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ACME FLASHBOLT (STROBE 4E) (ACME_FLASHBOLT (STROBE 4E).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FLASHBOLT (STROBE 4E)" ShortName="FLASHBOLT" Company="ACME" Version="5">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>467e5b76-2410-4dbf-8291-14b60d4d2128</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="Created from ACME Strobe 4 (equally confusing documentation.  no explanations as to what all the various controls relate to.  no pixel layout.  all guessed)" Version="4" />
  <History Date="15-03-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="722e3663-61d1-4ef4-a93e-1a251977b5e7" />
  <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>
    <Attribute ID="Show_Fade_Time" Name="Show Fade Time" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="0dd0fb76-4488-4190-9d10-d271df68e8d4" />
    <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="14 DMX" Channels="14">
    <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="c80b23cf-fa68-40d3-9620-29af4e694bc1" />
    <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" />
        <Attribute ID="Show_Fade_Time" ChannelOffset="14" Wheel="82" />
      </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="20 DMX" Channels="20">
    <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="9c6b7041-77c4-41ec-9f4b-05300784f112" />
    <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" />
        <Attribute ID="Show_Fade_Time" Wheel="82" />
      </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" />
        <AttributeLink SourceId="Show_Fade_Time" TargetId="Show_Fade_Time" />
      </Cell>
      <Cell ID="Cell3" Name="White 2" ChannelOffset="13" 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" />
        <AttributeLink SourceId="Show_Fade_Time" TargetId="Show_Fade_Time" />
      </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="fea45b55-00c8-42aa-936b-f8b0833cbfa6" />
    <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>
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        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
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      <Cell ID="Cell9" Name="White 1-1" ChannelOffset="18" ModeLink="Dim cell" X="0" Y="1">
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      <Cell ID="Cell11" Name="White 1-3" ChannelOffset="20" ModeLink="Dim cell" X="2" Y="1">
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      <Cell ID="Cell12" Name="White 1-4" ChannelOffset="21" ModeLink="Dim cell" X="3" Y="1">
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      <Cell ID="Cell13" Name="White 2" ChannelOffset="22" ModeLink="Dim cell (16bit)" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  <Mode Name="48 DMX" Channels="48">
    <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="7688b130-940f-4e4a-ac44-90fef8871685" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
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      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
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      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="RGB cell" X="1" Y="0">
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      <Cell ID="Cell3" Name="RGB 3" ChannelOffset="7" ModeLink="RGB cell" X="2" Y="0">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
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      <Cell ID="Cell4" Name="RGB 4" ChannelOffset="10" ModeLink="RGB cell" X="3" Y="0">
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      <Cell ID="Cell5" Name="RGB 5" ChannelOffset="13" ModeLink="RGB cell" X="4" Y="0">
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      <Cell ID="Cell6" Name="RGB 6" ChannelOffset="16" ModeLink="RGB cell" X="5" Y="0">
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      <Cell ID="Cell7" Name="RGB 7" ChannelOffset="19" ModeLink="RGB cell" X="6" Y="0">
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      <Cell ID="Cell15" Name="White 3" ChannelOffset="39" ModeLink="Dim cell" X="2" Y="1">
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
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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" />
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    <Include>
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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" />
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    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" 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" />
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    <Include>
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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" />
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    <Include>
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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" />
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    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
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      <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" 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>
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</Swatch>
  </swatchLibrary>
</Fixture>