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SSP COB Blinder 400 WA (SSP_COB Blinder 400 WA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="COB Blinder 400 WA" ShortName="Bln400WA" Company="SSP" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>2515ca3a-171b-4f73-880a-fcbe3b47f5bc</Thumbnail>
  <History Date="27-11-25" Author="Nic Morris" Comment="Created (poor documentation.  auto effect ranges not documented properly and don't make sense.  no pixel layout - guessed)" Version="0" />
  <History Date="28-11-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="673a18c0-11f7-43e3-9ed1-e455299a92e8" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Jump 1" Display="'Jump 1'" Dmx="26~35" />
      <Function ID="3" Name="Jump 2" Display="'Jump 2'" Dmx="36~45" />
      <Function ID="4" Name="Jump 3" Display="'Jump 3'" Dmx="46~55" />
      <Function ID="5" Name="Jump 4" Display="'Jump 4'" Dmx="56~65" />
      <Function ID="6" Name="Jump 5" Display="'Jump 5'" Dmx="66~75" />
      <Function ID="7" Name="Jump 6" Display="'Jump 6'" Dmx="76~85" />
      <Function ID="8" Name="Jump 7" Display="'Jump 7'" Dmx="86~95" />
      <Function ID="9" Name="Jump 8" Display="'Jump 8'" Dmx="96~105" />
      <Function ID="10" Name="Jump 9" Display="'Jump 9'" Dmx="106~115" />
      <Function ID="11" Name="Jump 10" Display="'Jump 10'" Dmx="116~125" />
      <Function ID="12" Name="Jump 11" Display="'Jump 11'" Dmx="126~135" />
      <Function ID="13" Name="Gradually Move" Display="'Gradually Move %.1f%%',0.0~100.0" Dmx="136~245" />
      <Function ID="14" Name="Sound" Display="'Sound'" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2" Id="f9061545-1493-4fc1-b175-3c2470bd326f">
    <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="d2d3e7d9-46f8-4267-a903-4a67ee7fad00" />
    <Include>
      <Attribute ID="White" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="e6222094-2b27-4779-b283-cfd76825f67a">
    <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="ed867419-280a-49c3-a601-a0ada1722f59" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="White" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="23437456-b42c-4b2a-932b-f9b817345eb4">
    <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="8a926232-eb65-40e7-89b4-9509cf8a93f5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
      <Attribute ID="White" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="11" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="563b30dc-00db-478a-9a1b-3e06b001bb9b">
    <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="36ab720e-dbd9-45d2-986e-de65c055a70d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="b14e60bc-468d-4b9d-89d3-0fd26fb5ba46">
    <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="7eaf6f84-9d87-41e0-9c37-15849132b030" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="2" Hidden="True" Id="953618d9-546e-4001-baa1-48c7c0aa6f6b">
    <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="White" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>