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BeamZ Phantom 12000 (BeamZ_Phantom 12000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Phantom 12000" ShortName="Phtm 12000" Company="BeamZ" Version="6">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>4786f35b-d1b2-4db9-9f3b-9e46f676c1ce</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" />
  <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>
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</Swatch>
  </swatchLibrary>
</Fixture>