View Personality

Showtec Galactic RGB-300 Value Line (51327) (Showtec_Galactic RGB-300 Value Line (51327).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Galactic RGB-300 Value Line (51327)" ShortName="RGB-300 VL" Company="Showtec" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>c39a92e1-7e22-4754-9d79-fc781553333d</Thumbnail>
  <History Date="11-10-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="10-03-22" Author="Nic Morris" Comment="Changed name from Galactic RGB-300 to Galactic RGB-300 Value Line (51327) (there is a Galactic RGB-300 which is different and caused confusion)" Version="2" />
  <History Date="10-03-22" Author="Nic Morris" Comment="Added product thumbnail" Version="2" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="8" PowerOn="8" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Auto Fast" Display="'Auto Fast'" Dmx="21~40" />
      <Function ID="3" Name="Auto Slow" Display="'Auto Slow'" Dmx="41~100" />
      <Function ID="4" Name="Sound Slow" Display="'Sound Slow'" Dmx="101~120" />
      <Function ID="5" Name="Sound Fast" Display="'Sound Fast'" Dmx="121~180" />
      <Function ID="6" Name="Auto Pattern" Display="'Auto Pattern'" Dmx="181~200" />
      <Function ID="7" Name="Sound Pattern" Display="'Sound Pattern'" Dmx="201~220" />
      <Function ID="8" Name="DMX" Display="'DMX'" Dmx="221~255" />
    </Attribute>
    <Attribute ID="Group" Name="Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Group 1" Display="'Group 1'" Dmx="0~0" />
      <Function ID="2" Name="Group 2" Display="'Group 2'" Dmx="52~103" />
      <Function ID="3" Name="Group 3" Display="'Group 3'" Dmx="104~155" />
      <Function ID="4" Name="Group 4" Display="'Group 4'" Dmx="156~207" />
      <Function ID="5" Name="Group 5" Display="'Group 5'" Dmx="208~255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="16~31" WheelPosition="0" />
      <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="32~47" WheelPosition="0" />
      <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="48~63" WheelPosition="0" />
      <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="64~79" WheelPosition="0" />
      <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="80~95" WheelPosition="0" />
      <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="96~111" WheelPosition="0" />
      <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="112~127" WheelPosition="0" />
      <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="128~143" WheelPosition="0" />
      <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="144~159" WheelPosition="0" />
      <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="160~175" WheelPosition="0" />
      <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="176~191" WheelPosition="0" />
      <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="192~207" WheelPosition="0" />
      <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="208~223" WheelPosition="0" />
      <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="224~239" WheelPosition="0" />
      <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="240~255" WheelPosition="0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All" Display="'All'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~15" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~23" Colour="0,255,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="24~31" Colour="255,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="32~39" Colour="0,0,255" />
      <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="40~47" Colour="255,0,255" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="48~55" Colour="0,255,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="56~63" Colour="255,255,255" />
      <Function ID="9" Name="Rolling" Display="'Rolling %.f%%',0~100" Dmx="64~111" Colour="255,255,255" />
      <Function ID="10" Name="Jumping" Display="'Jumping %.f%%',0~100" Dmx="112~159" Colour="255,255,255" />
      <Function ID="11" Name="Moving" Display="'Moving %.f%%',0~100" Dmx="160~207" Colour="255,255,255" />
      <Function ID="12" Name="Strobe" Display="'Strobe %.f%%',0~100" Dmx="208~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Clipping" Name="Clipping" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Clipping" Display="'Clipping %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="127~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="128~169" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="170~209" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Zoom_Spd" Name="Zoom Spd" 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="Y-Roll" Name="Y-Roll" Description="" Group="B">
      <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 CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y-Roll_Spd" Name="Y-Roll Spd" 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="X-Roll" Name="X-Roll" Description="" Group="B">
      <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 CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Roll_Spd" Name="X-Roll Spd" 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="Z-Roll" Name="Z-Roll" Description="" Group="B">
      <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 CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Z-Roll_Spd" Name="Z-Roll Spd" 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="X-Move" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Move CW" Display="'Move CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Move CCW" Display="'Move CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Move_Spd" Name="X-Move Spd" 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="Y-Move" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Move CW" Display="'Move CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Move CCW" Display="'Move CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y-Move_Spd" Name="Y-Move Spd" 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>
  </Control>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="SHRGB300" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Group" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Pattern" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Clipping" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="49" />
      <Attribute ID="Zoom_Spd" ChannelOffset="7" Wheel="57" />
      <Attribute ID="Y-Roll" ChannelOffset="8" Wheel="20" />
      <Attribute ID="Y-Roll_Spd" ChannelOffset="9" Wheel="26" />
      <Attribute ID="X-Roll" ChannelOffset="10" Wheel="19" />
      <Attribute ID="X-Roll_Spd" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Z-Roll" ChannelOffset="12" Wheel="21" />
      <Attribute ID="Z-Roll_Spd" ChannelOffset="13" Wheel="27" />
      <Attribute ID="X-Move" ChannelOffset="14" Wheel="2" />
      <Attribute ID="X-Move_Spd" ChannelOffset="15" Wheel="55" />
      <Attribute ID="Y-Move" ChannelOffset="16" Wheel="3" />
      <Attribute ID="Y-Move_Spd" ChannelOffset="17" Wheel="56" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch id="c39a92e1-7e22-4754-9d79-fc781553333d">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</Swatch>
  </swatchLibrary>
</Fixture>