View Personality

Chauvet onAir Flex Drive 2 (Chauvet_onAir Flex Drive 2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="onAir Flex Drive 2" ShortName="onArFlxDr2" Company="Chauvet" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>48095ce1-d173-4008-a6ce-64808e79dc81</Thumbnail>
  <History Date="05-04-24" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <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="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="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="RGBW+Dx2 (Address All), 10 DMX" Channels="10" Id="7d4845f3-4132-414b-be59-1743abb48dc9">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="RGBWD cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="RGBWD cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBW+Dx2 (Address Sub1 or Sub2), 5 DMX" Channels="5" Id="75b7affe-8064-40ec-a9d3-0371fa750e99">
    <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" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGBWx2 (Address All), 8 DMX" Channels="8" Id="96a9ca1c-3ff9-4c3b-8cae-33d36be78f48">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="RGBW cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="RGBW cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBWx2 (Address Sub1 or Sub2), 4 DMX" Channels="4" Id="e9472918-fc8a-4305-a80f-6e42fe8d4e65">
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGBWD cell" Channels="5" Hidden="True" Id="037d064c-e3b3-4ddb-869f-4ee5883dd921">
    <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" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True" Id="a604a3e8-c01d-4341-b7fb-01048a0847de">
    <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="White" ChannelOffset="4" Wheel="40" 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 id="48095ce1-d173-4008-a6ce-64808e79dc81">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</Swatch>
  </swatchLibrary>
</Fixture>