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Ayra ComPar 50 (Ayra_ComPar 50.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ComPar 50" ShortName="ComPar 50" Company="Ayra" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>bacbb912-2940-4e36-9019-537ef23e63ae</Thumbnail>
  <History Date="31-05-23" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="abbcecd8-923a-4c69-99dc-4b2d26876153" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" 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="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="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="Colour" Display="'Colour %.f%%',0~100" Dmx="5~80" />
      <Function ID="3" Name="Jump" Display="'Jump %.f%%',0~100" Dmx="81~150" />
      <Function ID="4" Name="Fade" Display="'Fade %.f%%',0~100" Dmx="151~220" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="221~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Colour 1" Display="'Colour 1'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 2" Display="'Colour 2'" Dmx="4~7" Colour="0,0,0" />
      <Function ID="3" Name="Colour 3" Display="'Colour 3'" Dmx="8~11" Colour="0,0,0" />
      <Function ID="4" Name="Colour 4" Display="'Colour 4'" Dmx="12~15" Colour="0,0,0" />
      <Function ID="5" Name="Colour 5" Display="'Colour 5'" Dmx="16~19" Colour="0,0,0" />
      <Function ID="6" Name="Colour 6" Display="'Colour 6'" Dmx="20~23" Colour="0,0,0" />
      <Function ID="7" Name="Colour 7" Display="'Colour 7'" Dmx="24~27" Colour="0,0,0" />
      <Function ID="8" Name="Colour 8" Display="'Colour 8'" Dmx="28~31" Colour="0,0,0" />
      <Function ID="9" Name="Colour 9" Display="'Colour 9'" Dmx="32~35" Colour="0,0,0" />
      <Function ID="10" Name="Colour 10" Display="'Colour 10'" Dmx="36~39" Colour="0,0,0" />
      <Function ID="11" Name="Colour 11" Display="'Colour 11'" Dmx="40~43" Colour="0,0,0" />
      <Function ID="12" Name="Colour 12" Display="'Colour 12'" Dmx="44~47" Colour="0,0,0" />
      <Function ID="13" Name="Colour 13" Display="'Colour 13'" Dmx="48~51" Colour="0,0,0" />
      <Function ID="14" Name="Colour 14" Display="'Colour 14'" Dmx="52~55" Colour="0,0,0" />
      <Function ID="15" Name="Colour 15" Display="'Colour 15'" Dmx="56~59" Colour="0,0,0" />
      <Function ID="16" Name="Colour 16" Display="'Colour 16'" Dmx="60~63" Colour="0,0,0" />
      <Function ID="17" Name="Colour 17" Display="'Colour 17'" Dmx="64~67" Colour="0,0,0" />
      <Function ID="18" Name="Colour 18" Display="'Colour 18'" Dmx="68~71" Colour="0,0,0" />
      <Function ID="19" Name="Colour 19" Display="'Colour 19'" Dmx="72~75" Colour="0,0,0" />
      <Function ID="20" Name="Colour 20" Display="'Colour 20'" Dmx="76~79" Colour="0,0,0" />
      <Function ID="21" Name="Colour 21" Display="'Colour 21'" Dmx="80~83" Colour="0,0,0" />
      <Function ID="22" Name="Colour 22" Display="'Colour 22'" Dmx="84~87" Colour="0,0,0" />
      <Function ID="23" Name="Colour 23" Display="'Colour 23'" Dmx="88~91" Colour="0,0,0" />
      <Function ID="24" Name="Colour 24" Display="'Colour 24'" Dmx="92~95" Colour="0,0,0" />
      <Function ID="25" Name="Colour 25" Display="'Colour 25'" Dmx="96~99" Colour="0,0,0" />
      <Function ID="26" Name="Colour 26" Display="'Colour 26'" Dmx="100~103" Colour="0,0,0" />
      <Function ID="27" Name="Colour 27" Display="'Colour 27'" Dmx="104~107" Colour="0,0,0" />
      <Function ID="28" Name="Colour 28" Display="'Colour 28'" Dmx="108~111" Colour="0,0,0" />
      <Function ID="29" Name="Colour 29" Display="'Colour 29'" Dmx="112~115" Colour="0,0,0" />
      <Function ID="30" Name="Colour 30" Display="'Colour 30'" Dmx="116~119" Colour="0,0,0" />
      <Function ID="31" Name="Colour 31" Display="'Colour 31'" Dmx="120~123" Colour="0,0,0" />
      <Function ID="32" Name="Colour 32" Display="'Colour 32'" Dmx="124~127" Colour="0,0,0" />
      <Function ID="33" Name="Colour 33" Display="'Colour 33'" Dmx="128~131" Colour="0,0,0" />
      <Function ID="34" Name="Colour 34" Display="'Colour 34'" Dmx="132~135" Colour="0,0,0" />
      <Function ID="35" Name="Colour 35" Display="'Colour 35'" Dmx="136~139" Colour="0,0,0" />
      <Function ID="36" Name="Colour 36" Display="'Colour 36'" Dmx="140~143" Colour="0,0,0" />
