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ADJ MOD TW100 (ADJ_MOD TW100.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MOD TW100" ShortName="MOD TW100" Company="ADJ" Version="8">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>fd9211c1-ce01-4bfc-8153-686a811a490c</Thumbnail>
  <History Date="04-07-14" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" />
  <History Date="02-03-17" Author="Nic Morris" Comment="Created from American DJ Ultra Hex Par3" Version="3" />
  <History Date="17-10-17" Author="Nic Morris" Comment="Created from American DJ Mega 64 Hex" Version="4" />
  <History Date="14-03-18" Author="Nic Morris" Comment="Created from American DJ Element Hex (identical except dimmer and shutter swapped)" Version="5" />
  <History Date="20-03-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <History Date="19-04-19" Author="Nic Morris" Comment="Created from American DJ MOD HEX100" Version="7" />
  <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_MOD TW100.d4 to ADJ_MOD TW100.d4." Version="8" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="dca29353-d605-4c9a-bb43-e7fa68914466" />
  <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Program Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Colour1, Speed" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro'" Dmx="52~102" Update="Colour1, Speed" />
      <Function ID="3" Name="Col Change" Display="'Col Change'" Dmx="103~153" Update="Colour1, Speed" />
      <Function ID="4" Name="Col Fade" Display="'Col Fade'" Dmx="154~204" Update="Colour1, Speed" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="205~255" Update="Colour1, Speed" />
    </Attribute>
    <Attribute ID="Colour1" Name="Program" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Macro" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34" If="'Colour1Func'==2" />
      <Condition Name="Change" ID="35,36,37,38,39,40,41,42" If="'Colour1Func'==3" />
      <Condition Name="Fade" ID="43,44,45,46,47,48,49,50" If="'Colour1Func'==4" />
      <Condition Name="Sound" ID="51,52,53,54,55,56,57,58" If="'Colour1Func'==5" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="0~0" WheelPosition="1" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="1~7" WheelPosition="2" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="8~15" WheelPosition="3" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="16~23" WheelPosition="4" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="24~31" WheelPosition="5" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="32~39" WheelPosition="6" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="40~47" WheelPosition="7" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="48~55" WheelPosition="8" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="56~63" WheelPosition="9" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="64~71" WheelPosition="10" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="72~79" WheelPosition="11" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="80~87" WheelPosition="12" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="88~95" WheelPosition="13" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="96~103" WheelPosition="14" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="104~111" WheelPosition="15" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="112~119" WheelPosition="16" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="120~127" WheelPosition="17" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="128~135" WheelPosition="18" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="136~143" WheelPosition="19" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="144~151" WheelPosition="20" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="152~159" WheelPosition="21" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="160~167" WheelPosition="22" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="168~175" WheelPosition="23" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="176~183" WheelPosition="24" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="184~191" WheelPosition="25" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="192~199" WheelPosition="26" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="200~207" WheelPosition="27" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="208~215" WheelPosition="28" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="216~223" WheelPosition="29" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="224~231" WheelPosition="30" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="232~239" WheelPosition="31" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="240~247" WheelPosition="32" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="248~255" WheelPosition="33" />
      <Function ID="35" Name="Change 1" Display="'Change 1'" Dmx="0~0" />
      <Function ID="36" Name="Change 2" Display="'Change 2'" Dmx="32~63" />
      <Function ID="37" Name="Change 3" Display="'Change 3'" Dmx="64~95" />
      <Function ID="38" Name="Change 4" Display="'Change 4'" Dmx="96~127" />
      <Function ID="39" Name="Change 5" Display="'Change 5'" Dmx="128~159" />
      <Function ID="40" Name="Change 6" Display="'Change 6'" Dmx="160~191" />
      <Function ID="41" Name="Change 7" Display="'Change 7'" Dmx="192~223" />
      <Function ID="42" Name="Change 8" Display="'Change 8'" Dmx="224~255" />
      <Function ID="43" Name="Fade 1" Display="'Fade 1'" Dmx="0~0" />
      <Function ID="44" Name="Fade 2" Display="'Fade 2'" Dmx="32~63" />
      <Function ID="45" Name="Fade 3" Display="'Fade 3'" Dmx="64~95" />
      <Function ID="46" Name="Fade 4" Display="'Fade 4'" Dmx="96~127" />
      <Function ID="47" Name="Fade 5" Display="'Fade 5'" Dmx="128~159" />
      <Function ID="48" Name="Fade 6" Display="'Fade 6'" Dmx="160~191" />
      <Function ID="49" Name="Fade 7" Display="'Fade 7'" Dmx="192~223" />
      <Function ID="50" Name="Fade 8" Display="'Fade 8'" Dmx="224~255" />
      <Function ID="51" Name="Sound 1" Display="'Sound 1'" Dmx="0~0" />
      <Function ID="52" Name="Sound 2" Display="'Sound 2'" Dmx="32~63" />
      <Function ID="53" Name="Sound 3" Display="'Sound 3'" Dmx="64~95" />
      <Function ID="54" Name="Sound 4" Display="'Sound 4'" Dmx="96~127" />
      <Function ID="55" Name="Sound 5" Display="'Sound 5'" Dmx="128~159" />
      <Function ID="56" Name="Sound 6" Display="'Sound 6'" Dmx="160~191" />
      <Function ID="57" Name="Sound 7" Display="'Sound 7'" Dmx="192~223" />
      <Function ID="58" Name="Sound 8" Display="'Sound 8'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Program Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Sensitivity" ID="2" If="'Colour1Func'==5" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <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="f4479e80-e6db-4e0b-87a5-c5c8c4826812" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <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="0424007e-886b-45cc-8492-9dd6900da1c0" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="7" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="e49387f3-029f-46b6-b661-4ce48e42c3c3" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="7" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="4c8c9014-c154-491e-9832-3828fff7397a" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="7" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Colour1Func" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Speed" ChannelOffset="8" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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="79ae6107-cc0a-46bd-80b7-892832f4d555" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="7" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Colour1Func" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Speed" ChannelOffset="8" Wheel="24" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>