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Pulse ECO LED PAR56 (LED-56 ECO) (Pulse_ECO LED PAR56 (LED-56 ECO).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ECO LED PAR56 (LED-56 ECO)" ShortName="ECO P56" Company="Pulse">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>f4e0ab6e-a402-4566-a5be-432ad0e7c5d4</Thumbnail>
  <History Date="31-01-14" Author="Nic Morris" Comment="Created" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." />
  <History Date="27-08-19" Author="Nic Morris" Comment="" />
  <History Date="27-08-19" Author="Nic Morris" Comment="Created from Pulse LED PAR" />
  <History Date="29-08-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="30-08-19" Author="Nic Morris" Comment="Fixed 3 channel mode vdim." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c9ca40ae-a06c-4b7b-80a0-64d220790329" />
  <Control>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="RGB" Display="'RGB'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="7 Col Fade" Display="'7 Col Fade'" Dmx="64~127" Colour="255,255,255" />
      <Function ID="3" Name="7 Col Change" Display="'7 Col Change'" Dmx="128~191" Colour="255,255,255" />
      <Function ID="4" Name="3 Col Change" Display="'3 Col Change'" Dmx="192~255" Colour="255,255,255" />
    </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="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.f%%',0~100" Dmx="100~11" />
      <Function ID="3" Name="Unit Speed" Display="'Unit Speed'" Dmx="151~255" />
    </Attribute>
    <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>
  </Control>
  <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="400b0979-ee53-4491-85e3-246612a76281" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </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="3b7354bf-894f-4676-a57e-6e274bec5d5b" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <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" />
    </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>