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ZZiPP ARIES380 (ZZiPP_ARIES380.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ARIES380" ShortName="ARIES380" Company="ZZiPP" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>235c8047-6e96-45ae-9b44-8ce1e61cd01d</Thumbnail>
  <History Date="12-04-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="18-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4b13056d-2b1d-4b44-b3ea-b3c1fbb928ea" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost'" Dmx="255~255" />
    </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="4~103" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="5" Lowlight="4" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="14,15,16,17,18,19,20,21,22,23,24,25,26" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="27,28,29,30" If="'Colour1Func'==3" />
      <Else ID="31" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~14" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~24" WheelPosition="2" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~34" WheelPosition="3" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="40~44" WheelPosition="4" Colour="255,255,0" />
      <Function ID="6" Name="Opal" Display="'Opal'" Dmx="50~54" WheelPosition="5" Colour="255,255,255" />
      <Function ID="7" Name="Pink" Display="'Pink'" Dmx="60~64" WheelPosition="6" Colour="255,150,150" />
      <Function ID="8" Name="Ciano" Display="'Ciano'" Dmx="70~74" WheelPosition="7" Colour="0,255,255" />
      <Function ID="9" Name="Purple" Display="'Purple'" Dmx="80~84" WheelPosition="8" Colour="128,0,255" />
      <Function ID="10" Name="Amber" Display="'Amber'" Dmx="90~94" WheelPosition="9" Colour="255,100,0" />
      <Function ID="11" Name="Light Blue" Display="'Light Blue'" Dmx="100~104" WheelPosition="10" Colour="0,128,255" />
      <Function ID="12" Name="Blue" Display="'Blue'" Dmx="110~114" WheelPosition="11" Colour="0,0,255" />
      <Function ID="13" Name="UV" Display="'UV'" Dmx="120~124" WheelPosition="12" Colour="180,0,255" />
      <Function ID="14" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="5~9" WheelPosition="0" Colour="255,255,255" />
      <Function ID="15" Name="Rd/ Grn" Display="'Rd/ Grn'" Dmx="15~19" WheelPosition="1" Colour="255,0,0" />
      <Function ID="16" Name="Grn/ Blu" Display="'Grn/ Blu'" Dmx="25~29" WheelPosition="2" Colour="0,255,0" />
      <Function ID="17" Name="Blu/ Yel" Display="'Blu/ Yel'" Dmx="35~39" WheelPosition="3" Colour="0,0,255" />
      <Function ID="18" Name="Yel/ Opl" Display="'Yel/ Opl'" Dmx="45~49" WheelPosition="4" Colour="255,255,0" />
      <Function ID="19" Name="Opl/ Pk" Display="'Opl/ Pk'" Dmx="55~59" WheelPosition="5" Colour="255,255,255" />
      <Function ID="20" Name="Pk/ Cno" Display="'Pk/ Cno'" Dmx="65~69" WheelPosition="6" Colour="255,150,150" />
      <Function ID="21" Name="Cno/ Ppl" Display="'Cno/ Ppl'" Dmx="75~79" WheelPosition="7" Colour="0,255,255" />
      <Function ID="22" Name="Ppl/ Amb" Display="'Ppl/ Amb'" Dmx="85~89" WheelPosition="8" Colour="128,0,255" />
      <Function ID="23" Name="Amb/ L Blu" Display="'Amb/ L Blu'" Dmx="95~99" WheelPosition="9" Colour="255,100,0" />
      <Function ID="24" Name="L Blu/ Blu" Display="'L Blu/ Blu'" Dmx="105~109" WheelPosition="10" Colour="0,128,255" />
      <Function ID="25" Name="Blu/ UV" Display="'Blu/ UV'" Dmx="115~119" WheelPosition="11" Colour="0,0,255" />
      <Function ID="26" Name="UV/ Op" Display="'UV/ Op'" Dmx="125~129" WheelPosition="12" Colour="180,0,255" />
      <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="28" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="201~255" Colour="0,0,0" />
      <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="30" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="140~200" Colour="0,0,0" />
      <Function ID="31" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="29,30,31,32" If="'Gobo1Func'==3" />
      <Else ID="33" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>386aad83-d1bf-4752-a604-c16f6c29c9a9</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~9" WheelPosition="1">
        <Swatch>d3e6744a-adc0-4e7f-b562-0b1aefbf6c41</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~14" WheelPosition="2">
        <Swatch>38d9fd06-b0a7-4305-9922-91a0dbeb2b56</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="15~19" WheelPosition="3">
        <Swatch>7f57c2f1-0c34-4498-8d01-4a4b9b1cae60</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="20~24" WheelPosition="4">
        <Swatch>68785b23-9060-485f-b679-d236d7c48eb7</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="25~29" WheelPosition="5">
        <Swatch>25ea455d-ccaf-47c3-a9a5-d5d96a730fa9</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="30~34" WheelPosition="6">
