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LEDJ Vector Beam White (LEDJ_Vector Beam White.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Vector Beam White" ShortName="Vect Bm W" Company="LEDJ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>d2754eae-f1f7-4f52-a6a5-ef7a9444a2ad</Thumbnail>
  <History Date="14-10-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="18-10-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7a6f6b93-09ae-44f2-b5c5-48f23f1493b3" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'Tilt %.1f%%',0.0~100.0" Dmx="0~180" />
      <Function ID="2" Name="Static 180°" Display="'Static 180°'" Dmx="181~255" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="LED Macro" Display="'LED Macro'" Dmx="10~19" />
      <Function ID="3" Name="Show 1" Display="'Show 1'" Dmx="20~29" />
      <Function ID="4" Name="Show 2" Display="'Show 2'" Dmx="30~39" />
      <Function ID="5" Name="Show 3" Display="'Show 3'" Dmx="40~49" />
      <Function ID="6" Name="Show 4" Display="'Show 4'" Dmx="50~59" />
      <Function ID="7" Name="Show 5" Display="'Show 5'" Dmx="60~69" />
      <Function ID="8" Name="Show 6" Display="'Show 6'" Dmx="70~79" />
      <Function ID="9" Name="Show 7" Display="'Show 7'" Dmx="80~89" />
      <Function ID="10" Name="Show 8" Display="'Show 8'" Dmx="90~99" />
      <Function ID="11" Name="Show 9" Display="'Show 9'" Dmx="100~109" />
      <Function ID="12" Name="Show 10" Display="'Show 10'" Dmx="110~119" />
      <Function ID="13" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="140~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="15~255" />
    </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="20~29" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="30~39" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="40~49" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="50~59" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="60~69" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="70~79" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="80~89" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="90~99" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="100~109" />
      <Function ID="11" Name="Show 10" Display="'Show 10'" Dmx="110~119" />
      <Function ID="12" Name="Blackout" Display="'Blackout'" Dmx="120~139" />
      <Function ID="13" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="140~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <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="1 DMX" Channels="1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="8133d3bb-6799-440b-8279-8991033ad08f" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="24" />
    </Include>
  </Mode>
  <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="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="75b07048-f65b-4512-897e-02d29e62ea62" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt cell" X="9" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="5" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="6" ModeLink="Dim cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="7" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="8" ModeLink="Dim cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="9" ModeLink="Dim cell" X="5" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="10" ModeLink="Dim cell" X="6" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="11" ModeLink="Dim cell" X="7" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="12" ModeLink="Dim cell" X="8" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ea05f919-b8b2-4735-9d52-2e85f72cf847" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="13" Wheel="4" />
        <Attribute ID="Auto" ChannelOffset="14" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="15" Wheel="23" />
        <Attribute ID="Shutter" ChannelOffset="16" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt cell" X="9" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="5" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="6" ModeLink="Dim cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="7" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="8" ModeLink="Dim cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="9" ModeLink="Dim cell" X="5" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="10" ModeLink="Dim cell" X="6" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="11" ModeLink="Dim cell" X="7" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="12" ModeLink="Dim cell" X="8" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Tilt cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="2" Wheel="25" />
    </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="Head" PanMax="0" TiltMax="180" 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 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</Swatch>
  </swatchLibrary>
</Fixture>