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Martin THRILL Compact PAR Mini LED (Martin_THRILL Compact PAR Mini LED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="THRILL Compact PAR Mini LED" ShortName="PAR Mini" Company="Martin">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>6d8da7a8-d05d-4ff0-8a40-754085aa8fe0</Thumbnail>
  <History Date="05-10-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d63a259a-2358-4d46-a273-7d296e1fd041" />
  <Control>
    <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="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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="38,39,40,41" If="'Colour1Func'==2" />
      <Condition Name="Random" ID="42,43,44,45" If="'Colour1Func'==3" />
      <Else ID="46" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="11~15" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~20" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="21~25" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="26~30" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="31~35" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="36~40" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="41~45" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="46~50" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="51~55" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="56~60" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="61~65" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="66~70" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="71~75" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="76~80" Colour="0,0,0" />
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      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="86~90" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="91~95" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="96~100" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="101~105" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="106~110" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="111~115" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="116~120" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="121~125" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="126~130" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="131~135" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="136~140" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="141~145" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="146~150" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="151~155" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="156~160" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="161~165" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="166~170" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="171~175" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="176~180" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="181~185" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="186~190" Colour="0,0,0" />
      <Function ID="38" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="0,0,0" />
      <Function ID="39" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="193~214" Colour="0,0,0" />
      <Function ID="40" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="0,0,0" />
      <Function ID="41" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="222~243" Colour="0,0,0" />
      <Function ID="42" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="43" Name="Rand Slow" Display="'Rand Slow'" Dmx="252~255" Colour="255,255,255" />
      <Function ID="44" Name="Rand Med" Display="'Rand Med'" Dmx="248~251" Colour="255,255,255" />
      <Function ID="45" Name="Rand Fast" Display="'Rand Fast'" Dmx="244~247" Colour="255,255,255" />
      <Function ID="46" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <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="c1e3394d-4c7a-468b-9bf0-546cf909d708" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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="ca09be05-bb8a-4c99-84a2-ba24e0497763" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
    </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: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>
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</Swatch>
  </swatchLibrary>
</Fixture>