        <Swatch>64fec7cc-3cb0-4005-b54d-6d84611bcf00</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="35~39" WheelPosition="7">
        <Swatch>56956879-a349-4067-8247-8e70511c2500</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="40~44" WheelPosition="8">
        <Swatch>c3f8385f-337b-4524-b17f-26d8dbff089a</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="45~49" WheelPosition="9">
        <Swatch>c2c08673-cc10-409b-9caa-72f0f508b44d</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="50~54" WheelPosition="10">
        <Swatch>0cdd4388-64b7-43e9-84fe-1f258047fe45</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="55~59" WheelPosition="11">
        <Swatch>5f7b6743-cd20-49be-92f0-f5fb9d53fab4</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="60~64" WheelPosition="12">
        <Swatch>382a0f43-b838-4fab-a6d3-0b8162dfd2fb</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="65~69" WheelPosition="13">
        <Swatch>b2b47881-b167-4dae-9f43-195d6920bbaa</Swatch>
      </Function>
      <Function ID="15" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="70~74" WheelPosition="0">
        <Swatch>386aad83-d1bf-4752-a604-c16f6c29c9a9</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="75~79" WheelPosition="1">
        <Swatch>d3e6744a-adc0-4e7f-b562-0b1aefbf6c41</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="80~84" WheelPosition="2">
        <Swatch>38d9fd06-b0a7-4305-9922-91a0dbeb2b56</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="85~89" WheelPosition="3">
        <Swatch>7f57c2f1-0c34-4498-8d01-4a4b9b1cae60</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="90~94" WheelPosition="4">
        <Swatch>68785b23-9060-485f-b679-d236d7c48eb7</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="95~99" WheelPosition="5">
        <Swatch>25ea455d-ccaf-47c3-a9a5-d5d96a730fa9</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="100~104" WheelPosition="6">
        <Swatch>64fec7cc-3cb0-4005-b54d-6d84611bcf00</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="105~109" WheelPosition="7">
        <Swatch>56956879-a349-4067-8247-8e70511c2500</Swatch>
      </Function>
      <Function ID="23" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="110~114" WheelPosition="8">
        <Swatch>c3f8385f-337b-4524-b17f-26d8dbff089a</Swatch>
      </Function>
      <Function ID="24" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="115~119" WheelPosition="9">
        <Swatch>c2c08673-cc10-409b-9caa-72f0f508b44d</Swatch>
      </Function>
      <Function ID="25" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="120~124" WheelPosition="10">
        <Swatch>0cdd4388-64b7-43e9-84fe-1f258047fe45</Swatch>
      </Function>
      <Function ID="26" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="125~129" WheelPosition="11">
        <Swatch>5f7b6743-cd20-49be-92f0-f5fb9d53fab4</Swatch>
      </Function>
      <Function ID="27" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="130~134" WheelPosition="12">
        <Swatch>382a0f43-b838-4fab-a6d3-0b8162dfd2fb</Swatch>
      </Function>
      <Function ID="28" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="135~139" WheelPosition="13">
        <Swatch>b2b47881-b167-4dae-9f43-195d6920bbaa</Swatch>
      </Function>
      <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="140~200" />
      <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="201~255" />
      <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="8-Facet Circular Prism" Display="'8-Facet Circular Prism'" Dmx="128~191" />
      <Function ID="3" Name="6-Facet Linear Prism" Display="'6-Facet Linear Prism'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="20-Facet Circular Prism" Display="'20-Facet Circular Prism'" Dmx="128~191" />
      <Function ID="3" Name="24-Facet Circular Prism" Display="'24-Facet Circular Prism'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~192" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="191~128" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colourful" Name="Colourful" 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="Rainbow Filter" Display="'Rainbow Filter'" Dmx="255~255" Colour="0,0,0" />
    </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="Lamp Off" Display="'Lamp Off'" Dmx="100~105" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="200~205" />
      <Function ID="4" Name="Reset P/T" Display="'Reset P/T'" Dmx="210~215" />
      <Function ID="5" Name="Reset Effect" Display="'Reset Effect'" Dmx="220~235" />
