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Chauvet Ovation P-56WW (Chauvet_Ovation P-56WW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Ovation P-56WW" ShortName="Ov P-56WW" Company="Chauvet" Version="2">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>c38024fb-93fb-4108-bdc9-170b90752d8c</Thumbnail>
  <History Date="29-05-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="09-11-20" Author="Nic Morris" Comment="Updated in line with latest charts (changes Dim Spd to Control and revises functions)" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1989d127-516a-4e69-9c0a-3ee05ba95fee" />
  <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="11~255" />
    </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" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="11~80" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="81~160" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="161~240" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="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="Reset Dimmer" Display="'Reset Dimmer'" Dmx="8~15" />
      <Function ID="3" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="16~23" />
      <Function ID="4" Name="Dim Linear" Display="'Dim Linear'" Dmx="24~31" />
      <Function ID="5" Name="Dim Square" Display="'Dim Square'" Dmx="32~39" />
      <Function ID="6" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="40~47" />
      <Function ID="7" Name="Dim Spd Off" Display="'Dim Spd Off'" Dmx="48~55" />
      <Function ID="8" Name="Dim Spd 1" Display="'Dim Spd 1'" Dmx="56~63" />
      <Function ID="9" Name="Dim Spd 2" Display="'Dim Spd 2'" Dmx="64~71" />
      <Function ID="10" Name="Dim Spd 3" Display="'Dim Spd 3'" Dmx="72~79" />
      <Function ID="11" Name="Fan Auto" Display="'Fan Auto'" Dmx="80~87" />
      <Function ID="12" Name="Fan On" Display="'Fan On'" Dmx="88~95" />
      <Function ID="13" Name="Fan Off" Display="'Fan Off'" Dmx="96~103" />
      <Function ID="14" Name="Fan Silent" Display="'Fan Silent'" Dmx="104~111" />
    </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="50de8a38-30e8-415b-a6e3-7cf861ae09df" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <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="c0065a8d-9610-4f34-8f8f-d6c01e4aac80" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" 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="4d05e7ff-efad-42f7-88b4-a0fa021e89a6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
    </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="07984f8d-94ac-4874-a323-c366cdae9885" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="5" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Dimmer">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Off">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 1">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 2">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 3">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan On">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Off">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>