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Prolight Equinox Onyx (Prolight_Equinox Onyx.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Onyx" ShortName="Onyx" Company="Prolight">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>5349674e-49fe-4db7-8205-f8ae61080c10</Thumbnail>
  <History Date="04-04-17" Author="Nic Morris" Comment="Created" />
  <History Date="07-03-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="68246701-5dfe-4fad-af70-9cbe395115cd" />
  <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="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="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="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="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="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>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <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="7152e0d1-e7ab-45ab-911b-fc9c25892685" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
      </Master>
      <Cell ID="Cell5" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell6" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell1" Name="LED 1" ChannelOffset="6" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED 2" ChannelOffset="7" ModeLink="Dim cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="LED 3" ChannelOffset="8" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 4" ChannelOffset="9" ModeLink="Dim cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </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="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3ec4eb94-7377-468e-9506-e115332604dc" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
      </Master>
      <Cell ID="Cell9" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell10" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell1" Name="LED 1" ChannelOffset="6" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED 2" ChannelOffset="7" ModeLink="Dim cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="LED 3" ChannelOffset="8" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 4" ChannelOffset="9" ModeLink="Dim cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 5" ChannelOffset="10" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 6" ChannelOffset="11" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 7" ChannelOffset="12" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 8" ChannelOffset="13" 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="0" TiltMax="270" 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="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" Delay="8000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>