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EK Lights Blinder II IP (EK Lights_Blinder II IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Blinder II IP" ShortName="Blinder2IP" Company="EK Lights" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>f2b52d37-3434-4fdd-b9bb-4d6532d3ce38</Thumbnail>
  <History Date="13-01-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="15-01-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4afbde76-bbad-4405-bef9-651baf7efc01" />
  <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="Red_Shift" Name="Red Shift" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="On" Display="'On'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Off" Display="'Off'" Dmx="255~255" Colour="255,255,255" />
    </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="11~132" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="133~255" />
    </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="Auto 1" Display="'Auto 1 %.f%%',0~100" Dmx="11~40" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2 %.f%%',0~100" Dmx="41~80" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3 %.f%%',0~100" Dmx="81~120" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4 %.f%%',0~100" Dmx="121~160" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5 %.f%%',0~100" Dmx="161~200" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6 %.f%%',0~100" Dmx="201~240" />
    </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="Off" Display="'Off'" Dmx="52~101" />
      <Function ID="3" Name="Mode 1" Display="'Mode 1'" Dmx="102~152" />
      <Function ID="4" Name="Mode 2" Display="'Mode 2'" Dmx="153~203" />
      <Function ID="5" Name="Mode 3" Display="'Mode 3'" Dmx="204~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="f9e58c4c-0ce2-4dc5-94b7-ab628832eb67" />
    <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="21c36306-13a7-4d99-9add-494380740b9c" />
    <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>
    </Cells>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <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="2e27598b-51f9-4287-8ca7-46dedbbb45cb" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red_Shift" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Dim_Spd" ChannelOffset="3" Wheel="25" />
    </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="c9bb0846-f6b0-4eba-9ffd-d6ae9274d1d5" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red_Shift" ChannelOffset="3" Wheel="7" />
        <Attribute ID="Dim_Spd" ChannelOffset="4" Wheel="25" />
      </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>
    </Cells>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="f3562836-81d0-4ae2-b30c-47663df5c1b7" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red_Shift" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Dim_Spd" ChannelOffset="5" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="91d616c9-1bf1-49f7-ba83-23d3c7e8f022" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="Red_Shift" ChannelOffset="3" Wheel="7" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Cell" X="0" Y="1">
        <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" />
      <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>