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Godox KNOWLED MS60Bi (Godox_KNOWLED MS60Bi.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="KNOWLED MS60Bi" ShortName="MS60Bi" Company="Godox" Version="14">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>b18d0fc2-49bb-4ffd-89ba-a4bccd62eb45</Thumbnail>
  <History Date="06-12-23" Author="Nic Morris" Comment="Created (some FX parameters are not documented properly.  Ultimate modes involve dynamically changing control resolution which is not currently supported - omitted for now)" Version="0" />
  <History Date="07-12-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <History Date="22-12-23" Author="Nic Morris" Comment="Created from Godox KNOWLED MG1200Bi (identical.  same problem with ability to support ultimate modes in the way they have been implemented - omitted for now)" Version="7" />
  <History Date="23-12-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="8" />
  <History Date="15-01-25" Author="Nic Morris" Comment="Created from Godox KNOWLED P600Bi Hard (same problem with ability to support ultimate modes.  Ultimate 16bit omitted for now)" Version="9" />
  <History Date="21-01-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="12" />
  <History Date="18-03-25" Author="Nic Morris" Comment="Created from Godox KNOWLED MG2400Bi (same problem with ability to support ultimate modes.  Ultimate 16bit omitted for now)" Version="13" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="db1d0e67-111b-4dea-b2a1-8baa085431e8" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C" Size="2">
      <Locate Locate="1:2800" PowerOn="1:2800" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.2fK',2800.00~6500.00" Dmx="0~65535" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="FX" Name="FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="2" Name="Flash" Display="'Flash'" Dmx="10~19" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="3" Name="Lightning" Display="'Lightning'" Dmx="20~29" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="4" Name="Cloudy" Display="'Cloudy'" Dmx="30~39" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="5" Name="Broken Blub" Display="'Broken Blub'" Dmx="40~49" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="6" Name="TV" Display="'TV'" Dmx="50~59" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="7" Name="Candle" Display="'Candle'" Dmx="60~69" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="8" Name="Fire" Display="'Fire'" Dmx="70~79" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="9" Name="Firework" Display="'Firework'" Dmx="80~89" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="10" Name="Explosion" Display="'Explosion'" Dmx="90~99" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="11" Name="Welding" Display="'Welding'" Dmx="100~109" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="12" Name="SOS" Display="'SOS'" Dmx="110~119" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="13" Name="Preset" Display="'Preset'" Dmx="120~255" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
      <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="FX_Param_1, FX_Param_2, FX3, FX_Param_3" />
    </Attribute>
    <Attribute ID="FX_Param_1" Name="FX Param 1" Description="" Group="E" Size="2">
      <Locate Locate="2" PowerOn="2" />
      <Else ID="1" />
      <Condition Name="No Effect" ID="2" If="'FX'==1" />
      <Condition Name="Flash" ID="3" If="'FX'==2" />
      <Condition Name="Lightning" ID="4" If="'FX'==3" />
      <Condition Name="Cloudy" ID="5" If="'FX'==4" />
      <Condition Name="Broken Blub" ID="6" If="'FX'==5" />
      <Condition Name="TV" ID="7" If="'FX'==6" />
      <Condition Name="Candle" ID="8" If="'FX'==7" />
      <Condition Name="Fire" ID="9" If="'FX'==8" />
      <Condition Name="Firework" ID="10" If="'FX'==9" />
      <Condition Name="Explosion" ID="11" If="'FX'==10" />
      <Condition Name="Welding" ID="12" If="'FX'==11" />
      <Condition Name="SOS" ID="13" If="'FX'==12" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
      <Function ID="2" Name="No Effect" Display="''" Dmx="0~0" />
      <Function ID="3" Name="CCT C-Mix" Display="'%.2fK',2800.00~6500.00" Dmx="0~65535" />
      <Function ID="4" Name="CCT C-Mix" Display="'%.2fK',2800.00~6500.00" Dmx="0~65535" />
      <Function ID="5" Name="Ratio" Display="'%.2f%%',10.00~90.00" Dmx="0~65535" />
      <Function ID="6" Name="CCT C-Mix" Display="'%.2fK',2800.00~6500.00" Dmx="0~65535" />
      <Function ID="7" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="8" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="9" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="10" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="11" Name="CCT C-Mix" Display="'%.2fK',2800.00~6500.00" Dmx="0~65535" />
