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Anolis Agame RGBA (Anolis_Agame RGBA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Agame RGBA" ShortName="Agame RGBA" Company="Anolis" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>2d9c1803-272c-4050-8dbf-8fde7b1eb4c3</Thumbnail>
  <History Date="14-10-24" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ccf47539-1f3e-45f8-abb0-4aa02e56f240" />
  <Control>
    <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="Save Initial Values" Display="'Save Initial Values'" Dmx="1~2" />
      <Function ID="3" Name="Show Initial Values" Display="'Show Initial Values'" Dmx="3~4" />
      <Function ID="4" Name="Run Demo on Power On" Display="'Run Demo on Power On'" Dmx="5~6" />
      <Function ID="5" Name="Insect Friendly Light On" Display="'Insect Friendly Light On'" Dmx="7~8" />
      <Function ID="6" Name="Insect Friendly Light Off" Display="'Insect Friendly Light Off'" Dmx="9~10" />
    </Attribute>
    <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="1" Highlight="3" />
      <Function ID="1" Name="Uncorrected" Display="'Uncorrected'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="- Green" Display="'- Green %.1f%%',100.0~0.0" Dmx="1~127" Colour="0,0,0" />
      <Function ID="3" Name="Uncorrected" Display="'Uncorrected'" Dmx="128~128" Colour="0,0,0" />
      <Function ID="4" Name="+ Green" Display="'+ Green %.1f%%',0.0~100.0" Dmx="129~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" 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="CTC C-Mix" Display="'%.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="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 (w/fade)" Display="'Rainbow (w/fade) %.f%%',0~100" Dmx="80~87" Colour="0,0,0" />
      <Function ID="23" Name="Rainbow (no fade)" Display="'Rainbow (no fade) %.f%%',0~100" Dmx="88~95" Colour="0,0,0" />
      <Function ID="24" Name="Full Dynamic White (w/fade)" Display="'Full Dynamic White (w/fade) %.f%%',0~100" Dmx="96~103" Colour="0,0,0" />
      <Function ID="25" Name="Full Dynamic White (no fade)" Display="'Full Dynamic White (no fade) %.f%%',0~100" Dmx="104~111" Colour="0,0,0" />
      <Function ID="26" Name="Dynamic WW (w/fade)" Display="'Dynamic WW (w/fade) %.f%%',0~100" Dmx="112~119" Colour="0,0,0" />
      <Function ID="27" Name="Dynamic WW (no fade)" Display="'Dynamic WW (no fade) %.f%%',0~100" Dmx="120~127" Colour="0,0,0" />
      <Function ID="28" Name="Rainbow+Full Dynamic White (w/fade)" Display="'Rainbow+Full Dynamic White (w/fade) %.f%%',0~100" Dmx="128~135" Colour="0,0,0" />
      <Function ID="29" Name="Rainbow+Full Dynamic White (no fade)" Display="'Rainbow+Full Dynamic White (no fade) %.f%%',0~100" Dmx="136~143" Colour="0,0,0" />
      <Function ID="30" Name="B/G Effect (w/fade)" Display="'B/G Effect (w/fade) %.f%%',0~100" Dmx="144~151" Colour="0,0,0" />
      <Function ID="31" Name="B/G Effect (no fade)" Display="'B/G Effect (no fade) %.f%%',0~100" Dmx="152~159" Colour="0,0,0" />
      <Function ID="32" Name="R/B Effect (w/fade)" Display="'R/B Effect (w/fade) %.f%%',0~100" Dmx="160~167" Colour="0,0,0" />
      <Function ID="33" Name="R/B Effect (no fade)" Display="'R/B Effect (no fade) %.f%%',0~100" Dmx="168~175" Colour="0,0,0" />
      <Function ID="34" Name="G/R Effect (w/fade)" Display="'G/R Effect (w/fade) %.f%%',0~100" Dmx="176~183" Colour="0,0,0" />
      <Function ID="35" Name="G/R Effect (no fade)" Display="'G/R Effect (no fade) %.f%%',0~100" Dmx="184~191" Colour="0,0,0" />
      <Function ID="36" Name="B/4000K Effect (w/fade)" Display="'B/4000K Effect (w/fade) %.f%%',0~100" Dmx="192~199" Colour="0,0,0" />
      <Function ID="37" Name="B/4000K Effect (no fade)" Display="'B/4000K Effect (no fade) %.f%%',0~100" Dmx="200~207" Colour="0,0,0" />
      <Function ID="38" Name="G/4000K Effect (w/fade)" Display="'G/4000K Effect (w/fade) %.f%%',0~100" Dmx="208~215" Colour="0,0,0" />
      <Function ID="39" Name="G/4000K Effect (no fade)" Display="'G/4000K Effect (no fade) %.f%%',0~100" Dmx="216~223" Colour="0,0,0" />
      <Function ID="40" Name="R/4000K Effect (w/fade)" Display="'R/4000K Effect (w/fade) %.f%%',0~100" Dmx="224~231" Colour="0,0,0" />
      <Function ID="41" Name="R/4000K Effect (no fade)" Display="'R/4000K Effect (no fade) %.f%%',0~100" Dmx="232~255" 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>
    <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>
  </Control>
  <Mode Name="Mode 1 (RGBA-8bit), 4 DMX" Channels="4" Id="4b1f4b5b-9018-4cde-8bd4-ac39f67ce03d">
    <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="afd4ea39-2987-4c2c-bcb0-a73eae6d7b95" />
    <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="24d2f511-c264-4671-8684-82549b1a2e9c">
    <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="dcb4aef2-6002-4607-8cbd-77b3166c2c26" />
    <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="e6274276-e99a-45e5-99a1-22ee0cfd9fd9">
    <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="b31de70a-63e4-47a2-98e8-c6212569cfb5" />
    <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="7" />
      <Attribute ID="CTC" ChannelOffset="10" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="11,12" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4 (White-Full Control), 3 DMX" Channels="3" Id="912041bc-d31c-436a-ab47-66b43fb51110">
    <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="22a4bdfe-e731-481e-b49d-f856e98fe83a" />
    <Include>
      <Attribute ID="Green_Shift" ChannelOffset="1" Wheel="7" />
      <Attribute ID="CTC" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 5 (Reduced RGBA), 6 DMX" Channels="6" Id="34f26265-337e-4612-9233-cdbae82ffc2f">
    <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="44b580b1-e170-4641-9e21-194c6ce5a6e2" />
    <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="6f564b93-ade0-4281-8d35-87a396d0202c">
    <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="bca4c1d3-d125-4baf-a421-8dd337071e8a" />
    <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="7" />
      <Attribute ID="CTC" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 7 (Full Control), 15 DMX" Channels="15" Id="7431bfad-a63a-4501-a4ec-5d20fbf17329">
    <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="51db3c7b-3c89-4e9f-ba62-a7e290b8a2b0" />
    <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="7" />
