View Personality

Prolight Equinox Slender Beam Centrepiece Quad (Prolight_Equinox Slender Beam Centrepiece Quad.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Slender Beam Centrepiece Quad" ShortName="Centre Qd" Company="Prolight">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>fdd0d65d-417b-4df1-81ff-f771777aba79</Thumbnail>
  <History Date="15-02-17" Author="Nic Morris" Comment="Created" />
  <History Date="08-03-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5571a845-7059-4a49-9abf-5380034efd34" />
  <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" 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="8~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T 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="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~24" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="25~41" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="42~57" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" Colour="255,255,255" />
    </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" Display="'Reset'" Dmx="200~209" />
      <Function ID="3" Name="Safe" Display="'Safe'" Dmx="210~239" />
      <Function ID="4" Name="Stand-Alone" Display="'Stand-Alone'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~22" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="23~37" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="38~52" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="53~67" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="68~82" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="83~97" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="98~112" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="113~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~142" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="143~157" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="158~172" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="173~187" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="188~202" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="203~217" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="218~232" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="233~247" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac 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="Col_Chase" Name="Col Chase" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Colours" Display="'Colours'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Chase" Display="'Chase %.1f%%',0.0~100.0" Dmx="15~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Chase_Spd" Name="Col Chase Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="PTEQBCQ1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f0d34f9b-0a81-42d7-b68d-34c8160d1803" />
    <Include>
      <Attribute ID="P/T_Macro" ChannelOffset="1" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="PTEQBCQ6" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f3f3abf4-2e4b-4cbe-b187-9238701be980" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="P/T_Macro" ChannelOffset="3" Wheel="22" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Col_Chase" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Col_Chase_Spd" ChannelOffset="6" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="34e9e5f0-0249-4021-a90f-ebe8e7a3e092" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="2" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="8bit cell" X="4" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="8bit cell" X="4" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="8bit cell" X="2" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="8bit cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="16" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="20 DMX" Channels="20">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3c62f9d1-ddfe-4aac-97a1-8a841b44aef1" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="8bit cell" X="2" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="8bit cell" X="4" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="8bit cell" X="4" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="12" ModeLink="8bit cell" X="2" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="15" ModeLink="8bit cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="18" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="39 DMX" Channels="39">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2140fd43-d479-4df8-ac70-513076cbd114" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" Wheel="25" />
        <Attribute ID="Colour1" Wheel="7" />
        <Attribute ID="Control" ChannelOffset="39" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="16bit cell" X="2" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="16bit cell" X="4" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="16bit cell" X="4" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="21" ModeLink="16bit cell" X="2" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="27" ModeLink="16bit cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="33" ModeLink="16bit cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8bit cell" Channels="3" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="16bit cell" Channels="6" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="7" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="fdd0d65d-417b-4df1-81ff-f771777aba79">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</Swatch>
  </swatchLibrary>
</Fixture>