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Imrelax IM-RL8H500MW (Imrelax_IM-RL8H500MW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="IM-RL8H500MW" ShortName="RL8H500MW" Company="Imrelax" Version="2">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>58c20050-7c6c-45bf-834e-da135b331414</Thumbnail>
  <History Date="10-01-20" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="30-01-24" Author="Nic Morris" Comment="Corrected 6 channel mapping (2nd channel should be tilt speed).  Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8cb82370-4c4a-417e-83f3-8c07e17b0731" />
  <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="210~239" />
      <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="d01b19bc-3c1e-4451-86b5-6147cdcd25d5">
    <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="bc55a991-2210-471a-98ab-c18b9d92f1c6" />
    <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="50babda7-da08-47e8-9179-75d139cf71fc">
    <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="157985d4-4275-4059-b707-32ae9b3fb4cf" />
    <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="d3f953c8-e914-4d68-8059-4b9e1f82474b">
    <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="3f5a1eb7-43d3-4881-b8c0-bc73a46e71c9" />
    <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="bd2a411e-6b71-4dce-82b3-126e90349ccf">
    <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="36323b6a-3cda-4a30-90e3-31935bb19270" />
    <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="53cc69fd-9584-43f7-9fd7-81a8ac9e80d4">
    <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>