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Prolight Equinox Shard (Prolight_Equinox Shard.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Shard" ShortName="Shard" Company="Prolight" Version="2">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>7c8e1a29-e336-4ea3-843b-6b37d984f10a</Thumbnail>
  <History Date="30-03-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="20-02-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0131c92d-e68c-458a-baf7-716367106ebb" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rotate" Name="Rotate" Description="" Group="B">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="10~120" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="121~134" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="135~245" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="246~250" />
      <Function ID="6" Name="Sound" Display="'Sound'" Dmx="251~255" />
    </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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red" Display="'Red'" Dmx="0~0" Colour="255,0,0" />
      <Function ID="2" Name="Green" Display="'Green'" Dmx="17~33" Colour="0,255,0" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="34~50" Colour="0,0,255" />
      <Function ID="4" Name="White" Display="'White'" Dmx="51~67" Colour="255,255,255" />
      <Function ID="5" Name="R+G" Display="'R+G'" Dmx="68~84" Colour="255,255,255" />
      <Function ID="6" Name="R+B" Display="'R+B'" Dmx="85~101" Colour="255,255,255" />
      <Function ID="7" Name="R+W" Display="'R+W'" Dmx="102~118" Colour="255,255,255" />
      <Function ID="8" Name="G+B" Display="'G+B'" Dmx="119~135" Colour="255,255,255" />
      <Function ID="9" Name="G+W" Display="'G+W'" Dmx="136~152" Colour="255,255,255" />
      <Function ID="10" Name="B+W" Display="'B+W'" Dmx="153~169" Colour="255,255,255" />
      <Function ID="11" Name="R+G+B" Display="'R+G+B'" Dmx="170~186" Colour="255,255,255" />
      <Function ID="12" Name="R+G+W" Display="'R+G+W'" Dmx="187~203" Colour="255,255,255" />
      <Function ID="13" Name="R+B+W" Display="'R+B+W'" Dmx="204~220" Colour="255,255,255" />
      <Function ID="14" Name="G+B+W" Display="'G+B+W'" Dmx="221~237" Colour="255,255,255" />
      <Function ID="15" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="238~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="8~37" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="38~67" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="68~97" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="98~127" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="128~157" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="158~187" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="188~217" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="218~247" />
      <Function ID="10" Name="Random" Display="'Random'" Dmx="248~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="PTEQSHD1" 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="e5d50ae2-5bf5-4643-8989-8662c9af9d02" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="PTEQSHD4" 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="76e2993b-1423-4163-b5ed-a5e28906d9ec" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
      <Attribute ID="Rotate" ChannelOffset="2" Wheel="19" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="PTEQSHD7" 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="7708527d-002f-419b-b918-a048f2fb42b1" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Rotate" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
    </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>