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Prolight Equinox Swing Batten (Prolight_Equinox Swing Batten.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Swing Batten" ShortName="Swing Bttn" Company="Prolight">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>071d7284-cc67-46f0-b360-eb1091b7ed12</Thumbnail>
  <History Date="15-04-16" Author="Nic Morris" Comment="Created" />
  <History Date="05-03-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="20adbcf1-6b38-4c83-b6a7-a80b27bdb08e" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="8~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" 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="R" Display="'R'" Dmx="9~24" Colour="255,255,255" />
      <Function ID="3" Name="G" Display="'G'" Dmx="25~41" Colour="255,255,255" />
      <Function ID="4" Name="B" Display="'B'" Dmx="42~57" Colour="255,255,255" />
      <Function ID="5" Name="W" Display="'W'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="RG" Display="'RG'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="RB" Display="'RB'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="RW" Display="'RW'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="GB" Display="'GB'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="GW" Display="'GW'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="BW" Display="'BW'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="RGB" Display="'RGB'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="RGW" Display="'RGW'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="RBW" Display="'RBW'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="GBW" Display="'GBW'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="RGBW" Display="'RGBW'" Dmx="240~255" Colour="255,255,255" />
    </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="Show 1" Display="'Show 1'" Dmx="8~49" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="50~91" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="92~133" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="134~175" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="176~217" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="218~247" />
      <Function ID="8" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </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="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="R" Display="'R'" Dmx="6~9" />
      <Function ID="3" Name="G" Display="'G'" Dmx="10~13" />
      <Function ID="4" Name="B" Display="'B'" Dmx="14~17" />
      <Function ID="5" Name="W" Display="'W'" Dmx="18~21" />
      <Function ID="6" Name="RG" Display="'RG'" Dmx="22~25" />
      <Function ID="7" Name="RB" Display="'RB'" Dmx="26~29" />
      <Function ID="8" Name="RW" Display="'RW'" Dmx="30~33" />
      <Function ID="9" Name="GB" Display="'GB'" Dmx="34~37" />
      <Function ID="10" Name="GW" Display="'GW'" Dmx="38~41" />
      <Function ID="11" Name="BW" Display="'BW'" Dmx="42~45" />
      <Function ID="12" Name="RGB" Display="'RGB'" Dmx="46~49" />
      <Function ID="13" Name="RGW" Display="'RGW'" Dmx="50~53" />
      <Function ID="14" Name="RBW" Display="'RBW'" Dmx="54~57" />
      <Function ID="15" Name="GBW" Display="'GBW'" Dmx="58~61" />
      <Function ID="16" Name="RGBW" Display="'RGBW'" Dmx="62~63" />
      <Function ID="17" Name="Chase 1" Display="'Chase 1'" Dmx="64~79" />
      <Function ID="18" Name="Chase 2" Display="'Chase 2'" Dmx="80~95" />
      <Function ID="19" Name="Chase 3" Display="'Chase 3'" Dmx="96~111" />
      <Function ID="20" Name="Chase 4" Display="'Chase 4'" Dmx="112~127" />
      <Function ID="21" Name="Chase 5" Display="'Chase 5'" Dmx="128~143" />
      <Function ID="22" Name="Chase 6" Display="'Chase 6'" Dmx="144~159" />
      <Function ID="23" Name="Chase 7" Display="'Chase 7'" Dmx="160~175" />
      <Function ID="24" Name="Chase 8" Display="'Chase 8'" Dmx="176~191" />
      <Function ID="25" Name="Chase 9" Display="'Chase 9'" Dmx="192~207" />
      <Function ID="26" Name="Chase 10" Display="'Chase 10'" Dmx="208~223" />
      <Function ID="27" Name="Chase 11" Display="'Chase 11'" Dmx="224~239" />
      <Function ID="28" Name="Chase 12" Display="'Chase 12'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="PTEQSWBT" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="82ad065b-56f2-4bb7-97d0-cbb51b7b779b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Effect" ChannelOffset="5" Wheel="52" />
      <Attribute ID="Effect_Spd" ChannelOffset="6" Wheel="53" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="885ffaa0-89a5-4bd6-b93b-204d93de2a80" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Colour1" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="8" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="9" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="10" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="11" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="12" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </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="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e94248f9-5d21-4bd6-8c5b-fe69c71d7659" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Colour1" Wheel="8" />
        <Attribute ID="Auto" ChannelOffset="13" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="14" Wheel="23" />
        <Attribute ID="Effect" ChannelOffset="15" Wheel="52" />
        <Attribute ID="Effect_Spd" ChannelOffset="16" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="8" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="9" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="10" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="11" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="12" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>