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Nouvoled Dorado 800 IP (Nouvoled_Dorado 800 IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Dorado 800 IP" ShortName="Drado800IP" Company="Nouvoled" Version="4">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>55cc2944-b1fa-4bb1-a2b4-5eec8e08af21</Thumbnail>
  <History Date="30-01-25" Author="Nic Morris" Comment="Created (hopeless documentation.  wholely inadequate.  mostly nonsense.  no pixel layout.  made best guess)" Version="0" />
  <History Date="21-09-25" Author="Nic Morris" Comment="Created from Unknown LED Moving Strobe 1000W (identical.  no pixel layout)" Version="3" />
  <History Date="25-09-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4a85faa1-60d8-44a6-b73e-598a51377d94" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt_Macro" Name="Tilt Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro" Display="'Macro'" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="RGB_Shutter" Name="RGB 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="6~255" />
    </Attribute>
    <Attribute ID="RGB_FX" Name="RGB FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Pulse Change" Display="'Pulse Change'" Dmx="5~8" />
      <Function ID="3" Name="Gradual Change" Display="'Gradual Change'" Dmx="9~12" />
      <Function ID="4" Name="Jump Change" Display="'Jump Change'" Dmx="13~16" />
      <Function ID="5" Name="Total Effect Polling" Display="'Total Effect Polling'" Dmx="17~20" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="21~25" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="26~30" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="31~35" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="36~40" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="41~45" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="46~50" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="51~55" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="56~60" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="61~65" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="66~70" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="71~75" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="76~80" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="81~85" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="86~90" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="91~95" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="96~100" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="101~105" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="106~110" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="111~115" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="116~120" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="121~125" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="126~130" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="131~135" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="136~140" />
      <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="141~145" />
      <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="146~150" />
      <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="151~155" />
      <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="156~160" />
      <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="161~165" />
      <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="166~170" />
      <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="171~175" />
      <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="176~180" />
      <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="181~185" />
      <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="186~190" />
      <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="191~195" />
      <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="196~200" />
      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="201~205" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="206~210" />
      <Function ID="44" Name="Effect 43" Display="'Effect 43'" Dmx="211~215" />
      <Function ID="45" Name="Effect 44" Display="'Effect 44'" Dmx="216~220" />
      <Function ID="46" Name="Effect 45" Display="'Effect 45'" Dmx="221~225" />
      <Function ID="47" Name="Effect 46" Display="'Effect 46'" Dmx="226~230" />
      <Function ID="48" Name="Effect 47" Display="'Effect 47'" Dmx="231~235" />
      <Function ID="49" Name="Effect 48" Display="'Effect 48'" Dmx="236~240" />
      <Function ID="50" Name="Effect 49" Display="'Effect 49'" Dmx="241~245" />
      <Function ID="51" Name="Effect 50" Display="'Effect 50'" Dmx="246~250" />
      <Function ID="52" Name="Effect 51" Display="'Effect 51'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="RGB_FX_Spd" Name="RGB FX Spd" Description="" Group="E">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="1~127" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" />
      <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="RGB_BG_Col" Name="RGB BG Col" 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="R" Display="'R'" Dmx="46~75" Colour="0,0,0" />
      <Function ID="3" Name="G" Display="'G'" Dmx="76~105" Colour="0,0,0" />
      <Function ID="4" Name="B" Display="'B'" Dmx="106~135" Colour="0,0,0" />
      <Function ID="5" Name="RG" Display="'RG'" Dmx="136~165" Colour="0,0,0" />
      <Function ID="6" Name="GB" Display="'GB'" Dmx="166~195" Colour="0,0,0" />
      <Function ID="7" Name="RB" Display="'RB'" Dmx="196~225" Colour="0,0,0" />
      <Function ID="8" Name="RGB" Display="'RGB'" Dmx="226~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="RGB_BG_Col_Dim" Name="RGB BG Col Dim" Description="" Group="I" Merge="HTP">
      <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_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="W_Shutter" Name="W 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="6~255" />
    </Attribute>
    <Attribute ID="W_FX" Name="W FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Pulse Change" Display="'Pulse Change'" Dmx="6~10" />
      <Function ID="3" Name="Total Effect Polling" Display="'Total Effect Polling'" Dmx="11~15" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="16~25" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="26~35" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="36~45" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="46~55" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="56~65" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="66~75" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="76~85" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="86~95" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="96~105" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="106~115" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="116~125" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="126~135" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="136~145" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="146~155" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="156~165" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="166~175" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="176~185" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="186~195" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="196~205" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="206~215" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="216~225" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="226~235" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="236~240" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="241~245" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="246~250" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="W_FX_Spd" Name="W FX Spd" Description="" Group="E">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="1~127" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" />
