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Mac Mah FLAT PAR 12x12W 6in1 (Mac Mah_FLAT PAR 12x12W 6in1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FLAT PAR 12x12W 6in1" ShortName="Flat12x12W" Company="Mac Mah" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>0262d677-dd6c-4844-b5f8-fbe56cc17e7e</Thumbnail>
  <History Date="09-08-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="12-08-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a4803480-c86a-4f83-9e8b-37a9642419da" />
  <Control>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </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="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="10~199" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="200~255" />
    </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="Colour_Macro" Name="Colour Macro" 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="10~19" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="50~59" Colour="255,100,0" />
      <Function ID="7" Name="UV" Display="'UV'" Dmx="60~69" Colour="180,0,255" />
      <Function ID="8" Name="R+G" Display="'R+G'" Dmx="70~79" Colour="255,255,255" />
      <Function ID="9" Name="R+B" Display="'R+B'" Dmx="80~89" Colour="255,255,255" />
      <Function ID="10" Name="R+W" Display="'R+W'" Dmx="90~99" Colour="255,255,255" />
      <Function ID="11" Name="R+A" Display="'R+A'" Dmx="100~109" Colour="255,255,255" />
      <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="110~119" Colour="255,255,255" />
      <Function ID="13" Name="G+B" Display="'G+B'" Dmx="120~129" Colour="255,255,255" />
      <Function ID="14" Name="G+W" Display="'G+W'" Dmx="130~139" Colour="255,255,255" />
      <Function ID="15" Name="G+A" Display="'G+A'" Dmx="140~149" Colour="255,255,255" />
      <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="150~159" Colour="255,255,255" />
      <Function ID="17" Name="B+W" Display="'B+W'" Dmx="160~169" Colour="255,255,255" />
      <Function ID="18" Name="B+A" Display="'B+A'" Dmx="170~179" Colour="255,255,255" />
      <Function ID="19" Name="B+UV" Display="'B+UV'" Dmx="180~189" Colour="255,255,255" />
      <Function ID="20" Name="W+A" Display="'W+A'" Dmx="190~199" Colour="255,255,255" />
      <Function ID="21" Name="W+UV" Display="'W+UV'" Dmx="200~209" Colour="255,255,255" />
      <Function ID="22" Name="A+UV" Display="'A+UV'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="23" Name="R+G+B" Display="'R+G+B'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="24" Name="R+B+A" Display="'R+B+A'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="25" Name="G+W+UV" Display="'G+W+UV'" Dmx="240~249" Colour="255,255,255" />
      <Function ID="26" Name="R+G+B+W+A+UV" Display="'R+G+B+W+A+UV'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="237c7b63-6379-49d2-8476-0b3a68f104f0" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
    </Include>
  </Mode>
  <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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="774c1b56-8b12-4025-ac43-6ca9304522e2" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>