      <Attribute ID="CTC" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Virtual_Colour" ChannelOffset="12" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="14,15" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Save Initial Values">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Show Initial Values">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Run Demo on Power On">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Insect Friendly Light On">
      <Set Channel="Control:5" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Insect Friendly Light Off">
      <Set Channel="Control:6" 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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/e8zdJH89K9AD9aRw/8AM/8JnT6fIfHB8dv+z3f/8P7pgq4rI3DdclZ4ln5m1YeCvkDumcR+bwG0gdeJbs4O0glFlHH7LVcQSig4vXZDzaIEd8Pj1howfsQccxg0QTSQsFRZGr9C0+/vHRYczel3J2csrC2lH8mfSB9XczizWNdGMNJZPJNgFua3tHvTDQpBIXgcnGBheGzqcjoz55Np2SH0amXLB9u1QbpXgubC6J2bNqpwHMSxnE/9KChCLiYGA7g0qa6ZJc9HA4jgBd8lyHww2lNHLVQuN2aBvn4hbPX5+PZuh4LiV2C3kbr89cxsPsXfFmPUA/T6MH6E/DeNe73nWwWFTvjx/0N/ze7/4ut//UFbchNY6klmsLcsxZJ23ztus0YURC55eR5cY368/aBdhaZpozE2SzyNYWM0aMngJoMSuPGeN5tXDfZIIiio7nZycyi1nk4eEtWcbs9eatmyn/BsiOY6YNXvrBh/YIluMNBXkIjJHhkkOvKsF0FWSrAFx8j93CPGbFeKZcJOJCAI53NBrDYF9pF3hv8LpgmGzMrGcVQbKqtVswDyWfe9NUyhWLLmLI2JHJa4GxVo1KpqoTZOx5re3lIT4/PAauITJmKE/Kchyf87lsbGzodTXRC4uGeL3qIMP4fMsiezEUNm3bdgWCPp430QP0p1Hgg/ymN331fzccDL/l8PC4AGix4WJFg7zCaCQdsPMSmRkNAVSQtToAB+eSc+V2yS0bIQ0gHm9MqEfe3tnVDDViyXJZi908gtUy3i5QGkegJDADEQu5cfM6s+KPfuRDLPABsPZ29uRFL3zUBrgGG9Y64lddbOICYzxzFUE4/qC3Qda8uWnctj04qIwI0NPZVG7dfFrOz09lfmvOJw91CEB7c3OLX7UDsKUkD1mtgiUWgBnBFYtPk3ASxcrMNM5tMu4v0XwSQZvcN7LlELPloqU6A4+J506ZYF6tLHxKoRRtIRUKkbkbRMUFIx/kjz/+xNvjjz9/t98vfTz70QP0p0l87/e+990/8P0/9GO/8Ru/sXHr1u2kKg4JjT06pHbdcqfU6ICt45z5U9IpqwROud2tyTYzw7wcErzLwYigOp9VzGClbrX1GrKzoXpYFPx+GDPJhTz18Y/Jk9c/SoUGjjmZbMr+3j6tP3cA9pxmsqC6BJkwslu4x+WDjMU9PeeGKg0UB2uANXjgRp/HKD4OHgvZN+1BI/Ahs73x9PWYrU8jWJ8lzpsZdbyte1G7LwiicXVGFmwGobZss2lHzEmvMZBFUTPT2YbuL4Lz5hVkUbZUsycR0is4b7EsHuVDPBYy+0Yrr/waF6y/Ij1APy+jB+jneXzbt33Hl0Uw+J+eevL6fYeYQMKttnKzCHeMKwx4O2mbO7a1RmWolhjAsqzMLzkoKENLjDbp7b0LMtnaoh8FjgnqANwueGoAzXl7LJq1m00nUujMZWSB2fX0/Fx++7c+KE89dV3GERSvXXtILu1fplIDIDkc4i0LnnamDSYRiIf4B4oAhbeYgbqUjc9hRx3zAJCwCz06Opaz8ymz8WX8GlFYwVOEhUdI+F706EtlGcH1qSc/Hv98IjdjZo3z3drao4QPDnV0rmPDi+j1abzRBgR7GZ/vgtc453PUgiDOT4uRIS4KI+5CVGpYaWON7QCyLAIwdhRsE69kGHcfuMZhqa8LeX9uWrSxBx2GX/EVXzHpJ4Y//6IH6Odx/OiP/vjf3tvdf+L3fu934/b9Jtubk3bZEmdTzHXjoayxIomY/XfSTS9pQk0Z2Xgyidv8EekLgBM4VxDVLOaRr8XtW/pjaDdhToMgZNF4vLyFYVBgsayJoPX0kx+VJz/+UTk7OZKN8YZcunRFtra3yCmjoQNgRWOh+NiUwOVqfoSf0fhBFQQKeXmeJIBaxNRzhy0o/j4cncrp6VlqS2+8Tb2C3jvT48bH3N+/SLe7w9s3uCDAZwOrFhYKHB8eG8h+R8MiacTVuEk7Dau2EtLXeZEeK7PhAliwaC06HKeFr8itqGrGUSUXGW1mwfPFElDkKvtrTbaI+9VVm91//0N/Ld7lrz7Db7E+7nH0AP08DPgwTyZ7/3KQ55/zdATmVr02mbn5NJLVf9hSq0mQFwDz1Ggi5kOhRTyRvQhaW9vbMtncoWYY/C08k7Os5fcAxPFoRECCFA2HGW6MIS7jsQFuq52COO7p+Zl88F//KwLPhXj8h1/wKCVmyDDRFZib5K8slRIADTLkKClkj0OCKYtswRcc5Xgh2cPP1CnjPOJCAODfjVk1ppn84Uc+Gs99rm3ffOJqcYrzRsC/Y283Zs3jMbnpWzefkhtPPxmf/65sTXbUXS8+zmxWdX7UtiOh1hqZNZpgisKoEjHNdUlfD1wLdCZ6kZOvQzVntlwtMpmfK2D7+C4sLrQ/xffDkWzG1wBmUIfHh+DJ3yE9QD/vogfo51l8z/d8z6Nf+IVf8q9+89/+5gVQGiEV/CxrvqNtuuOS/efkmSySCnbY9hMMIxhASjafLaRaHkUwWRD4l+R2hU0lCBTQmhW+WguRftwmgdkStMfZiXzkox+iRG5//0AODi6SOlDQzxRcmdHmBLbBQJUdetzAZpEKt1uWRGf+PT4uslgHQ4pK4vfj0TD+PWakZUXg3t/dldMI+tPpjEVKZPO2hCWFSiDni0LhRJY7++SAF3MdVQXViKTryP/X9nfxgqqaMa34QhFcczb3lErzBLVGbZYRmJderfWdiytqhFk1NNw4L7wWRbxe0HuD2kHh9IEHHzz4yZ/8yR//ru/6ru+++++qPp6t6AH6eRTveMe3PDYcbvy93/zgb5csLolu7anAcm4Zv6SqgQQzgdQNi1rT7AJERuNJvFkZgWQodVsRDBZn5zDrYXcbDIjIgtAcSM3qc3N8my8tgzWVBXS9tEwm7aAdeIe3b8nv/4f/L4JxLdtbu3Lf1QcIzB9/8uMqXWNWuaGyt4ECM53kmjp1+eF3Wa7ArVy3ZqmANxQh6ctsTnHMwAcFgX4w2CAHjOOi8eT600+zELk02qGy4l46HoyN4mNdunhRdrd35OjkkPpryPVwfrQrtevnAArrOmS7w+GAj4Ms3A2aghUZ67jA8TGCni8DO4ugmmhq0Vcaehpz38tapZFAq8SNQFzcpnISz2lvd/c93/QNb/uLo43hO3/u537uf37m3nl93KvoAfp5Ej/1U+/7maZq//LHb/xhAiVmYARnMyuyVmufXu3SOVcVUJu8MaGGWP2SpxG4ztS1Ld4fwIzMFjwzJ4XEzA9NHuBaaZhkBv1UN4Q28bQcCWW+GAApUAUf+tDvEWDGcSHAdv36Ux/jV0w58XPKzYwfGmK0doPq2NzcZMaIjBbAjHZtAKS6vimVwQ68ZcVMuzV9NzBTC5F6DUAXbE02eR9I3I6KI7l565C+zABUSuoq1TQXptGGpG48Hspu/A87i+tPfYQ0z4R0h5tFBR5za2uL5zFGx6MtFNqjw5kxieJRFqlNlqO6g6GLExcVLi5uROXNPZInmihYSzx+Pj49hfJjPz7Pf/z2t739386X89e+//3vnz1rb8o+PuXoAfo5Hq95zWsGr33tF/3a7ZuHn3t0fMyWaf/AEhAM7NwUXxtGcvUsFtUpj8YKeEUEyOn5TE7OznhbB0n4JOcBWfSUoIcME9lpQWDUgmEbDziLWXbBYp0CC9zY1A9ZFRtPP/1xuXXjqQjQN6j62Njc5nNA8Q2ZqBv9s7gXQfF8ek6NNORwe3t75GknWxOCPDno+HX/wkWCMyR4LnEDXQI1CTjtcakFPTaOFGVywsN5bU/Apbcsxu1Otphdz2ZzPiZHZQ0kde9hcRmUugNBNszsPe4GziIobsZsHF2JAOTRQHlvQ2N7LbQl3huAsuC9mSKtUxrWXZnx1wrSPqtQR4atdF6aoob3sdoCxtKiuzAr4R1dY+L4Z+/s7n/sbW972+t+4Rd+4f995t+ZfdyN6AH6ORzvfOc7t7/t3X/1D371//zVg7OzEy36MdPy7ErNd/ALFvlqNZB3yzYA9UbMSCfbuzI7P5MZbDMJfBm8f5g1l5R0+Wy/jIW7kladESTgedxUPHZT1wYawSaJFObiphkrlAgf/eiH5ej2LfVtjoCMRcD1wEP6LIuZJMH4Q7NtAC8AEdafONJOPNdF3NdD7sa251LbqN3CExlsGRcbNIwAMNs22CiqnMekrK1RbrfcBHCXpG2yjZFc2N+T0+JEjqkvVu0yxsHmVGFU8fFaZsMs5sXjXti/ILvb27IZz4VzC323YkVZN5UK1hLvXZphpaVeXwl3/1P5IzooffoMAd2MpJy795+rSouw3DmIAbdl1KpKafc3RpPf+u7vfu/X/PiP//D/8sy+O/u4G9ED9HM4rl594Nf+6f/6zw6W3qzRtil7bs3X2HlUHwWVmUnQGHP1ALTxxsdHRwQHZL+V8bsESRyrUJc3gHlZxKwYEjrM04v3m87PzTtiQQDfHA1EcznctwY5wK364a0b5EgX01nM1LeV+qhqtddENhxBdm5mQePRhCqRQaFt1y2N7YfMind39+T4+JZcuHCJ7m+bESDd8+L05JjACe00dMo4nk48aQjaeMzStMZQgwCoD+OOw3ge/h4NMMjM54tK719kND6Ch3QGPr0t0oI32SjV22Oo7eCNSwlheVp0lqrBFkNtiTdSwzTmYoto04a0uIlp1LuhtfnKMUyvHtSqVQ9hdIepbLDoNbkOCKgg90NVtw3/+G1v+wuv/oVf+Pnfejbep3188tED9HM0/tbf+um/HeHtleBA3baTqTGKSDYxW6mNTveMDzN0y2UEPLHmEygukjez+Q+70ZFmakEN9QkSCv6QhgHo5xGYUUR0FzhYjqI41trMP0jrUPi7desm6RFkkZnZezpQsYPPOuoAxMiMR8ORSd/UOAjctypFcC4ZC2oDTM5mG7cqTbZ3dnQQa9Oou1385851oDC8wMZuPQ4dgA5bi3peiGOxMf4eHDeOAykenz8H3oJXr1Nbe2vTulU7HlzGkbxK/OXQL5lpnF0tY+DqDUF3urCmDs5UpDQVTDq2ZeCZ/f0OmYgfwzLpug4ymy2Kg729X33sscfu6znp51b0AP0cjG//9u986wMPPPzE7/3u7wn5Sp9gIspjAnyCfWaZgcUMbTBCAU+9LsCxLpZV6gQEQgzj35G5DQY6j48OcPhqE1CgWGBm3ehYKOqby2HytUDmtoiACF4aP+MY15/8iBwe3qZVJq1EUUQ04w/8p00lBfXAuxFgPaMGKOM243HO1m4Mn93b35ezs1O57+q1mC2fqvlQCKQnfOoKpGibk4ncvn0oG+MRQXpzYyyLWhcC0BRoDJmhoMjOPuwKzKM5/g1GTPDkuH37NjN2dvWJ0TtmTpKn9mwbobXSaenXUimhOgEsfbAz1zS7L/adbfRi1Ie3lmMZKMzBjtrvXI/dOo2FppxMuxfJV7daBMZiWgSdSo7FG6/ZSbxuO9s7u5/1Wa/+1XiUz72nb84+7mr0AP0ci8cff3x3MNj8+//2g//GZGTe+QdZVpUsQPGJba3iDx0zwBmt10ufKg3uMmasAY0S8UM8PZ8q4NRLLVtZm/doNFSagF7