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GIGACOLOR GC-6612Pro (GIGACOLOR_GC-6612Pro.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="GC-6612Pro" ShortName="GC-6612Pro" Company="GIGACOLOR" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>24a6633e-863c-4691-b135-0192fcadf254</Thumbnail>
  <History Date="20-06-25" Author="Nic Morris" Comment="Created (strange charts.  mostly nonsense.  contains errors/range conflicts)." Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Scene" Name="Scene" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Scene 1" Display="'Scene 1'" Dmx="0~0" />
      <Function ID="2" Name="Scene 2" Display="'Scene 2'" Dmx="4~7" />
      <Function ID="3" Name="Scene 3" Display="'Scene 3'" Dmx="8~11" />
      <Function ID="4" Name="Scene 4" Display="'Scene 4'" Dmx="12~15" />
      <Function ID="5" Name="Scene 5" Display="'Scene 5'" Dmx="16~19" />
      <Function ID="6" Name="Scene 6" Display="'Scene 6'" Dmx="20~23" />
      <Function ID="7" Name="Scene 7" Display="'Scene 7'" Dmx="24~27" />
      <Function ID="8" Name="Scene 8" Display="'Scene 8'" Dmx="28~31" />
      <Function ID="9" Name="Scene 9" Display="'Scene 9'" Dmx="32~35" />
      <Function ID="10" Name="Scene 10" Display="'Scene 10'" Dmx="36~39" />
      <Function ID="11" Name="Scene 11" Display="'Scene 11'" Dmx="40~43" />
      <Function ID="12" Name="Scene 12" Display="'Scene 12'" Dmx="44~47" />
      <Function ID="13" Name="Scene 13" Display="'Scene 13'" Dmx="48~51" />
      <Function ID="14" Name="Scene 14" Display="'Scene 14'" Dmx="52~55" />
      <Function ID="15" Name="Scene 15" Display="'Scene 15'" Dmx="56~59" />
      <Function ID="16" Name="Scene 16" Display="'Scene 16'" Dmx="60~63" />
      <Function ID="17" Name="Scene 17" Display="'Scene 17'" Dmx="64~67" />
      <Function ID="18" Name="Scene 18" Display="'Scene 18'" Dmx="68~71" />
      <Function ID="19" Name="Scene 19" Display="'Scene 19'" Dmx="72~75" />
      <Function ID="20" Name="Scene 20" Display="'Scene 20'" Dmx="76~79" />
      <Function ID="21" Name="Scene 21" Display="'Scene 21'" Dmx="80~83" />
      <Function ID="22" Name="Scene 22" Display="'Scene 22'" Dmx="84~87" />
      <Function ID="23" Name="Scene 23" Display="'Scene 23'" Dmx="88~91" />
      <Function ID="24" Name="Scene 24" Display="'Scene 24'" Dmx="92~95" />
      <Function ID="25" Name="Scene 25" Display="'Scene 25'" Dmx="96~99" />
      <Function ID="26" Name="Scene 26" Display="'Scene 26'" Dmx="100~103" />
      <Function ID="27" Name="Scene 27" Display="'Scene 27'" Dmx="104~107" />
      <Function ID="28" Name="Scene 28" Display="'Scene 28'" Dmx="108~111" />
      <Function ID="29" Name="Scene 29" Display="'Scene 29'" Dmx="112~115" />
      <Function ID="30" Name="Scene 30" Display="'Scene 30'" Dmx="116~119" />
      <Function ID="31" Name="Scene 31" Display="'Scene 31'" Dmx="120~123" />
      <Function ID="32" Name="Scene 32" Display="'Scene 32'" Dmx="124~127" />
      <Function ID="33" Name="Scene 33" Display="'Scene 33'" Dmx="128~131" />
      <Function ID="34" Name="Scene 34" Display="'Scene 34'" Dmx="132~135" />
      <Function ID="35" Name="Scene 35" Display="'Scene 35'" Dmx="136~139" />
      <Function ID="36" Name="Scene 36" Display="'Scene 36'" Dmx="140~143" />
      <Function ID="37" Name="Scene 37" Display="'Scene 37'" Dmx="144~147" />
      <Function ID="38" Name="Scene 38" Display="'Scene 38'" Dmx="148~151" />
      <Function ID="39" Name="Scene 39" Display="'Scene 39'" Dmx="152~155" />
      <Function ID="40" Name="Scene 40" Display="'Scene 40'" Dmx="156~159" />
      <Function ID="41" Name="Scene 41" Display="'Scene 41'" Dmx="160~163" />
      <Function ID="42" Name="Scene 42" Display="'Scene 42'" Dmx="164~167" />
      <Function ID="43" Name="Scene 43" Display="'Scene 43'" Dmx="168~171" />
      <Function ID="44" Name="Scene 44" Display="'Scene 44'" Dmx="172~175" />
      <Function ID="45" Name="Scene 45" Display="'Scene 45'" Dmx="176~179" />
      <Function ID="46" Name="Scene 46" Display="'Scene 46'" Dmx="180~183" />
      <Function ID="47" Name="Scene 47" Display="'Scene 47'" Dmx="184~187" />
      <Function ID="48" Name="Scene 48" Display="'Scene 48'" Dmx="188~191" />
      <Function ID="49" Name="Scene 49" Display="'Scene 49'" Dmx="192~195" />
      <Function ID="50" Name="Scene 50" Display="'Scene 50'" Dmx="196~199" />
      <Function ID="51" Name="Scene 51" Display="'Scene 51'" Dmx="200~203" />
      <Function ID="52" Name="Scene 52" Display="'Scene 52'" Dmx="204~207" />
      <Function ID="53" Name="Scene 53" Display="'Scene 53'" Dmx="208~211" />
      <Function ID="54" Name="Scene 54" Display="'Scene 54'" Dmx="212~215" />
      <Function ID="55" Name="Scene 55" Display="'Scene 55'" Dmx="216~219" />
      <Function ID="56" Name="Scene 56" Display="'Scene 56'" Dmx="220~223" />
      <Function ID="57" Name="Scene 57" Display="'Scene 57'" Dmx="224~227" />
