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Showtec Pinspot Bar 4 WW (Showtec_Pinspot Bar 4 WW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pinspot Bar 4 WW" ShortName="PSpBr4 WW" Company="Showtec" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>281d4364-6b4d-4486-a7e6-625ee623fc5f</Thumbnail>
  <History Date="15-01-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="20-01-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="fd50cfa8-5d8e-4f45-bcd9-0903de736e2d" />
  <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" />
    </Attribute>
    <Attribute ID="Linear_Strobe" Name="Linear Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="FX_Strobe" Name="FX Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" 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="8~29" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="30~51" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="52~73" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="74~95" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="96~117" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="118~139" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="140~161" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="162~183" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="184~205" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="206~227" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="228~255" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Program 1" Display="'Program 1'" Dmx="0~0" />
      <Function ID="2" Name="Program 2" Display="'Program 2'" Dmx="16~31" />
      <Function ID="3" Name="Program 3" Display="'Program 3'" Dmx="32~47" />
      <Function ID="4" Name="Program 4" Display="'Program 4'" Dmx="48~63" />
      <Function ID="5" Name="Program 5" Display="'Program 5'" Dmx="64~79" />
      <Function ID="6" Name="Program 6" Display="'Program 6'" Dmx="80~95" />
      <Function ID="7" Name="Program 7" Display="'Program 7'" Dmx="96~111" />
      <Function ID="8" Name="Program 8" Display="'Program 8'" Dmx="112~127" />
      <Function ID="9" Name="Program 9" Display="'Program 9'" Dmx="128~143" />
      <Function ID="10" Name="Program 10" Display="'Program 10'" Dmx="144~159" />
      <Function ID="11" Name="Program 11" Display="'Program 11'" Dmx="160~175" />
      <Function ID="12" Name="Program 12" Display="'Program 12'" Dmx="176~191" />
      <Function ID="13" Name="Program 13" Display="'Program 13'" Dmx="192~207" />
      <Function ID="14" Name="Program 14" Display="'Program 14'" Dmx="208~223" />
      <Function ID="15" Name="Program 15" Display="'Program 15'" Dmx="224~239" />
      <Function ID="16" Name="Program 16" Display="'Program 16'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program 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="White" Name="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="255,255,255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="78ce6430-b731-4c93-a7d3-b410f98427be" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <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="29de58e6-a389-47e3-86e4-ff15eacc4b66" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </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="9c868b94-387e-4199-91e9-49afb383e99b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <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="f901342b-3ca3-475b-bd89-d6814f6a8368" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="6" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <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="7bb396a7-101d-485d-8c8c-223baa90ff12" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Linear_Strobe" ChannelOffset="2" Wheel="6" />
      <Attribute ID="FX_Strobe" ChannelOffset="3" Wheel="34" />
      <Attribute ID="Macro" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Program" ChannelOffset="5" Wheel="23" />
      <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="24" />
      <Attribute ID="White" ChannelOffset="7" Wheel="10" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="0f295535-b3e1-4508-9257-cf970887a447" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Linear_Strobe" ChannelOffset="2" Wheel="6" />
        <Attribute ID="FX_Strobe" ChannelOffset="3" Wheel="34" />
        <Attribute ID="Macro" ChannelOffset="4" Wheel="22" />
        <Attribute ID="Program" ChannelOffset="5" Wheel="23" />
        <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="24" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="7" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </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" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>