IU4IKskkAHegQZK0o3qkypOFWG1n5+fRUPvLh/8CMGWZJaBrxbXlr/DKKfyhQ7u/tKW8aAuV8MCEaEMyD3I6gCZMlFBb39i/IB/7NB+SBBx+Sk9MTPq6PqALgYlFZxqz3ofj3D3/4I7K7uyvg5lnERHMHGmhY1CyZFR8dXpez81O5GY9dmyVpcosiSGZmxpRZzU8niuOa50mtAvBtnUgWX3z4Gkg3FSWYdwYVGUGljY2NCqNu2xY+BNvUk9GJt5C3bKHn60uuXexatvQfyYKaMuVtThkii6JN/P1AuxjhBLg53vqcJ574K3/uZ3/2v/2Hz9w7to9PJXqAfo7FQw+98Jc//KGPDtVfwm0og8neJEnmgmXHm1Q3hJjFnjPDDfY3AGRdqQStreYC2jS4rWVL5pLHgmeFe1nw2PYVBSo+Rm7Abb7QebzveczYjo9uUzaH9iQjp48AACAASURBVG9Mss69W490ivLAm5MtnYjdNqYyaZIpfc5ssFUeulU1w9HRkWxv71A5UTDTXupA1Tw3SV5OkIfJEYAQkkDHObUDrXmuUJcs2egxMxMjGzIgnc2qK188ElwCrFvlhzsvbAPmFVB1lcsdlq32HPUW3ZBdnVvYeaCIPV/K7zJJRcHWHAJRA1DO2js+s6QaUXWOS+9CkueBDrr+1NMouP5gPEQP0M+R6AH6ORTf+q1/6Zu2Jvufj224b7GRxWpzBEDaOwGFQInOP/Rc4PYSdAueW7s0My9RkGOhyWpUpEh8+y2aLQJocbvp9IRG88jQqB+O2Th33qbdZZddBL7rH/9DmgJt7VwgAENp4XpfwAdUHJiWomZCubnB5SbbU6UJ7g+7TwAapH/QZkMLjUIeABraagWgIWmOOp7fhYOL1G7fuHGLu4ajw9vUIwOwMXllOlUvoTa5z5kuPKzMVkyAGjrawUz8vdCnmXTQ2YkhJAqYLfK5yeKCUg+rx3W1RlJxGLAiA27t2gSf6oJht5XubgozXNKioHYiUoUyKNKxIa/M1LmJplPK9/v7QwEeMsz93e2XQ5r5gQ98oLrHb9c+7kL0AP0cibe//e2TBx544f9w88Zt9Tu2qj7CVQSZf4ih690/IFiCIuA4qSyYT4Ru2WnoQ31vSyAOVUP+EqAN+HAlR0U1xNymYg94P0Ryt4N6xOYU4n5o3QaNAAOlghNItFVbG1fUhnQSM+fMMkNvw2YTCbb7aMkGZRICs13vSCS/vLlJb2jI50oaJOngV1qZwt+CdMuIFqQnJxU52Bs3rqtvsmWUwR2iUtaplEZqeWd7dscNp84/0YGuXTempJbu1muElDUqWjuXrK+P6aAJ+o1aonJnUfC1oCPfUC1PcXQURbXNPk+7IWT7NGcKrQJ31jW4uKRSpEi7HJU75mnkFnc+5Lyz7I1veOO3xBv/nWfkjdvHpxQ9QD9H4vM+7wv+2e/89r8fNdbCzCkhbaNdg6K8c2WZ6CRmmTCfL0rVx2qLcSP1omLxiZ9fAx0U7vD9YjkjN0sgy9RtrQ3d3EFMC0GDCqdOFyUVDrpIrBgvxaMfHt40h7sJ/Z9dfYBd+3YEZqg0mM2bHpst4pZFA2QvXbokN55+WhICxgAwn56cyH58XnChGxowc6CteWdMNjcJ4rP5OXlsOr6Z3WeiI1rNXHNTp1Ay574XK2oX0ASrpv5taBOXnGXWiSlZymTT9Bn83Ohzg+yxKPzjlYkPPMnpArgjBxevyvb2Bdne2yLbXdhk8wpUDBt+UIDVhW9jMuHkcl0kMjmfzeJCeCa3bjxN32yoS9IOxexdU0NLUaSdAhaqk7j7uHr1wtulB+jnRPQA/RyI97zne9/6kkdf9sVdxqQ2lBn9kCM4VDqDD4UyaJtPIogtoDNe2sw8abThBAczuR3asxWkGupwUUQEpe3DU7V4NRDtvdAxTEWpuunaCo3kr41rhf/x0099jKC3sb3DzBlNL4TAeLydnR3K11DoggcFkA5a58zc5ra2hgQ9KCggtxNzxQOgIyO/9MhlOT4+lJe+9GXysY99hNcFqg60XmMRuXFzZgW8jprAOQQryMHhLljRzjPpzCtt4vMAJalfktHTCgA725yyapMyOnCmobgZCqAD0hPg1HEe6DRElgyqRnceUN4sI8heV/7csndcHxYQz0+s0BifJzyrobDB8xGhN8r21oYcHLycevLDo5vMsJfzKRc6Ng2Zg14DC1UsFE1jxUl4mGy8+pl55/bxqUYP0M+BuHrlvp/7f37rt+MHs2tGYfEH2adJoAFM4w3wrVM5Ob7NAhK1u6JZJtQNmRvjs0Co9EaTa2bF2X9Nm7b64GmrsNSMug0s6gFY0dKdnN446w8LQEbPZKg3Jlt7VGaUZgcK4NrducD7wGsZznGTyYgbfoIYuggHQ3NqyzjQFRkzgAwqD2SkAOuzs2NSALduPol8ngBX5IGabJedaFu5jd/K8qRZ1qKdFQKT+dBKL1/SE3vrdHc/B1+rwfFaFZlmu+zHMeDGzgKc//bOPimK7d09cbk3r2GjfP58dpZkeWJqj9Z8UXDNi7HSSE53iMkH8Zos26U2qlALHhfKmQL37t6e7IZdngN2PpgI4+ZLbhPreu4qq+X46HT0Iz/yI6/5vu/7vg/ckzdsH3cteoBe8/iJn/iJL7uwd3WnAw1JW3/nHrGVRjcest/j46MV8/2gW2AxSsNc2lqXg7kvR9B26NpawfUD3dA4SNvFWxYRCeitFaSQwVuHG4pwUAkMwKOWAxsfpQNSR+bXrHjUJsUF6AFor2FA37Ite8yUdmuyxU5CtKDjNNEajmdzenLIx5pGgFP99p3NGWHluiTuVyTprv16ucLiDoXGaqNJOoQicmpESffv6BDqqGOWDL4dnY3gxje3drmj4LzCZsnXxKkTD03OVWY3wJADvCbmOKi7l5xgq6ZXfladD0cIOoVmsZyr9rnRGZDlSG1R9/YPyN9X+HuS+XWNNeiSvHrt4In47Tv+U++9Pp796AF6zWMy2fqKD33oQ/xes9k2oQiyYWTUUFkgMz06us0CGdutmwUBANyxd+/hMwrvjOStwawqZ7aVWVbYVk1qiMisIMaOQ+iEzV/CC264P4D56PBpAg3auKGtHhXI2xvZnsRscjyRRdUkORjAdzTI2UBSFJl1zBXUTT/ywhdze45Ov6PDG3J8ckTv5cCuQTXRZ/EN/3wCecqYCyv45UZfh3TNXDLndEVu2XXq6mttseIiZBc+KTuyBMatFdvGEYR39/bZel6y8FnKstLGFuwEmgzqmLmZNOVKrxiXD9kgVra6ysjlZ0aJEJhL1U4joJAhj81CInj02kDbNNRtzV0QFgVpdaGFSgXPdDQe0ZVwen4ip6fH1h6epWuC98xivvjSe/rG7eOuRA/Qax4RoD9nNv9I4k1dOaATnxv1l4g/n5wckxtmGLi4vSc/1JnynuwQhJzNOt9AgORp5iCaKKrkZOflM/eBMKse9Z0Qmz6CBaFVvhdRmqcEjgWQEGigzZyoKBWQkG1yOgpNhcwzebgfQWOqmV+1pCHS2blmy4WP/xbH5ZD44y67TemupNZ1/Jh0zX5bL/h5Virds8yKlWP4pTQnErjf7RzIxkQnfCPDB7+ME2pbva6qETcZnEg6lhuL6nVv0vmrfr1lo4suYLo7UUA3/2xTyrhDIBU81jZO4LUFRzNvbVUHcKM2gYUbTUJoYBJ/PLNfHY8377/b79U+7n70AL3mEZrwIv0gQwWwoqk1g5/hcEP+8CN/wEIS/9aqYxu21jThydwzuE7eDQGZNbTM8QOM4p5244EjnovYhz8LkiRe4k0UonwoOwGLocxnx/TY0C3+mEW9AQtjG+qRXAx5/+GoZHYJYAaADKjPreNtMV5qLovZGTPCm07BuFmQeLNMs6JPblOhk/l3MrKwIh7axSUXR0lcj1L7pFPWvNpQ4uCtLdxiGnF9vJ3dC7K1syN7u/ukbxaWFbcmNYRBE3XH5JFV5ujdgfg6pL2pzyrMzStbn5u5pGhrNjXLCuJBeSVxFUsCZ9sJOO8CoIYjYDD/Ed0B5GnxdvkgOH12gcYdSiqQxv+eevLp/N3vfvdr3/e+9/3avXnn9nE3ogfoNY/RxviyW06KARIbQ7j9LWPmfBKBcs7beosv9QrGZ2bWkUea1Qp+rbUrQycM4FQOtmVHWx4sGzPKwy1M7cCpgAYQ5SJA7fGEIFJyBiA6BLdlCDvQtrZMV4uM7KNgBq5diAsoC1BkrLVl3MdtZU6upPFRTgN0i0VrHiGeAisHnch5u21X9PTnIuLfd9eYwNyowRN2HPsXL8p4c4sNMFjEsrxM9AY8SfKVx/XOTQK8GfZrK3jG5+VDB/zhcvs/fTxJSg1Nsq3bMtcpNbqryUwOKGbjmnGNwrUtEsz7ebTpnFjs5E4iJL+TxjJpUlPxvbIx2vjK+FMP0GscPUCvcWD46zd8/TePmlYlberRAD6xIqWACRp/+OH/QHtPZKSYbqLqjEBeWTNnMSmdgnMqdKEJJQJl7Zm5A19jDSuWhbl0zDVmhWml57NzZt+DwZgAXdBsH+C8K5vbE82c4afBAqROrMZAVDzGYqXDDuGTRDySMtl00mmxWWnDDpZhqjDDpsL45BKv7mXqaeGPBZwDvvn0Fei1UcwbYTpLvHZ7uwe8G9rA61YHESB0ikx3vhwTlgVSCsEWAYKjPY9gxkUKmGTxVZXRao9mztdB+XKf1sLzg7c2fDWywmiOQNc87lg4BkwX6cavRav1guQhwmuhHiFOWeG55OOMqhr6pJi+HTWF+L561T154/Zx16IH6DWOz/u8z3tDVVdJLuaFObEs+oR+F4PU7u3TqJEViwGbb59hrQlXuIy/KwkC2mGnAN2NTzL+WuzDb+dCU6ZG+Vsc3zsXAdgAjBKPV2QynmzSS4IOa7XRJAB9U064lab7eCA0q25soGqucjYDH901SHr+qWsuk3TOIq4N16PxUZLhfZ7sTKkJb1SiuDkZy0MveETbyUPG9vFFXHS8PRrXb7FUZUVmzTT4njw/uh03NkjPcOG0eYg4Ezj0ARTb2kyTrFAo4soaXZCSlSusTEmL5GncFRaLtlI6CTMiWRS1hYXBw6nvNrsSszu7F9tWC6+kT6BdV7kNr+3AxoDpeTUP3bM3bx93JXqAXuNoquZLzs6mkrhS+/329i6zZ3SFgYMM2sOt4BGMLW60y7BaaAdacmsTVQh03g8hjVbqAM9AJCRY0QfOlEYBWEPzPBpN2HwBf2kAwYULUDUI7U+RxXLBCJI62xC5aaipGGk76VpmmXkq3BmItZbNq21qY52JRcpo3QHOz59bf/DENhAAbeLDsc4e3N7ai8A6Vnc/ycgpoxVeTY20YInnxrZxqioU8DLxAm2Q8UiHCDTLOu4QNni9lvDkNiVIk9UGtqW5CzaWzA+Mmql5xCKY9wgNocacVJPa0Vl4FZ0Ug9sat40oVgbU+nNvbJeQ1VpLYBYuXn/A7IRWlJbPuThrHZcjyXbvyRu3j7sWPUCvccQP06uryjr+REGTmVT8wM2nMwJymQedptJ0/COLatJl3cG+5lak6oplrYJd20mwugJVV3S7A7Sp39UMGgACYGZhEDMGMV2krSJgePFOlQmNmSKlVHilAMhza7UZJSkvQpvAJRUokW2bQiQzftV3E5Sd1d2oLzaxANwiUG5NduTSlfvjorYtmI4yX5zL9PycfKwa9BsH7TSK6EAAV0cgOP3Flsd5PUuTWdhRKam0x9CCq00VxzUaDJJ2ObPryuxZJNFPOLxy8MUnOAnW6leNHY8tXrx6xuV32ubcLFwLM53S4iQkf6Z5Uc7eXmI0JbH5psg37967tY97ET1Ar3EUg+GLof/VYpJu9WHd+eT16/Lkkx8xPw41m6fGuXbj/tw8nIXctFg3m/4zVYEBX4QH/bC7ixpBaUUjLCsOa5bJwYAfeuftnT22Yu/t7VJeRz9ooyhwQu4Sl5MfbrgQ+DbeHewk0+eGv7fOc1vHIzLaLCilAS42N76VZkC5dTRaZgmFCPhk7C4AzjgvSMxwDWazGRt4Kk5YyZPuudNWK3BiFmBjjSLK8SqHPCTIds9HjO+WNhiV0CkoHOzFGoi4g8gKy/4lcc6aETcEV/fb1nMwjbZkNmsxt9fP3PMynebicxF1IWyTFBGvrwKzkHdWYPaiYcvX3Wsay8Wy0y/2sZbRA/Qax9Zk6/L51ApUoavOn5+fJutMn1mnmKDg4dIunyjtsq7WfIeTOsPAJsidrmhecGNu2nZZeKIj4petrR05OLik3hLiZvSlhJVjOyccMlVkpGJe63+z4qR37WXdmC19Ui4ry8zAvivUZcYNq9dFKZtbW/FcNuXyxSs0