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Chauvet SlimPAR T12BT (Chauvet_SlimPAR T12BT.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SlimPAR T12BT" ShortName="SP T12BT" Company="Chauvet">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>8e8d2d5b-d4f5-4f04-bfdd-ea7cf947adcc</Thumbnail>
  <History Date="05-01-20" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b22ff96c-6859-4ab8-9a9c-7dfd45407b29" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="6~55" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="56~106" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="107~157" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="158~208" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="209~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="0~250" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="251~255" />
    </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>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <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="88100d83-7093-474b-82bf-728f17b32eae" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <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="adb3f64d-0110-4d40-b60d-e6e390a837d3" />
    <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>
  <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>