      <Function ID="58" Name="Scene 58" Display="'Scene 58'" Dmx="228~231" />
      <Function ID="59" Name="Scene 59" Display="'Scene 59'" Dmx="232~235" />
      <Function ID="60" Name="Scene 60" Display="'Scene 60'" Dmx="236~239" />
      <Function ID="61" Name="Scene 61" Display="'Scene 61'" Dmx="240~243" />
      <Function ID="62" Name="Scene 62" Display="'Scene 62'" Dmx="244~247" />
      <Function ID="63" Name="Scene 63" Display="'Scene 63'" Dmx="248~251" />
      <Function ID="64" Name="Scene 64" Display="'Scene 64'" Dmx="252~255" />
    </Attribute>
    <Attribute ID="Play_Spd" Name="Play Spd" Description="" Group="G">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Mix_Col_Ctrl" Name="Mix Col Ctrl" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Disabled" Display="'Disabled'" Dmx="0~0" />
      <Function ID="2" Name="Enable (Replace Black Pix w/BG)" Display="'Enable (Replace Black Pix w/BG)'" Dmx="32~63" />
      <Function ID="3" Name="Enable (Keep Black Pix, replace others w/BG)" Display="'Enable (Keep Black Pix, replace others w/BG)'" Dmx="64~95" />
      <Function ID="4" Name="BG+Original Content or Logical Operation" Display="'BG+Original Content or Logical Operation'" Dmx="96~127" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Mix_Red" Name="Mix Red" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Mix_Green" Name="Mix Green" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Mix_Blue" Name="Mix Blue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Grouping" Name="Grouping" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Disabled" Display="'Disabled'" Dmx="0~0" />
      <Function ID="2" Name="Open Port 1" Display="'Open Port 1'" Dmx="1~1" />
      <Function ID="3" Name="Open Port 2" Display="'Open Port 2'" Dmx="2~2" />
      <Function ID="4" Name="Open Port 3" Display="'Open Port 3'" Dmx="3~3" />
      <Function ID="5" Name="Open Port 4" Display="'Open Port 4'" Dmx="4~4" />
      <Function ID="6" Name="Open Port 5" Display="'Open Port 5'" Dmx="5~5" />
      <Function ID="7" Name="Open Port 6" Display="'Open Port 6'" Dmx="6~6" />
      <Function ID="8" Name="Open Port 7" Display="'Open Port 7'" Dmx="7~7" />
      <Function ID="9" Name="Open Port 8" Display="'Open Port 8'" Dmx="8~8" />
      <Function ID="10" Name="Open Port 9" Display="'Open Port 9'" Dmx="9~9" />
      <Function ID="11" Name="Open Port 10" Display="'Open Port 10'" Dmx="10~10" />
      <Function ID="12" Name="Open Port 11" Display="'Open Port 11'" Dmx="11~11" />
      <Function ID="13" Name="Open Port 12" Display="'Open Port 12'" Dmx="12~12" />
      <Function ID="14" Name="Open Port 13" Display="'Open Port 13'" Dmx="13~13" />
      <Function ID="15" Name="Open Port 14" Display="'Open Port 14'" Dmx="14~14" />
      <Function ID="16" Name="Open Port 15" Display="'Open Port 15'" Dmx="15~15" />
      <Function ID="17" Name="Open Odd Numbered Ports" Display="'Open Odd Numbered Ports'" Dmx="16~31" />
      <Function ID="18" Name="Open Even Numbered Ports" Display="'Open Even Numbered Ports'" Dmx="32~47" />
      <Function ID="19" Name="Open Ports 1-12 one by one" Display="'Open Ports 1-12 one by one'" Dmx="48~63" />
      <Function ID="20" Name="Open Ports 12-1 one by one" Display="'Open Ports 12-1 one by one'" Dmx="64~79" />
      <Function ID="21" Name="From 1 to 12 Zipper Opening" Display="'From 1 to 12 Zipper Opening'" Dmx="80~95" />
      <Function ID="22" Name="From 12 to 1 Zipper Opening" Display="'From 12 to 1 Zipper Opening'" Dmx="96~111" />
      <Function ID="23" Name="Open from Middle to Both Sides" Display="'Open from Middle to Both Sides'" Dmx="112~127" />
      <Function ID="24" Name="Open From Both Sides to Middle" Display="'Open From Both Sides to Middle'" Dmx="128~143" />
      <Function ID="25" Name="Close from Both Sides to Middle" Display="'Close from Both Sides to Middle'" Dmx="144~159" />
      <Function ID="26" Name="Close from Middle to both Sides" Display="'Close from Middle to both Sides'" Dmx="160~175" />
      <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="13 DMX" Channels="13" Id="a94f21d8-0891-49ef-8d41-8db47dbb4006">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Scene" ChannelOffset="6" Wheel="13" />
      <Attribute ID="Play_Spd" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Mix_Col_Ctrl" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Mix_Red" ChannelOffset="10" Wheel="70" />
      <Attribute ID="Mix_Green" ChannelOffset="11" Wheel="71" />
      <Attribute ID="Mix_Blue" ChannelOffset="12" Wheel="72" />
      <Attribute ID="Grouping" ChannelOffset="13" Wheel="26" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Legend="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Legend="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Legend="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Legend="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>