j1rMF/SmmLPbrlCgNJ6X2a1x0nmmnte+MPG6iY3H4vUhs8ymmpZUhiopkBnXaMBh4TZPYJ6aeZiFF+rXITqtO7fdDRdbuNjB/4SLakiUhRNKRd41rTC7tmujXHueKBUAvF83t33F+dirrI9t3ZtFVqRCMZ7a5mSy+973vvcFP/zDP/zhe/QW7uNTjB6g1zQef/zxwStf/qc2lotj5W3zQL4XnshwjGP2WyNbmqbMju52lu0ygzXHO293ZhZIJYGsSNKcwshs+nQn60rqiqA0RFYUcunyFXosM1O1SdUxE7NpKcHFBC6vMLBVcNZCl9MFtj3H7dqu0KeOc53apLW/tQY8aA/fHG/KxUuXufXH+aGo1phc8PbRLQWw2rhg0BHSgR6yaFW7ELH5GLln46E1mkE0c8f9YrY6X071djCQKofiogkdFKum+uocKJwHSXqksKGyudEwIeMQV1V5ZAb8wsG0+BvUOTSesgWsrh2UralFzNxfaip4dDeV2xQcbUhKU9xz4/19BxQ0Uw+2qGFBw/F3dncGb/jSL/3deBrDe/ZG7uNTih6g1zQefuDh10LfDDmUz8TDhxQZNQz4nWum/Cr+/RwZtfHK2uqthbg6GbaHLjPOuqYNnybtnKZP7XAOuq6UPnnw4UfkgftfoAoN26679E1HXjXig2obc7trai+QdSqKYNpmsS28SskqbQBpO2pFC5cKbmiPvnL1QZns7EQAK9kUAntUUhbkX6HhboxDzq1dHGZDObnbxryr0W1ZmgWr8srKd6OAiPCOQPyMZw8agfVIcTOjhlruEO6klXg9IbsrC8XdoJppgDSnn4COsBb7PGb8cV2JhxuIT1SBsgK1BgCnLnS5qXAClTOgb+rkw92IrgWQFMbdwNLOl8VANb3y4iqnzaAGENT9sMxKFlHLuNA3tTbdLBaLHgPWOPoXZ02jHJcvaqqOesB/ZxFgbt14KgEuwGWxqFRbS83r3JRptuXOfLK3dHrZFcpC0nHwwycCuMIovKXvv/8hTkAZDUuplgFUsmbUK0U9BWcxLbLV7/LO88Jn8gWTzTnv7aoMAFCedd7QuM3ewRXZ290j343btBEUod3Gk/DiadOqIqUVz9L1+VI/HCp14TNpHKaF+wKi0rkiab3bYGqRolOzpGYX01yrBrlhBtu2fr2CqVQk7VpSx54VR3WobWadnErdwBPFr3ntqhruEgp7PTIuEKBXdGFT2WFRlLaY2sKa+c4nJzjjfEqTFuI6tjCsigDvvLfOhsw5JUa7GuNP8Qm0XpzoY62iB+g1jZhdXmsq3/prFnd4+7Y8df1jqPJoBx7nAmp21tISVLe+S/pDZ11G7SBsHXnc9prqozXuFwAnbWcKhNvu7V2Qz/qsz9Gsk1mhdgaiVTsrS3ajIQAw6mCnNpgYVCoGUF5ghCcHFSQwd0JmGtNIZMF0uMMxC9VXD0ZjecEjD8v+ARzZ5jI7P+Pxl/VMcgNgq+lp4QuuejneyKXKAKFsMS0yZyfWgb7MClC1X1trn1adsliWjSngVKZABd6opC8V5wRF25EOLojXl0NzVzsFLdsl3dJoQwru3xjuOa20XGjRdjwc8vkWIx1PhfFVtenZsahw5iN55nhN6HldihiFpItEzM7NQTC3xaayTtIs82JvwYUHuzA8L9BD6hON94hy3hgW/L3f+70PxBv3PPQaRg/QaxrxA3Vl1swSEOGDdXJ6TPAN5mKnNT4ArWuadasdDFzc6S2Y3E13302S7HV1OkVvpyhAKTzy6EtkPwI07CsxOgtddy0zxoyPCSUA2qDxGA5ImOiyKv+iQqMoUuNJokCQfYfK9M0Zb7O9tUMfafhfIE6OjvisWpO8gQZQb2jLcOvOn0P9rHMDp64N2zl09aYwrTcz0yHb3PPMJ3PrFQCVkJt8js03AGvI3IxfB73jqpHGfEo4JCD+vbQCqVIeq000YvRIazuEjAsGzg3PFxpqACmmorjnRrDnLNqKEoFXW8jFBjWotjzja6KNSPowHAVW6kKV6gCijTLehYgGmsE4p0cHVCSY1RjfbTBO6gF6DaMH6DWN+EE78AYVbpOrmhNFIJsDqOGDyCwLxULnjU0Sh2is1VvFD1q5C+2dLda8x2pTSPx69coVeeEjL5bLly8zo8bfy8GWULoHD+LqlCA3sLZyNWwaEtR0eG0BEbCpGQqTfVUJMAC05sSEX1B5cd/9D9N+FBnpfDpV/a9JzMxVVNUkotPLBwaGTmnknPC94PMn74tiW9kpFqigYEFQudnNnU05O6qtaKo0Bt32cueMizTAAMfEsdXXQjil3K40PbgxRIE69Exd6gbDuLNYqHSRiwMH4da0YyX9YdzyMv6uJqWBc9TCHzsdI2BPJhNKAGuefyuz6VwmW1vGpWc8t4pWo8OY1cdzzYeWQWtj0CACtU9fB52DblPdSeXkw7kgiPLZp2dn8fXLe2e7NY0eoNc0BoPhvtMPAIrlspbpbKHb7vihns3nBAfnOnU7rzagbZNMje2DKUm14UCZpHBmULSzvUtlxGe84tVpTiDAuaKFaUMOFJkdsrTW5GmhDEm+Ru7TXNzU5xkdbvqwABQfRwXwBKCXEQx3dw84BguZ4tnZidpnAoDyAVUJAEZ3cKuquSksWnLgLc+nTVy3eh6LeJehUhO5tagHk6hpBn1y+4jaZJ04Y/MK2XxTpWvUJP13sEKsLxRBdykxEwUoi4380msS77c0SgN+zTi+pbe4JoXNB2zosFfw2BwrRl24ZvL4GYU/bR/XBQ0TWrBgDbIsAT/+4fdYd7CoaFOLWpLCqZA7gaoxGaRm0r5zYiPPoOS1Ozw8wuJw3zPwlu7jk4geoNc04gdsR72LtYh0+/ZNmsAji6LlZwip+US7AxvTLK/4dohroV3Y5npqV2poVn3p0lX5/C94PbXNzlmr5WbcNo/HzMxQsKoBcnWTWrI3LHOmdSgKcDYxBXKy0KohUdsoMFDqlRVsINne2dZ2ak6prgmgABjla61hI03FVqB1XjuN+xJ3fhPbASjfCmBUANPFgeOpBnlqg2ehD9cv16YNAniu3sq1Zf65GeW1di1JW4hK6QJBNO4eQp3GX9VmMcqv2pnC27pHNBtxeCgfoaWgXRbDVLDU32sRkI06+Du8M4bKUaPeUHIIrdI3oHTUTwPfe1HTmn+ke81RaF7UNtVF9D5o6JmdT+MOICdA7+1Prt67d3Ifn0r0AL2mET+sE29MARBgrFRqOLHMLmXBYjpZk4MReL17xcJbubuGFs3OL1++Ko+86KVsOoEKxPnuxrbICs6FObsBCJZGF4BOcGe1RhUHITPO3Cw3AaylTwHJOHFlMwI05XXMqM2MKGhbdV17J2LMSoO+Nd3Yx1w2FTitSBasS87BSUznS04a2aSIccl50i57k4aKXeLVbCR1LfL6WHMKFRetmESu6XYd9h+5aHvcrMgTfYRdh7asW9OKLZT+OpEqsYYZeoa0OszWeW5cW0xEoWFTUm2YVhsUTGjYWs/2Gcjr2pDc6+gjkhVJe67rkdYrME8SnZK5KUt0AVJlR3ymB/f6/dzHJxc9QK9pxM/O2LNgzJA7jBk03efc9SFo4cld5WSl0U5pDwdk11C7sEN/vzHakBc+8hL53Nd8gY5hYrY+Yjs2s0zLoJH1jgYq2fKR175wELzh/zAa69gsyUzhAP5WqRMAz2S8RakcskpodaGwAI1iR+Pz0O49M+svdFILzx/Ag0UjZDa5pUyATM8OqkdscchCapv21mwCNmmazp+ZMrdai3LatFEx6y/MeY5/M8UEuwWzO6kJHUCrhkTqFJclqkOLs8JZkBy2OyjFPbwpnTNaxRcKDDvQyTeZXVedBI4FCwVhbzgZDPP4OmjrdjEYaOYtYj4nOhYLLe3xFTDjJVX/1O08XlQ8p/j6tkv+jj4kGOo7ioCfsavl4j19M/fxSUcP0GsaEUhGbqWJbAqcczCuMhi3nLTLSa0Rkq7X27hXVRoOzshgX/Toy+QlL30Fq/nKtbZsX67my9Su7M0khWXOBZtA7PcFilJdho9jD2xbr1t6BQgU6zbiApAZBeBZpo56Wh3+atagZZ6mx6hNpyT3O40sLTZOh7RGXWgRUZt3GnORg7IlNbA0Dt71HRpovd5Zp+3OfOlY3YQEo06KFc+TLKlWcuuc9CYgPec8HYCZMPXRzIf5/cC6EotSaQly6aSI6qQCKX3qt+ioMe5uWGtY1bBbkbMs0sLl6p/G5kGqj3fNbBrvpwkf2x6jLPbvzru2j7sdPUCvaUQAK1vT0uIDCy/n1nnlpuOeqZB2rbNPPM186KuBTPD0OsiF/QN58UteIZ/3p7+QnCayLn5IByMCD6xD3ciIXWtQKiwrdskNy5FOD68WfCxk3ngcjLvKZtOYGc+Y/dU2qBZz+wbm5gaT+sYUKN40kdkCQy41qMmSG3zaE2EGGqw7T3KTxUFZwi69NnX0tWnrrgBMUyDjhvUyZqQGSFWIAWnqhlSDfOXFawWz0FrBU+mYYDMdg3lm4HEhc/OpLaB7eB42gBcjv5CpOj0ytCaZ0GrWjswbNMkQj8luwQ0+HzQDta0+H6g00GyDSmC1jOA8GjF7njNTzmRqyhnSG/G8Mbg2UL435vPBcfH6nZ8eMzNvQp1mUZbFuYyHO7RUbeqmb/Ve0+gBek0jo9OOfu9g7DMCu4nUcsdXb4ZIemARk6OJcZZDeenLXikvfvHLdKuOppFSt+A+7qnVO0lGmZlpjkUlaK7YGBcb1EbTMAh+IEYdQB5GcAlKF1BZYVltyMwkPnc70EKLhK1y2ZkV++zJd8NRV9QnpDigTmgbyxDjY5R2DWpXrlg51Pl5WwC0WUbBrBwOdDCuLQSqDW/TAtemQmurY7tEzZrU9wKL1TDNd/ROwbZxr2q9jqB6MtOBu80oHj+3662KEuWcqSipzaPE6CPNhmvN1jOV7xXMiGvbFbUcrIvXVKQzvPL3Co8XrzlAm9NTmoUe01z4yu08dXTO5zbpoY+1ix6g1zTqtiYCEHvQSQfj/bCq2lBASa5meZ66JBjXnQAAIABJREFU9tSE34erKlijzflzX/Naec1rPl8GaNSgamKpGtnWW5Rj9hXBJwyE8wY16xzF22/ED/qM4Fw3SwIsdNA2GoD/xuMRbUgBEuOx2gyzeAVnUHQ44mcUvtruOaIxhP7LdW3nmhNQSAfkmtX6rqG07JjSO6cZyAwowY7mExbv8IBmA1pmhXUPqlY8t1Zrt/bUWqnuFiIkymKpTSZlpudUWMYtfo0z1SALG1MGzrBo5h20m68wX+vR5gZ5dOqbWTAtUuESxxkOBuKOf8jGhzyu+orAEgnnw8UrN8vR+NsFdjuiihd9ChnrE421srtiZ3F6qrUJgPhyTv5Zz187G1Ej2Nx4wHTanCbTA/SaRg/Q6xotzRY6hUJW2IDXtuOZRTNkgpjzu8bHiv2/8o+FPPDAw/LZn/25CgC5mih1k6yFhvuhbLtutnJM7TFka9oaPaLFKbrfwGHSPwIt3viQD7R1+rw+ZVbNqeLLuWh3ojrLYfEoDZRIPRhI1kYJuKeFOsBldMiDdE+z1ri9x2ivZUXetjKaI9RdFiymYGGimlnRrkA7epP009AlU8e8VO04CpdUSlhGq13frTXg+BSbjCALwIPUDfSBPpCwyQa7AGSvu5MDvjZVrXrtyc6enB8fcucxjmCNYbO+uJZGoXDUV6UeIKCCeA2nZ/G2MxbxhngsDqqdRcDfpEnWcDSgIgO0EoSGy/gacK5kUDMnNgaRo9YdwCI+l2qhTTxosuEOQDzz16+zuXnX9rF20QP0ukaWl942zK13UNvQNkhnL9o00vWgmMYZ5bAiN4VCwQ/+y17+mfIlX/JGfoBLtVKTnZ0dNhIDCJX4bTnLDlmfUgItu/I0Y64oo9va3jYFRqFgbjIxNJbMpjPy2MgMl5TmDdT1zop9qqaoTTpWpKksWjhToyBQFxsx+8b91f9DFycA7WKh00Fqc7nLbHdASoAKi6BeIun6qRIF3G8IrT1mQ84VxUyAGr1MRExKOKAuuGWWqQW/nG3W8RwHYpTNKBX7mH2KziBsqL9eMrPPMh3dNTs95mPAnnR+PlX6A1fCFH0AbIzPQicgXAtbU2Po5G4taIL711b3IKcnx1yM5wu1Dj09OQJ268JhEr+mXnbvC/5c87npAh/4mIid+Drq4AC9VMv54uwZfGf38SeIHqDXNIYRWYLZVjb2b7UJpcuWu/AOMwAngGljNJLt7T151as+R1rMEsRtBhlBB7wvC12lFgWXphxA5sbBos1UOxORKY5HiT4B4OP++tjxcQYomOkWGn+DQX5uoEuHOp8EUyig0Sy/NakbC3SBxkP4I6dph07BgIVIxzeFRIFgsRiNbDBr0OnYaIlGEZN+I0aiu0a4Ytu4Gwmp9A/ZZz09tR1EIA3Dh8hcYWEKE+ODdeSWkLpBVg9AJfiD/8U5hIIUE7N/470v7F2Ro9ND2n0GyvoaK+BtcBo6MvHhQA2jhhhAO18wuy3i9Tw9ncrW1jZ3O6B0oIHPTV6I5wIHw3gluaOAdJGyutApeNj2TrXGMr1PWrdAjYsAqKWm9d1HhoG+ufSxltED9JrGxsaYqMWuM6MAGuOdlUvNmZ3hM6bTsMFxds5qyL4nWzvyZ7/m6xNwV9T71mrkX2ecsOHNEjSHF/V/rs2beHNjQEUGOhiV/1X/B2zZ84UW3E5OTzjhhVm1nbsXM+kTjUIbioFNa00aA4IHpoazOaNVV77GhsMiGhYvC5Wbifk8k9JpCVAcfwWu12ienA5ylWqGSzX9pyY4VxncYq70x2ig5zzH9G6KB9XWFFm1epro2EPw8uSLzYsZhThvxMFzQWG1MHvPzIyStDDa+Wzfvv0Ur5Wa9BeiQ10Cr6VKFKu46zgXrdlN1Qwq3m96choX14FM4zVFp+F0dmr2q+r/PZ9PjSLKrbFoKQvPkh2M6fOhU8F9tBlpqxZt9rnsbG2ppBDt9BV9qvtW7zWNHqDXMN773vfe//rXfXHOjDkzja5xtHA3KyxLztigYOoLfgCbZHoPEIDpEQCmrZuk0gCoYw4hgBfA0gTtmmPDB7I0m1AtPvg1ZAQMgHNm2TApBvhPz87UFW5F0dAaR74qA/Q5gLlJjENm46H0TlwkKrY8C4tiQN3KGk6olmi0mIbHx+1QvPPBAqq5bk1XnetEE/CteD7INmNmimOq01yVvKpxHfy6tuaRDT0y9dwRkLHY1ZlSI2LgmHmzi7VYs8OyLLmgQQ6oDTdKubDV25pSXLLnmbgWaEPiu3W3oT4gnCEZdGAsvsdCy9mTjUrklF9u6UNC/pu8t7XJO9+V2bFBKbXdrguvgzr0lUnnjvfEzu7OZz5jb+4+/kTRA/Qaxvb27tcAEFvLEGEohBFTlQ0DTZ1xZn+JD6ubAekHsZA3fNlXy7X77pNZzMQApgCkIjU5xGxyuEHFhFjBDioJZGWLpjbAdp9nmNiPpGj0g4/MHZ95KDKOYranZvV50k3T+8JHSLVNavrghA8U+GzbrYoyNQQiOFuDiHosK2WA+4B7JoA3anoEcFG6ojCA1efsA1rZk9iaF7UVCp3XBToWbF+vqDxB0ZILYKacvdIEbgtasEV84E0vZspfFGPz7Viq9NE8UJDhV6Q94mI2n9nMyMzc47QxZ3WyNoqv2myiC2qFwQuU9TWkQLBwcpSYLSIVB9yqCRS4Zpz3fL6kbK+pqnQcN0Pq2K+QGpm2Nydy4eCSbMSv2u6PgnEm1649cPmn/vpP/Tff8Z3f8Z5n5h3exx83eoBew9jZ2f4y2E3mZq6PTjwYGd24ed0yvka3rjbYVazhgi3PEUUeffEr5L6rl8nP+u8A4gAQcMwsVpWQocVsOm6TIySREwVHCxCdx6xzOB5RRQBQmU1PyemOik1mi4O4dcdU8aQWsccorHlEmzuQCRYmI1OnNnx1K1FwssNhkVQn3tnn/DX0vq5HbmC6n2tm2lqnIDJPGAGVNp5KBxbYyCjQJaUvVpmMBmPLcpVLH7B1eqhTSAY5i4Hgsdu4eMD9bZBpu8xgNEjgzgUgBhpQzk6PvDeTHPlsueDzoqrC7Efn8Xel0Tn6GilQgjf2ZkUMq9UGk2XaBalmWTl9uutBKoj6gU2OUe+Nxnyr43U1/rnz3whJmujGUqTA4r+LFy/JfXHRzm0x523Yel/JAw9ceXv8sQfoNYseoNcwLuxfeKV/uPBRm0y2YpZzv9yMAC1ZlnSxMBmSzM33NRvDB/fypcumjlA+VzNCLaAltYAVBVl8asGNVsZDZzTpp/7aZFuDmG1juz6M4M1C3rJJXhbepai7ay9eWnedLTA6WTpLrdaILMtS4dMtQj2zRjCjTc0ngdv9wh+v1sWotbZq3HcE682yMPWCNs4EM2Giqf1AjwMOuxyNxWcOurERdxAmXXPON2vVHQ80kStJ0BxCr+jWhhRA5hYzWqpFcB2hBRdJhlCNFQf5n3t1W4ZPuqLV581rDVqDtIQV9VqlPoJRF1SUmO2KDwzA6+MAHWzA7mrx2MEY//A+wkLrvDTCrVJns1k/8moNowfoNYztra0rtw9Pkq9DzKjl0Ucfld///d+V09Pj5BlBOZaZuOPzBk55a3tHHnnRo+pHYYZHbH2odZwToub3Q271x+VImlzd8ejrvGwJUq227oG55egpeHZAf1vEzPQPfv+3I8jpNhnZHZUdBMWSQEylhrWL47jjoSoNwO1CW63njjMJ4qOn1MlNvSsaA6/hsIzZ/IzPC5kyG1kw3SU3282gvDOghtm2yc5wfQpqqA2gIzrno1yGmyPabDoo0i9ElN7A4QaYsM0hq7o7qeZTZp/np6cE6I2tCVvhp2cnMtrAseaawaPjrxICONrfAeIcB+aDFDBiark0x7vMstpWFvG6QpvcBh8KoICOxRLKmensXHTW5IKNRuxY5Lm7z4hSXFWjPytNI6kBRqWIGSkNzHbc39+XzCge2piaJQBer+OTkx6g1zB6gF7D2NjYHDc3Dm3bqmACVQMsQfGhXXVyy0KWugW3d3blkUdebJmbFqggC2uY5TUEyNaKgtpdqBK7YCOzYIzsPsaNqQJQaIO8rDFu+PatW/HrgFvz3Nq5K5uskmc6NICFS7Ry2/Y+uauJT6bWLrjMqBmxVmk69QXu6tV/mlO0S2ur1i47bW32AmFuBcPWbqeZIkdBldqcUnAW36aqPERNnjAHkItLXYtPrEFAA442cGueV94ZsjSbSIKuPUjc5rOpjMMGFwO2ntNVcMkFBK+PG1jRDzro4ucFPNV/A4SVu24AzK17irins7CVng06gzwuHMp5tyu0FtUvTTdGTOyq2Le2g9HvNzc3Izgf6KTzIGlIA1/1RmmRepm2K32sUfQAvYYRwSyfL8xuc4W6ePDBB1l8euqpj4u702Vs81aO8erV++Tln/GZOnx1MBL3kgAoj0db1OQyuzVdsWalyk9jTBJAmAXEzY34ODqstVqonnljY8JzOT09ZaZMoLemmZIg6U0zasVZkTfVzG60sckhS9Pzc5swLWwM0encCwKca6SpmjBVBQGysCaXRjN0bX/OtMAX1AEPvPoI2uYa2f4ZJWvQVus075h1x0yYY6IWS+2kjGC6v3tBTs9P7Xpoezg1zvM5B7i69hqvg40G4GOeHN2Qza1tDlsFdXN+flv/hhFkGIKblVZA1PNFVk0evlqmnY+qTlTuiAUHGbPbq6bJLHZtIaVDNs7dzwqVkXyrJU/+Kzp30dr7RUhf4XpeunRZDi4e2AgwbXGXUv20y6FSXNPpdPBMvb/7+ONHD9BrGBF0sqbpPmzKK4pcuniJxa7bt28QAPVDqh9QVPkfuP8hcWN4fLCpca7VgyHklQ4fNU20crWNDn6VxjhpdWyjDwd1EhGowPtiFmH8Haa6aKgTG2eBIxOz5EvHMWVpAgmoD/CtNJ+3TDXQ8lJplizr5HlNmkOYWZFMdDpJpuZHQzSz4MeByQxzavLUB4Oz+NSYfzMuJE6HoJGk4qRwVbCAUmATTjyHs+lp4m6XbCHXeYScTE5tcBtBf4PXl9cDoLmIGf1QjwndOdq6SRnE+wPYtXu91kWRNM+cQKuXrE1Zb2uZNJtzzs/MYa8bVdZa23YwptgVMomiz/xr1w0YjM5wOSL+w/Pf2d+Xnbizyu1OeryCg4X9WuP1qpdV72i3htED9BoG23wrpSi08KMf4I2NsTz40AvkyaeekutPfpT8rNIfpeyMR3I5ZtBObbD70CaPUJIVQQa88wD8AdS6RZHayFvbflNybA0NmXXuAQjQ2HD96Y/H7HSqnWzm1OaaYp2wotkwPZ0LHdhKYBabSWjbbWbLNmlbrT61BRoSulCof3QwUw3MLsT90FBTloM0SSa3LLSw/by2tatkbzzeInCSrhgMzYK0oGQN/HGgAqJke3ZmXG2eq9cy1gtSDaLTVDAn0Skg91tG16TAAhRabTrFmQEU/U1qvhYVW6wre77qhtfa6+E6dX0eeTI68gG1vpA1xivrAqzXzuxL0u+ztIAp+GY2BMFHZz308COyf+ECjf6dylmdyqN67pbX5uz0pM+g1zB6gF6zePzxxwdv/ZqvS34KHm4MDwDAxO1pzLzAU4qNQLp8+T7TFpsxf9aZ/Yhbd4r5HwMcBjmLTM7D4mYKRtJJtYJqhPF7dLQhCC0AD1N/INwLgx/9xIf6z3xUfQamj161AlXtsvo25wbcyIRBgahfREjdlKrmU8oHhcNVG1G0b1Mnbtl4bkMJfRHKzEDJHe/UYEqfp04kl5XnrnMfQ1LS6A5GQVxtUulxEbpmEUx80endJb8ulwuTHWqmWht95P4quB5VW6lfSQJo9elQB75cNdm5FmxD614r0r22dtJJGeP/4JYXF6ML+xe4i/FIQxxskRMXC/L1kNHdfi/38alHD9BrFgcHBzvT6ZxV/y46oAMYvPAFD8v2ZEv+7w/8upyfnXIQ6yte+VkwvTH5WNk5cQad80dpVauNCQShpY5TWi6napGZdxm1apUHKrWL9z87vknONacawaaRiJjeFoRyxlFZbIRptdmik3xlNGESyxgrmzhNvXKmxcAW3Yobas+J8+TUbypDrAWdJ9ZYAbCgs55YVx8BMB5vbkZARbPkFJLGfCyUNtEFYT7XLkD4eTS1FuaU8w22UFgnpAF4ohnaYFNOhMVIuunxeWpTDOgan1q+WC6TH7N6qNSW9XbaZMrtfCFFhNa6LN37w35dt2YDq8LpzLTSCF+AUnotupjitd7d3ZODi5e0m9JkdO7Op6PNcvqOqOwvB8GFZ9lTHGsYPUCvWURwugIQ84xKQzM4/0AD1HZ2d/hBnEaAHsfsEb4XKObx1pZdARYb83lmNlxkNr4qdNRJyp7rNJFEbBvsHg6np0dJHbB6TixhWvNIcEBbyd7TDlxsPqDxxDQkUi2Celnkmj1jUSjN5B9/9eJj4Zaj1jDi1yKzBhe2gMOFDwvAcmlNINaZV+twAG+IwTnqhO+sm0RjI6I4YcVketp+rV2XjTWPQIZYeQONyfTCijJDbVM7GkMBusuMO824Xptul2HDvZJ00q6tg7VzGyKS3P9Wv7fXGl+xsO0fXIzvj92kTrkzsu49Yq80zmM02ig+ibdrH/c4eoBesxiNJg9Pp1MWntI2FuFtwpmaz2Pr+vKXv1IWMdu+et812/47kLf6IQcXaW5w/mFeVi3bsQOBdZm8kpvGAayyqd4VfweN7cnxoSkCNPNF1x2OgUIZQAsAGuL3c+O/netEqAJDm2Wga85pQ9qpNijJ47y8SrN200ZX5n3BRSX+HgsQaAXtxMtStsmGmVa37BwoYHI1cuM8v4xUkBv9F9acQ5tVoy3Aqet6oWBVJ3pDi3St6cmRcS/cbhWNJOKKitb4dLFCn7VcU4RuhT8DURpGZbRp0uPYYiAmgePfxb2+XYqoi2iR+ZiujkYSKwjiOu/s7MmFCM5XLl+xFvGWZv1i2TI7G0WsySi3LlNRYB8O5F3vetfBz/zMz9x6Zt7pffxxogfoNYvRqLgfsqrGvJQTDZ2yKOMOAxta5AUPPyJ7+7tmHtT9jXfxPNU72UIwbwgFFmbYBijIrVub++f3xXa4rmsDDQUf57Lpo1E4fxmSeVEnxLVjBLFp1yr7okwuU22xWLaLDLdoc2ktp9MiWWunott66IYRoH5cYicSzNJUh65Ko6BFlURtjTJBHfp4jlhAjIbxLr0myQ5N/Ry02CdG91C93epoLqcXmCW7t4bogkiKJNx5rYNVUZNWeYVD9kkwKZJUzrni3Hhxh2rj7sU45+BSOz02FjfQGvv7F1KDkB7faZTV90bn26ImTvqab25uviJ++dVP4m3bxz2KHqDXLOK2/n4Yq7sKwG0kfWvs1IEaBBXy8AtfaG5pRolwq95todtaFQdZrpkpp3i0IfGitRW+MtMxYzxV1XaSt/nsTAFRJGmfmf3WOlKJBbBgZkW5tlWX9GbOzRq1MB7ZSoWcTejabrEmFHhjjE0TDVqhpJe1WoCqlwRAFhk0JopA8bE0KVxLAyd1l6tCrby0ceA+CoxGQ9ZBp0iqRUtdCFUSGKybkRploxh0QompXPxnftum9no3QHLaIdFGwRezQnRJlKRk0dmKme54eJe82ymJZ9lB9dnif1M+X7Pw1trydWcE9c6FCxflwr4O53YqhdfWgTnz6e+ZWqfafb06qtYC