      <Function ID="37" Name="Colour 37" Display="'Colour 37'" Dmx="144~147" Colour="0,0,0" />
      <Function ID="38" Name="Colour 38" Display="'Colour 38'" Dmx="148~151" Colour="0,0,0" />
      <Function ID="39" Name="Colour 39" Display="'Colour 39'" Dmx="152~159" Colour="0,0,0" />
      <Function ID="40" Name="Colour 40" Display="'Colour 40'" Dmx="160~163" Colour="0,0,0" />
      <Function ID="41" Name="Colour 41" Display="'Colour 41'" Dmx="164~167" Colour="0,0,0" />
      <Function ID="42" Name="Colour 42" Display="'Colour 42'" Dmx="168~171" Colour="0,0,0" />
      <Function ID="43" Name="Colour 43" Display="'Colour 43'" Dmx="172~175" Colour="0,0,0" />
      <Function ID="44" Name="Colour 44" Display="'Colour 44'" Dmx="176~179" Colour="0,0,0" />
      <Function ID="45" Name="Colour 45" Display="'Colour 45'" Dmx="180~183" Colour="0,0,0" />
      <Function ID="46" Name="Colour 46" Display="'Colour 46'" Dmx="184~187" Colour="0,0,0" />
      <Function ID="47" Name="Colour 47" Display="'Colour 47'" Dmx="188~191" Colour="0,0,0" />
      <Function ID="48" Name="Colour 48" Display="'Colour 48'" Dmx="192~195" Colour="0,0,0" />
      <Function ID="49" Name="Colour 49" Display="'Colour 49'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="50" Name="Colour 50" Display="'Colour 50'" Dmx="200~203" Colour="0,0,0" />
      <Function ID="51" Name="Colour 51" Display="'Colour 51'" Dmx="204~207" Colour="0,0,0" />
      <Function ID="52" Name="Colour 52" Display="'Colour 52'" Dmx="208~211" Colour="0,0,0" />
      <Function ID="53" Name="Colour 53" Display="'Colour 53'" Dmx="212~215" Colour="0,0,0" />
      <Function ID="54" Name="Colour 54" Display="'Colour 54'" Dmx="216~219" Colour="0,0,0" />
      <Function ID="55" Name="Colour 55" Display="'Colour 55'" Dmx="220~223" Colour="0,0,0" />
      <Function ID="56" Name="Colour 56" Display="'Colour 56'" Dmx="224~227" Colour="0,0,0" />
      <Function ID="57" Name="Colour 57" Display="'Colour 57'" Dmx="228~231" Colour="0,0,0" />
      <Function ID="58" Name="Colour 58" Display="'Colour 58'" Dmx="232~235" Colour="0,0,0" />
      <Function ID="59" Name="Colour 59" Display="'Colour 59'" Dmx="236~239" Colour="0,0,0" />
      <Function ID="60" Name="Colour 60" Display="'Colour 60'" Dmx="240~243" Colour="0,0,0" />
      <Function ID="61" Name="Colour 61" Display="'Colour 61'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="62" Name="Colour 62" Display="'Colour 62'" Dmx="248~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2" Id="6eb763c8-a7ed-4433-8655-79875680d45a">
    <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="eeaf3323-58c5-4410-90c6-ad3745c14355" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="3 DMX m1" Channels="3" Id="cfbec5e2-3c5a-49dd-a182-8edc4c256e0e">
    <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="c0b30840-a0df-440f-a02d-556bcd214be2" />
    <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="3 DMX m2" Channels="3" Id="602599ce-c938-4967-9ef1-fbaf54878094">
    <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="f3eac9fd-9320-4a53-bf30-6e519976c798" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="ad39718c-c926-4f1c-8e16-7560bd6c5136">
    <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="962de61d-6e68-4076-bbe5-218799c0d97e" />
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="ac8b19e4-4224-40f9-930d-186f24abe39b">
    <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="f2e778bb-6bea-46d2-bf6d-1719787ddfec" />
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="2f5431e7-67fb-4b2b-afa1-132e405763a4">
    <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="1147dbd5-e8e5-410e-8034-d756c316e125" />
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="0a462139-98bc-4fb3-9306-fc67a8b3bef5">
    <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="997776f4-1200-4b8f-a5ce-88527437a68f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="7" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="8" Wheel="42" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
    </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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>