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Eurolite LED SLS-180 RGB (Eurolite_LED SLS-180 RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED SLS-180 RGB" ShortName="SLS-180" Company="Eurolite">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>8f19771e-0a53-4666-88c4-3309d06651bf</Thumbnail>
  <History Date="01-02-16" Author="Nic Morris" Comment="Created" />
  <History Date="03-02-18" Author="Nic Morris" Comment="Added 5 and 3 DMX modes.  Added Atlabase ID's." />
  <History Date="03-02-18" Author="Nic Morris" Comment="Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5a6bc9a0-46d5-4761-bdeb-c23164b2f607" />
  <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" Intensity="0~0" />
    </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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="64~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Update="Macro_Spd" />
      <Function ID="2" Name="Static" Display="'Static'" Dmx="11~60" Update="Macro_Spd" />
      <Function ID="3" Name="7 Col Fade 1" Display="'7 Col Fade 1'" Dmx="61~110" Update="Macro_Spd" />
      <Function ID="4" Name="7 Col Fade 2" Display="'7 Col Fade 2'" Dmx="111~160" Update="Macro_Spd" />
      <Function ID="5" Name="3 Col Switch" Display="'3 Col Switch'" Dmx="161~210" Update="Macro_Spd" />
      <Function ID="6" Name="Sound" Display="'Sound'" Dmx="211~255" Update="Macro_Spd" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Select" ID="2" If="'Macro'==2" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Select" 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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter1" 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="11~255" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="1~5" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="EXSLS180" 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="b9429a21-08cc-4ca3-b445-c62cc23ad45e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="7" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="2f16c610-b7ce-4eed-acd3-27383e828a2e" />
    <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="Colour_Macro" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Shutter1" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <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="2c2e83fb-38df-410c-ae36-05a3e4dfd937" />
    <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>
  <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>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>