      <Function ID="6" Name="Reset All" Display="'Reset All'" Dmx="240~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16" Id="90824589-d8b2-47d6-aa1e-755465deae6d">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="329aaf6d-6c91-4c02-8f4f-584412221f55" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Frost" ChannelOffset="6" Wheel="21" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Prism_1" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Prism_2" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Colourful" ChannelOffset="15" Wheel="9" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Colour1:10,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="8" Name="Ciano" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="11" Name="Purple" Number="9" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="12" Name="UV" Number="10" Page="1" SetControl="Colour1:13,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="UV" Number="8" Page="1" SetControl="Colour1:13,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="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>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" />
      <Palette ID="7" Name="Frost Full" Number="47" Page="1" SetControl="Frost:2" />
    </Group>
  </Palettes>
  <swatchLibrary>
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q/WL78loffjt9D4d0FRdAKh0Q2m43ipa7pQmYwbU0XSRmrXhwIi1a32bO7oW/fPlZ11yHS1AbtXT3UWVJKtoFVTtCCIJIyVs/YQFJMpcFreEgnHh0dhlKJk6fpmksoh8nK2lzk10GBkfT4yDCE586GajkPmdQ4lNAHTU4Qp/Uc9WkQzhBa5KyUOQlbYpwWezOsqNE+iHnVVYvr65gnjXIIngVgCh+2h+NWH33sN9qHL7roh+vWrSvdeOON/310fw2FdxsUQSscFF/4whei2XzewIU7tF/U2Lk+j3rmla3BCC2dzpM7IhINwaknnwRWMQF7hvIw67iTKQ/Dz/5mdM8As5SGUnaYVeIm2eAwzwM3U2JV7+BAPy3QIdE3yCSWzISWlzITmncijvbvhLaONkgnajSbMJNME9nbCR0a0OBazJ/G1A+/L8Aq6LJIxLOIzPE2ShmhSIg+I0oihtcLmVyaXtfW1kHSCja6xBlJ4xDcXzOSPmPpaT+86qovtz78sIoqVThyUAStcFDE4/HTevf3czLTXfWrxrsCsbosFCokZ3R1dsCSxQvhtQ3PQHPbDAhHY4yc/SQPRMNxMKtxqESaoJDqh0ImBYVSmeYVjo2NUqWKf+Stlj5pV5dho7LtxI2iHj20fx8EjpsNxTw7AJQrtmuE/hhD40gsbPvGDfj8XsgXMna4k25oFJqEcaiBUJCClXDbXnY2gGl96PYoV0rQ1t4BuWyO5I7mllaos5dvfPnV4LKzT/0528yHjtLPofAuhCJohYPC4/F04aw/1GlFvx/vDARaRmMEaILPazBC88OixSfAnO4YZPIVaJ/TQzMDI8EodHWx6rluQTHDiNwbAn+kE1KpAg2W3d23h2QN1LVNV3NLYzYHjzB1poHrYEcnaRZkEsNQnNEGCUb0srI3xSKmx+sh6QIX/EjeqFboQCCh6xbs3b0PkuNj5OX2BwK0UIgEjdp1qVSgfauyP1xIzGWzkEomaeGwrqEVL3LhunXrrlRSh8KRgiJohYOCkVqr9KvRQpspiFPoBy2smvzYRy+FTa+8CItO6AEfpMEyQpSNEcDI0VgEwpiDkUhyWaFehdT4OBTyCVZFJ6GQK4jxVyK3Q9MaudkFXvUKkiZNWad9QE15fHiQVcE5kUfNdxC162gkxj6DlxLsgox8i6Wia3sWI1hGujgRvL+PVf3t5OSwTKzmqxBvaWdkPAYZVl3nclno6OiisVqYiJfP5Vgl3QSvbd4Cc+bM+elda+8uezQ9wTa7jx0QXi2Xy/+5fPny9Uful1F4t0ARtMIhoNdwIRCrSVocdHmb8Rp6oGf1HActzRFoY4SVG30WAtFOqlqDQfbnC0EukYJKMU+LbsVsGtJjfVAuZmlEFmrElVrVmUVocqJuKJjBEmFMvG7WPX7wRGdBU+cSyKX6oZjYAcmRUSJsD6t8kaCxLRyrdow9xZIYPc9YTVeyFbAjS9nniTe1saOQh6a94LRwPBOoietzwhEKX8JFUNyXfDYHPXPnEeEX6PNUYHx0HHbt3I0NM/5gINgdCAS6Y7Ho2QuPn/83P/rRj4a3bNlyzgoVXarwFqAIWuGgYLycQ9dFKpURjgb+PxdLLN4F/Trs2voyzGbEhYFEv//tflroC7BKNOgPsifWoMhIDtutq9U6jA7vQ+GY7kOppERt2A4b6yL3WdNksr8w9Gm8XRxlFl+8B04453pYevJ82LZzBHZs+hWkdv0UDKsCmsF1Z/TY4eIgpthVa7wpBSvjSrnC405FWh6O40qPj5LFD/3Pbe2simaVfyE/QC6TAquWge8B+/wF2P76NiJ6uk+GQOn8Dw9WwVCQquz9A/0Qjzd1fuiCD2wTqXhPvQ0/n8IxAEXQCgcFq5oT4XBYVLUmEaacOYiCg9/ngdb2TogGfRAORaFvMAnZdJo6+iJhHco+L1WyZr1KfuhcapTkgwRO29Z0YadzpnV7ccCs12BEy8ixUmeVLVreLHKLYAGPi3OGrwla2tphVlcUxhNF2BNoY2TK/meMBA1O/nR7RxeRLKKttYWGxuJe8yxpfj+SciY9yi4rtAiKZwuVcokORvlsgVq9ad9EJyTuMBIxVeSskg9g4000RpV/OjUOyWSKbS9DJJ1vycPjv/2t96pPfmL9jTfe2LZu3br80f31FI4FKIJWOChGRkaea2trgZ07BfGJAa/YEo0kHYnGYdbsmfDKSy/CzJmdMDCSBh+rQH1eHYqZcSjncDSWDzRPABIjg0Ry4+MjtIiXyeVcMgYje0bMZy2cCRe+92R4aUcSntjwElS0KhGqWa/ZRrtKbhiG+nbDi4wk+4cTUC2luPZs8n3kcwjDFHiUz2bYvnipnTtXQH7kpTPKG7ifBbYPmWSCfNCRSJhV+gUIBEOAB6V9e3cLzZ07sfGax8dzRLDVfObs+bD4lMUwa85Myid5+ZXNsH3Tq+wAlaA5jNgQg+/z3HPPBRYtWvQD9vKPvy0/osI7GoqgFQ6K7373u9nlN92SZ9VzWHbWhcIRRkJJoq1UJgu/e/K3MO+4E1nlW4ZMoQZB9D77feBFexurRGvVApiVPCNLRqSM6NLstV6Pzw4zkgj7vfDB9y6By6/8BGR+9kf4/ctb0CQtJrAASRToHzHrZdj78r/AwPZOVtDXoVIaZ6V1mapjCm9iz2pnVX2hkCPCbm7GSnucSzQivAn/w+7BbDrFSLlI+npraxukUilGtgVoamqigQQyrQ/PHnR29oDuDh/NW4zBzDmzoKdnDjQ3RaEYCMLsGTNhZHCIXl+rlIi0x9mZwquvbYYLPnjhFVddpRsPP2zWJ/maFRQOCkXQCocEq143sgL1XM5VFvmKQXiMt23byWjRwwjoQ4yU8lAo1yHQ7KfoT95xyJ3TqDXX2PViIUv3lbC6pK3LuphV0Ow14UAM0nms3BO0OEdmPtNN5CaYpVEoFRgRaq8JoYLXxabB21Ni8RYIBkKQz2UZmfpIJx4bT9ryhxwYQN7rKuZyVOj1kXCIJrAkGWm3t7WS7CG7zdFlYgD5wqlZBZtqUDLp7x9iB4Ii6esjo6OUvIffT73KrYn4uROpNOx4/XVj2bJ7/5pt4qGj8qMpHDNQBK1wSLBq+BexWPzcxHiCnBJej0HVMXbgYXRnb18//O7Z1+D8M5qgWK5BE6ug+aRuk4gNyQwXCS1GiNg1iN2F44nkAbO6i4zkfv/KXnhpz8/h8eefhUIp30DOvHvQpIVHTUxdwQMBUi7q3JS7wfarq3smlIsF0Nh+zuxsY5XwfhrNRQt6YjuYNY0ujLpZo8+BLJxOZxhJB2FsbIwTPr1G40l41KijQ8+sGdDeOQM2bdkMA717aHpLNBZnn7EGYyPD1M1IzTaUBVKjgwzKKC+/tgnOe985fwmKoBXeIBRBKxwS+Xz+e12dHWuRwLgq4QGfaJlGvTeXTcGTTz4BM2OnQ43xpwfX0kwZkF8nMiyVeP4F2taoAncFISHwZqZQhseef5HS5ZD47bAk4Y2WLeD2aCwAO4ZUjriKxZpokQ8JMs7INsvIcTTBo1ItDNYjkQTZ3SByBgp/KpMtMJVOQmdHByXjofcZ/dm4cCiTSvF1UfYYZlDj5yoU8mD174d0Mkn7jAl8mGGNk1n4gQTE9iswNjoOLc3NS47uL6dwLEARtMIhcd999w2vWr06ube3txnboi1To4471HirtQp4GAllWeU4OJwhN4VGi4jSz8zDlTB/GUkLZQUewm9O7N+m19TqZbrO+deyiVgmz5Fdzt0CLsmZ/YeLe01NrfQ8JNFw0A9btm4lJwa6QDTgNj0wdD7sFqtjRrSok4e9XigVSzAyOkbWu4GBAXpM2gm58UODXLHMiD5LnwclkCL7DrA7EVvf0RFCi5nI6BofcIv7jbp9LpvBM4e4zmCappPkpKAwBRRBK0wJRjJf7Zk9674dO/eSFxo77sLhCC34YRVbrRRg775+Vkli1SyD8FHnNSkHo8KI3KqZdBuJDURWM0F2poAzBVySrjuSA2cJ4o06dRQ2Sh/oee7omCFmHAINBNj2+nay6Um5QhPTX3TNY781LujpwoqHb45t3OjSIP1bVO12lyO7PTY2Drl8gQ8SYMRf1cvcn02Z05aYewj2a+m92WWxVIL9/X2wevXqs9ldzx7Bn0rhGIMiaIUpsXLlyvtvvuWWNXv29gVxQQwT35CgsXUaJQIftlWHvbTIhgTW3BQBs2qRTFCjJDkdykjSuMhnWg3Fs8tpZ0PTeNqHZDu85fejVOIuPnn7OcoTHR3dpI2jZowt3UNDg7wJRnYNkodb575o0U3OG1fKfAwWVvheIMkmnUrbO2aZ7ncDdtZQYKTP8zxIY8c2dSR9O6fkwO8OCRoJf8+u3RCJRJeBImiFNwBF0ArTgt/n/0Mg4LugVi2C4fEQ2cZicUgmxkmPzqfG6fQeA5Rw8QwT7pDI0GOMFaxcqAORNkeVJ038ZvR2gPtMVJ/yvf3oodAp/c5N5yhHdHTMpOoat4VkPTo2wg4UBe6mqEstW0wI17i7BMUHHtDEVWmshnFf7UB/t/wt5XIkWpzFiG3vYjoLShqmgVW54Wq40fje28cXkw5SA4PDcOrSztOP4E+kcAxCEbTCtMAI9V9nzui6YNeuXiJbw/CBz2dRnGg6lYBnXxsAw4tTUvx8DmCdN42YgnxxUc6ypLTh6MsihsOe0uJ+TBcEGYl6IZuXz+VVMFbw7e3d7EDgoQ5HbILJ5bOMPw1yiqBLA6eg4D7IA4EptG88gKDVTxOxqTRYFni2SF1kUlOcqtgJWRjXajgfsWSHRtHkFzwjMDjR2x/GHisgZimybaayGWiKN733SP9OCscWFEErTAurVq36/jXXXvfgzl17w3hbEy3Y2PDR1t4J46xyxVZprKbNcIjsZjy0qEYVqiS1xtmF1gHyhvs5RI04ucUwyLYG1GJtQFNTGzRjeD6O4RKlKkaD4vsjUWN1rIkpKtWqRguFpogZldU8Ejhp0h7dXmyUkaeWtG4g7WpCctHkoqRpPx9ECzzfV/FZbCEaROUNVEEXCyWUX3qO0M+jcIxCEbTCtMCIrb7izq/6DYMnw5WLmPqWYsQ8Bq1t7dDZNQuSiRHo693HCFWn4bC1Gp7em1Sh4gIhHwRr2RO1pYaAnYeo01oiKpT+lSTNblbrdAcfmRWM8sU8dmCIsCoa3RY4ixDlDvka7PiThCpbrnHTvOI1ibBth4jpSC5cduGLhhY49/FEPB7YhIugnPzB7jLkAw34x3GrNXYFLd6zUq56Vq9evfS2227beBR/OoV3MBRBK0wL119/fbfX6/Mg+WFl642GYWiojyaOWCIHo7m5HbK5NCPpXgrqD7NKGoGPkVtCODBQ/kAYovXa7/cwgo/D6GiakVjNttLx2Ged0aNB7deRcAz6B/ZBJpsmq5/UuSORiBg7yMkT/0dtmR7IlNK0EGg7NSy+mCfbvkGTjhPdnk+oGXJii1NVU48iNZ9YNFiW6+YmSSaS9C3dFIQNjoXQ4hketJjIXost5+Fw+Ex2lyJohWlBEbTCtGAYxgzMp8DITlz4mzt3PjVm4MzBEKuWUQtGOsKAfvQGD40MQSwaZ4+FqJLkmRqamLAtJ2rXiSRzuRLEm8LwoYvPgLGhMRgeGIXBkSJ7Tz9EYzFWNUcaFiY5qQeIaGXjiG4Y4iDASRUHveZzeZu48flIqOh3ltWwzvbZEtUzOlMsoSkTbO1Fa/BrWyIW1b2syd0prnFdbogKGmWeRDLBvpPYwiP2Iykcc1AErTAtMPLpwkGv42Oj0N7ZBdte3wJLl55BOdDDGOVp8sU0vz8IPq8fPOwPg/BRgsCFO0rCM3Q+29Cd/Y+LdozABvoTUKnthqWnL4TmeBxMfYy9zk+aMpInbhzjRnF6OEoblpQrcBFQ1wQ5A71fihEhjqfC90DPNi4a4naQ0LGbkV8HIk/UtHll7BEyi2lX8DJaVTK0JStkAMHbvOrmBx08O9Dt6ls8hVfQJm/SyWZz0N7WPvNo/F4KxwYUQStMC7VarRPJDatnJL+meAu88vJLcPayc6ClpQW2b9Zy4UwAACAASURBVN8OlQqf/ceYmNrBUVs2aYQUlxFwcS8cqdqyALIZr3wNIlK0xm3fMkp6rscTtKUJJGH0NRepe7FKzgxd8wLSn9f0UEWL72sygh1hlTvupyTmeLyJ3Bk0qiqfo/c1aDHRQ9vBgwna8/D1icS4k//hNmprDtnaQ3PFnZKAdendlnBPBxOLijj4gO1r/Mj/WgrHChRBK0wPptlGFSa7mkolSNZAjt3w/B9g0ZJT4ORTT4X+/fthdHQUapUa6bQ6WdR0WngzvHzySJgRo8fnpdW0arUsqk/pUJM2Oz62CptgUEOuVPngViR6zW6j5l2KBo3jsijeM51KUtUeCkVIo8ZcDVxYRAL11rwU2oT343aQvPmiXl0E82t0oMDn8uxr4DsmWVksClKSH7jdKCIzWnS18EVGR+qgMV06t/NhxgdD4Cj+agrvcCiCVpgW6pbWVq1x5RWJaWign6aJYIby8889Cycxkp49Zw60tLbCYH8/ZLIZ0nu53ox2OFq6o2rWi9WuZjFi1GxJAAkOiRLjP3HIq0PKdZv8uOtDo7VGTTMp9Air8Sx7LyRfPChQYBJ7XTI5zkg4QNU1vhrtf3g/7jPq5XgAwOzqbDYNuVyGtuPx+Bzjn+ZYADVwKmbaV5vEOWFLp4YuuLlBhRZ6O54WYA6Jx+9tO+I/lsIxA0XQCtOCadaaUd7g3mDuekDJAAkR5YMXX/gDEXTPvLnQPXMGNJeaIZVMQzqdYkTN8yvwtZVKEQoFD1WuKFfgZZ1kkBo1kHArm2Xb8Og/zalcAcCuYHHhrUyTurkFLxqNs33JMzLm3Y5+n488yEj4uK/Y3IJZGxi4PzoyBPlCTuREc7sdVvQUrCQ7CBuo1iItnC8wygrakS8sW1NvXCTk+dPcrYJnBAuPW7D4SP5OCscWFEErTAuMMJuROKUUIX3EGJg077iFMDw0AHv37Ibx8TGYMWMmRGIxCsyPRqLgpQaWEsWOIoHKxpG6sJ/JIH3OfMLWpulOYx7YjClcF4CiOFXMKGegBzoQQOXAgnrehNmz5/CuP0b2eGBA/RpJuqm5leJRS5QhUqEsEY/hcSatUL4Gz3OWhwPHzCHa0ungZNmTzjV3bCrYKk3Da3XxfWHinRdDQxQUpglF0ArTAiPTOGVQyCQ64WLI5fPw+rbNcMopSyESjcI+RtJbUymyw7V3djDiDFFVahheRk68g6/uMqmZLtdEA9lZTuchv9RdTSMGhMJRGr8V8Aep+qYgI1Y5I3HmcgWebFcTlX4uR/5l3I9sNkuSCD/Y8C5DrLZlRWxaddBNq2FhEKGLA4ZsD5cHqQnR1nLvHalEyCD8s1qQYe9/zTXX+B944IHy4ft1FI5VKIJWmBYYkUXtRTMErX7xOjOTTsOm116B+QsWwKLFS2BoeIi6/fbs2smqaD8NcUWixlZsXJwjTqsI/RaI/J1tikU5nv/MXRx4iS4L7B5E3RhHWnl9XqqSMYs6w/548wlf6PN4a9yeh1o3ZVAXhNtilFfvsjmFAvktkkp0UR1Tazpme+iuxT5XEwwNza0LzhUHKU2fGGPn8hACiKobiKxxoGwENRaA0SPyQykcU1AErTAt1OtmxG6LBqcqlHyNjSGvb9tK8kZHRxe0t3dQ3jJOGikVi+z6uB28L1+EZIeLhgZlbTjZnmi987CKG1vKaVHR6yP/My7i4ctxe6l0gipjni8tq1lNuDDqYHm8VHFjlCjKHPjeWL3L/SV/ttDSqSNQZFhLvdiUVbQ4aDhBT4JwwXScHHbynQUuMVp0FvLGFhl7Ojo2ip+lExRBK0wDiqAVpgVWJTaZcuiqu7UOHCcDEmb//j6SG4KhIFXOHZEoI2AdKhW+oIfaL/qaTTs1ji8EImHKjAt0WWAIE1bJPNFOIxdGkh0ECvksETQfTGLZnYI8O0O3g44sq0aSAlbMdTsgg8sjlsh6prhRnQ/A5YuToqrGRUqLe5stmR8t99VeqdTsg1VDd7f8TtwCiUsuSYyP44LmAnZ105H7tRSOFSiCVpgWAoFQO1hykdC5X5K1vAvJGTsDkZyzvixVydith63WWAWj24JXqHW7Mw+LVROJ1OJODtKU81WopqrkfMAqGT3YdRHU7I4qtSVei2Z+0/442zZFzrPUr/mBgDJARNYGdTWK2YNS+iBQMSwPILJq1uxFzcZPbTXuiBuN1hPIZLLQ2trefth+GIVjGoqgFabE1VdfHW5t6/Bxl4KTNqeJU3euWnAiw8qTEuSweq0GqHrGx3O5rPASc0dG3eT2N1okdA1/la3WTsu1U41a0Di1RLOlA/48ssyBSRW3Rj5mPklFp9ZuJ2eDJ+rpQg7BjkY+bcUiVwmvqpGcLSFz6OIzONY/enPusXa3GPK9EpeNowflQig6Wdg5QvAw/jwKxzAUQStMiVmzZs1OpbN0vSFoX6DhutCYsfLFS3RP0AKc/UwhAogq2j2ZW94PLp3aJfzaDX0NAosjh3NStx9n26xzbYHb6OQkFNFkgoO40EttaTZh0yKhCPXX7esm5YzYmrs7au+gmOCFlvo1e69SucLORrxzDvFiBQUbiqAVpgQjmChWxdLR4PCPa9Crm5TEfTj1G4f9WSLOU3ORWkPw0BveH+c9ucyh2dcb9wUlDNPF8XwhUVbqfNIKyhsmX6QUn02MMBQLiI7lztmG5ToYiGobGg8cbped3ToOfNRWLBY75c19coV3GxRBK0wJRkoBmnRt3wGuU31x3WqoXYFLD3zsFVg8Q1m+lksRlu2OsFxM7WRcTICr+YM6C4ETsyNESw60hIri2o772CHS9ExRSRsuJ4cmuiRJHLGEFc/kNTvKJDDZvtndju6lUxejuw4GSPxlVkHH47ETp/fNK7zboQhaYUowUgpi5cc13MZTe0lMbveCuwuP1uEo7U1uTGustl3VLvGsofOBr9UaVb8HUrXFidm+bokDRENhDw3NIq634b5lIPmDDiAiiU6znAkuUo7g+60Jp4gjb7jHXrk/O6ngEwicdHnXFFrM045EoiqPQ2FaUAStMCWQoLHyo4U/mtJdh6ZYDMqVmojZPIQeKwiPt0U7laWjdhCF2SSHlXbbaaeCx++H4Y0vQzWbs0nQkTEkUcrtaM5SIkkPE2yAk+wQep7JFUL/53iaTZedjhYvMcoUq2q55mc1HqQsuTwqDwqa1riP9rtybx8l8GFbpYLCNKAIWmE6CNPgV1E1Yn5yKBCAUjnL8ymklxgcxQHAWdAj6QA78NDrbAkJxHLLIQ6JmpUqjL22GVqWLIa2kxfD8IsboV4qT6jUwXkDkANmJX0fipyd+3BBEFUXCmgCEFWybs8vpAkwYsxVXauLDGqNEumCfj6cNpkvkGebnCp2fodlyx6yIrdb5Nl9NfJkWyqPQ2FaUAStMCUYOTbxzGQ+0QSbPcZTaU5kMrzeZYFrqI5FyJAuWq8r1Pk3saGjEZVcjpH0Jmhbeho0LVgAia3bqAVbVuDSEcJDlsSWJmxGc9Wu7jrW1qupw48xtMFlDtmIQgNtaaAAd3+Ymik4VyMyx7yPUDDGHR4AwmttAdGzzg88Thoeh7T34b7W+aCCQ1lAFBRsKIJWmBKMvJqwgpS2ZJrnZ/B8Z82t0U54ncxR1oTVDbVlJEeUSzTpCJm0ygWoFvKQ2bELmk86ASKzZ0Nm715O51Jr1mQlLMnwYJw3md4tP5cp/NCWbalDzzOKNqZs09Ydix0+Jx5vpqEA+H6YL8JjUmtCl9Ym3Qv3wiJ2UGJO9o033hhet25d/iA7raBAUAStMCUYwcRqNbNxoa2hXNZcTg4Hms1tThVLgfkezOZwcdMEs4X0UhdGR8ATDkJkzkyo5nNQxNmH0g9tSXFEjJpqsN5pvKJuaHSBCe8n/ddAGdEUT0qzA00etCR0c3yqIRwoFF9arVIqnmxyoc5Dw2O/N9+mPGpY9gFNfjYk/kKpiNO9sZtQEbTCIaEIWmFK6LqHokZtzRec4teQHmf3/TacCpon13FZYP78+YwANXht02sNIUQOoepUIVtmHbK9veAJBiDOXlPFcKRC0c7eoGeTPc79jmIbVuM9/N4JLdriQIASBOZ+SKcKLoLKap+S9sSBB9P4+ABcfhCoU0s5t+7JLklH3dF4D7vYR7lLNBigQguFSNB738TPofAugiJohSlhaFbc5ItbIGUNALHAJyI46XG52ibtdqKElgQuoz5DwSB8/OMf3d3/9b75yWTa1nOlf5neQ2zDZJVt8vUdtGjYsvgkGN34Kt2niSOE01/oljwm058BJhcgeGWsg0H5IQVW2dPCYB1HYoXItYKTX0AsIsrmFfzPEDMMTdBd+Rxgf37pm3Za0fm+4dmD1+ttPQw/jcIxDkXQClNCM4y4KeJAtQn1qkFTuUWym+Z032k2eToLgl5WlVLIP6uEvYancPkVV/7zr375yGdHRsccEnNpypqYroJBSsnXX4fWk06CpuOPgwQjbKvupN81dBEeoEcfQJsNj1jirAAbcbBqbmpqpjFdqBWXKyW6nc9mRWSo8zreCm7xxpe6BW5Slt+SPF7JrBHp6MB5jex7U9O9FaaEImiFKcHIJGbWnY4/DXT7MTrlnzDJuqGnzsWIlvivWCyBx+c74b777ju5XCyc+9Of/ez4UqkyeQeh2GKdvSa9cyfEjz8eQu1tUBwesbd6kKU5Zwesife77XiOHIJxqJFIBFqaWyCRGKeKH/Osw9Eo1LCTUjg90H6n8R5uMM3GUKTGveb/NjbmaFAoFjFONXrQFyooCCiCVpgOInxRrJFwediQSTq00wju5HO4q0lR6tJ1tNoNDQ5416xZc3ZLW/sHrrz88t6fP/IrT9GV8wzyNbQZfnAopzOkSYdnzgALZwomU9zMoU1u1xO74+zXRGKW0MD2LScZMXfPmEVNLDhvEecXosUvHA43HEC4nmw6i4ETDhMN3hHZ3IIEbwFNIPf7A6GDftsKCgKKoBWmhm6ETcs1lkpCJtvpwmrHbzW+Vmu8j+dz1GHHjp1wzrJlf/25L3zh83fcccdVH3j/ef/59DPPQL5QsMP8ndeArXuXxsbACPgh0NUBVUbo9VLF5Xme+MaNTTCTPe7eZ4sWBU0YHxuFGTNnkX2uUMiJhcADe0vkyCz3SCv+tTiZHRZIgrbs65UKyTPhg+yYgoINRdAKU8OshyhPwnJIRhImLhBiGD+Ot5qsiJ14F2VzMBLctHkLfPjSSy7E+7761a/+ZMWKFWur1epNL7/6GmQyGZIUZOaFFFQk1RYGBiHQ3Q3hrhmQ799PGvXk6Z8H3tmookz0nHCSxkoeZyrO7umB4aFBmhTDOyZ1x17oSuOTXY6mfAMXOcuFQfJao43PrEM6k4aOznbfZHusoOCGImiFKWEYRsDt5bUkCQkJAwlaIx3abCDvieBZFzykP18owsjI6BzZsLFy5cqbr7/+2milWvt/d+7aBel0mmYJYiOIaU9SEdzHbpdHRkDv7ARfSwuUx8Ym2O0OrkkfMsZZyDB4REilEhCLx6B7xkwafusxPGIQrWxsceyBDVZBcNXs4oDmtumZVZMWJNmBTf3/nsKUUP8jUZgSum74GypPy5pQHZqMwAyo1holBTnxxA3KukAvcK0KLzz/vLbsnPf9f+zuj+Jj9957/99de+21GwIB/z/t3rPXGB8fp4ncKDWg9GDJ9mr8h91XGh4BX2sreCNh8kg3lMcTpGZtUiHkQDueJmyCuKlxRvwtbdL/zO2EOlnrao4EIxp03MmmExt2+P38e8LPXyqV8H3U/+8pTAn1PxKFqaFpPH1NShxSb7Wzl7HRw0+uB7frmEM2a1i2LxoraMy12Lx5K5x55lkXut/q/vvv/z4j6Rdj8fgz27fvjA0PDZE3GYfG8gksJnDjBCNc9n7l8THwhsNg+P0UqsR31/FiO8cHa5K6WnNxulyQxDMGLwSCIfYXgFQiQWcIvFXd9f8u9MHx9XVwx/XLg5Z9w7TsFvVarUJdiLl8HjNN1FxChSmhCFphStDpuG3qtWypQroikDh9fh+rdvOCvZ18jkZLm9OBiJVkrliEvfv2Rb5x7zf+/ivXf+Wb8jmMpDddffXVMxYvOvGFWCy2qK+vF9KpNM06xMYRgLqd+mkxoq8ywtPRY41t1w1NKm5JY0Ilb3OokCGQmFl1jGFQgWCQdOh0knctNjWH7CQ/+pN6vOtPvoPV6CuUjE0hSbV6HfyMoHEqOftcKrRfYUooglaYEoxzdWc6CWcd6rZj1SMNWxURpBigZFlIoELIbSBq+XJXAh0jrWefex6+8Pmr72YHgf9tukzF3//+9zGnYvGtt97+L3N7Zv/PF198CTLpDKs+c9SSXUNtGmUPVppiNY7XwbKcqdwCjQTtdPWJvaEnoDyDxIyVcjQWh0CAnQ2w7fl8Xtjf20vP9Hp9YM9RRB0dK/k6n6nIj0NSb3a9t2s/SAZiBxGKXWWvi8diai6hwpRQBK0wDWiau9lCehSQ7HRB3KgRB1nlmc/xRb2DVq7iH3mZzWTg+T9sCN9zzz3fYvf87cR3vuuuVX91xx13/PSCC87/zp7de1p27twBmVyBqmlcbKsLoubDZ01XJ2KjDux0J4KLVLkrIxyOQEtrK7V2hyJhuh2ORGHjH5/nC3tIxAYnVjnoVsotltTjLWk5dD6ze1EVD2iaofHMaTAhGgm3vPHfQeHdBkXQCofEWWed5f3IFVfYXl4JTnimIDuNiJKyLPJ5RkI8t2Oim0MOT5U5dKRFM9J7YcMGWLxk8f9auXLlP6xYsWLTxH1AGx67+Mmdd97517N7Zq8cHh7t3rlzJzk9yqUyxX/WRc6HZQmyFjspL6klW+w+VsvI1F6vFwKoLxsYHRqA9s5OaG1rheMXHEfNN88+9VviWnRsYNodCGnHMhsvpaOaPi+eA2iWncjHPzgQoWNqHl4iSRuGETycv5PCsQlF0AqHxCWXXNJRyBd4h5/lcinIJDhwTu2x0vT5/VTdYlWr24MIRWCS7SEG+368WmWvW79+vf7Rj3701+zmrIPtCyPo77CL76xZs+ZTi0468Y50KnXSnj17jf0DA+TDLlcqUK1U7VAmGT2qiawQdGB4PDw7xOcLgtdnkKzRFI9Cd1c3O0gsQfLek8tmv7t505avsucb1WqFCJVS7cCyK3Vbd5bfg8u5YZOzO7mfXfWyAwMeSPCxWr2uH/ABFRQmQBG0wiHBTvHjuZyILXYTjuUQsya0XCSxaDTGSLKC2gfYLdCHiMqQzxkaGoEdO3fM/OaDD/7fv//Slz53qH265ZZbfsQufnTZZZf5ly1b9uVFixd9tFKtzmPv35LJZPRkKgPZTJamn5A2jZ+DVa9YMWP13NzcjBowNLc045peJhgIDrLK9+nhoaE7V61a1X/DDTd8+bnnnjN4tSsS6QTh22cBLr83Xyik0pnLJnLaOMivTXO84+ITo83wmmuu8T/wwAPlN/qbKLx7oAha4ZBglWi4WChOIBiXviurauCjX/GSqugSz9UwKMx+YkqF2wHB70OXwzNPPwcf+9gVn127du2TN9100w+m2rdHHnkEyW