+UulB+i1ih6g1yzKcni1Xram0cVvQmeGY+GDXF361S4bcX+OkDmdEVYaIxoFyBqcqH7gcxsayw6/YMb9rVizSpDZdMrbwJdYs0kFZWRq2kgRUicbzOU5w88WDTSjsHFjoVaa5UjbziN0yxK+FfDCMMlZbueKrG88nrATD4CKaSP0ibZ/g8GYx6SDmyk56CaH65M1NlS3JR3CqdeZAp1m3xW7JuGlrEb+XtxT7lgnv+g62FqR0++b+HwbdpvKckFdA5eVdhMGG2HlOwwx8OM11hdNvDN01Y+kNeN8t5bNbFaw2qh2t9Miq+6ScrFmFIzKis/rgQdewG7BYDUAfX8Ye8FORy1wZtL5hbtqheZTg9LOKzxyj9/effwJowfoNYvhsLxczZd3FIXYIp0yoK5YiE+Yc7IK5AYotpfOraUsc0tOqgBCAh9+6M0reVnpSClvA86MR25NPof/0aA+V8AHn4nuQlUlaGdgbh2NVAY0yo+GFo0fjQ0NMEc6LhTKOTPzhW4YdENdJ0e62VyH5CpPXXJW3xCgDz8QAx29PoWB8IKLA+xV1WhIr1HNNnedJ6h89JyEAc7JgRm8O/l3o5CWpjTxVnX3tRajGGRlsWTjC7NoBcXci5+567ydLhI73+4aNzbhxBdc56hVcRNsIdLHym0osIM7rvfBxYty+fI1+nbQp9oKfj5Vps10yIF7nHChDe7FnfNvXCRCoP91/MW1u/ZG7uOuRA/QaxbDwXDvtJ0b99jpXd0JjWEFJ/2s5ilb8hbpNrQpQy5s++yg4NpeHobb7E7JgN+XuU7HJpg3ehxOWTHNNCR94pNbBOOjhmpBygYNtUilzhqKikYd8yCXm0wmafYeugG1a7ERZ8qRFdbxHDDeyWcpLuc6m1D12UHmJmGr2SiT2YSZSn9nRvo4PsyFfDoL1ByqbgkyLsfM4KFdpva49mYgBerafu/junBujWfGfsG7ogD/n92aleq4dTCuFmW7wa0hLaBsirEdgxY5i06zbVlvayCc1BvScdxFKiTqaLJXvPLVVK+0vtA4X83nkDBZ6aw/ksEH8aXD/z+ez5W79T7u4+5ED9BrFvEDvOETn53acIMj8W4z+xA2jVIDtU3b4IfMvIzb5G9hTmfBTOM9C7PmhzZTXW5jGSeMgKiZZeeeAi2kcaNB3EIj20a3oARyxuywa3UMFWcONmbSX+TMkN3YiF2AJlOj9iHUMhzDFU6HSfM8Y6ad2QICE/rZdM7j1zHjFdMX83lY88pixcCe16lt0oBUVWLUyQ85mCfI8eKEunDn9Hk1gVmNZroNNdDSXd+27bLOlDRbgc0AzxcLhzw2D2U6qUSlc65eMwqKv0vl2ySly2wAcLEijXMpHEee4Ws8T0wSf+GLXip7uzvm3+FF3o5zdhng6o6InH/WURw4/3zlvEXfZwd36W3cx12KHqDXLTIZUcFhW2NXSSD8qzcdqATLecd8JTOWtD3ORUHTOxNd6+zuaamtmFvtQl3rbOq2m+CjwYMGnxjoWiqVAbvKpq7SfDwHRBYXxZUFym3itDSTrVmEhBIDXHJEJRYVtbFFtAAZNJMlYFa1zVBUVzr4eMBPI8vy1AHpzTLQJzdNN2KKOwX6XogODxDzYTavat9pBKMTECjcOVjptcl4MfOs+51L+PRCW9HODJycCvJM27XaXYNJMF+N1rTnbXqd9G6aMed2TVIm3Grn5nC8IZev3CcXL17mtdcmnY5rzlb9t4tP6Nhcff+sADUfL/OBD8Ode/Ke7uOTjh6g1ywi4AzdxxnBolOrXHDiQNtut41/yk9qgU55YwV4LzaRH20N0DGiyZx/OUi2UtMiZLxtu1gpHjZmyI8JLxcU2Io8tS635vNR5qbY4Hgs32QLzf0V5Ft7DG0SqZbLtCh0I6m02w4DVaHbTjRD5RabgR7LOHCdxky1d1A2hbmz0eLTiocOgJkVWpMBlShlpMW7rgjnk0i8ecdd7JyLzvzeTIY1Q219oTTeP2XaBHbTSadMXBJou/+2GP3g/ygBTGO3VI7XxoXz2oMPycMPPaKzEutFWpR1IbDzEKVV0qCEFWAubPSWP7dUQMZ5hNyljeN7867u45ONHqDXLSJAu6uZZ0DadKDco6sF/MMu/kG1LCjLfQaeZsWVtXRr+P3aBEalGfurSiBLEr40Xqm1LK2lIpkNJJr1RRC05pfJ5o6aBmWFzuZDQwmM9QcD5YSXaqKkk8mDDAKnlsvJyZEs5jMp6D5XMsMl+JikTWjks1DpH4qYrSpH3P2uayaJ/y0WCXzwWD5my6mI0AYrLBp3nEviqX12ok9BaY1PZlET7nat0hOtdQtmNr+xMdc+9wRR3xBH4jYVZn3RCqbyAPDXTZNAkufnxVlbPLhIxffBfddeIC945MURmDPzEGntdWyNos5022EsDK9BHhKNpUoZW6DzLC2OnMNYOMC7Uqjp/TjWLHqAXrOIH6xBcjzzf9IV/8S+Tw0LIivA5KAunazL/y4hFYu4Nbdj+BBZhGbNJula4UJpAlQMqNvl1pwqjiK1i8M7WhcEp17UiEn1x3ou2vbcUJa7rPWY6hntBkZL5dKtcOdDCRqjKaqqMy/SKSxNWkRWM0Jtye7az4tCm148U9VrkBJgv+Yr1zGnF0dmTS7tHQ0lmYF20Sk0sq5tfTUD74z0zbWOj3fn353PTrc1pU7OIQFDue/qNbl06ZqM4/cY8Bt8uIG5AOqxTJ5nU3XsNNPOgE1CEtLC68+3k/iJ8tY8Ztn7caxZ9AC9ZgHZMLJU3xJ7QwTCwaANDka6ZSdn3Pp8u05X27VEZ0mzrIDTJlALK49N+0kAU9NYBiucUn12eixbW7sygd7ZgHCxrOLfSjM/EjrDAQgVSJWiITjWjRX4NPsVM25qat3eAxgWNNI334vGJoNnatLPWYl5ltqdWxoXLRLvCttQ96P2Lr4idBpmnAeyTyoyjCvGL73YyOviwCpOB+iUlsTjGuJRscFrozRNZgtFieuL52gTXtyXw1vu4bet7e+SaKqCC2GeirNi5wt1xkMPPiT3PfhCTnNfzKZmK9sk5Qx0y3TRa2sDYVWOtK6+oV1spg1LIt17ITjHLqmZKdOthGu5/2PmHX08i9ED9JpFzITK8AkZtGd6n5gRexaUMrKs46O9wMii1CdkdGEFwN0bQrPDPBUTg32S9X5qfemTPHz4q4/KWi51sCm7AIOa0iuw5cmXWouFatzE+Xw8vA6lhaLNFwTt3NMCpU7/aNm2LU7vrAyq5XQUe/5eIMU1qF26xp9d1dCRT5hgAAAgAElEQVSyWAnFCZUfJt3rCmydVtm9mPUaeJu2NwaV1HH7OfD2LOIpjZRoC6NNvJC4WjjUH81CNVP1Rklp4VAeeOgRuXrlCoETvDtleKbM8VCqxZ6s0RfeuMRFqMjT6++Z+ur7xzNqPV+tzOprm62u132sQfQAvWYRP1CFgw44XPhCNG03z7OjOUTlXO6JbD+nYmJQ4Kl9RmBepEkn9kj8/9QMAWA1rfMqYOFv29vbcvP2LXRlcB5hvZxRlXF2OhXMMVRKpEgda8iiOZ9vOiUAD0ZjntdivrCJKzrBukngqsZIOtqpMBvRruCYkx/GGK1GKhQLVzL/Ince1T2fJemIg3HrRalzBofD3PTJHf+OY6MbsLWW8gTGq5fJOw1FWQqVC5o3yYo0moU9K9BJ4vYt67X7B7sDXkdMiVnMFYBf/vJXydVrDwqnvZydoG+dmXyWmkw6/wy+D9LuKU/gnHstwuSY6vzXLerwQNFFubHahYE77kaOO/QAvWbRA/SaRaZdC8SFyjyh3X/DpXcaqy3gXSeaHqQDVy0ahvR9l31pJxky09TG7IoQQ6IEBhGgxqORHN28SR2uqi5UPoftPm+eN9Tl4nsvcvpYpzkH3eqQVsiB62VlHHKXhbam6sBQ1o4j1eyypcJD+ejEpSag63hV/WqZs93Gtb/6PGyai9FG9K62y8Xp3isNHnmW8s50PYnVvnsxPtqFG6ng6Auo8bsKjC7wIK/Ex8Hii5FU99//oBzsX+TEcGTMyLxV3Vek5+E0V6olrD5ff52zzvnOF6jKJqk716wGSsZH2/1BQ7m/Sg7Dlj7WKnqAXrOIW90ipCJWljIdRwLbzPK2uss1T2CihDrMcfKHdFmg6nQ7uiSItwR7gc111LVoT197R+YFwIXd58Z4U05OTmw6SEhzEcGP4phuLoTH9048LW525kUUg9WqyEiAYUb+HBhrCoekLrBsGVy4P/fM3PHECpKrnXEJwIyacFrGFS901HMOPnSe0krd1NJNfJEOsBPYZ+mcCxo+ZV22blxyZlxz03oDiUga7xX/truzRxfC+649JNs727w/FmI2vIguAArklh2nYqdZnNr1WqVd0gLUXQI+L3Lmrvqwc1HWxpcL82nh7qrBDqO6R2/rPj7J6AF6zSJuu7M866rsCM9+nfpAuIY1E+8qbFh4cj+JTzRy93bxZJZjmWGzymGvZM7qudE9Xm5gO2BhcEmKA8DSkpfNbPRTlppifMipctNLcSqdmTQy65VcLYi3WitFonah6svRNdMo3wxJXmjajtLw65MogC7z9UR7dRJJeszQgXhu/s4h0wXCs1/ez70r/LplXTEx/X7ldSrzbjiAvlDK8Y/i4oYBvRcvX5aLNNS/QKfAxmxf0+sqzmhkicYozD7UdxTqx9Q10nirt55j99oHl10GL352i67n353yhoB//sm9a/u4V9ED9JoFEiodHdVNR0Hww5r5TL8ObO6Q2Fnvcqp3pSKjgb1lX/jAutLApXmegLbBi2fdIqGZm/py4Ny2trdIReTlUmbTczk/PWWRi5SBtSzjwDozscuE/UFWvUD8b8nRzeQrDs4ddaFeFFB4tFTCdV16+vduz6BGQyJhZRWg2qEsu8c2iZwWL2sDWp5d4pFDlhn1wXuQEvIFzxUj6HbEczf7/uQQiL9PNjbk/gcfJi2EqTegG+pGk9TTkyMbONCIGxrld+wGnFkx+V3TWkbsjS8ZM2Y8fXLVot2h3ZPzb5XK8iED3knKY+R2rcxbZVCUp5/au7ePux09QK9ZxA/ifFWD/EfKNk51eHrKG2Ud98rbdNM7umxJ0m07GkDS/+vdVnjOFcWBZ+CpqSIEWopqZ2Et9XJOEFssF53ETOQO+0tZoVTa0LU8e1YqnwDGnfrAJGLSjeDKxMGr47DTqabrFlbOW2kbnWCiBdE8L9ONPeHNna5YAXpyszowMD43U2U4BbVCA/l1Q6dfPiwjKG+zuHr1vgfitRrT6lQbW9ILmBYtXwxdC40dghR5oll8ndHr9YnPE5I6LxR3fHm6kLJat5A7/qZvoXhdxLL+Ij/6ozfs49mMHqDXLKqqvjEYDB5IxT8HGpPPrbrarRb+OrDxySKSZHOI3LIvz8rYnWhNIszYG/vwh9XPeUigTG7ZmkhUchffPPH421sTFhB57GN0Bs45yNZBntmkFTfVjEiphyZRFKxYJSDvFiTn3nOjcGqqEBw8c2vMSDSQKCWhw3JXdhFOb4TABYSZdFHa0+hM9jNF6GSsJO465w0gWZfxO79bmwYc02Huu/9h2ZzotcB9R8MRzwF8O1rYydMHU1LktviE7vpmtrPQbNwXp46n72SDIRVhVYYoOpTB3w/6B7MDyLvnaM/BF0m/PGxkCUqf7Oxs3/6Tvl/7uLfRA/SaxXR+/ocRQF6tP31i+ryS1cqqcqFrQOCXFQ408+nPn5h62f26hg7vUmtkBSPT/QgXiUfRPzoYAFQyUh87EaxGPB4KiVpErBMdcMczcdCxx1jVIafHzjIDtjt3CF5ETQoGtk93VIePfHJe3YFL5xZqFn0nJ32n3jypSOycdbagFVJNhQGQ39zc4uQXADNMjDAUQIuvbeqU9Pvc0a3YhiRlvKPO4IVLLw6Lt6m3qrZYeb1dhx7ueLFWX39bdrBrgOom6yDfPUYyf+8E3zE1/076WKvoAXrN4vz8/F8cXLzw5sPDQ5lOZ/wdM920XZeV7azSCObeY5mRTdPwCSumiXVNbuJgybbqIFEv6JFOMBVCAnkDQAKs2Y+GYmVb71lgPMZoNKQvNKd7oDhoGm54MMNzA7poemLUS1ndIbTWWt1JySRxy7kNbvX0PqwCV+a3C3rulnl6l5y2LzsNogU01y6nDJ0PZoqIJqzMXIyZMdvbhdaqAEi0X29OtmUSgXlra0tfG7Gp3/VCzpazFVc7PY477BUmd9OFwzPb7I6GGt6+9VmKXQOR6/TYLRo67boTVas7pUS7iFE0mbdzd0uk72j4isfHg0ImZs8o0v4fn8Rbto97GD1Ar1lcv379f3zt5z/612/duCmz2YzFMN+SEqALV