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Lucas Led LED Moving Laser Beam Bar (LZ-08) (Lucas Led_LED Moving Laser Beam Bar (LZ-08).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Moving Laser Beam Bar (LZ-08)" ShortName="LaserBmBar" Company="Lucas Led" Version="4">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>e1cb630a-afca-451d-8cd8-2211240a031f</Thumbnail>
  <History Date="10-01-20" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="08-12-22" Author="Nic Morris" Comment="Created from Imrelax IM-RL8H500MW (identical except reset function range)" Version="2" />
  <History Date="09-12-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <History Date="30-01-24" Author="Nic Morris" Comment="Corrected 6 channel mapping (2nd channel should be tilt speed)" Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5d9f031e-39dc-4134-9248-e4b516b96b65" />
  <Control>
    <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_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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="8~15" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Thunder" Display="'Thunder %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </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="8~27" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="28~47" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="48~67" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="68~87" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="88~107" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="108~127" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="128~147" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="148~167" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="168~187" />
      <Function ID="11" Name="Show 10" Display="'Show 10'" Dmx="188~207" />
      <Function ID="12" Name="Show 11" Display="'Show 11'" Dmx="208~227" />
      <Function ID="13" Name="Show 12" Display="'Show 12'" Dmx="228~247" />
      <Function ID="14" Name="Show 13" Display="'Show 13'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Show_Spd" Name="Show 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="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="200~209" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="240~255" />
    </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="3 DMX" Channels="3" Id="a739f6b3-f5bf-40fb-a490-e2e5a27cb184">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="330" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5e88b9cd-de00-403f-9ba6-c8a3a5b80ee3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Laser" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="713bc7d3-b629-4b1a-a721-5971172f5ed1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="330" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bc85c654-110b-470b-bd2d-8644843d6b9b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="3" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Laser" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="21 DMX" Channels="21" Id="af214848-8478-4a65-884f-663c0eb914fb">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="330" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4b5b50e5-9757-4a1e-8779-bcbdbac97452" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="21" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Laser 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Laser 2" ChannelOffset="6" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Laser 3" ChannelOffset="7" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Laser 4" ChannelOffset="8" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Laser 5" ChannelOffset="9" ModeLink="Cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Laser 6" ChannelOffset="10" ModeLink="Cell" X="5" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Laser 7" ChannelOffset="11" ModeLink="Cell" X="6" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Laser 8" ChannelOffset="12" ModeLink="Cell" X="7" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 1" ChannelOffset="13" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 2" ChannelOffset="14" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="LED 3" ChannelOffset="15" ModeLink="Cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="LED 4" ChannelOffset="16" ModeLink="Cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="LED 5" ChannelOffset="17" ModeLink="Cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="LED 6" ChannelOffset="18" ModeLink="Cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="LED 7" ChannelOffset="19" ModeLink="Cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="LED 8" ChannelOffset="20" ModeLink="Cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="24 DMX" Channels="24" Id="43a4e1cf-9815-4317-ba23-3b1c671b3cd2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="330" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="98a84d02-60db-4089-bb38-aaf935d86749" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="21" Wheel="5" />
        <Attribute ID="Show" ChannelOffset="22" Wheel="22" />
        <Attribute ID="Show_Spd" ChannelOffset="23" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="24" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Laser 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Laser 2" ChannelOffset="6" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Laser 3" ChannelOffset="7" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Laser 4" ChannelOffset="8" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Laser 5" ChannelOffset="9" ModeLink="Cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Laser 6" ChannelOffset="10" ModeLink="Cell" X="5" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Laser 7" ChannelOffset="11" ModeLink="Cell" X="6" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Laser 8" ChannelOffset="12" ModeLink="Cell" X="7" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 1" ChannelOffset="13" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 2" ChannelOffset="14" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="LED 3" ChannelOffset="15" ModeLink="Cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="LED 4" ChannelOffset="16" ModeLink="Cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="LED 5" ChannelOffset="17" ModeLink="Cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="LED 6" ChannelOffset="18" ModeLink="Cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="LED 7" ChannelOffset="19" ModeLink="Cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="LED 8" ChannelOffset="20" ModeLink="Cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True" Id="9e2d3e38-f89c-41a0-a330-d821713e5cab">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="330" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>