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Cameo Par 64 Can RGB 3W PS (CLP64RGB3WPS) (Cameo_Par 64 Can RGB 3W PS (CLP64RGB3WPS).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Par 64 Can RGB 3W PS (CLP64RGB3WPS)" ShortName="P64 RGB 3W" Company="Cameo" Version="0">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>fd2095c7-2e1d-4f23-a430-70b5046592e0</Thumbnail>
  <History Date="18-05-21" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ea18b4e1-0130-487a-a8b6-ead93be9d135" />
  <Control>
    <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="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" />
      <Condition Name="Speed" ID="3,4" If="'Auto'>1&&'Auto'<5" />
      <Condition Name="Sensitivity" ID="5,6" If="'Auto'==5" />
      <Else ID="1,2" />
      <Function ID="3" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="4" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="17~255" />
      <Function ID="5" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="6" Name="Sensitivity" Display="'Sensitivity %.1f%%',0.0~100.0" Dmx="17~255" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="17~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Shutter" />
      <Function ID="2" Name="Col Fade" Display="'Col Fade'" Dmx="32~95" Update="Shutter" />
      <Function ID="3" Name="RGB Col Jump" Display="'RGB Col Jump'" Dmx="96~159" Update="Shutter" />
      <Function ID="4" Name="7 Col Jump" Display="'7 Col Jump'" Dmx="160~223" Update="Shutter" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="224~255" Update="Shutter" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="1840f63b-e0b5-4943-be19-2b0c831e316e" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="11a50abf-0b85-4691-aad2-0398bead03c6" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>