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BoomToneDJ Motion Beam 3 (BoomToneDJ_Motion Beam 3.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Motion Beam 3" ShortName="MotionBm 3" Company="BoomToneDJ" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>4ffa0e30-a4f4-4cba-a409-cd36bce00f58</Thumbnail>
  <History Date="16-02-22" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3b7c3f10-8461-47e6-8c37-5021e9e5eb64" />
  <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="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~22" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="23~37" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="38~52" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="53~67" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="68~82" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="83~97" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="98~112" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="113~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~142" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="143~157" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="158~172" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="173~187" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="188~202" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="203~217" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="218~232" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="233~247" />
      <Function ID="18" Name="Sonud" Display="'Sonud'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Chase" Name="Chase" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour Chase" Display="'Colour Chase'" Dmx="15~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Chase_Spd" Name="Chase Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <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="Pan_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="Pan_Spin" Name="Pan Spin" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="6~126" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="127~128" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="129~249" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="255~255" />
    </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="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="Tilt_Spin" Name="Tilt Spin" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="6~126" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="127~128" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="129~249" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Colour_Chase" Name="Colour Chase" 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>
  </Control>
  <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="Head" PanMax="360" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c7b777ba-b402-4432-9b42-e5aff15d0ab2" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="P/T_Macro" ChannelOffset="3" Wheel="22" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Chase" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Chase_Spd" ChannelOffset="6" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d7a0c704-cfdc-4e90-a760-18f37686fe8e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Pan_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Pan_Spin" ChannelOffset="3" Wheel="19" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Spin" Wheel="20" />
        <Attribute ID="Colour_Chase" Wheel="9" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="12 DMX cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="12 DMX cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="12 DMX cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="21 DMX m1" Channels="21">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2fda5fad-2d97-4abc-96f3-ca31ddceb1e2" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Pan" ChannelOffset="3,4" Wheel="2" />
        <Attribute ID="Pan_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Pan_Spin" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Spin" Wheel="20" />
        <Attribute ID="Colour_Chase" Wheel="9" />
        <Attribute ID="Tilt_Speed" Wheel="26" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="7" ModeLink="21 DMX m1 cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="12" ModeLink="21 DMX m1 cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="17" ModeLink="21 DMX m1 cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="21 DMX m2" Channels="21">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="85014209-123b-4b7d-b6c6-adb8ee55a6c3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="P/T_Macro" ChannelOffset="3" Wheel="22" />
        <Attribute ID="P/T_Mac_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Chase" ChannelOffset="5" Wheel="7" />
        <Attribute ID="Chase_Spd" ChannelOffset="6" Wheel="8" />
        <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
        <Attribute ID="Pan_Speed" ChannelOffset="8" Wheel="25" />
        <Attribute ID="Pan_Spin" ChannelOffset="9" Wheel="19" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Speed" Wheel="26" />
        <Attribute ID="Tilt_Spin" Wheel="20" />
        <Attribute ID="Colour_Chase" Wheel="9" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="21 DMX m2 cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="14" ModeLink="21 DMX m2 cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="18" ModeLink="21 DMX m2 cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Speed" TargetId="Tilt_Speed" />
        <AttributeLink SourceId="Tilt_Spin" TargetId="Tilt_Spin" />
        <AttributeLink SourceId="Colour_Chase" TargetId="Colour_Chase" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX cell" Channels="3" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Tilt_Spin" ChannelOffset="2" Wheel="20" />
      <Attribute ID="Colour_Chase" ChannelOffset="3" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="21 DMX m1 cell" Channels="5" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="26" />
      <Attribute ID="Tilt_Spin" ChannelOffset="4" Wheel="20" />
      <Attribute ID="Colour_Chase" ChannelOffset="5" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="21 DMX m2 cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="360" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="26" />
      <Attribute ID="Tilt_Spin" ChannelOffset="3" Wheel="20" />
      <Attribute ID="Colour_Chase" ChannelOffset="4" Wheel="9" />
    </Include>
  </Mode>
  <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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>