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CLF SoftLED 200 FC (CLF_SoftLED 200 FC.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SoftLED 200 FC" ShortName="Soft200FC" Company="CLF" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>dfb87e9a-fb27-485c-9707-b28072c8dbc4</Thumbnail>
  <History Date="01-10-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="97acc988-7a5d-4f23-8d34-6717044586e7" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Lime" Name="Lime" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="xHue" Name="Hue" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xSaturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1:2700" PowerOn="1:2700" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.fK',2700~10000" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="GM_Shift" Name="GM Shift" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Freq 1000Hz" Display="'Freq 1000Hz'" Dmx="2~3" />
      <Function ID="3" Name="Freq 1200Hz" Display="'Freq 1200Hz'" Dmx="4~5" />
      <Function ID="4" Name="Freq 2000Hz" Display="'Freq 2000Hz'" Dmx="6~7" />
      <Function ID="5" Name="Freq 4000Hz" Display="'Freq 4000Hz'" Dmx="8~9" />
      <Function ID="6" Name="Freq 6000Hz" Display="'Freq 6000Hz'" Dmx="10~11" />
      <Function ID="7" Name="Freq 8000Hz" Display="'Freq 8000Hz'" Dmx="12~13" />
      <Function ID="8" Name="Normal" Display="'Normal'" Dmx="14~15" />
      <Function ID="9" Name="Smooth 1" Display="'Smooth 1'" Dmx="16~17" />
      <Function ID="10" Name="Smooth 2" Display="'Smooth 2'" Dmx="18~19" />
      <Function ID="11" Name="Smooth 3" Display="'Smooth 3'" Dmx="20~21" />
      <Function ID="12" Name="Smooth 4" Display="'Smooth 4'" Dmx="22~23" />
      <Function ID="13" Name="Dim Linear" Display="'Dim Linear'" Dmx="24~25" />
      <Function ID="14" Name="Dim Square" Display="'Dim Square'" Dmx="26~27" />
      <Function ID="15" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="28~29" />
      <Function ID="16" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="30~31" />
      <Function ID="17" Name="Dim Special" Display="'Dim Special'" Dmx="32~33" />
      <Function ID="18" Name="Fixture Mode Normal" Display="'Fixture Mode Normal'" Dmx="34~35" />
      <Function ID="19" Name="Fixture Mode Precise" Display="'Fixture Mode Precise'" Dmx="36~37" />
      <Function ID="20" Name="Fixture Mode Boost" Display="'Fixture Mode Boost'" Dmx="38~39" />
      <Function ID="21" Name="Cal Normal" Display="'Cal Normal'" Dmx="40~41" />
      <Function ID="22" Name="Cal Factory" Display="'Cal Factory'" Dmx="42~43" />
    </Attribute>
  </Control>
  <Mode Name="CCT, 2 DMX" Channels="2" Id="93111327-62d4-4136-b8f2-21285f49a9a4">
    <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="a03089c2-f624-41f7-85c1-7c257b4e5730" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="8 bit, 6 DMX" Channels="6" Id="02c055ca-567a-4e89-a742-aaf59be0371d">
    <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="d8742c62-e6a5-4326-b4c0-32c4110a5715" />
    <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="Lime" ChannelOffset="6" Wheel="41" />
    </Include>
  </Mode>
  <Mode Name="16 bit, 12 DMX" Channels="12" Id="d5dd219d-f0f3-4a68-8212-842c9de3c83c">
    <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="c5d19b18-b5b6-4539-94a7-8c56d9604de7" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="9,10" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="11,12" Wheel="41" />
    </Include>
  </Mode>
  <Mode Name="15 DMX" Channels="15" Id="4fa7f9fb-31d9-407b-9d84-de838b03fe25">
    <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="49e402bb-ad21-4fe6-a1d5-b13b74086822" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="7" Wheel="41" />
      <Attribute ID="xHue" ChannelOffset="8,9" Wheel="7" />
      <Attribute ID="xSaturation" ChannelOffset="10" Wheel="8" />
      <Attribute ID="CCT" ChannelOffset="11" Wheel="9" />
      <Attribute ID="GM_Shift" ChannelOffset="12" Wheel="37" />
      <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="38" />
      <Attribute ID="Shutter" ChannelOffset="14" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Ext, 20 DMX" Channels="20" Id="937c8b78-d037-4c69-9ae3-0c588cd633c4">
    <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="00e8f068-951c-423a-8478-a0a3a17c09de" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="9,10" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="11,12" Wheel="41" />
      <Attribute ID="xHue" ChannelOffset="13,14" Wheel="7" />
      <Attribute ID="xSaturation" ChannelOffset="15" Wheel="8" />
      <Attribute ID="CCT" ChannelOffset="16" Wheel="9" />
      <Attribute ID="GM_Shift" ChannelOffset="17" Wheel="37" />
      <Attribute ID="Colour_Macro" ChannelOffset="18" Wheel="38" />
      <Attribute ID="Shutter" ChannelOffset="19" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="20" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Freq 1000Hz">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Freq 1200Hz">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Freq 2000Hz">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Freq 4000Hz">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Freq 6000Hz">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Freq 8000Hz">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Normal">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 1">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 2">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 3">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 4">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Special">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fixture Mode Normal">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fixture Mode Precise">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fixture Mode Boost">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Cal Normal">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Cal Factory">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>