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Chauvet Scorpion DUAL RGB (Chauvet_Scorpion DUAL RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Scorpion DUAL RGB" ShortName="SpnDUALRGB" Company="Chauvet" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>45ce1d6f-66a4-44d4-b08d-d7f468eb59b9</Thumbnail>
  <History Date="11-12-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="04-01-21" Author="Nic Morris" Comment="Changed colour and pattern to locate at multi-col and pattern 20 respectively in response to customer feedback." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3bf2882a-50d6-43e4-9e43-41981832f8a9" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Manual" Display="'Manual'" Dmx="0~0" />
      <Function ID="2" Name="Auto (Multi-Col)" Display="'Auto (Multi-Col)'" Dmx="18~34" />
      <Function ID="3" Name="Auto (Red)" Display="'Auto (Red)'" Dmx="35~51" />
      <Function ID="4" Name="Auto (Green)" Display="'Auto (Green)'" Dmx="52~68" />
      <Function ID="5" Name="Auto (Blue)" Display="'Auto (Blue)'" Dmx="69~85" />
      <Function ID="6" Name="Auto (Yellow)" Display="'Auto (Yellow)'" Dmx="86~102" />
      <Function ID="7" Name="Auto (Magenta)" Display="'Auto (Magenta)'" Dmx="103~119" />
      <Function ID="8" Name="Auto (Cyan)" Display="'Auto (Cyan)'" Dmx="120~136" />
      <Function ID="9" Name="Sound (Multi-Col)" Display="'Sound (Multi-Col)'" Dmx="137~153" />
      <Function ID="10" Name="Sound (Red)" Display="'Sound (Red)'" Dmx="154~170" />
      <Function ID="11" Name="Sound (Green)" Display="'Sound (Green)'" Dmx="171~187" />
      <Function ID="12" Name="Sound (Blue)" Display="'Sound (Blue)'" Dmx="188~204" />
      <Function ID="13" Name="Sound (Yellow)" Display="'Sound (Yellow)'" Dmx="205~221" />
      <Function ID="14" Name="Sound (Magenta)" Display="'Sound (Magenta)'" Dmx="222~238" />
      <Function ID="15" Name="Sound (Cyan)" Display="'Sound (Cyan)'" Dmx="239~255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="20" PowerOn="1" />
      <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="8~15" />
      <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="16~23" />
      <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="24~31" />
      <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="32~39" />
      <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="40~47" />
      <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="48~55" />
      <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="56~63" />
      <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="64~71" />
      <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="72~79" />
      <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="80~87" />
      <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="88~95" />
      <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="96~103" />
      <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="104~111" />
      <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="112~119" />
      <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="120~127" />
      <Function ID="17" Name="Pattern 17" Display="'Pattern 17'" Dmx="128~135" />
      <Function ID="18" Name="Pattern 18" Display="'Pattern 18'" Dmx="136~143" />
      <Function ID="19" Name="Pattern 19" Display="'Pattern 19'" Dmx="144~151" />
      <Function ID="20" Name="Pattern 20" Display="'Pattern 20'" Dmx="152~159" />
      <Function ID="21" Name="Pattern 21" Display="'Pattern 21'" Dmx="160~167" />
      <Function ID="22" Name="Pattern 22" Display="'Pattern 22'" Dmx="168~175" />
      <Function ID="23" Name="Pattern 23" Display="'Pattern 23'" Dmx="176~183" />
      <Function ID="24" Name="Pattern 24" Display="'Pattern 24'" Dmx="184~191" />
      <Function ID="25" Name="Pattern 25" Display="'Pattern 25'" Dmx="192~199" />
      <Function ID="26" Name="Pattern 26" Display="'Pattern 26'" Dmx="200~207" />
      <Function ID="27" Name="Pattern 27" Display="'Pattern 27'" Dmx="208~215" />
      <Function ID="28" Name="Pattern 28" Display="'Pattern 28'" Dmx="216~223" />
      <Function ID="29" Name="Pattern 29" Display="'Pattern 29'" Dmx="224~231" />
      <Function ID="30" Name="Pattern 30" Display="'Pattern 30'" Dmx="232~239" />
      <Function ID="31" Name="Pattern 31" Display="'Pattern 31'" Dmx="240~247" />
      <Function ID="32" Name="Pattern 32" Display="'Pattern 32'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Update="Shutter" Colour="255,255,255" />
      <Function ID="2" Name="Multi-Col" Display="'Multi-Col'" Dmx="15~30" Update="Shutter" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="31~46" Update="Shutter" Colour="255,0,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="47~62" Update="Shutter" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="63~78" Update="Shutter" Colour="0,0,255" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="79~94" Update="Shutter" Colour="255,255,0" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="95~110" Update="Shutter" Colour="255,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="111~126" Update="Shutter" Colour="0,255,255" />
      <Function ID="9" Name="Red+Green" Display="'Red+Green'" Dmx="127~149" Update="Shutter" Colour="255,255,255" />
      <Function ID="10" Name="Green+Blue" Display="'Green+Blue'" Dmx="150~174" Update="Shutter" Colour="255,255,255" />
      <Function ID="11" Name="Red+Blue" Display="'Red+Blue'" Dmx="175~199" Update="Shutter" Colour="255,255,255" />
      <Function ID="12" Name="All Colours" Display="'All Colours'" Dmx="200~224" Update="Shutter" Colour="255,255,255" />
      <Function ID="13" Name="Multi-Col" Display="'Multi-Col'" Dmx="225~255" Update="Shutter" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Speed" ID="3" If="'Colour1'>8" />
      <Else ID="1,2" />
      <Function ID="3" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="5~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~169" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="170~209" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto FWD" Display="'Auto FWD %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Auto REV" Display="'Auto REV %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto FWD" Display="'Auto FWD %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Auto REV" Display="'Auto REV %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Roll" Name="X-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto FWD" Display="'Auto FWD %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Auto REV" Display="'Auto REV %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y-Roll" Name="Y-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto FWD" Display="'Auto FWD %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Auto REV" Display="'Auto REV %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Z-Roll" Name="Z-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto FWD" Display="'Auto FWD %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Auto REV" Display="'Auto REV %.f%%',0~100" Dmx="192~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <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="cb5e20a4-1cc8-4a06-9ae1-8352e5018270" />
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Zoom" ChannelOffset="5" Wheel="49" />
      <Attribute ID="Pan" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="X-Roll" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Y-Roll" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Z-Roll" ChannelOffset="10" Wheel="21" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:3" />
      <Palette ID="3" Name="Red" Number="3" Page="1" SetControl="Colour1:3" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:6" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:4" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:8" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:5" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:5" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:5" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:3" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:7" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:5" />
    </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="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>