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Expolite TourFlash Mini LED (Expolite_TourFlash Mini LED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="TourFlash Mini LED" ShortName="TrFlshMini" Company="Expolite">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>9325ca06-a92c-4742-93bb-62044e5bfb9e</Thumbnail>
  <History Date="17-07-15" Author="Nic Morris" Comment="Created" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="06-08-16" Author="Nic Morris" Comment="Added missing Atlabase ID to 3 DMX mode." />
  <History Date="13-08-16" Author="Nic Morris" Comment="Added Atlabase ID's to 1 DMX, 3 PIX and 9 PIX modes." />
  <History Date="12-03-17" Author="Nic Morris" Comment="Created from Blizzard Lighting EM-Pulse" />
  <History Date="11-11-17" Author="Nic Morris" Comment="Created from Integraled ILED-X1000 (identical)" />
  <History Date="23-12-18" Author="Nic Morris" Comment="Created from FOS Strobe Innovative (L004908) (identical)" />
  <History Date="05-01-19" Author="Nic Morris" Comment="Added Atlabase ID's (note currently missing 6 DMX mode)." />
  <History Date="08-01-19" Author="Nic Morris" Comment="Added missing Atlabase ID to 6 DMX mode." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5e812df9-294d-48c3-b9fb-663ee171dd1a" />
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      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
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    <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="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="6~42" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="43~85" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="86~128" />
      <Function ID="5" Name="Random" Display="'Random %.f%%',0~100" Dmx="129~171" />
      <Function ID="6" Name="Lightning" Display="'Lightning %.f%%',0~100" Dmx="172~214" />
      <Function ID="7" Name="Spike" Display="'Spike'" Dmx="215~255" />
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    </Attribute>
    <Attribute ID="Seg_4-6_Dim" Name="Seg 4-6 Dim" Description="" Group="I">
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    <Attribute ID="Seg_7-9_Dim" Name="Seg 7-9 Dim" Description="" Group="I">
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    <Attribute ID="Dimmer_3" Name="Dimmer 3" Description="" Group="I">
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      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
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    <Attribute ID="Dimmer_5" Name="Dimmer 5" Description="" Group="I">
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    <Attribute ID="Dimmer_6" Name="Dimmer 6" Description="" Group="I">
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    <Attribute ID="Dimmer_8" Name="Dimmer 8" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
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    <Attribute ID="Dimmer_9" Name="Dimmer 9" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
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  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="EPTFMIN1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
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      <Attribute ID="Dimmer_9" ChannelOffset="16" Wheel="96" />
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        <Attribute ID="Seg_4-6_Dim" ChannelOffset="3" Wheel="125" />
        <Attribute ID="Seg_7-9_Dim" ChannelOffset="4" Wheel="126" />
        <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Dimmer" Wheel="1" />
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      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="12" ModeLink="Cell" X="0" Y="4">
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      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="13" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="14" ModeLink="Cell" X="0" Y="6">
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      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="15" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="16" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="EPTFMIN2" 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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    <AtlaBase ModeID="88e1bbd9-23b1-4722-92e8-1389fb28501f" />
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      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
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      <Attribute ID="Seg_4-6_Dim" ChannelOffset="3" Wheel="125" />
      <Attribute ID="Seg_7-9_Dim" ChannelOffset="4" Wheel="126" />
      <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
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    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
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      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="EPTFMIN3" 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="3b7abd70-6d44-4da2-8c8c-0ff7f9c01690" />
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      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
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      <Attribute ID="Seg_4-6_Dim" ChannelOffset="3" Wheel="125" />
      <Attribute ID="Seg_7-9_Dim" ChannelOffset="4" Wheel="126" />
      <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
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    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
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      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="EPTFMIN4" 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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    <AtlaBase ModeID="51ba638a-f146-4cfb-bb1d-91ab402532af" />
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      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
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  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="EPTFMIN5" 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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    <AtlaBase ModeID="d97ec9c1-2698-4cf4-92a6-68f2e7a63aef" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
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  </Mode>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="EPTFMIN6" 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="cbb223db-9a54-405a-b51c-569d73462e2d" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
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  <Mode Name="3 PIX" Channels="3">
    <Import PearlRef="EPTFMIN7" 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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      <Attribute ID="Seg_7-9_Dim" ChannelOffset="3" Wheel="126" />
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    <Cells>
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      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  <Mode Name="9 PIX" Channels="9">
    <Import PearlRef="EPTFMIN8" 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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    <AtlaBase ModeID="aa60cfa9-18cc-4180-80fc-4d56c01b9573" />
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      <Attribute ID="Dimmer_2" ChannelOffset="2" Wheel="35" />
      <Attribute ID="Dimmer_3" ChannelOffset="3" Wheel="36" />
      <Attribute ID="Dimmer_4" ChannelOffset="4" Wheel="64" />
      <Attribute ID="Dimmer_5" ChannelOffset="5" Wheel="65" />
      <Attribute ID="Dimmer_6" ChannelOffset="6" Wheel="66" />
      <Attribute ID="Dimmer_7" ChannelOffset="7" Wheel="94" />
      <Attribute ID="Dimmer_8" ChannelOffset="8" Wheel="95" />
      <Attribute ID="Dimmer_9" ChannelOffset="9" Wheel="96" />
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    <Cells>
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="8" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="9" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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    </Cells>
  </Mode>
  <Mode Name="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>
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</Swatch>
  </swatchLibrary>
</Fixture>