0woCEE2pkNNGx1HhTFM8FBWrzbz1siSVwZBeoXOaIJKy8rCPuQrlIZmuVbpb8T00uaHUXR+FMEKazohxECSAIOiXC6DQSE7W9sGprlMz09YQARoQ7lxBuBeaU0neJkCQa1P4eFhBT1ksM7ZdoyuKTzKNASWE8KDGhx5V58W4bQw5xK63DsA7f9x7PHGBsF4b/9AhqONuOBMbC6j7gwwfPb/b+9KgOwqq/T5732vt6QTQhKSdEJCOiyWFCDKooOOjFLoKBalUy5TYs044zAyowMoJpghZmQZFqXUokYty7JqlBKxXMYFdChkEcViKWBEEkQSzALdnQQMSXp9795/7n/O+c7/d5yqUcnSndyjTSed++67y+vzn/ud7/vOcHUOXV09bObEkvDCs+SaZygGNogvjWssjIy2eWjINXfCP05EQRheC+iqYJFRrhk146cJnkiTQBmpYhRPN7H3oKyWDPcj08+R3KtcFYc9M3qov3+p/4cL//7uNWvWHIBPeR1/aNQJeorFNddcs/0bt9w6dOTcIxc8OzCodDfJpmU72ohqZ41gwM9UsVJk1plu5AlgcmAwKB3LcM8yNhwTLNZjbFZIDMrgSF3jgIdHxz38woMloti2qf3U0Y3pd1IBhmQXGBUze3v5dUcEOGBsnJeUQg2T+Ls6vnU0OwW/JsicnS1Y8Fa2AbV5zh9qNPHCSCoxzg8ccxmE6zVZhwQVtu/umsHHHbwvwoxHx8fYYAZHyban4zxqi+crVvtgSbuTad9Z2F5hjPDV0CkpuTriGdTkoi9KOLQmO/S1CP4ogVcNqIrnBCocY+waPW80gENglg7EMbFEpgiTGO0vCTQf9eh6qvOubtEz5d5cxDoOetQJegrG4NDAp45dfsKn/8d4y6CfEX932uwRbquyIVBxKp3KqrW2JIuijDg0ZtEJalFaHcpVsA6Yjb/UwsdlQx5t1oUI4hNhOOQ86go2nKjM+X0g5Sap5HksVkhKmYo8SGhizaribPR0qdDCcfMxUNKGR4YVkpB5hmFuovhkaJVOxMZJXHXCdL+RGwwQjjssAjyMgISOlvEQgYKbdaHqlPFa3Uy1Gxvbo0Wo08WuJddTp7SGcwnWqYGW1qgWjcAHZ2MlLwIfSaA5J9uilAG7nqIUHfcmRFsHDvBC0REk/WNy0fQeitKxiMnW4f5FR76wuAUOukE+Hs1DwCYUq2qDtvBU5fF/nmn43MBzF+2rz28d+y7qBD0F45JLLrnxB9+//doqoTVb7XZspmVQrQG+mDw1Q3xvykgT8z7xKobDmiSFkiJ+LI/gXqAKrfxypXm1WeHXsKnZ5MgqwWhZCYUdTXLIc4rHRm5wy7w4GIvVBh5XhV78KpgtogtMSDMh4ZIm2zA0tu2EQYHmZ1fZsMozNkuVR23NuAgzeIWMhE8cjjcXZaP3Nm6KBwt4CIDCgpQpKyZnSClcJ548Y5xibQMYwyRX1kuYVUi2jfUSSMQn4VrIk0JLbUHJKmbhwUtiNp+NDM1VZwMasNDJmhXl5kawc3hNbgwea6A62U+rNbbuijX/esd++CjX8RKjTtBTNAYHn3ukSpJntovY2EuJEKbwy+WR3NgXDp15fJfX5vqo633i5eCiBSZ4x6X6bPBgVd6fSxzuPLmELYHK0CARNA61ui2TEVOSjKS8BkQBEUymZv5c0WbinZypZwawbq/JsCPP1ctaze8bov6TsVmlYbQ4tgBJlKpsZCl58nTgKTI8wh4DdMHXSXtzsBcttNEq59HQojQ8sTRsgcNAV4Zy9PzhxWwiIRJYRZ5cPC4vJ1kbcVVtyoMOSBcpiGZInwrKiNVDzJSpmhBiHeDzZQKxCOsGTJLYaAz3e+eLL3zopX9i69gfUSfoKRq79+z6cl9f35kDA4PG5tibBuZRsfpoAoSKVKTLoHIVCZ1Lk0IZp6ogaaFSCywIxi5D0iviBA/BRMFvLrh5JYWbMj8UswAGLVanzvyhZbHwClloc86L3wRX7tr4JLYgbdtILkwpkUrVGbbNRvOF+nOQswsEWbyIYVQxSQqDBOWd8qmNFYNz1yeSXC1aDe8G28OT+nUorMCe0XlsRgasP4+ScK5+gduD/qdPDTg+BdPVbMmLq5zCTpkmeLkuYcaiJl7lvQNHxrmY/MiXcREmgTycS/nh4f45Zt3Mnjt7y79fe3XN3piiUSfoKRq7d+/+ymvPOvUL1S9nY8PGZybxVXlUEUniK2HSE/7j48BRe8y2Dr/XRCxwQ6YuZtpKlKq50CpTE1FMJLk8XpO6zhExhlua3weocoKd8qKg9LcAdxaaGORLjfLbLTsnUnaI8vus6SniFE1uCpuiOiZNbjhvJGLShYD9mSUrhdp40qLGk8y9DNQNP2uwBNwzbCFNxEwZGYIt2zHkmWHd4Vp1BFGKNkmzxNoTi1CwOeXBuipAwZMF2CN8j8I55mAmiyy73W4ZnIK+gcAaaPzKORvObfJ1NIedPeEIjFEYTVMPj5vGs2fNot5ZnZfvv09xHS816gQ9RWPt2rXlV7/6tQfmzj3yrGee2aS/2FHUwKG/fA7z7KB+I33MdwJIICHYRGtC5c17MyFF+lXCO1ofq1ngwMkrmX3o9rK4TMyV4nFG/xBLGkaTI+P/Al91pqtRPnCJCt7Hc7TEjMeBKLVmbNxLKoQhFB7yU8wc1wqGRF4blEZ5KzFpReESIkpnRco1L5W3nEe4RpWLDOnwXERUxzo5O0AuWYmTtHunV0wX4AbACOM3y9mk8whloov1ZH0ypCGHOjD2I5zdD7VaZdin/cLHP/5vX/+TP6R17PeoE/QUjq1bt1z+nve8974HH3yY0PABVmyCDqsayRpKaZLMQJfDo7KDPzGmdHimTBdqD1pAyOGTak3tR3lgbKaGRUVke0hjsdDhtur77FNhBBJihB8wpYWxaA9JMyZoAxV2OgFFvDPCe7Z1wkiUfMtCAUm383i6CO8lOHTgR2PqCDc/ibQRmseqEgsVyUxCkcZLog8VdoBWuGGq/OpMsXlUuEjwcJJj2h03eBt2z3L1Lin1BYHJ0ezoIJeccXhtrrS9IoFYGGqyRZB4MCyG+sIrBDg0bGNFph4bu/K2spj2LVpY/dP49fv+U1vHvow6QU/hWL169c/uvPMnQzN6ehaMjAoNK2K5FBuCpBUn4Rc1GrSHadlgQQDK4P3gv5rcS232ZS5LKi3ZB5gH/NhtWKccgCgM4zBT27dzCqE4K5JFsRgXF1sE+B/V21mxZCd4jIyXCpu60pp+k5p8elH2drZz8UCkmtXhr6gnM2umIsF6hiHAJ+d2qE1IbwdcxIQnqNxT2hxX+wbRiPowwBuARMCA4W0V7+HJ2nq/CJPCQ2WrmHJDMXQ0BiV/++T8y+R+TWaxiIIyMm0IcJTCXIsWHTVy0T9deMMf9kms42BFnaCnePzqV49fedoZp/3HPffcF3/Z0PzxYiJfko+exkTMN46DZdvWOHRcNTb55612MiU72HiyoMOxICM2DwXDdT5Wue0yUvOKMuXYehurlTrV2QqgXcTQBPOqRmyqb4fXpCTbqsu1whl4HRadQtkY0TZUKmblL4joI9NGm+5jYqKwhps0CwNG3Zgk8IBgpCxk7FYYyMrvqEkeMvjx8bHq+nbo/lWgw0Np8QQhxzQxOiq9AjRsFU5iLrbCI+HetVoykqyoqvOwURDxOIVHAAF1d/fQ6OiIPk0EEY2YUDkD4SNbJ8Tk6S7RLQ8LdP8xx1QvKb6wzz+sdezzqBP0FI9LLrnk8zfffMs1K/qXH7HhGWkWxiGwWhFr5RZCBA4pVg28AlNTlF+rCdf2gSSeYLaohAXzlMQj06SjjNz7yY/PAlXEKjgyDEKU4nfBrIIU//VwQRUopPQRmwau6tBGi4/pEOsYE2Ovx/jUXIh/rosbZOAeFbytR3i9VuNl4kOi14zhDpfQBBn+yayCBksD1TnUizYUV2X2WhAz64PfG+58QVPfjvctHHNgsqR4tLD2nHK8E1m+NngnPQEJrmS4eVhER4Z3PXTRJ1Zd9id/KOs4YFEn6GkQAwNb/+V97/vbr37h81+m5194Qeh0ofrVx2LxN3byi2uwhVehSAidvgIWBZpHDmOcpNIuuQrMOAPAlyNErn4YnHRVeu4sqZFVzMJlzo1CVmAUF5ElUpjUO5c2x5LkSDLqiSb9GxkeC6c6ORbSBiFFnFUH7CFBotpGAy9EUAhyks1y9cPA6kARIvKZLSxwysNCV+q+wEE3Ook+3GQuUuUwIRz/yXJ9L1280uYnA0U+zlQE1JEuIMKs8dGdTqGhzOFpIs5pZHzaxQUgKAbHRvc8cu3115zxJ38Y6zigUSfoaRAf+9jHvva97/1g9dKlS16288WdCeaIX9qEWZEkxLSSDKbspUIaxq4gwSPZQ6LRTKauJNVnFkcqCZySVNlZ9MLIdII4jHlg1o9mIerQsgSzIvWQKPWpACyUyLjAudiJAT2HQEY5vvyE4GNyAgMkmj7lKugotZnqEuaDwiUoXAnfE5iF0gRZqLqyrYpKsvewYbtokjpcT4o71nvTZoOr3M7X6SKBuZBIuIS75fE+0mzEYARHcMiT6xQl32oIpTn/xZ0vPH7LLV89/Stf+dKf8jGs4yBEnaCnSTz88INvftt552/s7Z2Z/fS++02qXPqWMTmsmUTeZgq6pOmHmYScCrQEFtaG4+Qq20iSiPCGVqjYv1Z1bMqUzL+TkUyiFrRmmaZlrgS9DDXl5NZo6BTvhImhrJACo52UPgh+NIQsJew49bqgQuTFgmIlbuZCun9ucqrsnaH1EnLo2LCElN7pk4XTJG1siurfG8E2tC0+HQBdUKk7h4rZsdmSHli89jokgTSZN9gXpLSkLxg9KQuDCMNmLSkrgwPXQIYBZ5yA2ROlFUde+UkLlaft2wfX3377915RGyJNr6gT9DSJq666atNnPvOZVW9601s+9eBDj9Dw8Ih06pFIEkw2/HazyVDmTOxhJdxkgDlW02g2GSbrbRtAB5yYhSMWsWsiq9xYyi2dKN3GaXOSrMpNk0dKipDv3pp1QBwQIKLZ8RiTYS8Mea+ZjfGkE88S44DvtZVWnFbB+8IocNgPrq/9HIeVHL/hwCmeL1QZFslIss8Iij9w16OcHvuNTw24lntDP3gvYchMvq543x3bB5+qkvNJdXKeflEn6GkUl1566advueWWt5x99mv/4tFHf0mDQ9vUyQ6Ptgk04H7/9fzrW0Z4AD+UvCbKPVDVqIjTvsGHZg5zARMfqRalMQUoQkQbrlDuAKp1ndodc5lnDw0IP4yRQGSVYazefaz4nTOcWKCbCAHYKCeDcJGsnFWpzM+2ZqRLnjgo4sVsSuSYb43GakMNmzhBC9AvY7Oct/cC/IHmbeBMB9iIL4YTHD8uFCVXyQDP0SAM+DRvkUAq/K5ZpnhypowRivh6UeqC1o7ni6i237p108a77vzRy0vgVHVMq6gT9DSLp5566pxjjz1+4wknHLds+47nNcmhhMQ3B9KaVV6YuhGtSCdncJN167y+lJmBks7gBa80r6SK5i2Q3FXNNxlDxhshaUZcGYq/RNqir8Pxx33g/QFPAIqxitprsww4LNqkWSzXU3ydf6TsDsZrUbnqe8O/Gf9Nq2NTdlKEl1L1pFOT/fiEstf19l4nhutCo29hi2zm4rFMAsflXG3orLOjM1gpxPZtg5uq5PyyOjlP36gT9DSLIAFfuXLliaeffvovTjju2JPWr3+Kq0sk2ElP7iWSkajWMN167+RreC57UpSRnkWSAjHduiwLM/hh9ge8pw0+UMMfhRnAnAB0EP4tb0RWhUEKjmwggDmuoelJMeGJNLuMU0h8AsfoE0SuWDUSMiTqwMmBPwccfLJ0XraDhFuk7InE22m+JFSuMnwgNDrBFIFDnFXbekbkIxUu+FxDEh8bobECF0y5oZJ33Avxr44CJE3iRTHJchZPG+Hctw8Nbt2wYd0J1Wta+/xDWMcBizpBT8O44YYbhqtvJ19//Q2f7erpujiMjwq/lBNj41ZFg6NM2uRrNCDMaFJefQ/G80iqaIIJjllqxZ0bRQzObgxrtOV7WcZKlI2FPEY6kSUjwxvQuCQRYAiNzhnOLHhsNKeXJltHdYwTNiwVNXP4u5j+Rzoa6T4ybYzKxO0Jfh0nYpLmpBgeNayZB2oaJ2UnsEbmVQ6uNqgZpnezEX8m8u9wzVowOdKqWutWSNkbeaY+KYA2yK4xEnZI1oWL1wDyc37SAazEDcs8uaZiMxruZ65NRsHG+WLwojI4ODiw/olHjt+0adP4fv0g1rHfo07Q0zhWrVp5yUc/uurHnR2N/xqfaHcK7UpZFeppAZ/lVpXspKqUii3