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American Pro TecShow barCOB8 (American Pro_TecShow barCOB8.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="TecShow barCOB8" ShortName="barCOB8" Company="American Pro" Version="2">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>1d6b0fe3-780c-44c0-9463-55807e84fd1e</Thumbnail>
  <History Date="25-09-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="28-09-21" Author="Nic Morris" Comment="Corrected name from barCOB8 to TecShow barCOB8" Version="1" />
  <History Date="29-09-21" Author="Nic Morris" Comment="Added missing mode 4 Atlabase ID." Version="2" />
  <Manual Filename="" Summary="" />
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      <Function ID="2" Name="R" Display="'R'" Dmx="1~7" Update="Program_Spd" />
      <Function ID="3" Name="RG" Display="'RG'" Dmx="8~15" Update="Program_Spd" />
      <Function ID="4" Name="G" Display="'G'" Dmx="16~23" Update="Program_Spd" />
      <Function ID="5" Name="GB" Display="'GB'" Dmx="24~31" Update="Program_Spd" />
      <Function ID="6" Name="B" Display="'B'" Dmx="32~39" Update="Program_Spd" />
      <Function ID="7" Name="RB" Display="'RB'" Dmx="40~47" Update="Program_Spd" />
      <Function ID="8" Name="RGB" Display="'RGB'" Dmx="48~55" Update="Program_Spd" />
      <Function ID="9" Name="Program 1" Display="'Program 1'" Dmx="56~63" Update="Program_Spd" />
      <Function ID="10" Name="Program 2" Display="'Program 2'" Dmx="64~71" Update="Program_Spd" />
      <Function ID="11" Name="Program 3" Display="'Program 3'" Dmx="72~79" Update="Program_Spd" />
      <Function ID="12" Name="Program 4" Display="'Program 4'" Dmx="80~87" Update="Program_Spd" />
      <Function ID="13" Name="Program 5" Display="'Program 5'" Dmx="88~95" Update="Program_Spd" />
      <Function ID="14" Name="Program 6" Display="'Program 6'" Dmx="96~103" Update="Program_Spd" />
      <Function ID="15" Name="Program 7" Display="'Program 7'" Dmx="104~111" Update="Program_Spd" />
      <Function ID="16" Name="Program 8" Display="'Program 8'" Dmx="112~119" Update="Program_Spd" />
      <Function ID="17" Name="Program 9" Display="'Program 9'" Dmx="120~127" Update="Program_Spd" />
      <Function ID="18" Name="Program 10" Display="'Program 10'" Dmx="128~135" Update="Program_Spd" />
      <Function ID="19" Name="Program 11" Display="'Program 11'" Dmx="136~143" Update="Program_Spd" />
      <Function ID="20" Name="Program 12" Display="'Program 12'" Dmx="144~151" Update="Program_Spd" />
      <Function ID="21" Name="Program 13" Display="'Program 13'" Dmx="152~159" Update="Program_Spd" />
      <Function ID="22" Name="Program 14" Display="'Program 14'" Dmx="160~167" Update="Program_Spd" />
      <Function ID="23" Name="Program 15" Display="'Program 15'" Dmx="168~175" Update="Program_Spd" />
      <Function ID="24" Name="Program 16" Display="'Program 16'" Dmx="176~183" Update="Program_Spd" />
      <Function ID="25" Name="Program 17" Display="'Program 17'" Dmx="184~191" Update="Program_Spd" />
      <Function ID="26" Name="Program 18" Display="'Program 18'" Dmx="192~199" Update="Program_Spd" />
      <Function ID="27" Name="Program 19" Display="'Program 19'" Dmx="200~207" Update="Program_Spd" />
      <Function ID="28" Name="Program 20" Display="'Program 20'" Dmx="208~215" Update="Program_Spd" />
      <Function ID="29" Name="Program 21" Display="'Program 21'" Dmx="216~223" Update="Program_Spd" />
      <Function ID="30" Name="Program 22" Display="'Program 22'" Dmx="224~231" Update="Program_Spd" />
      <Function ID="31" Name="Program 23" Display="'Program 23'" Dmx="232~239" Update="Program_Spd" />
      <Function ID="32" Name="Program 24" Display="'Program 24'" Dmx="240~247" Update="Program_Spd" />
      <Function ID="33" Name="Sound" Display="'Sound'" Dmx="248~255" Update="Program_Spd" />
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    <Attribute ID="Program_Spd" Name="Program Spd" Description="" Group="E">
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    </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" />
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  </Control>
  <Mode Name="Mode 1, 2 DMX" Channels="2">
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
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  <Mode Name="Mode 5, 12 DMX" Channels="12">
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      <Lens Name="" Degrees="" />
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      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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      <Lens Name="" Degrees="" />
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      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Cell" X="0" Y="4">
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  <Mode Name="Cell" Channels="3" Hidden="True">
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    <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="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
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      <Attribute ID="Dimmer" Wheel="1" />
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  <Palettes>
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      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
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      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <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>
    <Group Name="Shutter">
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      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>