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Stairville Octagon Theatre CW-WW-A 20x6W (Stairville_Octagon Theatre CW-WW-A 20x6W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Octagon Theatre CW/WW/A 20x6W" ShortName="Oct 20x6W" Company="Stairville">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>5f9d3109-a88d-4192-b934-fe07a2693874</Thumbnail>
  <History Date="23-02-17" Author="Nic Morris" Comment="Created (very confusing documentation)" />
  <History Date="28-01-20" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" />
  <History Date="28-01-20" Author="Nic Morris" Comment="Added virtual dimmer to 6 and 9 channel modes in attempt to fix customer issue." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="fa106f53-479e-4fc6-8dc9-90c4a14de7cb" />
  <Control>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Condition Name="Sound" ID="2" If="'CW_Func'==3||'Colour1Func'==4" />
      <Condition Name="No Function" ID="3" If="'CW_Func'==1||'CW_Func'==4||'CW_Func'==5||'CW_Func'==6||'Colour1Func'==1||'Colour1Func'==3||'Colour1Func'==5" />
      <Condition Name="Program" ID="4" If="'Colour1Func'==6" />
      <Condition Name="Strobe" ID="5" If="'Colour1Func'==7" />
      <Else ID="1" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
      <Function ID="2" Name="Sound" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="255,255,255" />
      <Function ID="4" Name="Select" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="5" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CW_Strobe" Name="CW Strobe" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Speed" ID="2" If="'CW_Func'==4||'CW_Func'==5||'CW_Func'==6" />
      <Condition Name="Intensity" ID="3" If="'CW_Func'==7" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="CW_Func" Name="CW Func" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Update="ColdWhite, CW_Strobe" Colour="0,0,0" />
      <Function ID="2" Name="Intensity" Display="'Intensity'" Dmx="31~70" Update="ColdWhite, CW_Strobe" Colour="0,0,0" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="71~110" Update="ColdWhite, CW_Strobe" Colour="0,0,0" />
      <Function ID="4" Name="Fade Out" Display="'Fade Out'" Dmx="111~150" Update="ColdWhite, CW_Strobe" Colour="0,0,0" />
      <Function ID="5" Name="Fade In" Display="'Fade In'" Dmx="151~190" Update="ColdWhite, CW_Strobe" Colour="0,0,0" />
      <Function ID="6" Name="Fade In/Out" Display="'Fade In/Out'" Dmx="191~230" Update="ColdWhite, CW_Strobe" Colour="0,0,0" />
      <Function ID="7" Name="Strobe" Display="'Strobe'" Dmx="231~255" Update="ColdWhite, CW_Strobe" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Condition Name="Sound" ID="2" If="'WW_Func'==3||'Colour1Func'==4" />
      <Condition Name="No Function" ID="3" If="'WW_Func'==1||'WW_Func'==4||'WW_Func'==5||'WW_Func'==6||'Colour1Func'==1||'Colour1Func'==3||'Colour1Func'==5" />
      <Condition Name="Program" ID="5" If="'Colour1Func'==6" />
      <Condition Name="Strobe" ID="4" If="'Colour1Func'==7" />
      <Else ID="1" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
      <Function ID="2" Name="Sound" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="255,255,255" />
      <Function ID="4" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="5" Name="Select" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="WW_Strobe" Name="WW Strobe" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Speed" ID="2" If="'WW_Func'==4||'WW_Func'==5||'WW_Func'==6" />
      <Condition Name="Intensity" ID="3" If="'WW_Func'==7" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="WW_Func" Name="WW Func" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Update="WarmWhite, WW_Strobe" Colour="0,0,0" />
      <Function ID="2" Name="Intensity" Display="'Intensity'" Dmx="31~70" Update="WarmWhite, WW_Strobe" Colour="0,0,0" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="71~110" Update="WarmWhite, WW_Strobe" Colour="0,0,0" />
      <Function ID="4" Name="Fade Out" Display="'Fade Out'" Dmx="111~150" Update="WarmWhite, WW_Strobe" Colour="0,0,0" />
      <Function ID="5" Name="Fade In" Display="'Fade In'" Dmx="151~190" Update="WarmWhite, WW_Strobe" Colour="0,0,0" />
      <Function ID="6" Name="Fade In/Out" Display="'Fade In/Out'" Dmx="191~230" Update="WarmWhite, WW_Strobe" Colour="0,0,0" />
      <Function ID="7" Name="Strobe" Display="'Strobe'" Dmx="231~255" Update="WarmWhite, WW_Strobe" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Condition Name="Sound" ID="2" If="'Amber_Func'==3||'Colour1Func'==4" />