2N+CPcddddF82eNeuD7L276tVqiDGwnxGkzmCyv5phGLVAIFDK5XJPLl++/HsTt4lP/NjHPr4KHRd1kZjHo1Qte8qKYyAUHYSmW8tgz9EtO9/D9T3ajedI5qxKZwezaBO7OTzV51R490IRtMJUCKDGKxfDYCI5u0gbCQmDkCKRKFTwNXXRqu1ukQawiUoGDVkm16KL5TL84pFfwac++cnvsUp24Pbbb3/8je7srbfeup5drH+zH/bzn//8j5555tkg2vlkgJI8ONkHFXqmJq3QTichVc6imrZ057tCcq/LuFZ+L7aPs4oeI0cVQSscFIqgFQ4JRq7hqtBNnX67iVekPxrIemfoJsSicZ6rbJqiA08HOUBW6tGOy0F0JDKSzueL8LNf/EK/4iMfeexb3/rW2r/7u7+75Wh91hUrVn7npZc2fhwXBPEzy6YTC6CBpOXntqTODGBPK9csfUI/OX8+H3jgIFcsqExohSmhCFphKgTkAhnBvnA7OuRCGI/TxIU1lDl8YowUvt6gdmn9gOxmqd/iJBX+PlVIJVPwox//WPubv/nrm3/84x9f+NRTT73/SGu199xzzzdffvnlL+TzBTEUFpzqeRK4feEkgwCfEm4r7/Y/QMcvlEzscxB2USqW8fvwH8nPpPDOhyJohUPC4phQPcr8ZNOVQWEJixmvsyvlEoTCEVY5ZslVUa9VwRMI2nKH3rDAZjlVNKs00d+Meu93vvNd+NQnP/GeT37iE8OrV6/+wG233fbKkfiMDz744L2vvfra323fsR1KwoFiL/xprhTpyWyD7kuqoMXn0VyDBPDMghL3NLtNvlKp4m1F0AqHhCJohUOCkWvNdjCAW291niNDjBAmxYNqVBGjmwP1aJQ6sDqusco6EAyL7kInyJ/8xJrZ4IrgckcBfvjwf8A5Z58d/8xnPvPSgw/e/5Uvfena+w7n5/vWt761Zn/fwHXP//FF8lTT5BRNHnws260iJZmGrA35+e3OG+HusFcD3d9j3ZaB6Db7fOxg5T2cn0Xh2IMiaIVDgpFI3Zzg84XJz/rFY474ga9BO1ksFodMNk1yB7aDh4Ihu0Vcbg4PAqbGZxyiFQ49w4FAkKZtb972OnzzH/5Bv/Lyj9z7b//2bx/esWPHJStWrDj4rKlp4hvfuHdlf//+mx9d/xiUClzaQJkCXJWx+6Ax1Uc/FHAqi3wtbhHPKthZxIFTABQUXFAErTAVajzfwuWBdvk5DvR2yGkiQptllWKV3YxGYqwiztG4J9wOtlLT4iFmYTAyDjIy9ni9VLnifThgVk5fwVq7v78f/vn7/wJnnXnGn5140qLBlStXnsdIevub/VB33nnnzdu377zj1U2boFTkreOaqJwRMhZkYgPKZJq0JiKXnJQR13NlWFK9Lq0r9Ap8P/zMCgqHgiJohUOCkUxBxoTa97mvuBpWbGfDhDqTqkdGeOFIhOxlWElrjKznzJ1H1bKb9LBlHEkc0+RCoRAEQ2HQvHyaCcoEG/64EVqa93QsWbzo9Yceeujx4eHhLzKi3vlGPtNXvnL9V7Zu2b6md38/RZmKfGa+r3ZK34TvQcgYB1TUEwl7Qku8JiJP7ano4iDAg5bMN1uQK7xLoAha4ZAoFApDXo/H5WO2DnmeLytHh8j4a3CmYaVs0sIhatFIwHt274TW1nZobmml9mt8DcoawWAYdJxcQs0iNfZ8VlH7PHQf/mWyWXh+wx8h4PdfOHfe3B3/+I//J8eIfkcqlXz4uuuu+9rB9o1V3UtGR0e/t2HDi2fk8gXIZdJQrpZ5Ozg1pMiBAJbt627IdobJiNlyHoQJTTwunsdRV7RNcnrwAxl7z7cs0ygc21AErXBIjI2NDYeCQQoPcirkyaQN7l5AAsX5sqar81BOVqGBqeUyjY1CrRmvDw0OkPSBk7RxcjaNlfIYlM2M+jO+DhfuMGMDCRM7Ew2vl1LmMBJ09959mLERCQcDS9vbmpd+5zvfWeP3+XLsTccZ4Q6y6ngfO8hsGRkZKfb29n1989bXtTI7OORyGdKB7crZLWloAA1NKuKDWuC4Vpysa/6gOxwJuyKRe1HC4W4OsCeAk/buLLgWj8BPpnAMQRG0wiGBucw33XQzI16DakokKXDLGA3SBreTSbgX1mRbCp7eY5Yz6c+Gn6rkTDoNBUbSsVgTdM+cBfGmJiJpjRLnfCR1aCJ4CS1wtWqNSBtJ2kDHh16HbL1K47EGBod1r9cboz+PZ14qmTrn9de3wb49e1m1XKHXV8jnPHnanmzllo6VhorYBdNyPpP9AmEx1CxnoAHP5RDWw0qF686WmE9olhVBKxwSiqAVpkRTc7Pl8RiatJhNln00OVxdhuIeTczwM01TJMzxLkO8nUwlIJVKEiHHm5qhq3sGNLe00HY8Bk5MMUD3WcKi50rHExY9D3sc78mkU9DX20cLi+lUSsguXN+ui4YRaipx6cfuOFVLVMsT1IuDfTpx3eV7lttzPQFv4yQVJGgu5QTwdm7aX6XCuxKKoBWmASvj47kRjTa6xn843Il3cKDroWGiCjjpcAiDrHcA+UIe8vk8yR9+RmS4uNjc3AKRWByi4TCRm0fo4vj6YrEEhVwOxsZHUJIhIsTtYBWOm8ZcDZmFwfdKO4Cc+SKge19FWTzxrsZP23gH9XtrroYVk6fbiRfjYqRcbPX7/HjwGDzYN66ggFAErTAlqpXa1kAodLYmwutlpcirRgm7VBSc7RCx3++DcrkqnserV1w009z1p4sfyYsshheiowOT8cZHR/m7aJpLI+bPkfdj3jPpvsCHuVYqNfs50gonK2e7uUSDxtvTcDofUFTL5LoJFTPdtBy9XkoriKZYBK699prklG+m8K6GImiFKVGvVx9vbmo+e58YymrX0HZ3nSRNulMUnvwRn98LsUgQxirVAxYYpUfYtQ7H/21YiRMErGs2oUtpg689in0SbeIoYxwIV9Wuud5MkDOG+FdrdSJ1u3LWgPzYzsmAlFMmr6oPBk78/EmlUpnnkhg6NLe2VA/9SgUFRdAK00ClUvm/8+fPu3Xr1i1QKBZAJh3Tn+ak0zUE2IMIuWdn+flihe6X6oezGKcJvVeQsHg/SwTeay7JQVqGDxiarU3mWm6Ew/e8rdx9v5eRZc/MLtixb794nml/PtBgwkKi1XjskHvtOjg1+KTlAqp4LkotuWwOZs2aAYbHt2+K3VZQUAStMDXWrFmz+ytfueG1aDR2ciaTIecFujpQLpDjpJCodbuhhZMTTb+um1Ct1rj/15XZMRmrOnxsua7z2wcrVbmfeLqfxNmOo4PrUBVJoHxElx2NNAkOnA7jttu5yVx3xarKuYVoscPQqPnz5sH+vr5HprvXCu9eKIJWmBb8ft+/zJw54+s4As+JqAAAIABJREFUqJVGWmmiegZHF+Yt4bJCZrcxX0NHkkZNGRPtgGQEzdU2zu1s4k1EZY02PPRBN0gZzlPs29IQ5+Zyp0lmMpKVrdzOY9id2Ns/IGQazUW4k2nRDhG7YvtdZxDcKy6vY56IzN1AacPDDmrRWBQWnrAQhgYH/3t637zCuxmKoBWmhfXr1z9w5ZVX3j06NubJZ3Ks6qzZzR0TPcW2jIEEjb5nYBU3psMZ3NmAT6VoCtOyUywkS6OOjH7hcCgCXG6wt+po1bbMwCtiqVpggwg6OChsyesVREnPFPKKu3EGbJ5usOzZmLyKls/jC5k8NpWuU64ICJLX7dAnsgjWvfS5IuEItHW0w+xZs+q9+/b9bvrfvsK7FYqgFaaFDRs2VO9ateoHs2Z2f3a/OQClcpmqT2zhJqLVZHXLW6btGXziHyLtSQKIHK2WV60+nx8CwSBYdUzCm6wT2v1a0Rgi3hvJEknRz/5MO6tasx+XJM9NIocmYPmiA4jbpbcjMVOLOiNnqviFpxvJGYOfqPtSFOM4sCAaZdXzggUwODj4m8ORxqdw7EMRtMK0cfuKFV9Y97WvXVkoVVoSo2NQhgrpt6JxmXcJ0uk8r66p44/dRskCdWsZ8O8E9Ju2k4LD4u3XpmRUx089ueTgNJYg0GbX0dkNxUIeisW8eMxqXNCjal0He9qJfX8jNCHh0HXhIHFyOcQiqcZ1ZY/HS/IF6vJYuWMSH7W8Cz0GyTsQCkJ7WxssW3Z2/emnnr76TXz9Cu9CKIJWmDYY6Zq33HLLe09ZdNLmFze+4jPTaaiXTR6EVKnQJBR+KUm6zp0ctpWusfdOWvIOeB9qKmlQlqe1f6jzjo+NuJ7fSOAcpArza7bGrTuPOgK340yR4wRtax7wNm+UMkxTZIRwcvb7ApR5beF7sI+BpI0+8FgkCktPPRV2bN+xdvXq1WpQrMK0oAha4Q1hzZo1O2+//fbzzj7r9Kf/uPFV78jIKKRyWcixPxzjRK3UgpQdQnZVwvYoqANtcxzTI+OpIBcTD4xvtsBJ+ZRvbjbo0m75Y+ICpXv/8DX1mk75I1j501kC2zbKGbhNrOixusbW9QULeqCnZ9aOv/iLT992WD6gwrsCiqAV3jBWrVr1wooVK84479xlzzz7zHPRoaF+KOSLvGKeIE1ompsMud4sE964LHKgdU1iMgvdRMJtfLzxwQPJ2X3/xOc6BwzzkNY99xkAguvteMaAnYK5fJ5r0KyK9gf81ATT3dUJH7n0I5XfPP74Bw62VQWFyaAIWuFNYeXKla/deOON3aeddupPQiHfRb/73VOQL5ZocU+CN6tIsrMcgcOyOzvoQha0k5GiQ7KT69ByIXByHOz5zj5NfBpPqRNOFNfrHLtzo2yCB6B6HatyjSJGNUrz49JIuVJi5NwBV1z+kdqzzz13werVq1X2hsIbgiJohTeNdevW4UrcxYysT5