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Eurolite LED IP CCR-1200 QCL (Eurolite_LED IP CCR-1200 QCL.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED IP CCR-1200 QCL" ShortName="CCR-1200" Company="Eurolite">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>192e2e9f-57c2-4884-92c4-d7072a80238a</Thumbnail>
  <History Date="19-12-18" Author="Nic Morris" Comment="Created" />
  <History Date="22-12-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f63f415d-fe49-4710-8fd1-01d6e23bd643" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~12" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="13~15" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="16~18" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="19~21" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="22~24" Colour="255,255,255" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="25~27" Colour="255,255,255" />
      <Function ID="8" Name="R+B" Display="'R+B'" Dmx="28~30" Colour="255,255,255" />
      <Function ID="9" Name="R+G+B" Display="'R+G+B'" Dmx="31~33" Colour="255,255,255" />
      <Function ID="10" Name="G+B+W" Display="'G+B+W'" Dmx="34~36" Colour="255,255,255" />
      <Function ID="11" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="37~39" Colour="255,255,255" />
      <Function ID="12" Name="R1" Display="'R1'" Dmx="40~43" Colour="255,255,255" />
      <Function ID="13" Name="G1" Display="'G1'" Dmx="44~47" Colour="255,255,255" />
      <Function ID="14" Name="R1+G1+B1" Display="'R1+G1+B1'" Dmx="48~51" Colour="255,255,255" />
      <Function ID="15" Name="B1+W1" Display="'B1+W1'" Dmx="52~55" Colour="255,255,255" />
      <Function ID="16" Name="R1+B1+W1+R2" Display="'R1+B1+W1+R2'" Dmx="56~59" Colour="255,255,255" />
      <Function ID="17" Name="G1+B1+W1+R2+G2" Display="'G1+B1+W1+R2+G2'" Dmx="60~63" Colour="255,255,255" />
      <Function ID="18" Name="R1+G1+W1+R2+G2+B2" Display="'R1+G1+W1+R2+G2+B2'" Dmx="64~67" Colour="255,255,255" />
      <Function ID="19" Name="W1+R2+G2+B2+W2" Display="'W1+R2+G2+B2+W2'" Dmx="68~71" Colour="255,255,255" />
      <Function ID="20" Name="R1+W1+R2+G2+B2+W2" Display="'R1+W1+R2+G2+B2+W2'" Dmx="72~75" Colour="255,255,255" />
      <Function ID="21" Name="G1+W1+R2+G2+B2+W2" Display="'G1+W1+R2+G2+B2+W2'" Dmx="76~79" Colour="255,255,255" />
      <Function ID="22" Name="R1+G1+B1+W1+R2+G2+B2+W2" Display="'R1+G1+B1+W1+R2+G2+B2+W2'" Dmx="80~83" Colour="255,255,255" />
      <Function ID="23" Name="B1+R2+G2+B2+W2" Display="'B1+R2+G2+B2+W2'" Dmx="84~87" Colour="255,255,255" />
      <Function ID="24" Name="R1+B1+R2+G2+B2+W2" Display="'R1+B1+R2+G2+B2+W2'" Dmx="88~91" Colour="255,255,255" />
      <Function ID="25" Name="G1+B1+R2+G2+B2+W2" Display="'G1+B1+R2+G2+B2+W2'" Dmx="92~95" Colour="255,255,255" />
      <Function ID="26" Name="R1+G1+R2+G2+B2+W2" Display="'R1+G1+R2+G2+B2+W2'" Dmx="96~99" Colour="255,255,255" />
      <Function ID="27" Name="R2+G2+B2+W2" Display="'R2+G2+B2+W2'" Dmx="100~103" Colour="255,255,255" />
      <Function ID="28" Name="R1+R2+G2+B2+W2" Display="'R1+R2+G2+B2+W2'" Dmx="104~107" Colour="255,255,255" />
      <Function ID="29" Name="G1+R2+G2+B2+W2" Display="'G1+R2+G2+B2+W2'" Dmx="108~111" Colour="255,255,255" />
      <Function ID="30" Name="R1+G1+B1+R2+G2+B2+W2" Display="'R1+G1+B1+R2+G2+B2+W2'" Dmx="112~115" Colour="255,255,255" />
      <Function ID="31" Name="B1+W1+R2+G2+B2+W2" Display="'B1+W1+R2+G2+B2+W2'" Dmx="116~119" Colour="255,255,255" />
      <Function ID="32" Name="R1+B1+W1+G2+B2+W2" Display="'R1+B1+W1+G2+B2+W2'" Dmx="120~123" Colour="255,255,255" />
      <Function ID="33" Name="G1+B1+G2+B2+W2" Display="'G1+B1+G2+B2+W2'" Dmx="124~129" Colour="255,255,255" />
      <Function ID="34" Name="Change 1-2" Display="'Change 1-2 %.f%%',0~100" Dmx="130~159" Colour="255,255,255" />
      <Function ID="35" Name="Fade 1+2 (Same Cols)" Display="'Fade 1+2 (Same Cols) %.f%%',0~100" Dmx="160~189" Colour="255,255,255" />
      <Function ID="36" Name="Fade 1+2 (Various Cols)" Display="'Fade 1+2 (Various Cols) %.f%%',0~100" Dmx="190~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="EXCCR124" 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="95f9d802-c400-48f6-ba8a-aa9fee9bda14" />
    <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="White" ChannelOffset="4" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="EXCCR127" 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="b9740995-d146-49ca-8b2e-256988e1f45f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <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="ef7072d0-d115-47ec-82eb-e2d30d354cad" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="9" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <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>
    <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="White" ChannelOffset="4" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>