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Prolight Equinox Hot Rod (Prolight_Equinox Hot Rod.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Hot Rod" ShortName="Hot Rod" Company="Prolight" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>e820e60c-b031-4060-bc09-d7c39fa13d59</Thumbnail>
  <History Date="30-10-20" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d5049321-9c2c-48f1-b85b-fe6a700badf4" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <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="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="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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </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="Auto" Display="'Auto'" Dmx="8~63" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="64~127" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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 %.f%%',0~100" Dmx="8~67" />
      <Function ID="3" Name="Show 2" Display="'Show 2 %.f%%',0~100" Dmx="68~127" />
      <Function ID="4" Name="Show 3" Display="'Show 3 %.f%%',0~100" Dmx="128~187" />
      <Function ID="5" Name="Show 4" Display="'Show 4 %.f%%',0~100" Dmx="188~247" />
      <Function ID="6" Name="Random" Display="'Random %.f%%',0~100" Dmx="248~255" />
    </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="540" TiltMax="205" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f52c31e5-c580-444e-8b54-a9d4afb55044" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="205" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b0bf7edb-a6af-4c21-a4d0-069dd8167fbf" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="4" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Red" ChannelOffset="7" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Green" ChannelOffset="8" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Blue" ChannelOffset="9" ModeLink="Dim cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="White" ChannelOffset="10" ModeLink="Dim cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="15 DMX" Channels="15">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="205" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="8e418b1c-efd5-407a-8210-a979a8431fe8" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="4" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Red 1" ChannelOffset="7" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Green 1" ChannelOffset="8" ModeLink="Dim cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Blue 1" ChannelOffset="9" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="White 1" ChannelOffset="10" ModeLink="Dim cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Red 2" ChannelOffset="11" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Green 2" ChannelOffset="12" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Blue 2" ChannelOffset="13" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="White 2" ChannelOffset="14" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Tilt 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="540" TiltMax="205" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="Dim 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="540" TiltMax="205" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" 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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>