      <Function ID="12" Name="CCT C-Mix" Display="'%.2fK',2800.00~6500.00" Dmx="0~65535" />
      <Function ID="13" Name="CCT C-Mix" Display="'%.2fK',2800.00~6500.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="FX_Param_2" Name="FX Param 2" Description="" Group="E" Size="2">
      <Locate Locate="2" PowerOn="2" />
      <Else ID="1" />
      <Condition Name="No Effect" ID="2" If="'FX'==1" />
      <Condition Name="Flash" ID="3" If="'FX'==2" />
      <Condition Name="Lightning" ID="4" If="'FX'==3" />
      <Condition Name="Cloudy" ID="5" If="'FX'==4" />
      <Condition Name="Broken Blub" ID="6" If="'FX'==5" />
      <Condition Name="Firework" ID="7" If="'FX'==9" />
      <Condition Name="Explosion" ID="8" If="'FX'==10" />
      <Condition Name="Welding" ID="9" If="'FX'==11" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
      <Function ID="2" Name="No Effect" Display="''" Dmx="0~0" />
      <Function ID="3" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="4" Name="Times" Display="'%.2f%%',0.00~10.00" Dmx="0~65535" />
      <Function ID="5" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="6" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="7" Name="Embers" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="8" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="9" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="FX_Param_3" Name="FX Param 3" Description="" Group="E" Size="2">
      <Locate Locate="2" PowerOn="2" />
      <Else ID="1" />
      <Condition Name="No Effect" ID="2" If="'FX'==1" />
      <Condition Name="Flash" ID="3" If="'FX'==2" />
      <Condition Name="Lightning" ID="4" If="'FX'==3" />
      <Condition Name="Explosion" ID="5" If="'FX'==10" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
      <Function ID="2" Name="No Effect" Display="''" Dmx="0~0" />
      <Function ID="3" Name="Mode" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="4" Name="Frequency" Display="'%.2f%%',0.00~20.00" Dmx="0~65535" />
      <Function ID="5" Name="Embers" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Mode_Selection" Name="Mode Selection" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="CCT" Display="'CCT'" Dmx="0~0" Update="Param_1" Colour="0,0,0" />
      <Function ID="2" Name="FX" Display="'FX'" Dmx="10~19" Update="Param_1" Colour="0,0,0" />
      <Function ID="3" Name="Preset" Display="'Preset'" Dmx="20~255" Update="Param_1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Param_1" Name="Param 1" Description="" Group="C">
      <Locate Locate="1:2800" PowerOn="1:2800" />
      <Condition Name="CCT" ID="1" If="'Mode_Selection'==1" />
      <Condition Name="FX Type" ID="2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Mode_Selection'==2" />
      <Else ID="15" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Update="Param_2, Param_3, Param_4" Colour="255,240,200" />
      <Function ID="2" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="3" Name="Flash" Display="'Flash'" Dmx="10~19" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="4" Name="Lightning" Display="'Lightning'" Dmx="20~29" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="5" Name="Cloudy" Display="'Cloudy'" Dmx="30~39" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="6" Name="Broken Blub" Display="'Broken Blub'" Dmx="40~49" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="7" Name="TV" Display="'TV'" Dmx="50~59" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="8" Name="Candle" Display="'Candle'" Dmx="60~69" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="9" Name="Fire" Display="'Fire'" Dmx="70~79" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="10" Name="Firework" Display="'Firework'" Dmx="80~89" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="11" Name="Explosion" Display="'Explosion'" Dmx="90~99" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="12" Name="Welding" Display="'Welding'" Dmx="100~109" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="13" Name="SOS" Display="'SOS'" Dmx="110~119" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="14" Name="Preset" Display="'Preset'" Dmx="120~255" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Param_2, Param_3, Param_4" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Param_2" Name="Param 2" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="No Effect" ID="2" If="'Param_1'==2" />
      <Condition Name="Flash" ID="3" If="'Param_1'==3" />
      <Condition Name="Lightning" ID="4" If="'Param_1'==4" />
      <Condition Name="Cloudy" ID="5" If="'Param_1'==5" />
      <Condition Name="Broken Blub" ID="6" If="'Param_1'==6" />
      <Condition Name="TV" ID="7" If="'Param_1'==7" />
      <Condition Name="Candle" ID="8" If="'Param_1'==8" />
      <Condition Name="Fire" ID="9" If="'Param_1'==9" />
