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Stairville Remus QuadBeam 160 (Stairville_Remus QuadBeam 160.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Remus QuadBeam 160" ShortName="QuadBm160" Company="Stairville" Version="2">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>fbff6526-3d50-49d8-835b-208fb70083ef</Thumbnail>
  <History Date="01-07-24" Author="Nic Morris" Comment="Created (poor documentation.  colour macros are not defined properly)" Version="0" />
  <History Date="03-07-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="04-07-24" Author="Nic Morris" Comment="Changed 8 channel mode to 7 channels in response to customer feedback (documentation is wrong)" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c8de5c32-980a-45b2-bc9a-53ae907be338" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" />
      <Function ID="5" Name="Rnd Pulse" Display="'Rnd Pulse %.f%%',0~100" Dmx="11~33" />
      <Function ID="6" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" />
      <Function ID="7" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" />
      <Function ID="8" Name="Impulse" Display="'Impulse %.1f Sec',5.0~1.0" Dmx="103~127" />
    </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="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="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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="11~125" Colour="255,255,255" />
      <Function ID="3" Name="Col Change Stop" Display="'Col Change Stop'" Dmx="126~127" Colour="255,255,255" />
      <Function ID="4" Name="Col Change" Display="'Col Change %.f%%',0~100" Dmx="128~191" Colour="255,255,255" />
      <Function ID="5" Name="Slow Col Change" Display="'Slow Col Change %.f%%',0~100" Dmx="192~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="CTO C-Mix" Display="'%.fK',2800~8000" Dmx="6~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="6~63" />
      <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="64~127" />
      <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="128~191" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="CTO1" Name="CTO" Description="" Group="C">
      <Locate Locate="1:2800" PowerOn="1:2800" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2800~3000" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2" Id="367b4ef2-7314-4d9c-ba58-a52f9986d311">
    <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="34c7e2d9-4843-46ca-aca6-3990c9a30537" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO1" ChannelOffset="2" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="c8797998-28bb-4efe-9d79-1bb2276b71ed">
    <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="2b2cb29c-8504-4dd4-8d36-a2e245adf827" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="a3604e60-3087-437a-af6e-7541eb019f8b">
    <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="a6fc3be0-f7d3-42a1-ac66-0feeee6c31c8" />
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="276ffe93-2123-4971-a753-0da5b5c84ffc">
    <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="f1ebe111-58e8-4545-9e2b-5b98543af50e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="0b0b56f9-549d-4109-aa6f-5ecaa271817b">
    <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="e611dbbd-c4e9-4a30-b075-c5c0ff30f482" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="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" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="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" 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>
    <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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>