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Ayra ComPar 60 (Ayra_ComPar 60.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ComPar 60" ShortName="ComPar 60" Company="Ayra" Version="1">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <Thumbnail>2b258e44-0f0d-4a84-a11e-bf7766ac37d2</Thumbnail>
  <History Date="31-05-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="07-01-26" Author="Nic Morris" Comment="Created from Ayra ComPar 50" Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="55fd1930-cb24-4a14-b4a2-5c006dd6befb" />
  <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="bd7668ac-3830-4748-b5b1-98318c16f2ba">
    <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="10bc7cf9-39cd-40aa-a1a8-6e3339cdf2fb" />
    <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="00df926c-3a98-4f7d-a58c-5e4e6c540290">
    <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="3d8632ba-aeec-4411-8373-d66182024b1b" />
    <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="62531a23-b8ad-46c7-94a8-d8e1d316f8fd">
    <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="5382e89e-6da6-4737-b9f9-f7aa9129277a" />
    <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="db744cec-b137-4a2c-944f-2c64e08a6799">
    <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="943566dd-72cb-42dd-b9eb-ea2614d5cda7" />
    <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="dbb3a4ff-aa0d-47ad-9b87-1035f2ff0c8c">
    <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="2341e20f-3fb1-4b67-a63a-611d7e2b4857" />
    <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="59ec171b-0e85-4fa3-9db7-0535bcc6403b">
    <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="8eed724b-3837-4bdb-ae66-6ecaad0268fd" />
    <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="a21061f4-ce92-4aa7-9aa8-41ad0e1edd82">
    <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="aa98d97a-ba24-4402-8e31-9f781c09359f" />
    <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" Legend="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Legend="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" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Legend="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" Legend="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>