      <Condition Name="Firework" ID="10" If="'Param_1'==10" />
      <Condition Name="Explosion" ID="11" If="'Param_1'==11" />
      <Condition Name="Welding" ID="12" If="'Param_1'==12" />
      <Condition Name="SOS" ID="13" If="'Param_1'==13" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
      <Function ID="2" Name="No Effect" Display="''" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="0,0,0" />
      <Function ID="4" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="0,0,0" />
      <Function ID="5" Name="Ratio" Display="'%.1f%%',30.0~90.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="6" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="0,0,0" />
      <Function ID="7" Name="Speed" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="8" Name="Speed" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="9" Name="Speed" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="10" Name="Speed" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="11" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="0,0,0" />
      <Function ID="12" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="0,0,0" />
      <Function ID="13" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Param_3" Name="Param 3" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="No Effect" ID="2" If="'Param_1'==2" />
      <Condition Name="Flash" ID="3" If="'Param_1'==3" />
      <Condition Name="Lightning" ID="4" If="'Param_1'==4" />
      <Condition Name="Cloudy" ID="5" If="'Param_1'==5" />
      <Condition Name="Broken Blub" ID="6" If="'Param_1'==6" />
      <Condition Name="Firework" ID="7" If="'Param_1'==10" />
      <Condition Name="Explosion" ID="8" If="'Param_1'==11" />
      <Condition Name="Welding" ID="9" If="'Param_1'==12" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
      <Function ID="2" Name="No Effect" Display="''" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="Speed" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="4" Name="Times" Display="'%.1f%%',0.0~10.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="5" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="6" Name="Speed" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="7" Name="Embers" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="8" Name="Speed" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="9" Name="Speed" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Param_4" Name="Param 4" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="No Effect" ID="2" If="'Param_1'==2" />
      <Condition Name="Flash" ID="3" If="'Param_1'==3" />
      <Condition Name="Lightning" ID="4" If="'Param_1'==4" />
      <Condition Name="Explosion" ID="5" If="'Param_1'==11" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
      <Function ID="2" Name="No Effect" Display="''" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="Mode" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="4" Name="Frequency" Display="'%.1f%%',0.0~20.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="5" Name="Embers" Display="'%.1f%%',1.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Low End" Display="'Low End'" Dmx="10~19" />
      <Function ID="3" Name="Preset" Display="'Preset'" Dmx="20~255" />
    </Attribute>
    <Attribute ID="Frequency" Name="Frequency" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="1" Display="'1'" Dmx="0~0" />
      <Function ID="2" Name="2" Display="'2'" Dmx="10~19" />
      <Function ID="3" Name="3" Display="'3'" Dmx="20~29" />
      <Function ID="4" Name="4" Display="'4'" Dmx="30~39" />
      <Function ID="5" Name="5" Display="'5'" Dmx="40~49" />
      <Function ID="6" Name="6" Display="'6'" Dmx="50~59" />
      <Function ID="7" Name="7" Display="'7'" Dmx="60~69" />
      <Function ID="8" Name="8" Display="'8'" Dmx="70~79" />
      <Function ID="9" Name="9" Display="'9'" Dmx="80~89" />
      <Function ID="10" Name="10" Display="'10'" Dmx="90~99" />
      <Function ID="11" Name="11" Display="'11'" Dmx="100~109" />
      <Function ID="12" Name="Preset" Display="'Preset'" Dmx="110~255" />
    </Attribute>
    <Attribute ID="Smoothing" Name="Smoothing" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Smooth" Display="'Smooth'" Dmx="10~19" />
      <Function ID="3" Name="Off" Display="'Off'" Dmx="20~29" />
      <Function ID="4" Name="Preset" Display="'Preset'" Dmx="30~255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, CCT 8bit, 2 DMX" Channels="2" Id="3a2399d7-81c6-4c39-9094-3df93d8b5872">
    <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="5acc198d-cb80-4542-9cd0-2a5425b56215" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="Mode 1, CCT 8bit (Extended), 5 DMX" Channels="5" Id="9cc5b528-b08e-400c-89d4-ad18262eb70d">
    <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="195c2731-15dd-48e9-bf4c-7e291545355f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Mode" ChannelOffset="3" Wheel="28" />
