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Vello LED MacPar12(RGBW) (Vello_LED MacPar12(RGBW).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED MacPar12(RGBW)" ShortName="MacPar12" Company="Vello" Version="3">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>e7d98edd-146e-4ee9-aaae-159fcdeb3d18</Thumbnail>
  <History Date="29-03-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="30-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="10-04-24" Author="Nic Morris" Comment="Added 'v2' modes in line with '2022 Ver2.0' manual." Version="2" />
  <History Date="13-04-24" Author="Nic Morris" Comment="Added Atlabase ID's for v2 modes." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="36db80f6-567a-4fdf-80c1-1139845bce9d" />
  <Control>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="RGBW" Display="'RGBW'" Dmx="5~9" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="10~14" Colour="255,0,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="15~19" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="20~24" Colour="0,0,255" />
      <Function ID="6" Name="White" Display="'White'" Dmx="25~29" Colour="255,255,255" />
      <Function ID="7" Name="Colour 1" Display="'Colour 1'" Dmx="30~34" Colour="0,0,0" />
      <Function ID="8" Name="Colour 2" Display="'Colour 2'" Dmx="35~39" Colour="0,0,0" />
      <Function ID="9" Name="Colour 3" Display="'Colour 3'" Dmx="40~44" Colour="0,0,0" />
      <Function ID="10" Name="Colour 4" Display="'Colour 4'" Dmx="45~49" Colour="0,0,0" />
      <Function ID="11" Name="Colour 5" Display="'Colour 5'" Dmx="50~54" Colour="0,0,0" />
      <Function ID="12" Name="Colour 6" Display="'Colour 6'" Dmx="55~59" Colour="0,0,0" />
      <Function ID="13" Name="Colour 7" Display="'Colour 7'" Dmx="60~64" Colour="0,0,0" />
      <Function ID="14" Name="Colour 8" Display="'Colour 8'" Dmx="65~69" Colour="0,0,0" />
      <Function ID="15" Name="Colour 9" Display="'Colour 9'" Dmx="70~74" Colour="0,0,0" />
      <Function ID="16" Name="Colour 10" Display="'Colour 10'" Dmx="75~79" Colour="0,0,0" />
      <Function ID="17" Name="Colour 11" Display="'Colour 11'" Dmx="80~84" Colour="0,0,0" />
      <Function ID="18" Name="Colour 12" Display="'Colour 12'" Dmx="85~89" Colour="0,0,0" />
      <Function ID="19" Name="Colour 13" Display="'Colour 13'" Dmx="90~94" Colour="0,0,0" />
      <Function ID="20" Name="Colour 14" Display="'Colour 14'" Dmx="95~99" Colour="0,0,0" />
      <Function ID="21" Name="Colour 15" Display="'Colour 15'" Dmx="100~104" Colour="0,0,0" />
      <Function ID="22" Name="Colour 16" Display="'Colour 16'" Dmx="105~109" Colour="0,0,0" />
      <Function ID="23" Name="Colour 17" Display="'Colour 17'" Dmx="110~114" Colour="0,0,0" />
      <Function ID="24" Name="Colour 18" Display="'Colour 18'" Dmx="115~119" Colour="0,0,0" />
      <Function ID="25" Name="Colour 19" Display="'Colour 19'" Dmx="120~124" Colour="0,0,0" />
      <Function ID="26" Name="Colour 20" Display="'Colour 20'" Dmx="125~129" Colour="0,0,0" />
      <Function ID="27" Name="Colour 21" Display="'Colour 21'" Dmx="130~134" Colour="0,0,0" />
      <Function ID="28" Name="Colour 22" Display="'Colour 22'" Dmx="135~139" Colour="0,0,0" />
      <Function ID="29" Name="Colour 23" Display="'Colour 23'" Dmx="140~144" Colour="0,0,0" />
      <Function ID="30" Name="Colour 24" Display="'Colour 24'" Dmx="145~149" Colour="0,0,0" />
      <Function ID="31" Name="Colour 25" Display="'Colour 25'" Dmx="150~154" Colour="0,0,0" />
      <Function ID="32" Name="Colour 26" Display="'Colour 26'" Dmx="155~159" Colour="0,0,0" />
      <Function ID="33" Name="Colour 27" Display="'Colour 27'" Dmx="160~164" Colour="0,0,0" />
      <Function ID="34" Name="Colour 28" Display="'Colour 28'" Dmx="165~169" Colour="0,0,0" />
      <Function ID="35" Name="Colour 29" Display="'Colour 29'" Dmx="170~174" Colour="0,0,0" />
      <Function ID="36" Name="Colour 30" Display="'Colour 30'" Dmx="175~179" Colour="0,0,0" />
      <Function ID="37" Name="Colour 31" Display="'Colour 31'" Dmx="180~184" Colour="0,0,0" />
      <Function ID="38" Name="Colour 32" Display="'Colour 32'" Dmx="185~189" Colour="0,0,0" />
