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Shehds Six Eye Laser RGB Lighting (Shehds_Six Eye Laser RGB Lighting.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Six Eye Laser RGB Lighting" ShortName="6EyeLaser" Company="Shehds" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>7713a984-71ad-42b8-91a1-8d398002ee80</Thumbnail>
  <History Date="12-09-22" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <History Date="01-06-24" Author="Nic Morris" Comment="Created from Unknown Six-eye swing laser lamp (poor documentation.  effectively identical.  assumed pan and tilt speed controls are mislabelled in the 19 channel mode charts.  control function ranges missing - left reset for now)" Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="005abaef-b461-4296-93dc-46d26123ffd2" />
  <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="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan_Speed" Name="Pan 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="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="10~255" />
    </Attribute>
    <Attribute ID="Laser_FX" Name="Laser FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="15~27" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="28~39" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="40~51" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="52~63" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="64~75" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="76~87" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="88~99" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="100~111" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="112~123" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="124~135" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="136~147" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="148~159" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="160~171" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="172~183" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="184~195" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="196~207" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="208~219" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="220~231" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="232~243" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="244~255" />
    </Attribute>
    <Attribute ID="Laser_FX_Spd" Name="Laser FX 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="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~45" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="46~75" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="76~105" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="106~135" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="136~165" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="166~195" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="196~225" />
      <Function ID="9" Name="Sound 1" Display="'Sound 1'" Dmx="226~240" />
      <Function ID="10" Name="Sound 2" Display="'Sound 2'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="128~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan_All" Name="Pan All" Description="" Group="P">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Pan" Display="'Pan %.1f%%',0.0~100.0" Dmx="1~255" />
    </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" Update="Auto_Spd" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="56~80" Update="Auto_Spd" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="81~105" Update="Auto_Spd" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="106~130" Update="Auto_Spd" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="131~155" Update="Auto_Spd" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="156~180" Update="Auto_Spd" />
      <Function ID="7" Name="Sound 1" Display="'Sound 1'" Dmx="181~205" Update="Auto_Spd" />
      <Function ID="8" Name="Auto 6" Display="'Auto 6'" Dmx="206~230" Update="Auto_Spd" />
      <Function ID="9" Name="Sound 2" Display="'Sound 2'" Dmx="231~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Else ID="1" />
      <Condition Name="Sensitivity" ID="2" If="'Auto'==7||'Auto'==9" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11" Id="84a874f6-832d-436f-a77f-df3713a4d735">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="190" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d4a5ce68-ce69-450a-b159-e41fea7712e9" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="26" />
      <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Pan_Speed" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Laser_FX" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Laser_FX_Spd" ChannelOffset="8" Wheel="24" />
      <Attribute ID="P/T_Macro" ChannelOffset="9" Wheel="53" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="10" Wheel="54" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="19 DMX" Channels="19" Id="be421ff2-dd79-41f3-b8ec-b18406a2ca8b">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="190" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b8251043-c47e-49ae-a1a5-00b365b13489" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="26" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Pan_Speed" ChannelOffset="9" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="10" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="11" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="18" Wheel="83" />
        <Attribute ID="Auto_Spd" ChannelOffset="19" Wheel="84" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="19 DMX cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="19 DMX cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="19 DMX cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="6" ModeLink="19 DMX cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="7" ModeLink="19 DMX cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="8" ModeLink="19 DMX cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="24 DMX" Channels="24" Id="7b7a5c5f-5ea8-422c-a95d-911957bb7661">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="190" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="aa0c1e5b-9233-4812-8192-c69eb4826949" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="26" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Pan_All" ChannelOffset="10" Wheel="19" />
        <Attribute ID="Pan_Speed" ChannelOffset="11" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="12" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
        <Attribute ID="Laser_FX" ChannelOffset="20" Wheel="23" />
        <Attribute ID="Laser_FX_Spd" ChannelOffset="21" Wheel="24" />
        <Attribute ID="P/T_Macro" ChannelOffset="22" Wheel="53" />
        <Attribute ID="P/T_Mac_Spd" ChannelOffset="23" Wheel="54" />
        <Attribute ID="Control" ChannelOffset="24" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="24 DMX cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="24 DMX cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="6" ModeLink="24 DMX cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="24 DMX cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="8" ModeLink="24 DMX cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="9" ModeLink="24 DMX cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="19 DMX cell" Channels="2" Hidden="True" Id="b4abb514-c8ce-4073-9de9-ab4704fb2000">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="190" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="24 DMX cell" Channels="2" Hidden="True" Id="1f5c62bb-1574-490f-b7cf-29201286ed06">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="190" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Dimmer" ChannelOffset="11" 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="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </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 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</Swatch>
  </swatchLibrary>
</Fixture>