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LEDJ Artisan 1000 RGBA Fresnel (LEDJ_Artisan 1000 RGBA Fresnel.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Artisan 1000 RGBA Fresnel" ShortName="Art1KRGBA" Company="LEDJ" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>053401ea-bd3a-4e84-a7bb-3a4a99dea70e</Thumbnail>
  <History Date="18-08-25" Author="Nic Morris" Comment="Created (Dim Curve function ranges are incomplete)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d47b800e-9936-4c69-867d-ad8f27099021" />
  <Control>
    <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="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="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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="6~10" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="11~15" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="16~20" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="21~25" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="26~30" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="31~35" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="36~40" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="41~45" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="46~50" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="51~55" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="56~60" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="61~65" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="66~70" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="71~75" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="76~80" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="81~85" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="86~90" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="91~95" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="96~100" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="101~105" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="106~110" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="111~115" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="116~120" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="121~125" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="126~130" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="131~135" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="136~140" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="141~145" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="146~150" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="151~155" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="156~160" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="161~165" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="166~170" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="171~175" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="176~180" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="181~185" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="186~190" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="191~195" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="196~200" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="201~205" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="206~210" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="211~215" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="216~220" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="221~225" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="226~230" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="231~235" Colour="0,0,0" />
      <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="236~240" Colour="0,0,0" />
      <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="241~245" Colour="0,0,0" />
      <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="246~250" Colour="0,0,0" />
      <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="251~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="5:0" PowerOn="5:0" />
      <Function ID="1" Name="Square Halogen" Display="'Square Halogen'" Dmx="121~140" />
      <Function ID="2" Name="Inv Square Halogen" Display="'Inv Square Halogen'" Dmx="141~160" />
      <Function ID="3" Name="S-Curve Halogen" Display="'S-Curve Halogen'" Dmx="161~180" />
      <Function ID="4" Name="Preset" Display="'Preset'" Dmx="181~255" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Refresh_Rate" Name="Refresh Rate" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="1200Hz" Display="'1200Hz'" Dmx="21~40" />
      <Function ID="3" Name="2400Hz" Display="'2400Hz'" Dmx="41~60" />
      <Function ID="4" Name="4000Hz" Display="'4000Hz'" Dmx="61~80" />
      <Function ID="5" Name="6000Hz" Display="'6000Hz'" Dmx="81~100" />
      <Function ID="6" Name="10000Hz" Display="'10000Hz'" Dmx="101~120" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="2500K" Display="'2500K'" Dmx="16~31" Colour="0,0,0" />
      <Function ID="3" Name="2800K" Display="'2800K'" Dmx="32~47" Colour="0,0,0" />
      <Function ID="4" Name="3100K" Display="'3100K'" Dmx="48~63" Colour="0,0,0" />
      <Function ID="5" Name="3400K" Display="'3400K'" Dmx="64~79" Colour="0,0,0" />
      <Function ID="6" Name="3800K" Display="'3800K'" Dmx="80~95" Colour="0,0,0" />
      <Function ID="7" Name="4200K" Display="'4200K'" Dmx="96~111" Colour="0,0,0" />
      <Function ID="8" Name="4500K" Display="'4500K'" Dmx="112~127" Colour="0,0,0" />
      <Function ID="9" Name="4800K" Display="'4800K'" Dmx="128~143" Colour="0,0,0" />
      <Function ID="10" Name="5100K" Display="'5100K'" Dmx="144~159" Colour="0,0,0" />
      <Function ID="11" Name="5600K" Display="'5600K'" Dmx="160~175" Colour="0,0,0" />
      <Function ID="12" Name="6200K" Display="'6200K'" Dmx="176~191" Colour="0,0,0" />
      <Function ID="13" Name="7000K" Display="'7000K'" Dmx="192~207" Colour="0,0,0" />
      <Function ID="14" Name="7800K" Display="'7800K'" Dmx="208~223" Colour="0,0,0" />
      <Function ID="15" Name="8900K" Display="'8900K'" Dmx="224~239" Colour="0,0,0" />
      <Function ID="16" Name="10000K" Display="'10000K'" Dmx="240~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="2854318e-91a2-4b2e-a312-547e983cf21d">
    <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="65f51c2c-6a75-479a-a8e0-fb32008af08d" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="b13c906a-3c76-4437-970b-1c976193d674">
    <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="583529f4-50cf-43c9-b02d-c9cd83c66ae3" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="529b1082-7ca2-45d2-8971-924ec9ec4690">
    <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="40ae0c31-e428-45e6-9d29-1b7544180cc3" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="6229ba3d-43a5-4028-8aaa-99fe7eff6d0f">
    <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="15958633-bb8f-4aa7-9e6a-1df6744590cf" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Dim_Curve" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Refresh_Rate" ChannelOffset="8" Wheel="28" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>