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Lightmaxx Vector Lase 3.3 (Lightmaxx_Vector Lase 3.3.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Vector Lase 3.3" ShortName="VctrLse3.3" Company="Lightmaxx" Version="6">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>39522765-049b-4e67-a9ef-368933aff99e</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="03-11-17" Author="Nic Morris" Comment="Created from BeamZ Pandora 3000 (identical)" Version="5" />
  <History Date="20-02-20" Author="Nic Morris" Comment="Created from Kolo Laser arcFIVE (poor documentation.  13 channel mode incomplete.  assumed identical)" Version="6" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <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="84~125" />
      <Function ID="4" Name="Auto Beam" Display="'Auto Beam'" Dmx="126~167" />
      <Function ID="5" Name="Sound Beam" Display="'Sound Beam'" Dmx="168~209" />
      <Function ID="6" Name="Sound Cartoon" Display="'Sound Cartoon'" Dmx="210~251" />
      <Function ID="7" 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 deg Spd" Display="'30 deg Spd %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="180 deg Spd" Display="'180 deg 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="S">
      <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="S">
      <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="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="Scan Speed" 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="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>
    <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>
  </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>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>