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Prolight elumen8 MP180 LED Fresnel RGBALC (Prolight_elumen8 MP180 LED Fresnel RGBALC.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="elumen8 MP180 LED Fresnel RGBALC" ShortName="MP180 Fr" Company="Prolight">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>3502ceb7-8bae-4efc-932c-4568126dd464</Thumbnail>
  <History Date="11-07-19" Author="Nic Morris" Comment="Created (it is not clear how HSI can coexist with colour mixing and dimmer in the 16channel mode.  This is unsupported)" />
  <History Date="12-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="606ce6ab-4b91-4868-b648-d1e957b04034" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="6~255" />
    </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="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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Lime" Name="Lime" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="CyanAdditive" Name="Cyan" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" />
    </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="Tint" Name="Tint" 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="+ Magenta" Display="'+ Magenta %.1f%%',100.0~0.0" Dmx="1~127" Colour="255,255,255" />
      <Function ID="3" Name="Neutral" Display="'Neutral'" Dmx="128~128" Colour="255,255,255" />
      <Function ID="4" Name="+ Green" Display="'+ Green %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xHue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xSaturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="Square" Display="'Square'" Dmx="64~127" />
      <Function ID="4" Name="Inv Square" Display="'Inv Square'" Dmx="128~191" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="LED Dimmer Mode" Display="'LED Dimmer Mode'" Dmx="6~63" />
      <Function ID="3" Name="Halogen Dimmer Mode" Display="'Halogen Dimmer Mode'" Dmx="64~127" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="7794c9c0-a70d-4b69-b25f-80260a9c3549" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </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="3a75f503-6613-4e6c-8c89-ec950ce2755c" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="CTO" ChannelOffset="4" Wheel="37" />
      <Attribute ID="Tint" ChannelOffset="5" Wheel="38" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="810da1fe-2a1c-4a78-b80a-c620a46a8e86" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="CyanAdditive" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <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="dcbea151-8332-4249-9662-7be053de0739" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="7" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="8" Wheel="41" />
      <Attribute ID="CyanAdditive" ChannelOffset="9" Wheel="42" />
      <Attribute ID="CTO" ChannelOffset="10" Wheel="37" />
      <Attribute ID="Tint" ChannelOffset="11" Wheel="38" />
      <Attribute ID="xHue" ChannelOffset="12" Wheel="7" />
      <Attribute ID="xSaturation" ChannelOffset="13" Wheel="8" />
      <Attribute ID="xColourIntensity" ChannelOffset="14" Wheel="9" />
      <Attribute ID="Dim_Curve" ChannelOffset="15" Wheel="25" />
      <Attribute ID="Dim_Mode" ChannelOffset="16" Wheel="26" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Linear">
      <Set Channel="Dim_Curve:2" Delay="6000" />
      <Set Channel="Dim_Curve:1" Delay="0" />
    </Macro>
    <Macro Name="Square">
      <Set Channel="Dim_Curve:3" Delay="6000" />
      <Set Channel="Dim_Curve:1" Delay="0" />
    </Macro>
    <Macro Name="Inv Square">
      <Set Channel="Dim_Curve:4" Delay="6000" />
      <Set Channel="Dim_Curve:1" Delay="0" />
    </Macro>
    <Macro Name="S-Curve">
      <Set Channel="Dim_Curve:5" Delay="6000" />
      <Set Channel="Dim_Curve:1" Delay="0" />
    </Macro>
    <Macro Name="LED Dimmer Mode">
      <Set Channel="Dim_Mode:2" Delay="6000" />
      <Set Channel="Dim_Mode:1" Delay="0" />
    </Macro>
    <Macro Name="Halogen Dimmer Mode">
      <Set Channel="Dim_Mode:3" Delay="6000" />
      <Set Channel="Dim_Mode:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>