      <Function ID="39" Name="Colour 33" Display="'Colour 33'" Dmx="190~194" Colour="0,0,0" />
      <Function ID="40" Name="Colour 34" Display="'Colour 34'" Dmx="195~199" Colour="0,0,0" />
      <Function ID="41" Name="Colour 35" Display="'Colour 35'" Dmx="200~204" Colour="0,0,0" />
      <Function ID="42" Name="Colour 36" Display="'Colour 36'" Dmx="205~209" Colour="0,0,0" />
      <Function ID="43" Name="Colour 37" Display="'Colour 37'" Dmx="210~214" Colour="0,0,0" />
      <Function ID="44" Name="Colour 38" Display="'Colour 38'" Dmx="215~219" Colour="0,0,0" />
      <Function ID="45" Name="Colour 39" Display="'Colour 39'" Dmx="220~224" Colour="0,0,0" />
      <Function ID="46" Name="Colour 40" Display="'Colour 40'" Dmx="225~229" Colour="0,0,0" />
      <Function ID="47" Name="Colour 41" Display="'Colour 41'" Dmx="230~234" Colour="0,0,0" />
      <Function ID="48" Name="Colour 42" Display="'Colour 42'" Dmx="235~239" Colour="0,0,0" />
      <Function ID="49" Name="Colour 43" Display="'Colour 43'" Dmx="240~244" Colour="0,0,0" />
      <Function ID="50" Name="Colour 44" Display="'Colour 44'" Dmx="245~249" Colour="0,0,0" />
      <Function ID="51" Name="Colour 45" Display="'Colour 45'" Dmx="250~255" 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="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Dim Spd Off" Display="'Dim Spd Off'" Dmx="0~0" />
      <Function ID="2" Name="Dim Spd 1" Display="'Dim Spd 1'" Dmx="51~101" />
      <Function ID="3" Name="Dim Spd 2" Display="'Dim Spd 2'" Dmx="102~152" />
      <Function ID="4" Name="Dim Spd 3" Display="'Dim Spd 3'" Dmx="153~203" />
      <Function ID="5" Name="Dim Spd 4" Display="'Dim Spd 4'" Dmx="204~255" />
    </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 1" Display="'Auto 1'" Dmx="30~59" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="60~89" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="90~119" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="120~149" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="150~179" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="180~209" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="210~239" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="240~255" />
    </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="Shutter1" 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 %.f%%',0~100" Dmx="4~103" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" />
    </Attribute>
    <Attribute ID="Colour_Macro1" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" />
      <Function ID="2" Name="Fade" Display="'Fade %.f%%',0~100" Dmx="128~191" Colour="0,0,0" />
      <Function ID="3" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="S">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="186f6870-3362-409c-9c3b-397a5a5d6f01">
    <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="9c3bd6f7-6328-40e3-b41c-f0e03e21b795" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="9a4e74f0-bce6-4fc7-8a8f-f448722122f2">
    <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="023a43ad-41cd-456b-bc44-5d16e5061d21" />
    <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="8 DMX" Channels="8" Id="6321706d-1861-484e-8b5d-6e6fcc76115f">
    <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="ac8a9645-e04e-4808-bfec-b4f5539323ed" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Dim_Spd" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="5 DMX (v2)" Channels="5" Id="885ef210-84b3-4d72-a0dd-f35fea4dc86e">
    <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="03a7e5bd-da3b-47bd-a7fc-48f00e7e72be" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="8 DMX (v2)" Channels="8" Id="2872f6f9-99a1-4efe-b702-958acdb528b1">
    <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="5e12cb68-eb09-40b1-90fc-3751863f7762" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter1" 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="Colour_Macro1" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Speed" ChannelOffset="8" Wheel="26" />
    </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>