAIk4nA48RI8Eu3n5kJqfllZ2UJ6yf6FpgtPRaynuGzmrBuWLl1KwpFwylGPe2wLHTMQtspHy4GkY/EY+fve90kkHC3KKygseu75VaSxoQ4HcbD3zHvYQMqQWp6Xl49LjW1tzf+ofq56z1Aft4Ghh0HQIxDl5eXJDRs27PC4PDfDuDWMfpeOHQvWpGhQBMSya9eumdOnT//htIsufrqOEje4xYH8a9/+/ZSEEiQUDBG3y/VzWZZXna4RTHPmzFFuuvnm1wqKimc+VP4QJrNgViJUzRCFhf7VcXy/WFWdGGTYD/+CEdT+mo/I4UM1LMBWY6Gx0CpiMVgytkhyfblozo/G/yZl2ZAeuIFhA4OgRyjq6+uXXH7ZLCRoMACC1OiiwkKyFzLxKNk01DfIkyaff0Ug0NNhNplyoeqDy3Wr1UJifMkrGAxZfvKTe75Djho4OR0ALnPz5s3b1RuOZm945lkchwcCVlVVd64D/wwgaBFpld7qEK53IMNTeXRXKmqLsCQW9h1xZLjoe+vF7SLhvuiWLVuqh/DQDQwjGAQ9QkGr6JrXXnut22w2e5MxSiZmCxl/xgTywYcfcpvNBOnq7Lrl45qa+dOnXfJYLa2iIdi1gF6GNzQ2MjKhl/tmi/kuchoRNFTNV1555drZ110/7+2335Z2/fnPGEOlYRitIOMEDsKwQFmVeUWnEbdQ3rFgAa7wkEQYGEmF2MI9koaZg+DaB4M14Ujf74fq2A0MPxgEPYJBq+gXRuXm3dXZ1Y0kApK7TI8b0qaRXPbX7DN7Mt1XSLI0QC/PrTDsNio/jzS3tvDRZIl4PFmXLlq06KsrVqx4c6iP58tg1apVN5577rnLljzw4JkHDh5Snn32WTh+TB4XPWfoLyc4MQvtcoLnLuJ9KmtdJIXBEuHBrySVfwgQWYo40SgrJBO0zzy9RRvQyobwbTAwzGAQ9AhGbW3tojPGjf9Rd3ePlIRQVLOZXHftbFJVXc0TQ5Kks6Pzxn37a94dU1Qytbm1nW5jIaPz80ldQwNu0tPTA375C+nT3fC5LzhMAHrmgoKCuR6P50JauRY7na4xMy6dmfXWO38jjz3+BAn3BXE0HIYIE9xlTuVt9iRXbhCeRYitDW7wr+oLf6npFWFrqgkjfiDutJa9y+4kXp8Ph1O6OzrfqXqx6sAQvCUGhikMgh7BWL58uf+pJ5/c5XFnzuoFkyF6ny+vgJwxfjxpbmtF/XNSVaWWlrYzZ102k1bObUhQowuLcLIwDuSFTm+Wa9Al7zPGok8GwLYzIyPjPPp1lt1uH0tAGKEoNvpzvp1+UVbMUBNxKRyNxsyKOfObN3/L29bRRZoaj5C9/9hHDtBKGYyWILIqgYt/CT1Wi/Gq0Dyz3rGohIV/M9wH70tSBMhKEs+O1UiqscGHDkWeImF2puC7DTP3sFU8Gb/35L97BoYzDIIe4airr58z46tfa6PkJWsJFcnm6quuJr/b+XucMHTTL8oj7j3vs0BTXOiSZBxJ7ujsRLtO+hjLosWLIbfw7uO5bwsWLLB7vd7JTqdzstVqPcPhcJTS7wvdbvco+uXJzMpyZGVmme+dPx8rXlBTgPFTU1MLaW5qIkeaWsnhw7XE39OFDnfQQ45Go0imoERh1S/rJye5skLlKg2N65nxnHMUMaf/LGKxkvoiINEnCkWVPSjFhf8jSRrJpCfAUXn5qIFub2t9v6qq6u3j+f4ZOPVhEPQIx7JlyzrXrFnz8JnjJyxq571oxWYj0786nfiDAdQ/Axob6ikpZ7N4KEow4NQW6u3FgFS4IxjsvWvq1KkLjmX67b777qPc6xhNSTjfbDZn0hPDNZdfedWPfjT3xzJMNnZ3dxN/dw9qkDs6G0hsoJ8Ee/tIbwiisPyUnAfQwL8/2o9tBonXqEm+YAcQZKoJ0kxTXKj8FgB9ZuZIl1JjCBWhxvXN6VK6dIVhOhGn7sN/9TxDMXkI3taTJp/PIq3CfQn6utd80ffNwOkPg6ANkPnz5y/esnnzdzNsthIgOmAVcLGz2uyYLAKeEeFIBG07ZdmGJJOR4QAdNCZwAwclEgnLFVdd9Rj99q7Peg1wwKPV8BXZXu83xo0ff5XZZHHQ6tREmUmiZIx6YRg376PEC73uVatWk7bWFhLu6yWhUB+mlECBCj7PJp66raArHe/2SqlWglieQyIlRC9bVZHyze1Ek9yDWaR7J3mitp7SwmOyBNiEYOqYdL2zNujOVCVNSKrBkbYN7De0kehFAO5rT3d3+QsvvdD5hT40AyMCBkEbQHyyb98ll0ybVkcv961QYwK1QSYeqBhisTi2B3BSjpMXkCRYlfr9flxIAxJPJJJ3/nnXrpvocyh0OxPlQXNSTZggJ3bq1IulcLiPVuVB8sc//ol0dXZgGGyQVsEgY4MWRJKPT0NAgJCwJYQ6AhJQZAhwBae3OPo3wwQekjQhaaoJwqxDhXKCpKpWIFgWUqvx9gO7lY56LxQelcXkccxlTiNCHpdM9ZU1rtLg1THfkdQTYeahhD1mwezwXGCIVFhUgq2NtrbWNkrOg+xTDRgQMAjaAAL8ncvLy6eNLy19y2zLsAMpQ/UMoawWswlJC8zkRbYfVJtgpZlJSbwnwJzdQsGgvPfDj3JaROUbZC2IGK/KCQ9c1fu3vMJlC2xJvZer6ZUvJ0esell2oCYneZAsJVJNScsaTMnXkCR5pcwCZSUSiUZYICwlRTTnt1hw+/QqVxCvnu7NPaNxbzB4XE4RO3sAe8wgy9GU+RFbLJR0z2jYJNPjIWecMQH3g2vJ7zwZn6+BUxMGQcJ2JSEAAAheSURBVBvQUVFR8WFZWdmoXK/3tYLCkotYP1fCShouxyFaCqpb9DxWVZTc+XJHkR5aRcs8JuqjvXtJY1PDoF6tTlr0f2yQQ/vUQptI3RaJJFra94wBBcHjbB4hMfo7UxIDW5MyI1OopSVO6IKww+Eg6QuH2b7Tkw5U3UDQZnoF4HK7iMvpwvgvDIvlVbdIEtdkul9JMfmnYjGchBMVnGTEa6W1OUSOIeG/07vTPC7L6/WSc845l2Q4XPh+tTY1PfHKK6+8ehI/YgOnGAyCNjAIK1eu7KU30yorKu4tKSn9hdlmU2KoCdbwkpyNLms8a1UlGfYMzM8DmZ6WZJf8NlsG/TmEzyfaC6owt4f7kqnWg9hGGN2LqhVbEqKC5T1iVllr+DqywhbyoPUChCtaDUiM4AbHU1NgCATUKBB6297ejm0TQcQQ4RUOR0h+fh4eGyaBw+torI3BGhMsY5DQ50PyhSqfQPWu6VW+3pvGhBZJ1zvLvFVCzyEkPy8fJzUh5RuuRJqOHNm2/eXt/3myP18DpxYMgjbwmVhSXr527ty5z5YWFz/pycy60WK1m9UkIx4TrUJVjQ1kWKwWdGHrqz3ElQ/gfOcgfZSgkxprS0CrhJGfxCtVBjHPIUJa4TaBfWgVHeIGBvrxORyU1LAXDZUoEf1lnJLmUVFi8Q82YBWwSMjGlGxKvjm+HOJ2wX5F8HmB8OF+MIqSJUbHEh6bwlojfH9Bt6xICiZ7azwJXFKkQcQswXHLJLUP4gqB7iA8X+mYElJYNAZfD/atqbFh58uvvDxsEmkMDF8YBG3g/8UTTzwBEVDfhlS/ZUuXPlg4unBRfzxpSfCFQmEE5HS5iN1qw1YCVKY2ux0leZ1dnUSkXbOAVo2klssIEvdAP0jkoqjeECPVSW7ZCXpkDG6NRIjT4aRkatatPAXE8+n1rnTUoiFvxwBkk4V4sqz6/YQ/VsjqUlI4gkQMx8dkhZRouadGkqj6YyROxpomccUHvVFYMgqoXKByz8nxETO41Cks/7Crs/03lJxvO8EfnYHTBAZBG/hccDvRhxYsWPBwbm7uc/kFhf8GdqOYQi0xD4m8UXmktr6OLbzRzcH8BwZHQKkBVWWcL/jh4ht/XvSiMClIaEKXzCbsiN7qgHYAEYtzYlSaP16QM5Jq2iKdnNYHJnwbvfWA24rFOzJI/saeU8JQAklLLe6J9omchJaFrL+4wqtwAOiZTbQ6ttOTE6TUgEQR2iZiH+hJJxkKBBc/9/xzp71/toHjB4OgDfzLWL16NSRMX19RUXG2xWJ93uv1nQ26aSCqTK+XuGjFHOztRRKFRGu3OxNbFzC9JyrRQZI0whbPgKBtNhv+rC8OQr9ZGOCnDYsIVYf4WRCgLqXgVbosiao2JaOTBTHznrao7tn9sjgPYEtD74XzxwCAcFGHTY8NFhbNZgsSNDwG9h8mEmU8dkWX28FNOBRq1WTtyurnnvvkxH5CBk43GARt4AujvLwciOachQsXzrDZ7Rt8vlGl0AcuKioikQP7MVwW2wKUvLK9OaSbEjfopNW0CTwB4ZmMvVvWe9AXFmHRTcbVwtRAicYHTNigiim1OEhSWuUk9o25zE3mrQf8Xubb0cdLCpcNMoIGwoXng+cFEgbzfNB6Y88dKmH9+Qk7DyRTC5zw3JBEo+gudaClluiJKezv7+9fvm3btl+cnE/GwOkGg6ANHDMefvjh1+nN2MrKyjtNZutjVovVWkxJGhJYhGsSVKYwldjd1UX6B6JIYoKooTecZEJovUWRPnACvWisZKG0lQjvE2u4UKh7XPA2CxAxI1em2QbCRdqm31u49hlkgTa7jT5eFsI9BEr1NDXV7eCtFLYYyYdzJLadMOIXCg1QskDFLKFPdJyE+yLdCVV9x2mzPFL94ot/OVmfhYHTEwZBG/jSWLJkyVP33HPPxvz8gg1JIn07K9MjCY9pptxIEk9mFnHEHWhPquuZodKlj4dlNxOvjEVOHyNmRsRigQ0M7XVtNO81w3Zut5tYKAFDBQyqDKh8URKHbQqmrBBpJtgyoa+oQHWsGxyhmA5JWgyYpE/+SbwSF0qURCKuxeklQTw2EKZbBq1Wa7fD5fokFlPv/u3L24ND90kYON1gELSB44JHH310gN5854EHHlhgsdpeoKR5MRgdoaxO9H1lEw629EcjBMa+Y7ydIVOyxOpY1VgbQmEkqXLZm9Vm06tjm9VGFNA9U9KH/i+Qtppmki8m/cBfGf2cEypW2Ph7OVWNI13zdgiQNuVbLTYwEI/HEpGEmgjFE3F6htE6JE1rysry1JvM5oOKJH1S29hYcyyGUAYMHAsMgjZwXLF06dJmenMJpKx4PK4t0Wh/SWtrG/6OGRElsNWQlZ2jx0fBqHfKt0LjC3a8jaBbnEqp0XA+3q1yvbJYBNTld0jUCZ20Wc9ZIhl2G7HZ7LBoOdDZ2bGW/u4QreBr/H19H+/evds/FO+XAQP/DAZBGzgh4BFYY8rKym7Lysx8LBKJOClZ625valLlCgtGxAr3vEDylWTus8yImNmDMl9mscioSklMfCF8gdDMF/YsGGobS7S0tj5N72u1U1itVpPVYul1OJ31ssm0/9f/84Thu2zglIBB0AZOKFauXLmBkuzGefPmLaa3i+LxeAYMngirT0kMgEAlzHvKYmAFVRHYl9aI3WbVc/taW1veo3cdsNmsPXSbbpPZ3G612jtsjow2s9nc+PSzzzQNVbqLAQPHEwZBGzjh4IMulXPmzFlRXFz8YGdn57eDwVCxmlBtIMKAIQ8mr0tq9D6Vbt5P7++VrRY/pehOm8XU5vVmNlkstgbZbD68cfOmP/wzAv7lL395Eo/OgIETh/8DFRggCt4HxyMAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>