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Atomic4Dj Probeam 7R (Atomic4Dj_Probeam 7R.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Probeam 7R" ShortName="Probeam 7R" Company="Atomic4Dj">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>986438ac-c681-4743-a4b2-c3b1c9c18b01</Thumbnail>
  <History Date="25-09-18" Author="Nic Morris" Comment="Created (poor documentation)" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="Pan Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Tilt_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <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="255~255" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="1~50" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="51~240" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="106~0" />
      <Function ID="2" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="107~180" />
      <Function ID="3" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="181~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Lamp" Name="Lamp" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="100~105" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="200~205" />
    </Attribute>
    <Attribute ID="Reset" Name="Reset" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="UKA4PB7R" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="265" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Tilt_Speed" ChannelOffset="6" Wheel="26" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Frost" ChannelOffset="9" Wheel="21" />
      <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" />
      <Attribute ID="Prism" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Lamp" ChannelOffset="15" Wheel="28" />
      <Attribute ID="Reset" ChannelOffset="16" Wheel="29" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Lamp:2" Delay="6000" />
      <Set Channel="Lamp:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Lamp:3" Delay="6000" />
      <Set Channel="Lamp:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <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="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>