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Unknown LED 1000W RGB STROBE (Unknown_LED 1000W RGB STROBE.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED 1000W RGB STROBE" ShortName="RGB Strobe" Company="Unknown" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>84ddce69-0f58-4542-a064-aa5493e0e9d1</Thumbnail>
  <History Date="20-03-20" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <Manual Filename="" Summary="" />
  <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="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="5~199" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~255" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="200~239" />
    </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="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Jump Colour" Display="'Jump Colour'" Dmx="5~31" />
      <Function ID="3" Name="Gradual" Display="'Gradual'" Dmx="32~58" />
      <Function ID="4" Name="Forward Jump" Display="'Forward Jump'" Dmx="59~85" />
      <Function ID="5" Name="Reverse Jump" Display="'Reverse Jump'" Dmx="86~112" />
      <Function ID="6" Name="2-way Jump" Display="'2-way Jump'" Dmx="113~139" />
      <Function ID="7" Name="Jump Bounce" Display="'Jump Bounce'" Dmx="140~166" />
      <Function ID="8" Name="Tracking Positive" Display="'Tracking Positive'" Dmx="167~193" />
      <Function ID="9" Name="Tracking Reverse" Display="'Tracking Reverse'" Dmx="194~220" />
      <Function ID="10" Name="Tracking 2-way" Display="'Tracking 2-way'" Dmx="221~247" />
      <Function ID="11" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="R" Display="'R'" Dmx="29~29" Colour="255,0,0" />
      <Function ID="3" Name="G" Display="'G'" Dmx="30~59" Colour="0,255,0" />
      <Function ID="4" Name="B" Display="'B'" Dmx="60~89" Colour="0,0,255" />
      <Function ID="5" Name="RG" Display="'RG'" Dmx="90~119" Colour="255,255,255" />
      <Function ID="6" Name="RB" Display="'RB'" Dmx="120~149" Colour="255,255,255" />
      <Function ID="7" Name="GB" Display="'GB'" Dmx="150~179" Colour="255,255,255" />
      <Function ID="8" Name="RGB" Display="'RGB'" Dmx="180~209" Colour="255,255,255" />
      <Function ID="9" Name="Jump" Display="'Jump'" Dmx="210~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="BG_Red" Name="BG Red" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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="BG_Green" Name="BG Green" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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="BG_Blue" Name="BG Blue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </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="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="5~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="15 DMX" Channels="15">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
        <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
        <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
        <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="BG_Red" ChannelOffset="12" Wheel="40" />
        <Attribute ID="BG_Green" ChannelOffset="13" Wheel="41" />
        <Attribute ID="BG_Blue" ChannelOffset="14" Wheel="42" />
        <Attribute ID="Auto" ChannelOffset="15" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" ModeLink="Colour cell" X="0" Y="0">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="Colour cell" X="0" Y="1">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Colour cell" X="0" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="Colour cell" X="0" Y="3">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <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="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red_Master" ChannelOffset="3" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="4" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="72" />
        <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="6" ModeLink="RGB 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="9" ModeLink="RGB 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="12" ModeLink="RGB 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>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="15" ModeLink="RGB cell" X="0" Y="3">
        <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="RGB 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>
  <Mode Name="Colour cell" Channels="1" 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="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </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>