      <Condition Name="No Function" ID="3" If="'Amber_Func'==1||'Amber_Func'==4||'Amber_Func'==5||'Amber_Func'==6||'Colour1Func'==1||'Colour1Func'==3||'Colour1Func'==5" />
      <Condition Name="Program" ID="4" If="'Colour1Func'==6" />
      <Condition Name="Strobe" ID="5" If="'Colour1Func'==7" />
      <Else ID="1" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
      <Function ID="2" Name="Sound" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="255,255,255" />
      <Function ID="4" Name="Select" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="5" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Amber_Strobe" Name="Amber Strobe" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Speed" ID="2" If="'Amber_Func'==4||'Amber_Func'==5||'Amber_Func'==6" />
      <Condition Name="Intensity" ID="3" If="'Amber_Func'==7" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Amber_Func" Name="Amber Func" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Update="Amber, Amber_Strobe" Colour="0,0,0" />
      <Function ID="2" Name="Intensity" Display="'Intensity'" Dmx="31~70" Update="Amber, Amber_Strobe" Colour="0,0,0" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="71~110" Update="Amber, Amber_Strobe" Colour="0,0,0" />
      <Function ID="4" Name="Fade Out" Display="'Fade Out'" Dmx="111~150" Update="Amber, Amber_Strobe" Colour="0,0,0" />
      <Function ID="5" Name="Fade In" Display="'Fade In'" Dmx="151~190" Update="Amber, Amber_Strobe" Colour="0,0,0" />
      <Function ID="6" Name="Fade In/Out" Display="'Fade In/Out'" Dmx="191~230" Update="Amber, Amber_Strobe" Colour="0,0,0" />
      <Function ID="7" Name="Strobe" Display="'Strobe'" Dmx="231~255" Update="Amber, Amber_Strobe" Colour="0,0,0" />
    </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="Colour1Func" Name="Colour Func" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Update="ColdWhite, WarmWhite, Amber, Speed, Effect" Colour="0,0,0" />
      <Function ID="2" Name="Dimmer" Display="'Dimmer'" Dmx="11~50" Update="ColdWhite, WarmWhite, Amber, Speed, Effect" Colour="0,0,0" />
      <Function ID="3" Name="Sound 1" Display="'Sound 1'" Dmx="51~90" Update="ColdWhite, WarmWhite, Amber, Speed, Effect" Colour="0,0,0" />
      <Function ID="4" Name="Sound 2" Display="'Sound 2'" Dmx="91~130" Update="ColdWhite, WarmWhite, Amber, Speed, Effect" Colour="0,0,0" />
      <Function ID="5" Name="Fading" Display="'Fading'" Dmx="131~170" Update="ColdWhite, WarmWhite, Amber, Speed, Effect" Colour="0,0,0" />
      <Function ID="6" Name="Program" Display="'Program'" Dmx="171~210" Update="ColdWhite, WarmWhite, Amber, Speed, Effect" Colour="0,0,0" />
      <Function ID="7" Name="Strobe" Display="'Strobe'" Dmx="211~255" Update="ColdWhite, WarmWhite, Amber, Speed, Effect" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Speed" ID="2" If="'Colour1Func'>4" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Sound" ID="2" If="'Colour1Func'==3" />
      <Condition Name="Hue" ID="3" If="'Colour1Func'==5||'Colour1Func'==6" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Sound" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="SVOT2064" 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="a859c8db-640e-4f7e-9b2a-e88170f3f2c7" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="SVOT2066" 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="136c6913-55d4-4097-bf4c-f8b30b93c7c1" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Speed" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Effect" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Colour1Func" ChannelOffset="6" Wheel="37" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="SVOT2069" 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="646feb16-b8e1-4a90-84d6-843a2c5d209e" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="CW_Strobe" ChannelOffset="2" Wheel="4" />
      <Attribute ID="CW_Func" ChannelOffset="3" Wheel="7" />
      <Attribute ID="WarmWhite" ChannelOffset="4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="WW_Strobe" ChannelOffset="5" Wheel="5" />
      <Attribute ID="WW_Func" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Amber" ChannelOffset="7" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber_Strobe" ChannelOffset="8" Wheel="6" />
      <Attribute ID="Amber_Func" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>