View Personality

Ignition WAL-L710 Par W-DMX (Ignition_WAL-L710 Par W-DMX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="WAL-L710 Par W-DMX" ShortName="L710PrWDMX" Company="Ignition" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>87ce6492-b3c1-4d80-8b47-0896f0e341ce</Thumbnail>
  <History Date="16-11-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="17-11-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e41747f4-1288-490e-bbf2-faa51df14c21" />
  <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="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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="16~21" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="22~27" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="28~33" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="34~39" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~45" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="46~51" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="52~57" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="58~63" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="64~69" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="70~75" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="76~81" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="82~87" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="88~93" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="94~99" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="100~105" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="106~111" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="112~117" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="118~123" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="124~129" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="130~135" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="136~141" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="142~147" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="148~153" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="154~159" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="160~165" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="166~171" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="172~177" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="178~183" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="184~189" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="190~195" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="196~201" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="202~207" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="208~213" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="214~219" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="220~225" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="226~231" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="232~237" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="238~243" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="244~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Program 2" Display="'Program 2'" Dmx="16~30" />
      <Function ID="3" Name="Program 3" Display="'Program 3'" Dmx="31~45" />
      <Function ID="4" Name="Program 4" Display="'Program 4'" Dmx="46~60" />
      <Function ID="5" Name="Program 5" Display="'Program 5'" Dmx="61~75" />
      <Function ID="6" Name="Program 6" Display="'Program 6'" Dmx="76~90" />
      <Function ID="7" Name="Program 7" Display="'Program 7'" Dmx="91~105" />
      <Function ID="8" Name="Program 8" Display="'Program 8'" Dmx="106~120" />
      <Function ID="9" Name="Program 9" Display="'Program 9'" Dmx="121~135" />
      <Function ID="10" Name="Program 10" Display="'Program 10'" Dmx="136~150" />
      <Function ID="11" Name="Program 11" Display="'Program 11'" Dmx="151~165" />
      <Function ID="12" Name="Program 12" Display="'Program 12'" Dmx="166~180" />
      <Function ID="13" Name="Program 13" Display="'Program 13'" Dmx="181~195" />
      <Function ID="14" Name="Program 14" Display="'Program 14'" Dmx="196~210" />
      <Function ID="15" Name="Program 15" Display="'Program 15'" Dmx="211~225" />
      <Function ID="16" Name="Program 16" Display="'Program 16'" Dmx="226~240" />
      <Function ID="17" Name="Program 17" Display="'Program 17'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program 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="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>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="df7e455a-e669-4b43-be35-5e63e1e42619" />
    <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="6 DMX" Channels="6">
    <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="433ce8f3-2f86-4f6f-83db-aea4997d9176" />
    <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="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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="75622257-f978-45d1-a617-8d229b351176" />
    <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="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Program" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Program_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
    </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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="87ce6492-b3c1-4d80-8b47-0896f0e341ce">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</Swatch>
  </swatchLibrary>
</Fixture>