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Ignition LED Mini Studio PAR One 40° (Ignition_LED Mini Studio PAR One 40.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Mini Studio PAR One 40°" ShortName="MinStdP140" Company="Ignition" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>7c1005ec-00e4-447d-b9eb-6730c08cc50c</Thumbnail>
  <History Date="09-11-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="11-11-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0a688245-2f8e-4c04-8b9c-4337aef2751a" />
  <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="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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Else ID="1,2" />
      <Condition Name="No Program" ID="3" If="'Program'>1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="8~255" />
      <Function ID="3" Name="Speed" Display="''" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" Update="Shutter" />
      <Function ID="2" Name="Col Change 1" Display="'Col Change 1'" Dmx="16~31" Update="Shutter" />
      <Function ID="3" Name="Col Change 2" Display="'Col Change 2'" Dmx="32~47" Update="Shutter" />
      <Function ID="4" Name="Col Change 3" Display="'Col Change 3'" Dmx="48~63" Update="Shutter" />
      <Function ID="5" Name="Col Change 4" Display="'Col Change 4'" Dmx="64~79" Update="Shutter" />
      <Function ID="6" Name="Col Change 5" Display="'Col Change 5'" Dmx="80~95" Update="Shutter" />
      <Function ID="7" Name="Multicol Strobe Effect" Display="'Multicol Strobe Effect'" Dmx="96~111" Update="Shutter" />
      <Function ID="8" Name="Col-Fade Effect" Display="'Col-Fade Effect'" Dmx="112~127" Update="Shutter" />
      <Function ID="9" Name="Col Synchronization" Display="'Col Synchronization'" Dmx="128~143" Update="Shutter" />
      <Function ID="10" Name="Col Change, Shutter Closing" Display="'Col Change, Shutter Closing'" Dmx="144~159" Update="Shutter" />
      <Function ID="11" Name="Fade out and Col Change" Display="'Fade out and Col Change'" Dmx="160~175" Update="Shutter" />
      <Function ID="12" Name="Fade in and Col Change" Display="'Fade in and Col Change'" Dmx="176~191" Update="Shutter" />
      <Function ID="13" Name="Fade-in-out Effect" Display="'Fade-in-out Effect'" Dmx="192~207" Update="Shutter" />
      <Function ID="14" Name="Col Change Mixed Cols" Display="'Col Change Mixed Cols'" Dmx="208~223" Update="Shutter" />
      <Function ID="15" Name="Sound 1" Display="'Sound 1'" Dmx="224~239" Update="Shutter" />
      <Function ID="16" Name="Sound 2" Display="'Sound 2'" Dmx="240~255" Update="Shutter" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="5~9" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="10~14" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="15~19" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="20~24" Colour="255,255,255" />
      <Function ID="6" Name="Colour 1" Display="'Colour 1'" Dmx="25~29" WheelPosition="1" Colour="0,0,0" />
      <Function ID="7" Name="Colour 2" Display="'Colour 2'" Dmx="30~34" WheelPosition="2" Colour="0,0,0" />
      <Function ID="8" Name="Colour 3" Display="'Colour 3'" Dmx="35~39" WheelPosition="3" Colour="0,0,0" />
      <Function ID="9" Name="Colour 4" Display="'Colour 4'" Dmx="40~44" WheelPosition="4" Colour="0,0,0" />
      <Function ID="10" Name="Colour 5" Display="'Colour 5'" Dmx="45~49" WheelPosition="5" Colour="0,0,0" />
      <Function ID="11" Name="Colour 6" Display="'Colour 6'" Dmx="50~54" WheelPosition="6" Colour="0,0,0" />
      <Function ID="12" Name="Colour 7" Display="'Colour 7'" Dmx="55~59" WheelPosition="7" Colour="0,0,0" />
      <Function ID="13" Name="Colour 8" Display="'Colour 8'" Dmx="60~64" WheelPosition="8" Colour="0,0,0" />
      <Function ID="14" Name="Colour 9" Display="'Colour 9'" Dmx="65~69" WheelPosition="9" Colour="0,0,0" />
      <Function ID="15" Name="Colour 10" Display="'Colour 10'" Dmx="70~74" WheelPosition="10" Colour="0,0,0" />
      <Function ID="16" Name="Colour 11" Display="'Colour 11'" Dmx="75~79" WheelPosition="11" Colour="0,0,0" />
      <Function ID="17" Name="Colour 12" Display="'Colour 12'" Dmx="80~84" WheelPosition="12" Colour="0,0,0" />
      <Function ID="18" Name="Colour 13" Display="'Colour 13'" Dmx="85~89" WheelPosition="13" Colour="0,0,0" />
      <Function ID="19" Name="Colour 14" Display="'Colour 14'" Dmx="90~94" WheelPosition="14" Colour="0,0,0" />
      <Function ID="20" Name="Colour 15" Display="'Colour 15'" Dmx="95~99" WheelPosition="15" Colour="0,0,0" />