      <Attribute ID="Frequency" ChannelOffset="4" Wheel="29" />
      <Attribute ID="Smoothing" ChannelOffset="5" Wheel="30" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, FX 8bit, 5 DMX" Channels="5" Id="2ac16de3-2f32-4d7e-972b-0b3a16f692bd">
    <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="0505dee3-943b-4623-9d23-4f1108738406" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="FX" ChannelOffset="2" Wheel="22" />
      <Attribute ID="FX_Param_1" ChannelOffset="3" Wheel="23" />
      <Attribute ID="FX_Param_2" ChannelOffset="4" Wheel="24" />
      <Attribute ID="FX_Param_3" ChannelOffset="5" Wheel="52" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, FX 8bit (Extended), 8 DMX" Channels="8" Id="afd3d74b-8b8a-41e3-8ee1-d06ff2e0d6f5">
    <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="4d704dd2-f11b-4026-bd8b-53cb0e737936" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="FX" ChannelOffset="2" Wheel="22" />
      <Attribute ID="FX_Param_1" ChannelOffset="3" Wheel="23" />
      <Attribute ID="FX_Param_2" ChannelOffset="4" Wheel="24" />
      <Attribute ID="FX_Param_3" ChannelOffset="5" Wheel="52" />
      <Attribute ID="Mode" ChannelOffset="6" Wheel="28" />
      <Attribute ID="Frequency" ChannelOffset="7" Wheel="29" />
      <Attribute ID="Smoothing" ChannelOffset="8" Wheel="30" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, CCT 16bit, 4 DMX" Channels="4" Id="b69928b1-eac5-477c-9ad2-a85ac874db1a">
    <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="1fe2ac5d-542a-4d36-a2ef-f2529d922686" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="3,4" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, CCT 16bit (Extended), 7 DMX" Channels="7" Id="ab1e551d-b2c1-45b2-b5a3-af6fea9efeba">
    <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="8f73ff34-7e29-4e33-8f77-f83b6d6976c0" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="3,4" Wheel="7" />
      <Attribute ID="Mode" ChannelOffset="5" Wheel="28" />
      <Attribute ID="Frequency" ChannelOffset="6" Wheel="29" />
      <Attribute ID="Smoothing" ChannelOffset="7" Wheel="30" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, FX 16bit, 9 DMX" Channels="9" Id="8ed02c77-205f-4859-a865-4efc439a40f3">
    <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="e506509b-29d1-4fbc-8d96-9c1e112d809a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="FX" ChannelOffset="3" Wheel="22" />
      <Attribute ID="FX_Param_1" ChannelOffset="4,5" Wheel="23" />
      <Attribute ID="FX_Param_2" ChannelOffset="6,7" Wheel="24" />
      <Attribute ID="FX_Param_3" ChannelOffset="8,9" Wheel="52" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, FX 16bit (Extended), 12 DMX" Channels="12" Id="0ea2f861-9111-4d48-bf52-2c6bda291f9e">
    <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="7e20109e-e95d-44b3-b450-7376849f693c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="FX" ChannelOffset="3" Wheel="22" />
      <Attribute ID="FX_Param_1" ChannelOffset="4,5" Wheel="23" />
      <Attribute ID="FX_Param_2" ChannelOffset="6,7" Wheel="24" />
      <Attribute ID="FX_Param_3" ChannelOffset="8,9" Wheel="52" />
      <Attribute ID="Mode" ChannelOffset="10" Wheel="28" />
      <Attribute ID="Frequency" ChannelOffset="11" Wheel="29" />
      <Attribute ID="Smoothing" ChannelOffset="12" Wheel="30" />
    </Include>
  </Mode>
  <Mode Name="Mode 5, Ultimate 8bit, 6 DMX" Channels="6" Id="0f953b42-225c-4128-96d4-6bfe630aa11e">
    <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="f5e13145-d79d-4715-b110-bbfc353fbd6c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Mode_Selection" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Param_1" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Param_2" ChannelOffset="4" Wheel="37" />
      <Attribute ID="Param_3" ChannelOffset="5" Wheel="38" />
      <Attribute ID="Param_4" ChannelOffset="6" Wheel="39" />
    </Include>
  </Mode>
  <Mode Name="Mode 5, Ultimate 8bit (Extended), 9 DMX" Channels="9" Id="18709ff0-105b-4663-b4f4-eecde0c2ab08">
    <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="ce16cd2b-3013-4cfa-a33c-3aa492e2cb8c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Mode_Selection" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Param_1" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Param_2" ChannelOffset="4" Wheel="37" />
      <Attribute ID="Param_3" ChannelOffset="5" Wheel="38" />
      <Attribute ID="Param_4" ChannelOffset="6" Wheel="39" />
      <Attribute ID="Mode" ChannelOffset="7" Wheel="28" />
      <Attribute ID="Frequency" ChannelOffset="8" Wheel="29" />
      <Attribute ID="Smoothing" ChannelOffset="9" Wheel="30" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>