      <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="W_Master" Name="W Master" Description="" Group="I" Merge="HTP">
      <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="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="RGBW_Shutter" Name="RGBW 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="6~255" />
    </Attribute>
    <Attribute ID="RGBW_FX" Name="RGBW FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Total Effect Polling" Display="'Total Effect Polling'" Dmx="6~20" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="21~25" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="26~30" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="31~35" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="36~40" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="41~45" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="46~50" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="51~55" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="56~60" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="61~65" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="66~70" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="71~75" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="76~80" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="81~85" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="86~90" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="91~95" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="96~100" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="101~105" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="106~110" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="111~115" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="116~120" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="121~125" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="126~130" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="131~135" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="136~140" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="141~145" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="146~150" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="151~155" />
      <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="156~160" />
      <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="161~165" />
      <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="166~170" />
      <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="171~175" />
      <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="176~180" />
      <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="181~185" />
      <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="186~190" />
      <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="191~195" />
      <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="196~200" />
      <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="201~205" />
      <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="206~210" />
      <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="211~215" />
      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="216~220" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="221~225" />
      <Function ID="44" Name="Effect 43" Display="'Effect 43'" Dmx="226~230" />
      <Function ID="45" Name="Effect 44" Display="'Effect 44'" Dmx="231~235" />
      <Function ID="46" Name="Effect 45" Display="'Effect 45'" Dmx="236~240" />
      <Function ID="47" Name="Effect 46" Display="'Effect 46'" Dmx="241~245" />
      <Function ID="48" Name="Effect 47" Display="'Effect 47'" Dmx="246~250" />
      <Function ID="49" Name="Effect 48" Display="'Effect 48'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="RGBW_FX_Spd" Name="RGBW FX Spd" Description="" Group="E">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="1~127" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" />
      <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7" Id="0622b275-897b-4ce1-bc9a-51e44f86819f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ca79f3cd-c602-43f6-80cc-9db42766887f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Frost" ChannelOffset="3" Wheel="19" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="4" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="W" ChannelOffset="7" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="20 DMX" Channels="20" Id="31f14bd2-dd47-4c2a-9ccb-cebd8f08bdc2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="dc35aa43-b7d6-44f1-90f0-9bddaf15dd38" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Macro" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Frost" ChannelOffset="4" Wheel="19" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="RGB_Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="RGB_FX" ChannelOffset="7" Wheel="23" />
        <Attribute ID="RGB_FX_Spd" ChannelOffset="8" Wheel="24" />
        <Attribute ID="RGB_BG_Col" ChannelOffset="9" Wheel="7" />
        <Attribute ID="RGB_BG_Col_Dim" ChannelOffset="10" Wheel="35" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="W_Shutter" ChannelOffset="14" Wheel="34" />
        <Attribute ID="W_FX" ChannelOffset="15" Wheel="52" />
        <Attribute ID="W_FX_Spd" ChannelOffset="16" Wheel="53" />
        <Attribute ID="RGBW_Shutter" ChannelOffset="18" Wheel="36" />
        <Attribute ID="RGBW_FX" ChannelOffset="19" Wheel="82" />
        <Attribute ID="RGBW_FX_Spd" ChannelOffset="20" Wheel="83" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="11" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="W" ChannelOffset="17" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="100 DMX" Channels="100" Id="3da5fb68-7bc2-4c5a-8de3-34fe42e408d6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="99b8ec97-c092-4c9a-a359-64a7b5c89226" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Macro" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Frost" ChannelOffset="4" Wheel="19" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="RGB_Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="RGB_FX" ChannelOffset="7" Wheel="23" />
        <Attribute ID="RGB_FX_Spd" ChannelOffset="8" Wheel="24" />
        <Attribute ID="RGB_BG_Col" ChannelOffset="9" Wheel="7" />
        <Attribute ID="RGB_BG_Col_Dim" ChannelOffset="10" Wheel="35" />
        <Attribute ID="Red_Master" ChannelOffset="11" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="12" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="13" Wheel="72" />
        <Attribute ID="Red" Wheel="10" />
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        <Attribute ID="Blue" Wheel="12" />
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</Fixture>