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Martin Atomic Colors (Martin_Atomic Colors.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Atomic Colors" ShortName="AtomcColor" Company="Martin" Version="11">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>0e2ec0d1-ed0a-4abf-8c10-e1a027e83f7f</Thumbnail>
  <History Date="04-08-04" Author="Phil Rogers" Comment="Created" Version="1" />
  <History Date="05-08-04" Author="Tom" Comment="Checked" Version="2" />
  <History Date="07-04-05" Author="Phil" Comment="Revised Colour1Func to Colour1Func" Version="3" />
  <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Colour ID to Colour1" Version="4" />
  <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Colour Func ID to Colour1Func" Version="5" />
  <History Date="02-02-09" Author="D4 Personality Fixer 2009" Comment="Changed Function Names" Version="6" />
  <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information." Version="7" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="8" />
  <History Date="08-01-17" Author="Nic Morris" Comment="Standardised conditionals.  Fixed duplicate functions in else condition.  Added palettes." Version="9" />
  <History Date="08-01-17" Author="Nic Morris" Comment="Added function index.  Changed index colours to percentage range.  Added Atlabase ID's." Version="10" />
  <History Date="08-04-22" Author="Nic Morris" Comment="Removed Atlabase IDs from non-pending dimmer modes to ensure compatibility with external Capture link." Version="11" />
  <History Date="08-04-22" Author="Nic Morris" Comment="Added product thumbnail" Version="11" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="19792" ModelID="0" />
  </RDM>
  <AtlaBase TypeID="32409ff0-0d5f-44e6-a8c3-916d8f9b8cf8" />
  <Control>
    <Attribute ID="Fan_Speed" Name="Fan Speed" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="12,13,14,15,16,17,18,19,20,21" If="'Colour1Func'==2" />
      <Else ID="22" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Light Yellow" Display="'Yellow'" Dmx="26~26" WheelPosition="1" Colour="255,255,128" />
      <Function ID="3" Name="Amber" Display="'Amber'" Dmx="51~51" WheelPosition="2" Colour="255,100,0" />
      <Function ID="4" Name="Orange" Display="'Orange'" Dmx="77~77" WheelPosition="3" Colour="255,128,0" />
      <Function ID="5" Name="Red" Display="'Red'" Dmx="105~105" WheelPosition="4" Colour="255,0,0" />
      <Function ID="6" Name="Pink" Display="'Pink'" Dmx="130~130" WheelPosition="5" Colour="255,150,150" />
      <Function ID="7" Name="Light Magenta" Display="'Light Magenta'" Dmx="156~156" WheelPosition="6" Colour="255,128,255" />
      <Function ID="8" Name="Light Cyan" Display="'Cyan'" Dmx="181~181" WheelPosition="7" Colour="128,255,255" />
      <Function ID="9" Name="Turquoise" Display="'Turquoise'" Dmx="207~207" WheelPosition="8" Colour="0,255,128" />
      <Function ID="10" Name="Light Green" Display="'Light Green'" Dmx="230~230" WheelPosition="9" Colour="128,255,0" />
      <Function ID="11" Name="Deep Green" Display="'Deep Green'" Dmx="255~255" WheelPosition="10" Colour="0,180,0" />
      <Function ID="12" Name="Opn/L Yel" Display="'Opn/L Yel %.f%%',0~100" Dmx="0~25" WheelPosition="0" Colour="255,255,255" />
      <Function ID="13" Name="L Yel/Amb" Display="'L Yel/Amb %.f%%',0~100" Dmx="26~50" WheelPosition="1" Colour="255,255,128" />
      <Function ID="14" Name="Amb/Orng" Display="'Amb/Orng %.f%%',0~100" Dmx="51~76" WheelPosition="2" Colour="255,100,0" />
      <Function ID="15" Name="Orng/Red" Display="'Orng/Red %.f%%',0~100" Dmx="77~104" WheelPosition="3" Colour="255,128,0" />
      <Function ID="16" Name="Red/Pink" Display="'Red/Pink %.f%%',0~100" Dmx="105~129" WheelPosition="4" Colour="255,0,0" />
      <Function ID="17" Name="Pnk/L Mag" Display="'Pnk/L Mag %.f%%',0~100" Dmx="130~155" WheelPosition="5" Colour="255,150,150" />
      <Function ID="18" Name="L Mag/Cyan" Display="'L Mag/Cyan %.f%%',0~100" Dmx="156~180" WheelPosition="6" Colour="255,128,255" />
      <Function ID="19" Name="Cyan/Turq" Display="'Cyan/Turq %.f%%',0~100" Dmx="181~206" WheelPosition="7" Colour="128,255,255" />
      <Function ID="20" Name="Turq/L Gr" Display="'Turq/L Gr %.f%%',0~100" Dmx="207~229" WheelPosition="8" Colour="0,255,128" />
      <Function ID="21" Name="L Gr/D Gr" Display="'L Gr/D Gr %.f%%',0~100" Dmx="230~255" WheelPosition="9" Colour="128,255,0" />
      <Function ID="22" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <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" Intensity="0~0" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX, 8bit" Channels="1">
    <Import PearlRef="MT_AtomClM1" 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="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Colour1Func" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="2 DMX, 8bit" Channels="2">
    <Import PearlRef="MT_AtomClM2" 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="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Fan_Speed" ChannelOffset="2" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="1 DMX+Pend Dim" Channels="1">
    <Import PearlRef="MT_AtomC1PD" 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="3abcf3e3-b0f9-4cc6-8108-8c9b2f419809" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="0" Wheel="1" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Colour1Func" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="2 DMX+Pend Dim" Channels="2">
    <Import PearlRef="MT_AtomC2PD" 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="53a711c6-b2a6-446f-b88b-fac8a4be03ea" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="0" Wheel="1" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Fan_Speed" ChannelOffset="2" Wheel="25" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Light Yellow" Number="4" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:10,Colour1Func:1" />
      <Palette ID="6" Name="Light Green" Number="5" Page="1" SetControl="Colour1:10,Colour1Func:1" />
      <Palette ID="7" Name="Turquoise" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="8" Name="Light Cyan" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Turquoise" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="10" Name="Raw DMX" Number="7" Page="1" SetControl="Colour1:22:0" />
      <Palette ID="11" Name="Light Magenta" Number="9" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="12" Name="Light Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="14" Name="Light Magenta" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="15" Name="Light Magenta" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>