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BeamZ Starcolor 128 (BeamZ_Starcolor 128.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Starcolor 128" ShortName="Starcol128" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>08771331-2b05-4977-a7b9-e4a18c264f92</Thumbnail>
  <History Date="16-06-22" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="29da422a-4618-433a-85b6-3fee04f83676" />
  <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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="255,255,255" />
      <Function ID="3" Name="All Full" Display="'RGB Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="Col Temp 1" Display="'Col Temp 1'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="Col Temp 2" Display="'Col Temp 2'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="Col Temp 3" Display="'Col Temp 3'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="Col Temp 4" Display="'Col Temp 4'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="Col Temp 5" Display="'Col Temp 5'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="Col Temp 6" Display="'Col Temp 6'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="Col Temp 7" Display="'Col Temp 7'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="Col Temp 8" Display="'Col Temp 8'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="Col Temp 9" Display="'Col Temp 9'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="Col Temp 10" Display="'Col Temp 10'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="Col Temp 11" Display="'Col Temp 11'" Dmx="251~255" Colour="255,255,255" />
    </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="14~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="21~30" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="31~40" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="41~50" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="51~60" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="61~70" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="71~80" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="81~90" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="91~100" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="101~110" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="111~120" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Colour" ID="2,3,4,5,6,7,8,9" If="'Macro1'==2" />
      <Else ID="1" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="0~0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~63" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="64~95" />
      <Function ID="5" Name="White" Display="'White'" Dmx="96~127" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="128~159" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="160~191" />
      <Function ID="8" Name="G+B" Display="'G+B'" Dmx="192~223" />
      <Function ID="9" Name="Full On" Display="'Full On'" Dmx="224~255" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="5~55" />
      <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="56~104" />
      <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="105~155" />
      <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="156~205" />
      <Function ID="6" Name="Curve 4" Display="'Curve 4'" Dmx="206~255" />
    </Attribute>
    <Attribute ID="Shutter1" 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="13~255" />
    </Attribute>
    <Attribute ID="Macro1" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Macro_Spd" />
      <Function ID="2" Name="Static Colour" Display="'Static Colour'" Dmx="51~100" Update="Macro_Spd" />
      <Function ID="3" Name="Macro 1" Display="'Macro 1'" Dmx="101~109" Update="Macro_Spd" />
      <Function ID="4" Name="Macro 2" Display="'Macro 2'" Dmx="110~119" Update="Macro_Spd" />
      <Function ID="5" Name="Macro 3" Display="'Macro 3'" Dmx="120~129" Update="Macro_Spd" />
      <Function ID="6" Name="Macro 4" Display="'Macro 4'" Dmx="130~139" Update="Macro_Spd" />
      <Function ID="7" Name="Macro 5" Display="'Macro 5'" Dmx="140~149" Update="Macro_Spd" />
      <Function ID="8" Name="Macro 6" Display="'Macro 6'" Dmx="150~159" Update="Macro_Spd" />
      <Function ID="9" Name="Macro 7" Display="'Macro 7'" Dmx="160~169" Update="Macro_Spd" />
      <Function ID="10" Name="Macro 8" Display="'Macro 8'" Dmx="170~179" Update="Macro_Spd" />
      <Function ID="11" Name="Macro 9" Display="'Macro 9'" Dmx="180~189" Update="Macro_Spd" />
      <Function ID="12" Name="Macro 10" Display="'Macro 10'" Dmx="190~199" Update="Macro_Spd" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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>
    <AtlaBase ModeID="9d418331-05de-4667-b374-7103123f11df" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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>
    <AtlaBase ModeID="d457d951-e308-43c9-b4fe-65383cdcdbed" />
    <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="Shutter1" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Macro1" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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>
    <AtlaBase ModeID="824a7de8-8cf7-4289-8fe5-88dcf0b2dc1e" />
    <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="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="10" Wheel="26" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="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" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="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" 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>