View Personality

QTX Light Tetramer (QTX Light_Tetramer.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Tetramer" ShortName="Tetramer" Company="QTX Light" Version="3">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>f7ed50e9-1e8f-4a31-8373-12ed572b86cf</Thumbnail>
  <History Date="19-01-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="18-03-20" Author="Nic Morris" Comment="Created from Prolight Equinox Slender Beam Bar Quad" Version="2" />
  <History Date="20-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3e83edf6-47d9-4db1-9fb2-6de3268747af" />
  <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="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="R" Display="'R'" Dmx="8~24" 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="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="Stand-alone" Display="'Stand-alone'" Dmx="241~255" />
    </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="R" Display="'R'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="G" Display="'G'" Dmx="1~1" Colour="255,255,255" />
      <Function ID="3" Name="B" Display="'B'" Dmx="2~2" Colour="255,255,255" />
      <Function ID="4" Name="W" Display="'W'" Dmx="3~3" Colour="255,255,255" />
      <Function ID="5" Name="R+G" Display="'R+G'" Dmx="4~4" Colour="255,255,255" />
      <Function ID="6" Name="R+B" Display="'R+B'" Dmx="5~5" Colour="255,255,255" />
      <Function ID="7" Name="R+W" Display="'R+W'" Dmx="6~6" Colour="255,255,255" />
      <Function ID="8" Name="G+B" Display="'G+B'" Dmx="7~7" Colour="255,255,255" />
      <Function ID="9" Name="G+W" Display="'G+W'" Dmx="8~8" Colour="255,255,255" />
      <Function ID="10" Name="B+W" Display="'B+W'" Dmx="9~9" Colour="255,255,255" />
      <Function ID="11" Name="R+G+B" Display="'R+G+B'" Dmx="10~10" Colour="255,255,255" />
      <Function ID="12" Name="R+G+W" Display="'R+G+W'" Dmx="11~11" Colour="255,255,255" />
      <Function ID="13" Name="R+B+W" Display="'R+B+W'" Dmx="12~12" Colour="255,255,255" />
      <Function ID="14" Name="G+B+W" Display="'G+B+W'" Dmx="13~13" Colour="255,255,255" />
      <Function ID="15" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="14~14" Colour="255,255,255" />
      <Function ID="16" Name="Col Chase" Display="'Col 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="6 DMX" Channels="6">
    <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="b793f7de-2e5b-4d06-9be9-292ae18bbfc8" />
    <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="7" />
      <Attribute ID="Col_Chase_Spd" ChannelOffset="6" Wheel="8" />
    </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="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ede31bfc-6841-499e-adfb-1a7f79ac8993" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1" Wheel="9" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="PTC cell" X="0" 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="PTC cell" X="1" Y="0">
        <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="PTC cell" X="0" Y="1">
        <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="PTC cell" X="1" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <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="f531cd8f-e67e-479e-a0f7-64ee25c337d3" />
    <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="9" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="PTC cell" X="0" 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="PTC cell" X="1" Y="0">
        <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="PTC cell" X="0" Y="1">
        <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="PTC cell" X="1" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="27 DMX" Channels="27">
    <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="e6209384-d7f2-495d-8c80-6297b881fd3b" />
    <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="9" />
        <Attribute ID="Control" ChannelOffset="27" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="PTSC cell" X="0" 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="PTSC cell" X="1" 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="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="PTSC 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>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="21" ModeLink="PTSC cell" X="1" 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="PTC 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="9" />
    </Include>
  </Mode>
  <Mode Name="PTSC 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="9" />
    </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="f7ed50e9-1e8f-4a31-8373-12ed572b86cf">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</Swatch>
  </swatchLibrary>
</Fixture>