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Event Lighting STROBEXRGB (Event Lighting_STROBEXRGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="STROBEXRGB" ShortName="STROBEXRGB" Company="Event Lighting" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>6e33fb96-402c-4845-b266-ca5d6949cc4f</Thumbnail>
  <History Date="02-07-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4335f48a-ba77-4e8a-9271-b57367c248f8" />
  <Control>
    <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Red_Interval" Name="Red Interval" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Inverval" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Green_Inverval" Name="Green Inverval" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Inverval" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Blue_Interval" Name="Blue Interval" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Inverval" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="32~63" Colour="255,0,0" />
      <Function ID="3" Name="Red+Green" Display="'Red+Green'" Dmx="64~95" Colour="255,255,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="96~127" Colour="0,255,0" />
      <Function ID="5" Name="Green+Blue" Display="'Green+Blue'" Dmx="128~159" Colour="0,255,255" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="160~191" Colour="0,0,255" />
      <Function ID="7" Name="Red+Blue" Display="'Red+Blue'" Dmx="192~223" Colour="255,0,255" />
      <Function ID="8" Name="Red+Green+Blue" Display="'Red+Green+Blue'" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <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="Effect_Spd" Name="Effect 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="Spd/Repetition" Name="Spd/Repetition" 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="Inverval" Name="Inverval" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Inverval" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Random" Name="Random" 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="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="On_Duration" Name="On Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rate" Name="Rate" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Rate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3" Id="0ea7a05c-9070-416f-be33-ce4273790a08">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d65ae843-7994-4868-a636-cb0cf1e21f37" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="7a7ee4d8-f0eb-4d15-a8ea-3fcd0f6bb7db">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="268767de-18fd-491c-bb8a-9e7be73c3e25" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Spd/Repetition" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Inverval" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Random" ChannelOffset="4" Wheel="64" />
      <Attribute ID="Effect" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="6" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="0b08874c-db10-49e6-9ee2-8ea7be59d2ca">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="41f21537-121e-4030-9025-2aa3b3482dcf" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Spd/Repetition" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Inverval" ChannelOffset="6" Wheel="6" />
      <Attribute ID="Random" ChannelOffset="7" Wheel="64" />
      <Attribute ID="Effect" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="9" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="4020eb58-c9e8-4ba4-bcf1-b8659098552a">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="302075aa-b6c2-4c73-9be1-2c6a4cf4f8ae" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Red_Interval" ChannelOffset="3" Wheel="34" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Green_Inverval" ChannelOffset="5" Wheel="35" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="Blue_Interval" ChannelOffset="7" Wheel="36" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Effect" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="10" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18" Id="48fa9531-c970-4d76-bef7-f6a894734cb7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f5dae5ee-f87f-4491-9f89-9572e1e8ef45" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="On_Duration" ChannelOffset="14" Wheel="6" />
        <Attribute ID="Rate" ChannelOffset="15" Wheel="5" />
        <Attribute ID="Random" ChannelOffset="16" Wheel="64" />
        <Attribute ID="Effect" ChannelOffset="17" Wheel="22" />
        <Attribute ID="Effect_Spd" ChannelOffset="18" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="8" ModeLink="RGB cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="25 DMX" Channels="25" Id="4f784247-aeb3-4c10-b249-daa6c77a9834">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="7dd6a5c3-d512-4f48-a69f-ef761f6fb239" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Red_Interval" Wheel="34" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Green_Inverval" Wheel="35" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Blue_Interval" Wheel="36" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Block cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Red_Interval" TargetId="Red_Interval" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Green_Inverval" TargetId="Green_Inverval" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Blue_Interval" TargetId="Blue_Interval" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="Block cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Red_Interval" TargetId="Red_Interval" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Green_Inverval" TargetId="Green_Inverval" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Blue_Interval" TargetId="Blue_Interval" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="14" ModeLink="Block cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Red_Interval" TargetId="Red_Interval" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Green_Inverval" TargetId="Green_Inverval" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Blue_Interval" TargetId="Blue_Interval" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="20" ModeLink="Block cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Red_Interval" TargetId="Red_Interval" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Green_Inverval" TargetId="Green_Inverval" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Blue_Interval" TargetId="Blue_Interval" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="f0f05c3d-c8c3-4100-aaab-ac1b2765f303">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Block cell" Channels="6" Hidden="True" Id="2ee7256a-c938-4aa7-9647-f06cff8f5c9e">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Red_Interval" ChannelOffset="2" Wheel="34" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Green_Inverval" ChannelOffset="4" Wheel="35" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Blue_Interval" ChannelOffset="6" Wheel="36" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Legend="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Legend="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Legend="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Legend="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>