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Cameo LED Colour Bar (CLBARL10RGBIR) (Cameo_LED Colour Bar (CLBARL10RGBIR).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Colour Bar (CLBARL10RGBIR)" ShortName="Col BarRGB" Company="Cameo">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>24f48a2b-64d3-47ff-b45c-653aafad45e6</Thumbnail>
  <History Date="17-04-16" Author="Nic Morris" Comment="Created" />
  <History Date="22-09-16" Author="Nic Morris" Comment="Added Atlabase ID's (Bar 10 RGBA)" />
  <History Date="06-02-19" Author="Nic Morris" Comment="Created from Cameo LED Colour Bar (RGBA version)" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="195fe312-93b9-4283-a7d8-150efe02c03d" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Condition Name="Speed" ID="2" If="'Colour_Macro'>18&&'Colour_Macro'<31" />
      <Condition Name="Sensitivity" ID="3" If="'Colour_Macro'==31" />
      <Condition Name="Speed" ID="4" If="'Colour_Macro2'>15" />
      <Else ID="1" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
      <Function ID="3" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
      <Function ID="4" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </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="11~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="Select" ID="2" If="'Colour_Macro'>25&&'Colour_Macro'<31" />
      <Else ID="1" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="Select" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="Select" ID="2" If="'Colour_Macro'>26&&'Colour_Macro'<31" />
      <Else ID="1" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
      <Function ID="2" Name="Select" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red" Display="'Red'" Dmx="0~0" Colour="255,0,0" />
      <Function ID="2" Name="Green" Display="'Green'" Dmx="37~73" Colour="0,255,0" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="74~110" Colour="0,0,255" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="111~147" Colour="255,255,0" />
      <Function ID="5" Name="Magenta" Display="'Magenta'" Dmx="148~184" Colour="255,128,255" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="185~221" Colour="0,255,255" />
      <Function ID="7" Name="White" Display="'White'" Dmx="222~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="PG00 (No Effect)" Display="'PG00 (No Effect)'" Dmx="0~0" Update="Auto_Spd" />
      <Function ID="2" Name="PG01 (Col Macro)" Display="'PG01 (Col Macro)'" Dmx="18~35" Update="Auto_Spd" />
      <Function ID="3" Name="PG02" Display="'PG02'" Dmx="36~53" Update="Auto_Spd" />
      <Function ID="4" Name="PG03" Display="'PG03'" Dmx="54~71" Update="Auto_Spd" />
      <Function ID="5" Name="PG04" Display="'PG04'" Dmx="72~89" Update="Auto_Spd" />
      <Function ID="6" Name="PG05" Display="'PG05'" Dmx="90~107" Update="Auto_Spd" />
      <Function ID="7" Name="PG06" Display="'PG06'" Dmx="108~125" Update="Auto_Spd" />
      <Function ID="8" Name="PG07" Display="'PG07'" Dmx="126~143" Update="Auto_Spd" />
      <Function ID="9" Name="PG08" Display="'PG08'" Dmx="144~161" Update="Auto_Spd" />
      <Function ID="10" Name="PG09" Display="'PG09'" Dmx="162~179" Update="Auto_Spd" />
      <Function ID="11" Name="PG10" Display="'PG10'" Dmx="180~197" Update="Auto_Spd" />
      <Function ID="12" Name="PG11" Display="'PG11'" Dmx="198~215" Update="Auto_Spd" />
      <Function ID="13" Name="PG12" Display="'PG12'" Dmx="216~233" Update="Auto_Spd" />
      <Function ID="14" Name="Sound" Display="'Sound'" Dmx="234~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Speed" ID="3" If="'Auto'>1&&'Auto'<14" />
      <Condition Name="Sensitivity" ID="4" If="'Auto'==14" />
      <Else ID="1,2" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro %.1f%%',0.0~100.0" Dmx="36~255" />
      <Function ID="3" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="4" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2">
    <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="5d600a74-88e2-4a87-8bfb-e0340fd3c01d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="3 DMX m1" 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="3dafaf51-0ea4-479d-8339-77c7382d72f8" />
    <Include>
      <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="3 DMX m2" 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="83d1849a-0f0b-41b9-8a43-7af5bb27250d" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <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" />
    </Include>
  </Mode>
  <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="4a0b620f-f9f4-40b8-b9d9-ee74b49d11cd" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <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="af323bbc-9c88-4a87-a907-952b81254436" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="2" Wheel="23" />
        <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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" 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="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>