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DJPOWER WP-2 Bubble Fogger (DJPOWER_WP-2 Bubble Fogger.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="WP-2 Bubble Fogger" ShortName="WP-2" Company="DJPOWER">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>7af8ba56-aa17-445e-b1d6-b71e7b2e2a65</Thumbnail>
  <History Date="16-12-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Bubbles" Name="Bubbles" 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="Fog" Name="Fog" 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="Fan" Name="Fan" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Bubble_Clean" Name="Bubble Clean" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Clean" Display="'Clean'" Dmx="11~255" />
    </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>
    <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="11~255" 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 %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <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>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Fan" ChannelOffset="3" Wheel="6" />
        <Attribute ID="Bubble_Clean" ChannelOffset="4" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="41" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Shutter" Wheel="34" />
        <Attribute ID="Col_Mac_Spd" Wheel="8" />
        <Attribute ID="Bubbles" Wheel="4" />
        <Attribute ID="Fog" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Bubble" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Bubbles" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Fog" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="LED" ChannelOffset="5" ModeLink="LED cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Col_Mac_Spd" TargetId="Col_Mac_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="LED cell" Channels="8" 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="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="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="34" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="8" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="Dim 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="Dimmer" ChannelOffset="1" 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>