      <Function ID="21" Name="Colour 16" Display="'Colour 16'" Dmx="100~104" WheelPosition="16" Colour="0,0,0" />
      <Function ID="22" Name="Colour 17" Display="'Colour 17'" Dmx="105~109" WheelPosition="17" Colour="0,0,0" />
      <Function ID="23" Name="Colour 18" Display="'Colour 18'" Dmx="110~114" WheelPosition="18" Colour="0,0,0" />
      <Function ID="24" Name="Colour 19" Display="'Colour 19'" Dmx="115~119" WheelPosition="19" Colour="0,0,0" />
      <Function ID="25" Name="Colour 20" Display="'Colour 20'" Dmx="120~124" WheelPosition="20" Colour="0,0,0" />
      <Function ID="26" Name="Colour 21" Display="'Colour 21'" Dmx="125~129" WheelPosition="21" Colour="0,0,0" />
      <Function ID="27" Name="Colour 22" Display="'Colour 22'" Dmx="130~134" WheelPosition="22" Colour="0,0,0" />
      <Function ID="28" Name="Colour 23" Display="'Colour 23'" Dmx="135~139" WheelPosition="23" Colour="0,0,0" />
      <Function ID="29" Name="Colour 24" Display="'Colour 24'" Dmx="140~144" WheelPosition="24" Colour="0,0,0" />
      <Function ID="30" Name="Colour 25" Display="'Colour 25'" Dmx="145~149" WheelPosition="25" Colour="0,0,0" />
      <Function ID="31" Name="Colour 26" Display="'Colour 26'" Dmx="150~154" WheelPosition="26" Colour="0,0,0" />
      <Function ID="32" Name="Colour 27" Display="'Colour 27'" Dmx="155~159" WheelPosition="27" Colour="0,0,0" />
      <Function ID="33" Name="Colour 28" Display="'Colour 28'" Dmx="160~164" WheelPosition="28" Colour="0,0,0" />
      <Function ID="34" Name="Colour 29" Display="'Colour 29'" Dmx="165~169" WheelPosition="29" Colour="0,0,0" />
      <Function ID="35" Name="Colour 30" Display="'Colour 30'" Dmx="170~174" WheelPosition="30" Colour="0,0,0" />
      <Function ID="36" Name="Colour 31" Display="'Colour 31'" Dmx="175~179" WheelPosition="31" Colour="0,0,0" />
      <Function ID="37" Name="Colour 32" Display="'Colour 32'" Dmx="180~184" WheelPosition="32" Colour="0,0,0" />
      <Function ID="38" Name="Colour 33" Display="'Colour 33'" Dmx="185~189" WheelPosition="33" Colour="0,0,0" />
      <Function ID="39" Name="Colour 34" Display="'Colour 34'" Dmx="190~194" WheelPosition="34" Colour="0,0,0" />
      <Function ID="40" Name="Colour 35" Display="'Colour 35'" Dmx="195~199" WheelPosition="35" Colour="0,0,0" />
      <Function ID="41" Name="Colour 36" Display="'Colour 36'" Dmx="200~204" WheelPosition="36" Colour="0,0,0" />
      <Function ID="42" Name="Colour 37" Display="'Colour 37'" Dmx="205~209" WheelPosition="37" Colour="0,0,0" />
      <Function ID="43" Name="Colour 38" Display="'Colour 38'" Dmx="210~214" WheelPosition="38" Colour="0,0,0" />
      <Function ID="44" Name="Colour 39" Display="'Colour 39'" Dmx="215~219" WheelPosition="39" Colour="0,0,0" />
      <Function ID="45" Name="Colour 40" Display="'Colour 40'" Dmx="220~224" WheelPosition="40" Colour="0,0,0" />
      <Function ID="46" Name="Colour 41" Display="'Colour 41'" Dmx="225~229" WheelPosition="41" Colour="0,0,0" />
      <Function ID="47" Name="Colour 42" Display="'Colour 42'" Dmx="230~234" WheelPosition="42" Colour="0,0,0" />
      <Function ID="48" Name="Colour 43" Display="'Colour 43'" Dmx="235~239" WheelPosition="43" Colour="0,0,0" />
      <Function ID="49" Name="Colour 44" Display="'Colour 44'" Dmx="240~244" WheelPosition="44" Colour="0,0,0" />
      <Function ID="50" Name="Colour 45" Display="'Colour 45'" Dmx="245~249" WheelPosition="45" Colour="0,0,0" />
      <Function ID="51" Name="Colour 46" Display="'Colour 46'" Dmx="250~255" WheelPosition="46" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="2574a276-6ab4-4404-ab0c-66b8d2440ea6">
    <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="92014716-e1ee-44fd-b6eb-aaf2e5a38cd7" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="9b586a3e-44c1-4a0a-aef0-be0f607044fc">
    <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="4724824f-080a-47ce-bbb6-42b8b2ce1fd5" />
    <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="7 DMX" Channels="7" Id="0ab6a701-5412-4640-b1fa-83827431543f">
    <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="1a515fb7-a38d-49cd-a0a0-4b22ba7a5bd0" />
    <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="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Program" ChannelOffset="7" 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="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>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>