View Personality

Prolight Equinox Photon Moving Head (Prolight_Equinox Photon Moving Head.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Photon Moving Head" ShortName="Photon" Company="Prolight">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>7f4390f1-097c-4a17-9705-2efec0fb6ede</Thumbnail>
  <History Date="28-06-19" Author="Nic Morris" Comment="Created" />
  <History Date="02-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d7d663a6-bed5-41fe-946f-d136c73fd4bf" />
  <Control>
    <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="Pan_Speed" Name="Pan 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" />
    </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="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="Tilt_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="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="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="Sound" Display="'Sound'" Dmx="241~255" />
    </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="8~22" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="23~37" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="38~52" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="53~67" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="68~82" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="83~97" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="98~112" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="113~127" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="128~142" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="143~157" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="158~172" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="173~187" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="188~202" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="203~217" />
      <Function ID="16" Name="Auto 15" Display="'Auto 15'" Dmx="218~232" />
      <Function ID="17" Name="Auto 16" Display="'Auto 16'" Dmx="233~247" />
      <Function ID="18" 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="Colour_Macro" Name="Colour Macro" 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="1~1" Colour="255,255,255" />
      <Function ID="3" Name="G" Display="'G'" Dmx="2~2" Colour="255,255,255" />
      <Function ID="4" Name="B" Display="'B'" Dmx="3~3" Colour="255,255,255" />
      <Function ID="5" Name="W" Display="'W'" Dmx="4~4" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="5~5" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="6~6" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="7~7" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="8~8" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="9~9" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="10~10" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="11~11" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="12~12" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="13~13" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="14~14" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="15~15" Colour="255,255,255" />
      <Function ID="17" Name="Chase" Display="'Chase'" Dmx="16~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Chase_Spd" Name="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="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9ed1695b-7ea1-4766-a752-0fb137367fd0" />
    <Include>
      <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
    </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="Head" PanMax="360" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="58924968-ca16-4235-b63f-a35eca45e6e0" />
    <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="Colour_Macro" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Chase_Spd" ChannelOffset="6" Wheel="9" />
    </Include>
  </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="360" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="72c84f81-d593-4850-8fcf-2dd09d9006da" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Pan_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Tilt+Col cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Tilt+Col cell" X="1" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Tilt+Col cell" X="2" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="9" ModeLink="Tilt+Col cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="11" ModeLink="Tilt+Col cell" X="1" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="13" ModeLink="Tilt+Col cell" X="2" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <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="360" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="697f02ef-6e0e-44d6-9a4b-181701b9db7d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
        <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
        <Attribute ID="Pan_Speed" ChannelOffset="4" Wheel="25" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Tilt+Col cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="Tilt+Col cell" X="1" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Tilt+Col cell" X="2" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="Tilt+Col cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Tilt+Col cell" X="1" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="15" ModeLink="Tilt+Col cell" X="2" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="30 DMX" Channels="30">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="57d8934f-2866-4877-b3d2-dacf95fc87f8" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Pan_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Speed" Wheel="26" />
        <Attribute ID="Colour1" Wheel="7" />
        <Attribute ID="Control" ChannelOffset="30" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="6" ModeLink="Tilt+Spd+Col cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="10" ModeLink="Tilt+Spd+Col cell" X="1" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="14" ModeLink="Tilt+Spd+Col cell" X="2" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="18" ModeLink="Tilt+Spd+Col cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="22" ModeLink="Tilt+Spd+Col cell" X="1" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="26" ModeLink="Tilt+Spd+Col cell" X="2" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Tilt+Col cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="Tilt+Spd+Col cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="26" />
      <Attribute ID="Colour1" ChannelOffset="4" 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="7f4390f1-097c-4a17-9705-2efec0fb6ede">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</Swatch>
  </swatchLibrary>
</Fixture>