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Pixiq Pixfold 8x2 (Pixiq_Pixfold 8x2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pixfold 8x2" ShortName="Pixfold8x2" Company="Pixiq" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>7f8b3ed7-0b6d-4ca7-bc7d-2bbe86d3640f</Thumbnail>
  <History Date="23-08-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="87af156d-348f-450e-b603-19215d004cad" />
  <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="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1:2800" PowerOn="1:2800" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.fK',2800~10000" Dmx="0~255" Colour="255,240,200" />
      <Function ID="2" Name="2800K" Display="'2800K'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="14~14" Colour="0,0,0" />
      <Function ID="4" Name="4300K" Display="'4300K'" Dmx="53~53" Colour="0,0,0" />
      <Function ID="5" Name="5600K" Display="'5600K'" Dmx="99~99" Colour="0,0,0" />
      <Function ID="6" Name="6500K" Display="'6500K'" Dmx="131~131" Colour="0,0,0" />
      <Function ID="7" Name="10000K" Display="'10000K'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Green_Shift" Name="Green Shift" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Neutral" Display="'Neutral'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Full Minus Green" Display="'Full Minus Green %.f%%',99~1" Dmx="11~20" Colour="0,0,0" />
      <Function ID="3" Name="- Green" Display="'- Green'" Dmx="21~119" Colour="0,0,0" />
      <Function ID="4" Name="Neutral" Display="'Neutral'" Dmx="120~145" Colour="0,0,0" />
      <Function ID="5" Name="+ Green" Display="'+ Green %.f%%',1~99" Dmx="146~244" Colour="0,0,0" />
      <Function ID="6" Name="Full Plus Green" Display="'Full Plus Green'" Dmx="245~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="xFade_CCT->Col" Name="xFade CCT->Col" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="CCT->Col" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Preset" Name="Preset" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Preset 1 (2900, 0 +/- GN)" Display="'Preset 1 (2900, 0 +/- GN)'" Dmx="132~143" />
      <Function ID="3" Name="Preset 2 (3200, 0 +/- GN)" Display="'Preset 2 (3200, 0 +/- GN)'" Dmx="144~155" />
      <Function ID="4" Name="Preset 3 (5600, 0 +/- GN)" Display="'Preset 3 (5600, 0 +/- GN)'" Dmx="156~167" />
      <Function ID="5" Name="Preset 4 (6500, 0 +/- GN)" Display="'Preset 4 (6500, 0 +/- GN)'" Dmx="168~179" />
      <Function ID="6" Name="Preset 5 (120° Hue, 100% Saturation)" Display="'Preset 5 (120° Hue, 100% Saturation)'" Dmx="180~191" />
      <Function ID="7" Name="Preset 6 (240° Hue, 100% Saturation)" Display="'Preset 6 (240° Hue, 100% Saturation)'" Dmx="192~203" />
      <Function ID="8" Name="Preset 7 (Rosco 3408, 5600K Base)" Display="'Preset 7 (Rosco 3408, 5600K Base)'" Dmx="204~215" />
      <Function ID="9" Name="Preset 8 (Lee 187, 3200K Base)" Display="'Preset 8 (Lee 187, 3200K Base)'" Dmx="216~227" />
      <Function ID="10" Name="Preset 9 (Rosco 3152, 3200K Base)" Display="'Preset 9 (Rosco 3152, 3200K Base)'" Dmx="228~239" />
      <Function ID="11" Name="Preset 10 (Lee 162, 3200K Base)" Display="'Preset 10 (Lee 162, 3200K Base)'" Dmx="240~255" />
    </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="20~255" />
    </Attribute>
    <Attribute ID="Reserved1" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.f°',0~360" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (SP CCT-RGBW, 8bit), 12 DMX" Channels="12" Id="5919ff28-78b8-4a9b-b97b-15406c487737">
    <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="8ec4aac5-a50e-4576-8cc8-8d651c29fae2" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="37" />
      <Attribute ID="Green_Shift" ChannelOffset="3" Wheel="38" />
      <Attribute ID="xFade_CCT->Col" ChannelOffset="4" Wheel="39" />
      <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" />
      <Attribute ID="Reserved" ChannelOffset="9" Wheel="28" />
      <Attribute ID="Preset" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="11" Wheel="5" />
      <Attribute ID="Reserved1" ChannelOffset="12" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="Mode 2 (SP CCT, 8bit), 7 DMX" Channels="7" Id="5566f8e3-08fd-4dca-b628-8a6c6e93a97a">
    <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="25713d04-4785-428d-9d43-9d58e2b611ee" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="37" />
      <Attribute ID="Green_Shift" ChannelOffset="3" Wheel="38" />
      <Attribute ID="Reserved" ChannelOffset="4" Wheel="28" />
      <Attribute ID="Preset" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Reserved1" ChannelOffset="7" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="Mode 3 (SP CCT-HSI, 8bit), 10 DMX" Channels="10" Id="736e5db6-e8a3-4112-a7fa-539dc5d0350b">
    <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="926969d9-0bcc-4e00-8cce-b91e5b0fdbc6" />
    <Include>
      <Attribute ID="ColourIntensity" ChannelOffset="1" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="37" />
      <Attribute ID="Green_Shift" ChannelOffset="3" Wheel="38" />
      <Attribute ID="xFade_CCT->Col" ChannelOffset="4" Wheel="39" />
      <Attribute ID="Hue" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Reserved" ChannelOffset="7" Wheel="28" />
      <Attribute ID="Preset" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Reserved1" ChannelOffset="10" Wheel="29" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4 (SP RGBW, 8bit), 9 DMX" Channels="9" Id="0a066745-fa91-49c2-885b-24b01f6f2250">
    <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="cc25c949-38bf-4f00-b223-4debb4af7232" />
    <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" />
      <Attribute ID="Reserved" ChannelOffset="6" Wheel="28" />
      <Attribute ID="Preset" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Reserved1" ChannelOffset="9" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="Mode 5 (SP HSI, 8bit), 7 DMX" Channels="7" Id="a7288fc1-2388-4920-835d-180dbc8e3c9e">
    <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="b302f76c-828d-4ffa-bfeb-ebc33ae0f5c1" />
    <Include>
      <Attribute ID="ColourIntensity" ChannelOffset="1" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Hue" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Reserved" ChannelOffset="4" Wheel="28" />
      <Attribute ID="Preset" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Reserved1" ChannelOffset="7" Wheel="29" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 6 (RGB, 8bit), 3 DMX" Channels="3" Id="b745ea0f-5427-49ac-af43-3c76538dc5f6">
    <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="dc04ed42-8d39-4875-85ce-6e0d77b7e8b8" />
    <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>
  <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="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>
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</Swatch>
  </swatchLibrary>
</Fixture>