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Ayra ERO Hexabeam (Ayra_ERO Hexabeam.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ERO Hexabeam" ShortName="ERO HexaBm" Company="Ayra">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>f76156e0-9d95-4863-9472-f5a5b09431af</Thumbnail>
  <History Date="05-03-16" Author="Nic Morris" Comment="Created" />
  <History Date="09-11-18" Author="Nic Morris" Comment="Created from KAM Vector6 (identical - note currently missing Atlabase ID for 14 channel mode)" />
  <History Date="10-11-18" Author="Nic Morris" Comment="Corrected green and blue function names." />
  <History Date="10-11-18" Author="Nic Morris" Comment="Added missing Atlabase ID to 14 channel mode." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e888482d-adf6-4cba-bb5e-a092220a4fb8" />
  <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" Intensity="0~0" />
    </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" Intensity="0~0" />
    </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="Show 1" Display="'Show 1'" Dmx="8~22" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="23~37" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="38~52" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="53~67" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="68~82" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="83~97" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="98~112" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="113~127" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="128~142" />
      <Function ID="11" Name="Show 10" Display="'Show 10'" Dmx="143~157" />
      <Function ID="12" Name="Show 11" Display="'Show 11'" Dmx="158~172" />
      <Function ID="13" Name="Show 12" Display="'Show 12'" Dmx="173~187" />
      <Function ID="14" Name="Show 13" Display="'Show 13'" Dmx="188~202" />
      <Function ID="15" Name="Show 14" Display="'Show 14'" Dmx="203~217" />
      <Function ID="16" Name="Show 15" Display="'Show 15'" Dmx="218~232" />
      <Function ID="17" Name="Show 16" Display="'Show 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="Col_Chase" Name="Col Chase" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Static" Display="'Static'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Show" Display="'Show %.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>
    <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="Red" Display="'Red'" Dmx="8~24" Colour="255,255,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="25~41" Colour="255,255,255" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="42~57" Colour="255,255,255" />
      <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="Sound" Display="'Sound'" Dmx="241~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKAYHXBM" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d90738c5-6c45-4699-af21-d3e71dea8550" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Col_Chase" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Col_Chase_Spd" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
    </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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2756fdef-6c6b-47a2-89e5-ef41a25c4754" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" 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="3" ModeLink="Tilt-Col Cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="Tilt-Col Cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="Tilt-Col Cell" X="0" Y="3">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="9" ModeLink="Tilt-Col Cell" X="0" Y="4">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="11" ModeLink="Tilt-Col Cell" X="0" Y="5">
        <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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="48bbc4a1-8046-48b9-855e-58d55826e985" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
        <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="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Tilt-Col Cell" X="0" Y="2">
        <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="3">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="11" ModeLink="Tilt-Col Cell" X="0" Y="4">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="13" ModeLink="Tilt-Col Cell" X="0" Y="5">
        <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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a8ca185f-9d10-4207-b727-567e72edd1a5" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Speed" Wheel="25" />
        <Attribute ID="Colour1" Wheel="7" />
        <Attribute ID="Control" ChannelOffset="27" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" 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="7" 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="Cell3" Name="Cell 3" ChannelOffset="11" ModeLink="Tilt-Spd-Col Cell" X="0" Y="2">
        <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="15" ModeLink="Tilt-Spd-Col Cell" X="0" Y="3">
        <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="19" ModeLink="Tilt-Spd-Col Cell" X="0" Y="4">
        <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="23" ModeLink="Tilt-Spd-Col Cell" X="0" Y="5">
        <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="0" TiltMax="0" 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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>