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BeamZ Phantom 6000 (BeamZ_Phantom 6000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Phantom 6000" ShortName="Phtm 6000" Company="BeamZ" Version="7">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>0949cc86-5743-4d60-ae68-879b2a31356f</Thumbnail>
  <History Date="30-04-14" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="27-11-16" Author="Nic Morris" Comment="Created from Kolos Laser" Version="2" />
  <History Date="27-11-16" Author="Nic Morris" Comment="Created from Kolo Laser Pandora E650L (poor documentation)" Version="3" />
  <History Date="14-12-16" Author="Nic Morris" Comment="Created from Kolo Laser Phantom 3000 RGB (identical)" Version="4" />
  <History Date="13-08-19" Author="Nic Morris" Comment="Created from BeamZ Phantom 3000" Version="5" />
  <History Date="22-03-23" Author="Nic Morris" Comment="Created from BeamZ Phantom 2500" Version="6" />
  <History Date="18-04-23" Author="Nic Morris" Comment="Created from BeamZ Phantom 12000" Version="7" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Auto DMX" Display="'Auto DMX'" Dmx="42~83" />
      <Function ID="3" Name="Auto Cartoon" Display="'Auto Cartoon'" Dmx="84~167" />
      <Function ID="4" Name="Sound Cartoon" Display="'Sound Cartoon'" Dmx="168~251" />
      <Function ID="5" Name="Sound DMX" Display="'Sound DMX'" Dmx="252~255" />
    </Attribute>
    <Attribute ID="Pattern_Sel" Name="Pattern Sel" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Rotate" Name="Rotate" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="30° Spd" Display="'30° Spd %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="180° Spd" Display="'180° Spd %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="223~192" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="224~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="X-Roll" Name="X-Roll" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Y-Roll" Name="Y-Roll" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="X-Move" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Y-Move" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~159" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="160~191" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Patt_Size" Name="Patt Size" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Draw" Name="Draw" Description="" Group="S">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Scan_Speed" Name="Display Dot" Description="" Group="S">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Length" Display="'Length %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="8~63" Colour="255,255,255" />
      <Function ID="3" Name="Change" Display="'Change %.f%%',0~100" Dmx="64~127" Colour="255,255,255" />
      <Function ID="4" Name="Flow" Display="'Flow %.f%%',0~100" Dmx="128~223" Colour="255,255,255" />
      <Function ID="5" Name="Drawing" Display="'Drawing %.f%%',0~100" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Analogue_Col" Name="Analogue Col" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="13 DMX" Channels="13">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern_Sel" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Rotate" ChannelOffset="3" Wheel="14" />
      <Attribute ID="X-Roll" ChannelOffset="4" Wheel="16" />
      <Attribute ID="Y-Roll" ChannelOffset="5" Wheel="17" />
      <Attribute ID="X-Move" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Y-Move" ChannelOffset="7" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Patt_Size" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Draw" ChannelOffset="10" Wheel="26" />
      <Attribute ID="Scan_Speed" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Colour1" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Analogue_Col" ChannelOffset="13" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="25 DMX" Channels="25">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
        <Attribute ID="Pattern_Sel" Wheel="13" />
        <Attribute ID="Rotate" Wheel="14" />
        <Attribute ID="X-Roll" Wheel="16" />
        <Attribute ID="Y-Roll" Wheel="17" />
        <Attribute ID="X-Move" Wheel="2" />
        <Attribute ID="Y-Move" Wheel="3" />
        <Attribute ID="Zoom" Wheel="19" />
        <Attribute ID="Patt_Size" Wheel="20" />
        <Attribute ID="Draw" Wheel="26" />
        <Attribute ID="Scan_Speed" Wheel="25" />
        <Attribute ID="Colour1" Wheel="7" />
        <Attribute ID="Analogue_Col" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Pattern A" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Pattern_Sel" TargetId="Pattern_Sel" />
        <AttributeLink SourceId="Rotate" TargetId="Rotate" />
        <AttributeLink SourceId="X-Roll" TargetId="X-Roll" />
        <AttributeLink SourceId="Y-Roll" TargetId="Y-Roll" />
        <AttributeLink SourceId="X-Move" TargetId="X-Move" />
        <AttributeLink SourceId="Y-Move" TargetId="Y-Move" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Patt_Size" TargetId="Patt_Size" />
        <AttributeLink SourceId="Draw" TargetId="Draw" />
        <AttributeLink SourceId="Scan_Speed" TargetId="Scan_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Analogue_Col" TargetId="Analogue_Col" />
      </Cell>
      <Cell ID="Cell2" Name="Pattern B" ChannelOffset="14" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Pattern_Sel" TargetId="Pattern_Sel" />
        <AttributeLink SourceId="Rotate" TargetId="Rotate" />
        <AttributeLink SourceId="X-Roll" TargetId="X-Roll" />
        <AttributeLink SourceId="Y-Roll" TargetId="Y-Roll" />
        <AttributeLink SourceId="X-Move" TargetId="X-Move" />
        <AttributeLink SourceId="Y-Move" TargetId="Y-Move" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Patt_Size" TargetId="Patt_Size" />
        <AttributeLink SourceId="Draw" TargetId="Draw" />
        <AttributeLink SourceId="Scan_Speed" TargetId="Scan_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Analogue_Col" TargetId="Analogue_Col" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="12" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pattern_Sel" ChannelOffset="1" Wheel="13" />
      <Attribute ID="Rotate" ChannelOffset="2" Wheel="14" />
      <Attribute ID="X-Roll" ChannelOffset="3" Wheel="16" />
      <Attribute ID="Y-Roll" ChannelOffset="4" Wheel="17" />
      <Attribute ID="X-Move" ChannelOffset="5" Wheel="2" />
      <Attribute ID="Y-Move" ChannelOffset="6" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" />
      <Attribute ID="Patt_Size" ChannelOffset="8" Wheel="20" />
      <Attribute ID="Draw" ChannelOffset="9" Wheel="26" />
      <Attribute ID="Scan_Speed" ChannelOffset="10" Wheel="25" />
      <Attribute ID="Colour1" ChannelOffset="11" Wheel="7" />
      <Attribute ID="Analogue_Col" ChannelOffset="12" Wheel="8" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>