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CentoLight Scenic C1012 (CentoLight_Scenic C1012.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Scenic C1012" ShortName="ScncC1012" Company="CentoLight" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>8aad0fa0-31a2-479f-9e60-ded683041362</Thumbnail>
  <History Date="12-05-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="17-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="52857a53-d82a-4675-81dd-0b653336a4ad" />
  <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="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="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 %.f%%',0~100" Dmx="1~84" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="85~169" />
      <Function ID="4" Name="Lightning" Display="'Lightning %.f%%',0~100" Dmx="170~255" />
    </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="1~30" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="31~61" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="62~92" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="93~123" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="124~154" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="155~185" Colour="255,255,255" />
      <Function ID="8" Name="G+B" Display="'G+B'" Dmx="186~216" Colour="255,255,255" />
      <Function ID="9" Name="Full Light" Display="'Full Light'" Dmx="217~255" Colour="255,255,255" />
    </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="Red" Display="'Red'" Dmx="21~38" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="39~57" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="58~76" />
      <Function ID="5" Name="White" Display="'White'" Dmx="77~95" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="96~114" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="115~133" />
      <Function ID="8" Name="G+B" Display="'G+B'" Dmx="134~152" />
      <Function ID="9" Name="Full Bright" Display="'Full Bright'" Dmx="153~171" />
      <Function ID="10" Name="Gradient" Display="'Gradient'" Dmx="172~190" />
      <Function ID="11" Name="Jump" Display="'Jump'" Dmx="191~209" />
      <Function ID="12" Name="Strobe" Display="'Strobe'" Dmx="210~228" />
      <Function ID="13" Name="Complete Effect" Display="'Complete Effect'" Dmx="229~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <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="78c9e44f-4bbe-44c3-8fa6-2cef46630b20" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
    </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="5f51603f-c934-4dbb-828a-41874c226606" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>