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Ignition 2bright Blind 3K IP (Ignition_2bright Blind 3K IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="2bright Blind 3K IP" ShortName="2bBlnd3KIP" Company="Ignition" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>09f291d4-cd9c-46f8-baf2-8f5be5fcfe58</Thumbnail>
  <History Date="17-05-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="19-05-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c083f5d0-fcce-4866-9760-0f8be8b97135" />
  <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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~120" />
      <Function ID="5" Name="Rnd Pls 1" Display="'Rnd Pls 1 %.f%%',0~100" Dmx="11~33" />
      <Function ID="6" Name="Rnd Pls 2" Display="'Rnd Pls 2 %.f%%',0~100" Dmx="34~56" />
      <Function ID="7" Name="Rnd Pls 3" Display="'Rnd Pls 3 %.f%%',0~100" Dmx="57~79" />
      <Function ID="8" Name="Burst" Display="'Burst %.1f Sec',5.0~1.0" Dmx="103~127" />
    </Attribute>
    <Attribute ID="Dim_Response" Name="Dim Response" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="LED" Display="'LED'" Dmx="6~127" />
      <Function ID="3" Name="Incandescent" Display="'Incandescent'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="6~63" />
      <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="64~127" />
      <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="128~191" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </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="Shutter1" 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="6~255" />
    </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="c8ee34ec-e392-4d5d-be07-5e990d6bab90" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX m1" 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="ebd45679-6c78-4f14-afc4-3367ba39ef16" />
    <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="2 DMX m2" 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="d64b61d3-735a-493a-a128-d2633de34d7f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="2" Wheel="5" />
    </Include>
  </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="5509309a-2c61-4b76-97e3-e06dbf93f58a" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <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="5863e6f7-a1d4-4ec6-90a9-0b9cb0c40ac3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_Response" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Dim_Curve" ChannelOffset="6" Wheel="26" />
      </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>
    </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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>