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ACME Strobe 4 (ACME_Strobe 4.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Strobe 4" ShortName="Strobe 4" Company="ACME" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>53bfeedd-9de2-4860-8552-481bd2d7ff49</Thumbnail>
  <History Date="05-05-21" Author="Nic Morris" Comment="Created (very confusing documentation. there is no explanation as to what all the various controls relate to. made best guess)" Version="0" />
  <History Date="05-05-21" Author="Nic Morris" Comment="(macro ranges are not labelled or detailed properly and cannot be guessed. colour macro ranges and 112 pixel layout missing. charts contain control functions but no associated control)" Version="0" />
  <History Date="06-05-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="17-08-21" Author="Nic Morris" Comment="Created from ACME FLASHDOT (STROBE 3)" Version="2" />
  <History Date="18-08-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <History Date="12-03-22" Author="Nic Morris" Comment="Fixed missing numbers in Macro 2 functions." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="39d77d84-68ff-4cad-a7e5-b6d643d8e6da" />
  <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="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="10~15" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~21" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="22~27" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="28~33" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="34~39" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="40~45" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="46~51" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="52~57" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="58~63" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="64~69" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="70~75" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="76~81" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="82~87" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="88~93" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="94~99" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="100~105" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="106~111" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="112~117" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="118~123" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="124~129" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="130~135" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="136~141" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="142~147" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="148~153" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="154~159" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="160~165" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="166~171" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="172~177" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="178~183" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="184~189" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="190~195" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="196~201" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="202~207" Colour="0,0,0" />
      <Function ID="35" Name="Sequential Fast" Display="'Sequential Fast'" Dmx="208~211" Colour="0,0,0" />
      <Function ID="36" Name="Sequential Med" Display="'Sequential Med'" Dmx="212~215" Colour="0,0,0" />
      <Function ID="37" Name="Sequential Slow" Display="'Sequential Slow'" Dmx="216~219" Colour="0,0,0" />
      <Function ID="38" Name="Random Fast" Display="'Random Fast'" Dmx="220~223" Colour="0,0,0" />
      <Function ID="39" Name="Random Med" Display="'Random Med'" Dmx="224~227" Colour="0,0,0" />
      <Function ID="40" Name="Random Slow" Display="'Random Slow'" Dmx="228~231" Colour="0,0,0" />
      <Function ID="41" Name="Block Fast" Display="'Block Fast'" Dmx="232~235" Colour="0,0,0" />
      <Function ID="42" Name="Block Med" Display="'Block Med'" Dmx="236~239" Colour="0,0,0" />
      <Function ID="43" Name="Block Slow" Display="'Block Slow'" Dmx="240~243" Colour="0,0,0" />
      <Function ID="44" Name="Random Block Fast" Display="'Random Block Fast'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="45" Name="Random Block Med" Display="'Random Block Med'" Dmx="248~251" Colour="0,0,0" />
      <Function ID="46" Name="Random Block Slow" Display="'Random Block Slow'" Dmx="252~255" Colour="0,0,0" />
    </Attribute>
    <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="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Rate" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Rate" Display="'Rate %.1f%%',0.0~100.0" Dmx="7~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~50" />
      <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="51~100" />
      <Function ID="4" Name="Ramp Up-Down" Display="'Ramp Up-Down'" Dmx="101~150" />
      <Function ID="5" Name="Lightning" Display="'Lightning'" Dmx="151~200" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro 1" 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 1" Display="'Macro 1'" Dmx="23~30" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="31~39" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~48" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="49~57" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="58~66" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="67~75" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="76~84" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="85~93" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="94~102" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="103~111" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~120" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="121~129" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="130~138" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="139~147" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="148~156" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="157~165" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="166~174" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="175~183" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="184~192" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="193~201" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="202~210" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="211~219" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="220~228" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="229~237" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="238~246" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="247~255" />
