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BeamZ BTF200Z Fresnel Zoom (BeamZ_BTF200Z Fresnel Zoom.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BTF200Z Fresnel Zoom" ShortName="BTF200Z" Company="BeamZ">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>61e99ecc-c7e0-48c9-b927-80f3c48dd6c3</Thumbnail>
  <History Date="02-02-20" Author="Nic Morris" Comment="Created" />
  <History Date="05-02-20" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="fd54caf1-786d-4f97-a16c-329b82c367e2" />
  <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="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Mode 0" Display="'Mode 0'" Dmx="6~55" />
      <Function ID="3" Name="Mode 1" Display="'Mode 1'" Dmx="56~105" />
      <Function ID="4" Name="Mode 2" Display="'Mode 2'" Dmx="106~155" />
      <Function ID="5" Name="Mode 3" Display="'Mode 3'" Dmx="156~205" />
      <Function ID="6" Name="Mode 4" Display="'Mode 4'" Dmx="206~255" />
    </Attribute>
    <Attribute ID="ID" Name="ID" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All IDs" Display="'All IDs'" Dmx="0~0" />
      <Function ID="2" Name="ID 1-20" Display="'ID 1-20 %.f',1~20" Dmx="10~209" />
      <Function ID="3" Name="ID 21-66" Display="'ID 21-66 %.f',21~66" Dmx="210~255" />
    </Attribute>
  </Control>
  <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="6fbe9782-0772-4069-af79-8eebf5933eae" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="2" Wheel="19" />
    </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="31b78c2d-0869-46cc-9cb3-1ed95c3767c8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
    </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="0a2559aa-6bb2-41ba-ad49-dc0a688f0fa9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Dim_Mode" ChannelOffset="4" Wheel="25" />
    </Include>
  </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="c3ce6a14-96a0-44af-9480-e27829d7e24b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Dim_Mode" ChannelOffset="4" Wheel="25" />
      <Attribute ID="ID" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>