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American DJ Boom Box FX2 (American DJ_Boom Box FX2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Boom Box FX2" ShortName="Bm Box FX2" Company="American DJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>6bd0b8a6-3bda-4791-aaa9-9c236c16c2e3</Thumbnail>
  <History Date="07-02-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="740ce73f-d4f6-4b28-8bcc-6ca1fa80d3fa" />
  <Control>
    <Attribute ID="Center_LED" Name="Center LED" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro %.1f%%',0.0~100.0" Dmx="10~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Red_Laser" Name="Red Laser" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Green_Laser" Name="Green Laser" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Laser_Pattern" Name="Laser Pattern" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Beam 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="Beam 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="Beam 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="Beam 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="Beam_Shutter" Name="Beam Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Beam 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="Beam_Rot" Name="Beam Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="189~128" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="255~194" />
    </Attribute>
    <Attribute ID="Red_Gobo" Name="Red Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Green_Gobo" Name="Green Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Blue_Gobo" Name="Blue Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="10~255" />
    </Attribute>
    <Attribute ID="White_Gobo" Name="White Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Gobo_Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="189~128" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="255~194" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Show" Display="'No Show'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="70~79" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="80~89" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="90~99" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="100~109" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="110~119" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="120~129" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="130~139" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="140~209" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="210~249" />
      <Function ID="11" Name="Show 0" Display="'Show 0'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Show_Spd" Name="Show 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="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="140~209" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="250~255" />
    </Attribute>
  </Control>
  <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="4a350907-2d05-42f6-b868-d574ca5407f7" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Show_Spd" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="3" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="19 DMX" Channels="19">
    <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="2882f240-0823-4c22-b586-c4fbb5257995" />
    <Include>
      <Attribute ID="Center_LED" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Red_Laser" ChannelOffset="2" Wheel="19" />
      <Attribute ID="Green_Laser" ChannelOffset="3" Wheel="20" />
      <Attribute ID="Laser_Pattern" ChannelOffset="4" Wheel="21" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="40" />
      <Attribute ID="Beam_Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
      <Attribute ID="Beam_Rot" ChannelOffset="11" Wheel="49" />
      <Attribute ID="Red_Gobo" ChannelOffset="12" Wheel="13" />
      <Attribute ID="Green_Gobo" ChannelOffset="13" Wheel="14" />
      <Attribute ID="Blue_Gobo" ChannelOffset="14" Wheel="15" />
      <Attribute ID="White_Gobo" ChannelOffset="15" Wheel="43" />
      <Attribute ID="Gobo_Rot" ChannelOffset="16" Wheel="44" />
      <Attribute ID="Show" ChannelOffset="17" Wheel="22" />
      <Attribute ID="Show_Spd" ChannelOffset="18" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="19" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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>