    </Attribute>
    <Attribute ID="Macro1" Name="Macro 2" 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 1" Display="'Macro 1'" Dmx="92~105" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="106~120" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="121~135" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="136~150" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="151~165" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="166~180" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="181~195" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="196~210" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="211~225" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="226~240" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="White_1_Master" Name="White 1 Master" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Duration_1" Name="Duration 1" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rate_1" Name="Rate 1" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Rate" Display="'Rate %.1f%%',0.0~100.0" Dmx="7~255" />
    </Attribute>
    <Attribute ID="Effect_1" Name="Effect 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~50" />
      <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="51~100" />
      <Function ID="4" Name="Ramp Up-Down" Display="'Ramp Up-Down'" Dmx="101~150" />
      <Function ID="5" Name="Lightning" Display="'Lightning'" Dmx="151~200" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Duration_2" Name="Duration 2" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rate_2" Name="Rate 2" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Rate" Display="'Rate %.1f%%',0.0~100.0" Dmx="7~255" />
    </Attribute>
    <Attribute ID="Effect_2" Name="Effect 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~50" />
      <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="51~100" />
      <Function ID="4" Name="Ramp Up-Down" Display="'Ramp Up-Down'" Dmx="101~150" />
      <Function ID="5" Name="Lightning" Display="'Lightning'" Dmx="151~200" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="201~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <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="08812b1d-a9fc-4029-a09b-cba26d0d7497" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5,6" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" 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="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="13 DMX" Channels="13">
    <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="96b664e7-ccb1-4f1a-91c8-8a02396df07f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6,7" Wheel="4" />
        <Attribute ID="Duration" ChannelOffset="8" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="10" Wheel="22" />
        <Attribute ID="Macro" ChannelOffset="11" Wheel="52" />
        <Attribute ID="Macro1" ChannelOffset="12" Wheel="53" />
        <Attribute ID="Macro_Spd" ChannelOffset="13" Wheel="54" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" 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="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <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="eb3cbd5e-164e-484f-9553-c1acd2e7d738" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
        <Attribute ID="Duration" Wheel="6" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Effect" Wheel="22" />
        <Attribute ID="Macro" Wheel="52" />
        <Attribute ID="Macro_Spd" Wheel="54" />
        <Attribute ID="Macro1" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" 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="White 1" ChannelOffset="5" ModeLink="DSFXM cell 1" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
      <Cell ID="Cell3" Name="White 2" ChannelOffset="12" ModeLink="DSFXM cell 2" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
        <AttributeLink SourceId="Macro1" TargetId="Macro1" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="26 DMX" Channels="26">
    <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="d9ad5de4-9dfa-423c-b98b-5b9787067dda" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_1_Master" ChannelOffset="13,14" Wheel="34" />
        <Attribute ID="Duration_1" ChannelOffset="15" Wheel="36" />
        <Attribute ID="Rate_1" ChannelOffset="16" Wheel="35" />
        <Attribute ID="Effect_1" ChannelOffset="17" Wheel="23" />
        <Attribute ID="Duration_2" ChannelOffset="24" Wheel="65" />
        <Attribute ID="Rate_2" ChannelOffset="25" Wheel="64" />
        <Attribute ID="Effect_2" ChannelOffset="26" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" 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="RGB 2" ChannelOffset="4" ModeLink="RGB cell" X="1" 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="Cell3" Name="RGB 3" ChannelOffset="7" ModeLink="RGB cell" X="2" 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="Cell4" Name="RGB 4" ChannelOffset="10" ModeLink="RGB cell" X="3" 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="Cell9" Name="White 1-1" ChannelOffset="18" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="White 1-2" ChannelOffset="19" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="White 1-3" ChannelOffset="20" ModeLink="Dim cell" X="2" Y="1">
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  </Mode>
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    <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="3e3ed343-d562-4840-8b20-8eee63df59fa" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
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        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
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      <Cell ID="Cell5" Name="RGB 5" ChannelOffset="13" ModeLink="RGB cell" X="4" Y="0">
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    <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>
    <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="Dimmer" Wheel="1" />
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  <Mode Name="Dim cell" Channels="1" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
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  <Mode Name="DSFXM cell 1" Channels="7" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
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    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
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      <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
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    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
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</Swatch>
  </swatchLibrary>
</Fixture>