View Personality

LED LA L-334 WW COB (LED LA_L-334 WW COB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="L-334 WW COB" ShortName="L-334WWCOB" Company="LED LA" Version="3">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>214c09db-a004-4423-9a92-5a02de57cfeb</Thumbnail>
  <History Date="24-03-24" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <History Date="29-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c7ab606f-247b-4fc2-aa89-632b89f5d9b5" />
  <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="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Dimmer" Display="'Dimmer %.1f%%',0.0~100.0" Dmx="31~255" />
    </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="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Dim Spd 4" Display="'Dim Spd 4'" Dmx="0~0" />
      <Function ID="2" Name="Dim Spd 3" Display="'Dim Spd 3'" Dmx="21~40" />
      <Function ID="3" Name="Dim Spd 2" Display="'Dim Spd 2'" Dmx="41~60" />
      <Function ID="4" Name="Dim Spd 1" Display="'Dim Spd 1'" Dmx="61~80" />
      <Function ID="5" Name="Dim Spd Off" Display="'Dim Spd Off'" Dmx="81~99" />
      <Function ID="6" Name="Inner Program 1" Display="'Inner Program 1'" Dmx="100~109" />
      <Function ID="7" Name="Inner Program 2" Display="'Inner Program 2'" Dmx="110~119" />
      <Function ID="8" Name="Inner Program 3" Display="'Inner Program 3'" Dmx="120~129" />
      <Function ID="9" Name="Inner Program 4" Display="'Inner Program 4'" Dmx="130~139" />
      <Function ID="10" Name="Inner Program 5" Display="'Inner Program 5'" Dmx="140~149" />
      <Function ID="11" Name="Inner Program 6" Display="'Inner Program 6'" Dmx="150~159" />
      <Function ID="12" Name="Inner Program 7" Display="'Inner Program 7'" Dmx="160~169" />
      <Function ID="13" Name="Inner Program 8" Display="'Inner Program 8'" Dmx="170~179" />
      <Function ID="14" Name="Inner Program 9" Display="'Inner Program 9'" Dmx="180~189" />
      <Function ID="15" Name="Inner Program 10" Display="'Inner Program 10'" Dmx="190~199" />
      <Function ID="16" Name="Sound Colour" Display="'Sound Colour'" Dmx="200~240" />
      <Function ID="17" Name="Sound Strobe" Display="'Sound Strobe'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <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="8 DMX" Channels="8" Id="d5f96aef-bfb0-4ef1-86bf-6db3401c7bee">
    <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="ca77f7a7-5921-4640-9c0c-8b89b963a32f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Effect" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Program" ChannelOffset="8" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="091a341b-7785-4c9e-a7b5-2b11fc6f6930">
    <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="620f1f47-cfca-4afd-991e-b03600f97dee" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True" Id="a5822517-66f5-497d-bf43-d0cf4a560cbc">
    <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="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="214c09db-a004-4423-9a92-5a02de57cfeb">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</Swatch>
  </swatchLibrary>
</Fixture>