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Showtec Galactic GBC-120 (Showtec_Galactic GBC-120.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Galactic GBC-120" ShortName="GalGBC-120" Company="Showtec" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>2b197399-a248-407a-a281-fe6e715baf74</Thumbnail>
  <History Date="06-07-23" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="9" PowerOn="9" />
      <Function ID="1" Name="Auto Original Col" Display="'Auto Original Col'" Dmx="0~0" />
      <Function ID="2" Name="Auto Green" Display="'Auto Green'" Dmx="30~59" />
      <Function ID="3" Name="Auto Red" Display="'Auto Red'" Dmx="60~89" />
      <Function ID="4" Name="Auto Yellow" Display="'Auto Yellow'" Dmx="90~119" />
      <Function ID="5" Name="Sound Original Col" Display="'Sound Original Col'" Dmx="120~149" />
      <Function ID="6" Name="Sound Green" Display="'Sound Green'" Dmx="150~179" />
      <Function ID="7" Name="Sound Red" Display="'Sound Red'" Dmx="180~209" />
      <Function ID="8" Name="Sound Yellow" Display="'Sound Yellow'" Dmx="210~239" />
      <Function ID="9" Name="DMX" Display="'DMX'" Dmx="240~255" />
    </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" />
      <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="8~15" />
      <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="16~23" />
      <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="24~31" />
      <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="32~39" />
      <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="40~47" />
      <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="48~55" />
      <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="56~63" />
      <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="64~71" />
      <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="72~79" />
      <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="80~87" />
      <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="88~95" />
      <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="96~103" />
      <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="104~111" />
      <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="112~119" />
      <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="120~127" />
      <Function ID="17" Name="Pattern 17" Display="'Pattern 17'" Dmx="128~135" />
      <Function ID="18" Name="Pattern 18" Display="'Pattern 18'" Dmx="136~143" />
      <Function ID="19" Name="Pattern 19" Display="'Pattern 19'" Dmx="144~151" />
      <Function ID="20" Name="Pattern 20" Display="'Pattern 20'" Dmx="152~159" />
      <Function ID="21" Name="Pattern 21" Display="'Pattern 21'" Dmx="160~167" />
      <Function ID="22" Name="Pattern 22" Display="'Pattern 22'" Dmx="168~175" />
      <Function ID="23" Name="Pattern 23" Display="'Pattern 23'" Dmx="176~183" />
      <Function ID="24" Name="Pattern 24" Display="'Pattern 24'" Dmx="184~191" />
      <Function ID="25" Name="Pattern 25" Display="'Pattern 25'" Dmx="192~199" />
      <Function ID="26" Name="Pattern 26" Display="'Pattern 26'" Dmx="200~207" />
      <Function ID="27" Name="Pattern 27" Display="'Pattern 27'" Dmx="208~215" />
      <Function ID="28" Name="Pattern 28" Display="'Pattern 28'" Dmx="216~223" />
      <Function ID="29" Name="Pattern 29" Display="'Pattern 29'" Dmx="224~231" />
      <Function ID="30" Name="Pattern 30" Display="'Pattern 30'" Dmx="232~239" />
      <Function ID="31" Name="Pattern 31" Display="'Pattern 31'" Dmx="240~247" />
      <Function ID="32" Name="Pattern 32" Display="'Pattern 32'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Original" Display="'Original'" Dmx="25~49" Colour="255,255,255" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="50~74" Colour="0,0,255" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="75~99" Colour="0,255,0" />
      <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="100~124" Colour="0,255,255" />
      <Function ID="6" Name="B+G" Display="'B+G'" Dmx="125~149" Colour="255,255,255" />
      <Function ID="7" Name="G+Cy" Display="'G+Cy'" Dmx="150~174" Colour="255,255,255" />
      <Function ID="8" Name="B+Cy" Display="'B+Cy'" Dmx="175~199" Colour="255,255,255" />
      <Function ID="9" Name="B+G+Cy" Display="'B+G+Cy'" Dmx="200~224" Colour="255,255,255" />
      <Function ID="10" Name="Flow" Display="'Flow'" Dmx="225~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Change_Spd" Name="Col Change Spd" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="5~255" Colour="0,0,0" />
    </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="Pan" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.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="Tilt" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.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" 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="255~192" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="191~128" />
    </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="255~192" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="191~128" />
    </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="255~192" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="191~128" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10" Id="ea6f7884-3089-412d-ac89-78bac92ae077">
    <Import PearlRef="" 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="Pattern" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Col_Change_Spd" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Zoom" ChannelOffset="5" Wheel="49" />
      <Attribute ID="Pan" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="Y-Roll" ChannelOffset="8" Wheel="20" />
      <Attribute ID="X-Roll" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Z-Roll" ChannelOffset="10" Wheel="21" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Original" Number="1" Page="1" SetControl="Colour1:2" />
      <Palette ID="2" Name="Blackout" Number="2" Page="1" SetControl="Colour1:1" />
      <Palette ID="3" Name="Blackout" Number="3" Page="1" SetControl="Colour1:1" />
      <Palette ID="4" Name="Original" Number="4" Page="1" SetControl="Colour1:2" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:4" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:5" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:3" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:3" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:3" />
      <Palette ID="12" Name="Original" Number="10" Page="1" SetControl="Colour1:2" />
      <Palette ID="13" Name="Blackout" Number="0" Page="1" SetControl="Colour1:1" />
      <Palette ID="14" Name="Original" Number="8" Page="1" SetControl="Colour1:2" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:3" />
    </Group>
    <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="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>