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BeamZ WH180W LED Wall Wash (BeamZ_WH180W LED Wall Wash.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="WH180W LED Wall Wash" ShortName="WH180W" Company="BeamZ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>01dd1dd1-2657-4a89-9328-854da81fd83b</Thumbnail>
  <History Date="07-02-19" Author="Nic Morris" Comment="Created (documentation is a mess)" />
  <History Date="09-02-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="65df722c-61d4-4a2d-8345-795f04a1eaca" />
  <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" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="206~255" />
      <Function ID="3" Name="Auto" Display="'Auto %.f%%',0~100" Dmx="6~55" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="56~105" />
      <Function ID="5" Name="Equal" Display="'Equal %.f%%',0~100" Dmx="106~155" />
      <Function ID="6" Name="Thunder" Display="'Thunder %.f%%',0~100" Dmx="156~205" />
    </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" Update="Auto_Spd" />
      <Function ID="2" Name="Fade 1" Display="'Fade 1'" Dmx="11~40" Update="Auto_Spd" />
      <Function ID="3" Name="Fade 2" Display="'Fade 2'" Dmx="41~70" Update="Auto_Spd" />
      <Function ID="4" Name="Fade 3" Display="'Fade 3'" Dmx="71~100" Update="Auto_Spd" />
      <Function ID="5" Name="Skip 1" Display="'Skip 1'" Dmx="101~130" Update="Auto_Spd" />
      <Function ID="6" Name="Skip 2" Display="'Skip 2'" Dmx="131~160" Update="Auto_Spd" />
      <Function ID="7" Name="Skip 3" Display="'Skip 3'" Dmx="161~190" Update="Auto_Spd" />
      <Function ID="8" Name="Sound Strobe" Display="'Sound Strobe'" Dmx="191~220" Update="Auto_Spd" />
      <Function ID="9" Name="Sound Skip" Display="'Sound Skip'" Dmx="221~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Sensitivity" ID="2" If="'Auto'>7" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Sensitivity" 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="Dim Curve 1" Display="'Dim Curve 1'" Dmx="21~40" />
      <Function ID="3" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="41~60" />
      <Function ID="4" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="61~80" />
      <Function ID="5" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="81~100" />
      <Function ID="6" Name="High Temp Half Power Off" Display="'High Temp Half Power Off'" Dmx="150~155" />
      <Function ID="7" Name="High Temp Half Power On" Display="'High Temp Half Power On'" Dmx="200~205" />
    </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>
  </Control>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="cf010115-78f4-404c-b3c0-7c33cdac3fc4" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6b49251a-54a8-43d9-9d30-256af6722cb9" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="25ed424d-bdd3-4df7-8b78-45c6cd45ee56" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="High Temp Half Power Off">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="High Temp Half Power On">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>