View Personality

Lightwave Phenom (Lightwave_Phenom.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Phenom" ShortName="Phenom" Company="Lightwave">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>4f6b87b4-3f72-40d5-a77f-153c0ed08b2f</Thumbnail>
  <History Date="24-11-18" Author="Nic Morris" Comment="Created" />
  <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="File" Name="Cue" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Cue" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Folder" Name="Page" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Page" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="X-Size" Name="X-Size" Description="" Group="B" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'%.2f%%',-100.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Y-Size" Name="Y-Size" Description="" Group="B" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'%.2f%%',-100.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="X-Pos" Name="X-Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Y-Pos" Name="Y-Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Z-Rot" Name="Z-Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Rotate" Display="'%.2f°',0.00~360.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Red" Name="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="Green" Name="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="Blue" Name="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="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="Clip_Speed" Name="Clip Speed" Description="" Group="E">
      <Locate Locate="1:151" PowerOn="1:151" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~300.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Clip_Direction" Name="Clip Direction" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Forward" Display="'Forward'" Dmx="0~0" />
      <Function ID="2" Name="Reverse" Display="'Reverse'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Scan_Rate" Name="Scan Rate" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Rate" Display="'Rate %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Visible_Points" Name="Visible Points" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Points" Display="'%.1f%%',-100.0~100.0" 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="1~127" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Colour_Mode" Name="Colour Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Additive" Display="'Additive'" Dmx="2~2" />
      <Function ID="3" Name="Subtractive" Display="'Subtractive'" Dmx="3~3" />
      <Function ID="4" Name="Additive/Subtractive" Display="'Additive/Subtractive'" Dmx="4~4" />
      <Function ID="5" Name="HSV Entire Clip (Global)" Display="'HSV Entire Clip (Global)'" Dmx="5~5" />
      <Function ID="6" Name="True HSV Point by Point" Display="'True HSV Point by Point'" Dmx="6~6" />
      <Function ID="7" Name="Normal" Display="'Normal'" Dmx="7~255" />
    </Attribute>
    <Attribute ID="xHue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.f°',0~360" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt_Range" Name="Tilt Range" Description="" Group="S">
      <Locate Locate="1:255" PowerOn="1:255" />
      <Function ID="1" Name="Limit" Display="'%.f',0~255" 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="128~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Reserved1" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="32 DMX" Channels="32">
    <Import PearlRef="UKLWPHEN" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="File" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Folder" ChannelOffset="3" Wheel="14" />
      <Attribute ID="X-Size" ChannelOffset="4,5" Wheel="19" />
      <Attribute ID="Y-Size" ChannelOffset="6,7" Wheel="20" />
      <Attribute ID="X-Pos" ChannelOffset="8,9" Wheel="21" />
      <Attribute ID="Y-Pos" ChannelOffset="10,11" Wheel="49" />
      <Attribute ID="Z-Rot" ChannelOffset="12,13" Wheel="50" />
      <Attribute ID="Red" ChannelOffset="14" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="15" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="16" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="17" Wheel="40" />
      <Attribute ID="Clip_Speed" ChannelOffset="18" Wheel="22" />
      <Attribute ID="Clip_Direction" ChannelOffset="19" Wheel="23" />
      <Attribute ID="Scan_Rate" ChannelOffset="20" Wheel="4" />
      <Attribute ID="Visible_Points" ChannelOffset="21" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="22" Wheel="6" />
      <Attribute ID="Colour_Mode" ChannelOffset="23" Wheel="25" />
      <Attribute ID="xHue" ChannelOffset="24" Wheel="7" />
      <Attribute ID="Pan" ChannelOffset="25,26" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="27,28" Wheel="3" />
      <Attribute ID="Tilt_Range" ChannelOffset="29" Wheel="26" />
      <Attribute ID="Control" ChannelOffset="30" Wheel="28" />
      <Attribute ID="Reserved" ChannelOffset="31" Wheel="29" />
      <Attribute ID="Reserved1" ChannelOffset="32" Wheel="30" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="11000" />
      <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>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>