View Personality

Shehds 8xRed Laser+Beam Moving (SHE-LaBMH8500R) (Shehds_8xRed Laser+Beam Moving (SHE-LaBMH8500R).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="8xRed Laser+Beam Moving (SHE-LaBMH8500R)" ShortName="8xLaser+Bm" Company="Shehds" Version="0">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <Thumbnail>a9601b29-917f-42ab-bf61-d0cb2d20e234</Thumbnail>
  <History Date="13-01-26" Author="Nic Morris" Comment="Created (vague documentation)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0eb1b698-9166-4a00-8e03-220e35c224bc" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="15~35" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="36~56" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="57~76" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="77~97" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="98~117" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="118~138" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="139~159" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="160~179" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="180~200" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="201~220" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="221~241" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="242~248" />
      <Function ID="14" Name="Random Effect 1-12" Display="'Random Effect 1-12'" Dmx="249~255" />
    </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="LED_FX" Name="LED 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="15~35" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="36~56" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="57~76" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="77~97" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="98~117" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="118~138" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="139~159" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="160~179" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="180~200" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="201~220" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="221~241" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="242~248" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="249~255" />
    </Attribute>
    <Attribute ID="LED_FX_Spd" Name="LED 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="Tilt_FX" Name="Tilt 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="Macro 1" Display="'Macro 1'" Dmx="8~22" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="23~37" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="38~52" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="53~67" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="68~82" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="83~97" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="98~112" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="113~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~142" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="143~157" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="158~172" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="173~187" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="188~202" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="203~217" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="218~232" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="233~247" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Tilt_FX_Spd" Name="Tilt 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="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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="Laser_Master" Name="Laser Master" 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="Laser_Shutter" Name="Laser Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="LED_Shutter" Name="LED Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="15 DMX" Channels="15" Id="67c5d603-6b4f-499f-a096-50985ee97761">
    <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="4b05caa7-895c-4395-a204-db5d69971486" />
    <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" Wheel="35" />
        <Attribute ID="Laser_FX" Wheel="22" />
        <Attribute ID="Laser_FX_Spd" Wheel="23" />
        <Attribute ID="LED_FX" Wheel="52" />
        <Attribute ID="LED_FX_Spd" Wheel="53" />
        <Attribute ID="Tilt_FX" ChannelOffset="13" Wheel="82" />
        <Attribute ID="Tilt_FX_Spd" ChannelOffset="14" Wheel="83" />
        <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Laser" ChannelOffset="5" ModeLink="Laser cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Laser_FX" TargetId="Laser_FX" />
        <AttributeLink SourceId="Laser_FX_Spd" TargetId="Laser_FX_Spd" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="6" ModeLink="LED cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="LED_FX" TargetId="LED_FX" />
        <AttributeLink SourceId="LED_FX_Spd" TargetId="LED_FX_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="31 DMX" Channels="31" Id="6492c8d5-f73b-4806-b3ad-855359495593">
    <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="a99b9b94-328b-470d-b85c-e49f094616d0" />
    <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="Laser_Master" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Laser_Shutter" ChannelOffset="7" Wheel="6" />
        <Attribute ID="LED_Shutter" ChannelOffset="8" Wheel="34" />
        <Attribute ID="Laser_FX" ChannelOffset="9" Wheel="22" />
        <Attribute ID="Laser_FX_Spd" ChannelOffset="10" Wheel="23" />
        <Attribute ID="LED_FX" ChannelOffset="11" Wheel="52" />
        <Attribute ID="LED_FX_Spd" ChannelOffset="12" Wheel="53" />
        <Attribute ID="Tilt_FX" ChannelOffset="13" Wheel="82" />
        <Attribute ID="Tilt_FX_Spd" ChannelOffset="14" Wheel="83" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Control" ChannelOffset="31" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="LED Master" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Laser 1" ChannelOffset="15" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Laser 2" ChannelOffset="16" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Laser 3" ChannelOffset="17" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Laser 4" ChannelOffset="18" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Laser 5" ChannelOffset="19" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Laser 6" ChannelOffset="20" ModeLink="Dim cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Laser 7" ChannelOffset="21" ModeLink="Dim cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Laser 8" ChannelOffset="22" ModeLink="Dim cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED Colour 1" ChannelOffset="23" ModeLink="Colour cell" X="0" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell11" Name="LED Colour 2" ChannelOffset="24" ModeLink="Colour cell" X="1" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell12" Name="LED Colour 3" ChannelOffset="25" ModeLink="Colour cell" X="2" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell13" Name="LED Colour 4" ChannelOffset="26" ModeLink="Colour cell" X="3" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell14" Name="LED Colour 5" ChannelOffset="27" ModeLink="Colour cell" X="4" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell15" Name="LED Colour 6" ChannelOffset="28" ModeLink="Colour cell" X="5" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell16" Name="LED Colour 7" ChannelOffset="29" ModeLink="Colour cell" X="6" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell17" Name="LED Colour 8" ChannelOffset="30" ModeLink="Colour cell" X="7" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Laser cell" Channels="4" Hidden="True" Id="118c321a-e57b-421f-a96d-9ebb509ef67b">
    <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" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="35" />
      <Attribute ID="Laser_FX" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Laser_FX_Spd" ChannelOffset="6" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="LED cell" Channels="4" Hidden="True" Id="05e23466-2833-43db-a28b-e83b9ec71801">
    <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" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="35" />
      <Attribute ID="LED_FX" ChannelOffset="6" Wheel="52" />
      <Attribute ID="LED_FX_Spd" ChannelOffset="7" Wheel="53" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="b9c98713-a0fd-4b07-9c41-7513faecaa29">
    <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>
  <Mode Name="Colour cell" Channels="1" Hidden="True" Id="950f40f8-871d-41cf-8f62-5628f4e58a40">
    <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="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch id="a9601b29-917f-42ab-bf61-d0cb2d20e234">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</Swatch>
  </swatchLibrary>
</Fixture>