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BSL Pure Blinder (BSL_Pure Blinder.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pure Blinder" ShortName="Pure Blind" Company="BSL" Version="2">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>9e33b045-22f6-4656-9445-d29e1459a7f3</Thumbnail>
  <History Date="24-04-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="20-10-21" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5420cf41-19b6-42b6-b976-8eaaebf15fdb" />
  <Control>
    <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="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="11~240" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="255~241" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" />
    </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="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="Amber Dim" Display="'Amber Dim %.f%%',0~100" Dmx="36~41" />
      <Function ID="3" Name="Round Up" Display="'Round Up %.f%%',0~100" Dmx="42~71" />
      <Function ID="4" Name="Round Dn" Display="'Round Dn %.f%%',0~100" Dmx="72~107" />
      <Function ID="5" Name="Round Up/Dn" Display="'Round Up/Dn %.f%%',0~100" Dmx="108~143" />
      <Function ID="6" Name="2-Col Bounce" Display="'2-Col Bounce %.f%%',0~100" Dmx="144~215" />
      <Function ID="7" Name="Random" Display="'Random %.f%%',0~100" Dmx="216~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Square" Display="'Square'" Dmx="64~127" />
      <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="128~191" />
      <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Tungsten Effect" Display="'Tungsten Effect'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="UKBSLPB1" 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="92748305-dcb7-41b1-a155-700b5eedf84d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="UKBSLPB2" 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="dee4b93b-0c3e-44a7-aaf2-82073b24cf6e" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="UKBSLPB3" 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="9936a2a8-0f88-46b9-bef9-f19600655be8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKBSLPB4" 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="9ee5437e-99fe-4155-a3bf-406a711cb4fa" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1,2" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="8" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="UKBSLPB7" 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="a801cbc5-6715-420e-96ce-5c17efa894cf" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="WarmWhite" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Dim_Mode" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="UKBSLPB8" 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="3ddfc3b3-36d5-4e8d-a9f4-00250d59b849" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="WarmWhite" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Dim_Mode" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="26" />
    </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" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>