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Intuiit BEYE 2 (Intuiit_BEYE 2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BEYE 2" ShortName="BEYE 2" Company="Intuiit" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>2a06140b-b776-4a02-ab8a-1d4dddc0e5ef</Thumbnail>
  <History Date="17-10-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="19-10-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="06aa83f0-b19f-4482-94fe-b8b9ce8db2d2" />
  <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" 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="Dim_Fade" Name="Dim Fade" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Dim Fade" Display="'Dim Fade %.1f%%',0.0~100.0" Dmx="1~255" />
    </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>
  </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="21ad4bfd-011b-450f-ba40-21c2b80751f1" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </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="a2a3ef92-7866-4d94-a955-8a618894be18" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Dim_Fade" 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="2af733ff-87bf-4b75-9f34-373f5fb17994" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dim_Fade" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Dim 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="e452c9bb-c352-4c08-a2b1-328abd415840" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="DS cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="DS cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim 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>
  <Mode Name="DS cell" Channels="2" 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" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </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>
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  </swatchLibrary>
</Fixture>