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Chauvet EVE P-130 RGB (Chauvet_EVE P-130 RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EVE P-130 RGB" ShortName="P-130 RGB" Company="Chauvet">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>f56a8a90-19d9-42a9-b677-b199a07d25fb</Thumbnail>
  <History Date="13-11-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5b375ddf-9497-494c-8e20-f8d8edd9a8bc" />
  <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="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="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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="16~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Auto_Spd" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="32~63" Update="Auto_Spd" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="64~95" Update="Auto_Spd" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="96~127" Update="Auto_Spd" />
      <Function ID="5" Name="Col Fade" Display="'Col Fade'" Dmx="128~159" Update="Auto_Spd" />
      <Function ID="6" Name="7-Col Snap" Display="'7-Col Snap'" Dmx="160~191" Update="Auto_Spd" />
      <Function ID="7" Name="18-Col Snap" Display="'18-Col Snap'" Dmx="192~223" Update="Auto_Spd" />
      <Function ID="8" Name="Sound 1" Display="'Sound 1'" Dmx="224~249" Update="Auto_Spd" />
      <Function ID="9" Name="Sound 2" Display="'Sound 2'" Dmx="250~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Sensitivity" ID="2,3" If="'Auto'>7" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="3" Name="Sensitivity" Display="'Sensitivity %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="52~101" />
      <Function ID="3" Name="Fast" Display="'Fast'" Dmx="102~152" />
      <Function ID="4" Name="Med" Display="'Med'" Dmx="153~203" />
      <Function ID="5" Name="Slow" Display="'Slow'" Dmx="204~255" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="CHP130C9" 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="a2633a64-e963-43c8-9552-8e9bdbedb47e" />
    <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="Colour_Macro" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="9" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="CHP130C4" 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="e62d1803-7a31-4efc-b04d-ebf0b7b713d4" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="CHP130C3" 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="9abc0f5a-9256-4771-9655-3ed69138ea79" />
    <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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>