w/d95/7Nqz++QNG16EVJpnLdflsFnpV5Ara5Y7V9ndfTfVO06UJibcf5C7J93SJNKH3Ig1yf2W7d1uPFBwJ4kprHUeu+Uc0/fef+45cNVV/0/m1Vdfe/+RmkiucGxDEbTCW8aKFSu2sYtTGAktmT177t+PjY+em06mFoyMjvl2795D7eFI1rj4h/a3Rga0YKIvWUI74NYEgpyw3ngwnm58twlX7NcdjPzdL5i4yMmfj/uPqXuhUJg06OMXzIOz3nNWubt7xn89+dvffuaBBx4oH2KXFBQOCkXQCocNXq83EggEnguFwyNaj3ZWa1vrRb///VNaoVimCNGBvl7SZ5HcMDioUq3SAhuOv6pR5wonQNm44s7Kw3xmnkjXGBvqumFfNPYKNuIAgoZG2p1ykdLWzzU7z9rj9UAsGoOuri44/oQT4C8//Wl4eeNL/55Mpv5dkbPCW4EiaIU3jVtuuWW+3++/xdCNP9N0bXYmndHIYqzhqCoL9vX1QZgRV0tHmIKC5s47DjSdj32SNjYUfVPJBGDGB7aQV9nzuHe6DvVqlZphauI+tPGlUinwegyqWPExjCPFCNSAz0t+5UKhLIYByIAly1YmbFsdOLexoUSm1nHfMn+ybGGXJMxHcXnovX3+AI3nwsaTMKuaOxgxd3R2kr2ub18fXHvt9eiDvvqkxYuvvnvNWjMY9G8vVypfW758+ffepp9K4R0KRdAKbxg33XTTewJ+30OJ8fGlGzb8ERKJBDS3NEHP3B6Y3TMPatUSFEsFqLC/YDgC6bER9pxRaGrttBfnTLm4Z1nkFY7HmxpFBFlNk17NfdHFfB527twB7e1tcOZ7zoTRkQRs27qNpoaftXQxtDTFYP2Tz0KtUoJYJAzZUpXtR4mIHXMxIpEoDaj10axD3LpO2RhU1Vu8VRyvYBwoTXrR+DRx3D90YxiGF5Ljo1AsFGD+guPps+WyWcq2xtcahsWq6A546cUKjA+Own52xvD4+l/rTU3NJ37wggv++Wtr197JDjxfufXWW3/8dvxuCu88KIJWmDbuuOOOS4rF4oObNm06fvPmzVAqlkhTjsVicNHFF4OXVZbJVBrGRoZhZGSQVZbdUM9moJQZh/79+xnZeWiRkHKbq9KeVqdqGfVpIjqsnMlTjLd5R6IlyLpUZKRfrVAlO9g/QIH8WCUjmQb8fgiGQnxHUR7B7VLDjMn/ipyo/WwfLStME1l0Vs1nc3mqoGWrNpIzLfhhNyA+R9MFOfPsjeGhUValZ2FmTw/42H5iBY/PA0HuwVAQWlpbaRqM7JwcGhqCH/77v0MwEOi5+OKLf/TNb34zwT7Xt6+55hrliVY4JBRBKxwSt99++2yzZq5LppN/tmfP7tZNmzbTiCkZHYrkOHfefBhPZiCV6qUBsNl0ivIwsELFajORyoHXG4B8vsg7DEWQUl1kdtDioSBr3oEow/dNQXIWLb7h86uMFDFR79XXNhEnFgpF2tajTzxN7dXpVAbjkyCVzUMVB8yKxhkULXwBPyPYIZ66J0KN7LmIrvmI1K7NCB+9zFg9yynkksSbmlpZJZ1iZwgVdjCpg4/dV6my/bXKkE4OQ2J8jJ5fqwmJReSS5Nl38bOf/Ryefe65lg9ecOGt3/3udz/PyPvS2267bePb+iMr/MlCEbTCQbFy5cofZLO5//HEE09oIyMjVL16WbWIg1zjTTEIBEJEcqjj7mcVcj6Xg0I+T2SK07iL+SxUalUolmvY8ww59jiSri4mdCMhywq5Vi5TQp6lydwLU/a12LoHacYeLk8UixV6H961iEMByuRJ1gwcHGvQQiFVw7phe+o0GrWFBwZncjfXo4XmrEvN2QBPsWi/J/5HVTbbdltbM6vES9Db28sqYj/NGcRqOxQOUdATBiQtOP5E6Jk7nx1Ikoysx9kBK8PIOUeftVKrYFgS/Pg/fwTZfKbr0ksvffH+++9fee2116482r+vwp8+FEErTIrVq1c/va+3732/eWw96ay+QADm9Myl4a3dM2fSKKtsOgfJRIKRUJIRc5aqWyRNTJQrFgtQrRTpNuZz0ORuRpQoX1CYva5R9SnbwlHekHnQIBbtiMiFvMFlCF7h4qQVJEUkcayaEXY4Ptuee1QVheWL4bI0j9BuMZeZ0Y7NT+Y5g2XZBw4elMS2w56DC5WZVJoIvoQLlgmLtHbT5O3rXp8HwpEYq7CbIRKJQFt7JyP0DnqfsdFhGB0dgfGxMTpwzGTfIX4fzz73vHbOsvfe+dBD/2f+F7/4NypESaEBiqAVDgAj59+nMrn3mZYGx59wIhFTrKkJAv4gVYyYuVxmFS8SL8Ln9zFyi5JdDh8zacFMJ30XRCynxapjJE6K+iRONcHjQ8udh6pqDBSSYfvSQcGnknDiREuezHamRT3RjEjNISZf2KNHRau2YfAJLrxi1wWJiqG3miRmZ8AAXxw07FFckthBjsmSJI/bQG27VqQOQp8Xq+gir9w1g+SaCvtuisJOiK9BuQcXJ1ta26gdHM8CcMFS9/ggWyjAU08/BxdddOFf3XfffS9ed911Dx7VH1vhTxqKoBUacPfdd/8gmy+el0ylKJWuta2TCBrJGE/VS+WiTWToZeZdcwYtviF5IylJ6xqXMPg0Ed6kgpJE3e7plgQIIKUMq8ELzYmaV7WyBbvR+qw5iUh2MpJrworluuVqRnF8z5pjv7NdI9KaJyp3nR8Q8EBgeAz7PbnUws8G0LmC0g4uSuLiI5I7ST0Wj2At6WjR02lx0+NlBzP2feTzOShXfOQoQTvhU08/A3/2wQvWXXPNNf+ovNMKEoqgFWysXLnyXFb9/uUI6aZpcihUK1UiXnRAVCmtDodR8ykmSLxerwdqeo2d7idYRWiwyjBGFXQiMUYkHQyFicyqVhWsGl8gxNQ3BLk3zLoI+BekaFkOWUtoThbzhGw8QmNmhiU0ZVcIk6YJ5UIODHDTOJdP7LmKBnd04D4jIXOLnYcOOrifmUySnu8PhqlzEL+X4aF+iMabIByL0gIpfiYk4xo24gjNnSJJPbwdHLeHtj+8xOEE9XoARkZHYffeff6lS5f+G9upTxzmn1bhHQpF0Ao2wqHQv+zYvQfymSxNn8bg+wI7BcfqmfRiQZJyoc7HSAtJGsk5wCporA6R+rA6jIT8EAwGIFeoEAkh0dVZVVkuY150xVkgtFcCXbCD78Tkb3fEZ0Nw/oEvA5dEYlfI4nE358vJ4ggebySkDXFJHYKMQFF7x2YUdHVgLe/3eeizFsq8mQbfBxdE08kEka/PF4QK+4w6ae2GsAuaFBCl07GtRPd7WeWMJI2aPL43vt+WrVvhqk99/GM333xznJ3JpN/iz6lwDEARtALhi1/8Yryzs2NeLlcgN0aeEXSaVYtYISK/yHl7SM5Ubeo8VCiZHKPqkqpqdGFYupA4gJFaCPx1nbaRSIyTjxkrSk13hyw7HX4HEq7WcCmfo4lRV7LnTxK5/RSZ6exyYdBbaQ4pu+tvnl6n8ZA9i99PjosqH0KADTKhcBjiTc0QDMdJ5PZ4dTrIyIVNJHPS5cv8gGRW8XOKBUpMu6P/xPvZHu86nU1wCcWAdDoDY+MJbdasWV9iT1z11n5RhWMBiqAVCN3d3dcNjY5Q9Yt2uHQmTY0oCI3cD2C7ISjwqK7R9BKdFsOA/MtIzphUp+u8Hs3li5DNZCDDtuUMmAVXdSxvCvnCcs8P5CAPspztJ2QL99QTqWOg7FAVwfn0PLYP8VgU5syezSr5ID3Wv7+fEeC46BiUcIkmrgtagNT5Z0Mixc+BzhTseMTtGUS8da6rC60Zq+BymX1nJcolQesH91wL6cYUrhD8vGaNnzmYtMCZp4oaBx4MDQxi48/73vIPqnBMQBG0AoFVgJeWShUol8rkxkC3gR0SJ+UA4hnuxsizqpK7NTx0Gi+rU06yOnmSk8kUFBjhWyL4SGtInJPag9SMG6GJh885ZxnJIiixSC2Z52zIobQWr2g9BlWuzzz7DF0/fsECeO+y98Jx2JIdCEK5xsivvx9e+MMLsPHljbYDpTGSSS4Y2iHWAHZEqmWfCTQ1tZB8Yy98uppp0LGCLg6DXB2Ndj9O1DJa1WLHOFZhU9B/lRYY8UCABN/KcPh/YYV3IhRBKxBYBew3a3zoK4YTkZ9Y13hXn8UX9XSLd/NVTCSVEp3Wo39ZChHS34x2M7SeoVQiCQ6f27PsfaCjTi0CiYqpJBQZ4bUvWEgkN/DKy5AfGwNfJAyxGV2syqxBmRHpq6++Qo4SYY5zJdcJkUNM8z7l5FNoH05YeDwsmD8Pliw+mXzJg4MD0NnVAc3NzbBvzz4466wzcUo5ESNyZrClBWrsIODx+6B76ZlQZGcS2FgTaoqz/fVAqm8/lDIpCHd0wcDGF+mMADkbydjW0XHf5PxFMOk7xH2SPmvyZgPYfmzU4fE6d8SYwtani1Z0q3KUf36FP1EoglYg4Cm5pYFdCVZYJYdkAaJCRXIxiSFNcnOQ9Q1bqF16hGnyhTldr1PjiibLYHJumDC+ZzeZoEPNTTDn7HNg91O/BU84DIObN1OWRTmbpe1Y7ABQLefB12aA4fNMMi9QOjrcWjYnwhZGwhd88EKYObMbNjFiP/3Ms6Edk+YYcb/w7AuweMlJYHj8sL+vH3r7ekkrn/2es6HADgyZwX7IDQ9BmBG2Lxqj7e977hki8I6TFsPo1i3ADkE8IrVQIAKWdjxNk35qvl+coP10G88y6lAXGj0vovEAFmeVuJ2Why3mHg2aW1tgYHDoR0fyt1Z450ARtAJB140/BAPeU1ALxWoXMyfc7gkEt6lpvOtPuCl4tKcmdQe6lNWhJqpnqdGm9veBNxiEGaeeAsPbtkAlm4e57z8P9jz5JGSGBvh+4GZY1RyZU4XLPzMftj4sPMiG6bg77GhQ2+7BwW729MyGefMXMKJrZiRaht88+ggj5SXw+vbXYcbMGbDg+JNoFNWpp53GCLoPQi3NEIjF2YEiRLZCj98PZUa+XnZb9/pB93uhks/D+K6d0DL/OMiNjLDKnk8vp+GwkpTx7MH1XZkyA4Tu535qzOaQBxuTOi4D7CDoJbseBj1Fo3G2bTNz3TXX3H8Ef2qFdxAUQSsQli9f/r9uXH7DF0KhoB6Lx6hzj+QOJFsAXinjYqHldkIAJ2BwWdywQcV0RlpRXoZgVjzNn3PGWYwEg9D3/Hpq0Ejs2g3zPnA+bPvVI1BOpam6RF139LUM/Pvdr8LiGafZ70lUhwcO9E2LxhPasmbZIf+xeBOMjAxBNpOGTDYDJzBy9jMCPP3Ms2Dfnr2we/dOdgZQY8TopwXIcGsH7PrtE7TvTXN6IDs4AIGWVihmshCIa9B92ulQYttB+SE7MtzwGZ2MD8faJ/eVtGmQi4JyJJZB8gYSO1bfqNM3NWNbeIgSARcsmA8DQ4N3Hb1fXeFPHYqgFWy0tLZuHx0dPxGD8zEuE5tOSmWD9F9cwOKatClI0SEmDrs3j4jYbvsTnXn4zGh3N7QuXAi7WMVcL1eIwIY2vQbx2bNhximnwr5nn+FNLIz7qukqlPLsSlddkB4Ir5+L/Jw1N1FFaySlIOmh06JcKTMyLkO8qYlS9rAlvbW9jd5j79499LLR7dtsVwnKG7inHeEIGIzoS8J9ghV8MB6HQCQCxfEEFMZGG2Yp2hKMuK6JxUwkZPRIIyGb1NTjpa8EpQ/M6sB273A4QgTd3BSHlqam7Oc+97l1R/RHVnhHQRG0go1ivvjpGV0dL6F+uuD448lml897KBwI3QVYDSIBohUPXRUNJMWTLug6EhF6gi0ZRMQI1RsIwIIPXEhE27V4MXSyypZex7aJi3PtJy1iBDkCY0iYwImuGVjFCbodkkTyCkoHViMp2po029bg0BDtRizaDHt2s4qZba+/dx870JTpDGDhoiWoEAOm8+Fncas4tl8am0xYhWsA15jpwFSp0QQXEHMV0RmC+8QDleSEGLD3Hf8LsOcQKTOgdILPx+aWUDAE/oCPXCdhXBCNReH000+H8URy7ZH5ZRXeqVAErWBj5cqVG9fcterhtpaWq6rYOQggMpp5QpwpJAWsCmvVoqiWnTQ56UvGHGWvl4cpSZLGh3Y99Vu7zVoT1bWdvIE2tnyetuXxBSDc2golzL5AWYDIGYOPxI7asorUUURlzQ4kGOW5ZdsWmoGYHBuBD13yYUbwHmrhxmksGze8QA0n27Zu5bKIXYE7ZwCJPbshyUjdneUhFydRlsHPFw5HadEPXBWzlFnkwh+XUQyqwlHSwP0LeLyMuANE0Dg2KxKNwLyeHmhrbUte/VdXrzmiP7DCOw6KoBUacNvtKz597z3fOKNSKS/gDg6TgvZRHkBd2iuS2NDfDBpfTLSlDs3gl6zibO/ohKGhQW49M+tQKxUh3dcHRKuaaK2WSXECkuPNehWKqPvis3r4fEFsGhEBcSDaCRv2GzNBPAb3Zz/26KNw5plnwQcuOB8KxSKMsmoZZwnOP24BDA+NwC8feQRGxkad4lnTHLIHrrdj+h5V2C5YQkdvb+8g2QKlIBlJypUcSwweMMEfDNCBDONQ8XnckmgSKSNZh8MhytSeN28uLF60eGzDCxvOuuyyyw7nT6lwDEARtEIDGMGYrPo7ce2a1S8ansFTx/UEdQliRS116Cgj6HQqIVrAGUGLGX5OBgZ3WSxcuAj27tlBeR62FQ2c/pQDMzWEUMLeq5LlNr1hRq6Ll5zCFxuFM8Tp3uNEL2/3DwzR84aHh+H3v/8dxZ2eeOIJEAnHIJNhxP3r9fDChudhZGSYDhz8LR2pxLL3X/iW5eKjeBBT+7q6Z1JljI08eCk/Ax1Y8ECEgVAVE9rbOliV7KczEIoWxcQ/9offXSDkZ5VzDN575mnYGPQTRs6fWrFiRePRQEEBFEErTALG0XVGuKffd883tsWj4eN3s7P9TDZH5IVdfVhNx+PN1FUnR0VhhShP95EkKZDfrMGJi06GPbu209RuHjXqxIc2uEEmQuO2vh3bt8OOHTtcbeHgzgttsLZZ8kFWomcZwT/79FPw0h83UKgTar84QBb1ddkV6ViqnaQ8kl1kJzk/AtBnwini3d3d0MQ+N1bpekBvSN6jKeQ1DapmBaKMfImUhVURtWbcBsoZOHmlo6sNzjjltPrgwOCtX/rSl752GH4yhWMUiqAVJoXJwzMWrlq16upTliz+7u49ezxjiRQ7tS9So0pbRyfN2CN9FW1jYhGM9Gkkw0IWdKtGC3zvXXYu9Pf1sQq3l1Ly6pSXcWBSHcKdxWG3cgtCtatz6X2ekHvU2C7Oszmq+Zyjj4PlkLi8sB9zQNU6q569Ig60vb0dZs3qoYq5b98eVuGXwdK95MCgWYnsDMNgf0WzSNX8jJmzaP4hShsY1I+HJCTntvY2OP+8c/Fg9YdXX3n1k+y77X/rv5TCsQxF0AqHxO233/599vebk0466ResKj1tx65djGQL5NKYPXsW9PX20vNo4csfJAsZujyGGRl3t7VAPpeGru4uiDc3Uzh9KpWiBTyeMV0RQ2JlloXpeIhFS7Rd6rrY11FEJmVmJwVPc72AIjaw2sc7dPt+XWZHCy0dzwRQX/azzxEIBiAYDFGmNck4BqvM2efxsJfXoQbtbZ20DczoyGbTNE1m7rx5EI1FyVbX0tVJyX4zZnTDkpNOZHeZz7z04kt/u2LFik2H+3dSODahCFphSohKb+nKlSsXnbhw4Z25XO6iTDobHx4ZZYSmw/7ePgr7aWoKMFILkRww2L8P+voHoLmtgxbpMEqzXCoSKWvkBfbRwh3e4BOzPRRoj7B9z6K1mxbngI+wcnRiLoE4Vj+35Q/ELEFnMotLxAAhXvOrJj8goHYsDxbymMCjVvMiRrQE4UiEnSmEoMgOQG2dzYy4A6QxF9gBJ5fNwHELjqPRYHjWMGNmF8ybO88KBgJ7K+XKT1jFvGLdunX5o/STKRwjUAStMG2wym8Lu/hzcf3U+fPn/WsqnVo0MLdH3/TaZhgeGoCO7m4IByOw8ITFkMtlqDJNJZMU1UkkiC6HWk1MUeFBQ1WaN8gX5hCWnHBi93Y7++DO5bBs6QNsKx/PtTDsiphP9tZt0kb/Nu0Hu0SN3DJNJ35UtI/TvgBOA6/ZlX1eODSamlugo7OL8qHLrGIeHhokTf49y5ZBV2cHzOjqyrEzhReLxdK/bt285fsPPfRQ9aj9QArHHBRBK7wpsGr6FXZxMl7/+te+9rfze+b+fTKdmr11y9bwQH8fBINhIjtcVER3A2rUHtG0YYnZhFi5YrUZEotougjy10RjCuVyYFqexptUKEGOkS8tQoocjrrIAuGDYU0ui9ALLdfEb2egLA0M0HhcKTacSJsfH2hrkIzBh8ZaVPXj++GfuzrHIP/RvcN0NvC+9y2DExYufCkUCj8zOjr24HXXXbfz6P0KCsc6FEErvGXcsHz5P7AL/INbb731/2/v3H2bhqI4fP1IXDt2moZKqC8KERsDA2mKCgNTGYGVLsCOulT8AwxVF0SnMmSpkNhYysCCKBJThcSCkGgXHmppEC2ijwTHj3u559oOHRBhMNxizjfdXDvScYafT849jxdLS4+qkOEBJeJi6kgsiGosvOBBw0EilGGfHR8nV6emVmkQuEzUwrB4PCGjisJo5LiyADYUvse9a+HuwiEmF00K93F8EaygYh1ygafxKSeUtvw0fQ1MET1FifC+uT4rOn9Z5Ph3c5qm6Xu7u/rd+fkLXttTmMhMoR1PPBkgC9khleMVNjNz68xf+qmR/wwUaCRVuNA90HS9qnie8GDBS4UDM5HfTCOPFcTZE6XXChkdHSUrKyunD+Mk64WFe23XdfOqokWRbAiBxNNdqPDiRQ54S7adSHZBgUZSpdFo1AuWeUdMLIkPAGkYhSFAoP3AJ4aWJ1cuXwqsgrM8Mjy8Nj1989CJM3CkXN7/urNThmeAGYRJWbsAqht1ne9p2/IsRLIOCjSSKvV6fe/i5CTbb31TVDEJnHvNWlLWDdEGRnp6DFIbq25eu35jUra9v2JgcPDN23fvJyCkAf8GOpPCSZQCaIiWoeSDbDuR7IICjaSO4xRp4/OWFqXAqcKTFg3sk/FUOZgMrn6RbWc3CkXnMTd5AtZxtrTYT3o7m1CM4vurUo1EMg0KNJI6BdtuspAWYS3itGrsPYsYNBUVec1Wa1m2nd1QGHvC3ye3O58P9H+GZyr1lUCgX0ozEMk8KNBI6jiOvUUIK8a9+qP2GySZxML4dQcqCh/KtbI7YRi+gjCGmMit6D9GbJHIo4aOfa7rPpdrJZJlUKCR1LEt86OqqpWgHdVoMCgQCSkJQl+IXX9/P3ieW5LN7Mri4mLz/LkJsr6xGafZaZ1r8LIp9faSubm517OzsxKtRLIMCjSSOr2lvk95XSNe24vbcDJRcJIcEg4OHIXb1uRa+XuMHBsK1jc2dNHc6WBbVL42TdONm0ohyB8BBRpJHbfdnh+rVWsy2fIrAAAAPElEQVStZmuIxJ2JIPeZK3TQY5rblmXd/1f6H1dOnHymMHLKD8KCrmpGLm9ohpFndtHxbNt6Kts+JNt8B+0xl+tbG0teAAAAAElFTkSuQmCC</Swatch>
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</Swatch>
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