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BeamZ StarColor205 (BeamZ_StarColor205.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="StarColor205" ShortName="StarCol205" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>b764325f-ac94-4dba-b887-226d333dbe2b</Thumbnail>
  <History Date="12-03-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="15-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cb3acdb9-bd77-46c0-a7a7-520a3b4bcac5" />
  <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="'All Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="Colour Temp 1" Display="'Colour Temp 1'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="Colour Temp 2" Display="'Colour Temp 2'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="Colour Temp 3" Display="'Colour Temp 3'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="Colour Temp 4" Display="'Colour Temp 4'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="Colour Temp 5" Display="'Colour Temp 5'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="Colour Temp 6" Display="'Colour Temp 6'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="Colour Temp 7" Display="'Colour Temp 7'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="Colour Temp 8" Display="'Colour Temp 8'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="Colour Temp 9" Display="'Colour Temp 9'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="Colour Temp 10" Display="'Colour Temp 10'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="Colour Temp 11" Display="'Colour 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="1:50" PowerOn="1:50" />
      <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="6~55" />
      <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="56~105" />
      <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="106~155" />
      <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="Macro1" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Update="Macro_Spd1" />
      <Function ID="2" Name="Static Colours" Display="'Static Colours'" Dmx="51~100" Update="Macro_Spd1" />
      <Function ID="3" Name="Macro 1" Display="'Macro 1'" Dmx="101~109" Update="Macro_Spd1" />
      <Function ID="4" Name="Macro 2" Display="'Macro 2'" Dmx="110~119" Update="Macro_Spd1" />
      <Function ID="5" Name="Macro 3" Display="'Macro 3'" Dmx="120~129" Update="Macro_Spd1" />
      <Function ID="6" Name="Macro 4" Display="'Macro 4'" Dmx="130~139" Update="Macro_Spd1" />
      <Function ID="7" Name="Macro 5" Display="'Macro 5'" Dmx="140~149" Update="Macro_Spd1" />
      <Function ID="8" Name="Macro 6" Display="'Macro 6'" Dmx="150~159" Update="Macro_Spd1" />
      <Function ID="9" Name="Macro 7" Display="'Macro 7'" Dmx="160~169" Update="Macro_Spd1" />
      <Function ID="10" Name="Macro 8" Display="'Macro 8'" Dmx="170~179" Update="Macro_Spd1" />
      <Function ID="11" Name="Macro 9" Display="'Macro 9'" Dmx="180~189" Update="Macro_Spd1" />
      <Function ID="12" Name="Macro 10" Display="'Macro 10'" Dmx="190~199" Update="Macro_Spd1" />
    </Attribute>
    <Attribute ID="Macro_Spd1" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Static Colours" ID="2,3,4,5,6,7,8,9" If="'Macro1'==2" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <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="Amber" Display="'Amber'" Dmx="96~127" />
      <Function ID="6" Name="Red+Green" Display="'Red+Green'" Dmx="128~159" />
      <Function ID="7" Name="Red+Blue" Display="'Red+Blue'" Dmx="160~191" />
      <Function ID="8" Name="Green+Blue" Display="'Green+Blue'" Dmx="192~223" />
      <Function ID="9" Name="Full On" Display="'Full On'" Dmx="224~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="82f49a76-2eef-4811-89e0-2b26ee586188">
    <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="fe809965-3398-42c4-919f-d41c17b09793" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="6dd7ed8b-c2b0-4813-848e-c865aa49d275">
    <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="a1cc1818-e8dc-4b6c-a4eb-61c8989173b8" />
    <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="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Macro1" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Macro_Spd1" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="0212bfbe-2998-4e41-a15e-18c042e5d3df">
    <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="6516d8ec-a362-4629-ae73-eb62a438980e" />
    <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="Amber" 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="25" />
    </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>