TxOGZCSDVWp5rVakVrUxiKaTqdUmpTT4KXggycYVaXGZVXUg0hY8VKhIw/CTgqSGeFsT7g52n4NuZJR6o8dhv38zniWLyy5RiB6aHbAN8XpCEWG1mLjYOQbuDYT9p4vZYmLxU9EWplXzYf1MMiXJ1Fsww8Tvstdp3KyRb2J66yUo+PhRNxNKMrO6VSsJ50gqJ94hc6ghZwFgpR4PRXKNik3f7jqFtQwO/Pa5KzqP77INWx0GLOkFP87jxxut/fMEFFywaHS0f6Fu89LiiPcG+E6i2siRJEEUVYrCb5GkalhCjvwdP68jAsSWWgU+U42bHSS5CDsZqCMm/lAf7tikEwavO7O9AAAwDV8oZ7ztAFzrE1bExfltogPZg74Wq5+PkF8iaUaFD/BHOlyvp6vyg5sNoLoZdMqnifYo363GhWufjcDIbEJBKBr9nr08WDPvI00mZCkOIjHftdeFCkYuEzYufywkjvSDjD3J8wBUhQrU8Xj3xmAufNYUF8pHFyNGO7UM7frvxyWPXrVs3vH8+bXUc6KgT9CEQN9988++qb8e//e3v+srChYvfnzMLAdWkV5gjph0RkkQc1OlsvlTcktK5+BE/JAeIWbiYlsRTajKUmXziroZ0mmFgqRcsVp0wYoJCgxPuduQsqTN06rwNX01xc0wvEXw74tTxfJTd0Gqp01s6e5E4WWIydrRqjdvIsFhv5kUuWQTYayQxbHIu+oJkav/Z4IWhsKYqMGZuUOo1Ce8dfDeA76fNA0fR4jVEmByO+0N6/qRPHvCS3vnC9hd279pxfJWcd++zD1YdBz3qBH0IxXe/+82/e93rzvlhf/+Kb3R19zRzxZFLwBYeZviZNepYCZfFx3kTd1RJKSjdFCfQJluojL36SUSVYngFhgSE5NFKq/G02egBVeyNH0v9a37SjpRRkpmHBW/HbnfJtBAP5Ndbk44paa0JTn5FWxaozCuVD+507ZbNNbREm6gwJ7MoIhQCL4twLWRWYyb7auDXyPOi0+AKuAgGeDZ5G4skmYlVweZVgGMyxd7NY6SME2ziE4gk6FSQE3a/4/mhnc9sePL4J5544nf79ANVx0GPOkEfYnHffXd+5/VvecuyOZ2zHli4oO9obp4xQ6CwiterTJgndRNZMzCkgUKZDZgCLk0wEW2w2TzLnGVauPfSwCp0PFVbHdgMMwWhgaBeLLniRFPL5Zkdt1XJaCjmkeEB/w+uvtPmIKh5zI6QqrZEYg+VZgM/g6+IKgRzlYF7QAoNM4DiqN6vo6OD2hMt9YVW9gRjz02+XkEpKMwWwDY6nSV3PIS2ye8NSImMKgdKHw+NzZviNhj228i4cuflJoiC9NpgASL1dw7bCNQkUM2uXTt3+WIsJOfn99NHqo6DGHWCPgTj3ttvH6i+LX3b2/7qm32Ll71TcNWME7PIpBMfDFIKWlvHQmkVafzihH9rpj5aTZIOhUVTcO/voBTruwj2raOkuDmpTcJoHarvrTkJkm+vuK23PQEPQMLGOCiKcGvQhc4AAA3uSURBVIFi6aAFGg1RB8dibFiIMmGQgPHR1qcOTKzBwoARY6h8mdrnnM1KFKvTnFWVwKvlqEEf5JPhBbBdjFslHGxHQ3UeqI6FDq8NgeajMDwaSj+UBujExOie6oq+7Lbbbtv+Uj4vdUzdqBP0IRw/+MG333XWWWf/zYoVJ3y5s7ub73VUB0qY2MRFDDdV4XEFaoKMCJEw/GH83ej9DF/mWEdLpFAH9g3WBbpnhpKb0ATSCzQhFSYALS/Zb2YwAE5KdoWKGu9p23pvrAqryiNKbQkbSVzOPTcqIfZBtqioIX5IrKDJxZNXBYzjBCyNUcdQD4z1zTAquU6QfxOuKhqYDJe0h3059vJvfevrA3/AR6GOaRp1gj7E4+c/v+c/zz333Pu6u4/4xVEL+47CFHA80kdzfrWqLKIrXiqiYIpaVWXLDD5R2LWLxC1PTfJDgShuoULRC5Fzoy5j1TMPi7Vp1aWyJBzDAZg+4hQvL4qgsUDlqRBDhupfEzOhCo8LBhIaKbsBFXSm0EZrQgybZPyVt2SeqaQa8ElgZ6CBqCC+Hp8sLuH1WemsqIdKE/vibT0gmjgVJbPqmBjmYNm3QiTOy0BeWMKikQmvjSA7f+Wpp4ysW/fLE2+66Utb9sdnpo6pE3WCPgzijjvu2FgljEXnnvPW2xcvW/6mgH+CxTDZ8Ij/ZPQ1rzSx4JvBkcwTZHUbXOUS0YowPByQE8WAyR73szwRbuj/yMfKnvSYYFs6WTGoUEUsXAm+1uaDjTrcSTWP/Kt1OH8xxVAhD+wD1WpmzwB7GR1ponXJ3qR/l8VzD5eiEJZHBniGRIkJvnRkyijeDIgoaSTyIqRMjsBBB8Rz1Py5NKOna+zpp5885aabbtq0jz4edUzhqBP0YRLqZPbm17/+nA8vXbbis81mg0u8wHYIBvqcPkyiTVIwqkiDm39KJgg/K2ysVaEJCphzxtUzy5+rnzebPfzaMEaqhLF8JkpAYS7IsRnVjDSh+5TapsfvhSXCvGxRnRAlYIqIWpS1kTQfw59bEy1Orrk24WAlCjaI4cOo6F2DoLDkRmkeG5PNjqZxxqGMdE21M1WaHZgzDgsMV/1Jw1RxZWFtYBET98FQIQdlqExukWsf/u3UU06mM854xfDdd9912o033vj0Pv1w1DFlo07Qh1nce++dN73hDW++u3f2ET89av5Rc0r1gy7MbF8hBrATKDb4mIaXQd4cucehYgyVY9EurNHHSarE0//vJyKx8kSgchTIgdklZmAEFoQeGzyVqUx6mM6KbDnOUlWTyj12sXLldzNqnVb6NHn6ihyP0vsc2WIRjq2li1aDlYAlL3DgO3OSDgeVR59sQuMVxkf8M8+iHqmOowNe2G/YZ+bANsmrirmHFi2c7ycmRr750Y9+5H0PPfRQ7a1xGEWdoA/DuOuuH//q9NNPX9C3cP6dPmv8eSv4a2TAVXPGmUs43+FxXoemBhyahTAJLQ7WmY1mblWn4MDa+BKOGRjMke8bsyoF02jpFUYIgMEGrXSzmM01SWOBkGNDU8+SpbJNmGXBU0uilzO56CktWLWOwmqrZae+HpU4GqDCovCqUCyMZcIOgFh8zDDKaePS23mpnIf/LJBHWNAaNslGqI85e3T0L19GJ778BBod2bXu10/9+vy1a9c+vXr1qv3/4ahjSkWdoA/T0Ers9eed944rFi855srqkduZAVLC4nDKVijLmDjZL0KpdhBPwDVPaGGFsQ6cd5MYIpKYJ3sxFwotiHFRrN6zZP+M6RaFHlrclynuwLpw4rqXK14M2bc08OKkGWNulF7VhgGKiI5wwOkzw5i9CUyEgSFeGE7nQgbqIGAfTFfh9zL3vSxW6yQLR1gYO5p5wkQh6u7uolm9vdS3aN6e3/xm3Qcuu+yyWw/0Z6OOqRN1gj7M44c//M7VK1eu/O+Ozjk/qVJE77PPPifKOIU5QiYpdKq395L8IKcG/JB6TIdHdM2hJgaJiLBWvBB+GBNDqm0W06joQ+YnJrahykuOOG7aRCTbzmYUJtt475KEX5oa0FSQ4IC7FJ8uBZoIC4DuLyTshlbLIAA2syZNFII6YC4k+NhFIeIeTvgN4V8zDKRVdEezSeh+Hr1kMS3uW0T9/UvbW7Zs/vKPfvTDD9166621j/NhHnWCriPYlz707ne/e8Hy5cfeN2/+vFeNjozSi7teJEmokR7GchenVqP658Lm45UKN6j60HmTllsCBaWPMJZK8djwGnNmU0GLy9Wak6yZxtCLj3MIowe1whCATZyzBcDLDrXK578YewUJ1ShxjiadL9gh/IosQjPhKzRWwz4m2i2zHYUvCZ8hT+n2EYumzKxQ+XhV1t7d3U0zZ8ygFf3Lyh07Br59991PvT/YyV544Qf2812vYzpEnaDr4KiqtWBPeVqVHK494y/fuOrJJze4LVufpc1btnAi4YGkKriAhLtQ7FlHCBLUg6XHYFShlgWvaDamKNMmHZp3kswKE6bEqeOZsh+46mU/5obwlJUnTcCfKQpv0uGtIZqhiadUNlbosXTbm1FReiwhnMutoSkQu7OEz2ZQGPNlq4kk4aLUyeEqS28FrD7PCFL7oBRklCMXjvmypUdT//JjaPmKpfTk+vU/eeaZp9579dVXDx2AW13HNIo6QdcxKVauXPnxq6++7scnn3zSjxYtWtAdCt9nnxvQcVnRXtSKYQ5lITjBVkGpAB8Z5IUQprDTajXlRE/ep26k2xdlaYkzIVnH16PxR5En7XUXGcE9T3+gBbLf+63IxSnhqMZxsmE/jWiuhNfz+yhNUNgvCttkpMyUXPcplfns2bOod8ZMeuUrT6Zt2wYfvveeu/46NAD/uLtUx+ESdYKu4/fiiisuv/fyyy9fsHz58itPO+2kd75x9tl9zz036J54Yj1t2ryFq1hutJWZwQiQhAvOS1rlUmw4hj/KxC3jLHP9a83C6N2BBpux0ihXB72owrMmpfwlJmhUxFa5tqgR8HIXVHgd9lqmDJKz7fhY4E9isEymdL8oBZdpMKLoQwM1PFU08njeAvGIhWs43q6ODjrxxJfR0Uv6qLd3Rmtg4LlfrV//+AdXr1794AG4nXVM46gTdB3/Z1x33XXBV/jS8HXxxRd39vf3X3TGGSdfcPbZZ528bdvzzbvuuod27Q6bpHMEqz83IucZBvOuofgrqxPRPFP3O4UQghtdaDCaT3NIy8GVjkQenvKUxXBfZdyBylfAQ1qmvGRSvgoVjhuessdSLVGZqmyGTnG4AZ+DVt8wZwoLRaYybB5T1WgKiyXAI640n+awEDBFrkrGoYoO59h/zHJ6xzvOo/HxsZGNG5++s0rK11dJ+f4DfzfrmK5RJ+g6/t/43Oc+F2bbfVa/6BOf+MS5/f1L/nlsbOJ1jUZzzpatA8yEGB0d5aRoJkMezTipoktNhJk2DCWBM92jqsqziGMrIwOwilM82qTZDLW0KW348Tta9a6NOqXAicDGWWWOBcWpm17EnzPbD03y1JBz4NFfXD03WEQSHADZJLRaXDo7Z1BnlZwX9y2mefPn0hGzZ45v2zb4s9tu+/61a9as+clrXnPmfr9PdRx6USfoOv7ouPLKK++ovoUv+uQnP3nMsSuOvqxKZecNDgwtHRza7sYSu0yufBWt5XmDFBkUTEHLnFafEUMOAQZIatcpKkMVoJSS2D0aeSoDDwk/JNJAZ8M0FbMcDXBKQ6htnpt9zUipI5pkWZppZWxTwjWZyz4aTJEbmZhgWGT5ksX06tecQfPmHel37Bh6YMOGDZ/64D++/zsH9q7UcShGnaDreEmxdu3a31bfPhS+3vrWt3aeeuqrLqwS2gUzenpfsWd4pGNkZIT2DO+h1kSbdu/eLRWrTtFOBSalcqYBb5Aq/5jWByzaybRxXxYJNU7xY5WGc8UcKHBkmkVN4kTNjk6mvkGAwnJuDGVVDDv1jxbptXCZOzqa1NMzg2bM7GEhyZw5c+j441bQ3LlHVuf14otbt2554PHHH7m4uh5PHqx7UcehF3WCrmOfxW233RagkJv0K1TX58yfv+jDo6Pjr8uy5pzHHnucxsdHRcwSqtNm+PhJguXEWLrYZNQRVQw+lN44xDIjUN4P8xR5kzKKTVL6XpzCIval4scMYQumn0sI9U6PrUrKrfFxPrzAVZ43dy694pST6c/OejXdf/99dwwNDX3msccefmHz5s2PfvGLX6z9MerYL1En6Dr2W1TV5J3Vt/BFa9asOfrMM0/9yMKFi84/cs4Rx4xPtN2OHTtoz55hGtq2jb+H4agB7hgbG6fRsbGq6h4nngSjtLhC7TuDo4VNRFHqX65iEW8gBQVHI6Kqmi44eat4pF3SjBkzGArp7uripNzV2cUjrnqryrinp4f6+hbwNkuWLA6Jv10tCuOjo6PDw8N7fvf44489v3Xr1suvuOKKRw/Wda3j8Ik6QddxQOKqq64K5vLGClmwYMHpnZ2dS6vEuKxv0bxFRPOOci6bV1XJRziXz240st6y9N1VJdvV7Gg2MiEh0/DICA9sDYncezKMmkyxJxGq7dDM66yScFDqhRmCoYnXVf39xV07q9w/PlztY9f4+MTv2u32jqq6Hqiq6a3VzzZs3rzxN3v27Hny/PNr4UgdBzfqBF3HAQ9lhfzsj33dpZdeuqBKvMurr2XV15I8by6pEvyCzs6OeR0dzTkdHV2zqwRc5eOent6ZvV2zZs1qzps/P5s5c2bwWPabN2/a+eCDD1y0atWq2oCojmkR/wsX5mYFcCo4DwAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>