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Anolis Calumma L MC RGBW (Anolis_Calumma L MC RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Calumma L MC RGBW" ShortName="CmLMCRGBW" Company="Anolis" Version="5">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>81bbb108-a904-48f5-b143-9b9101d827de</Thumbnail>
  <History Date="08-10-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="22-10-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="10-01-24" Author="Nic Morris" Comment="Updated in line with v1.2 charts in response to manufacturer request (adds modes 6 and 7)" Version="3" />
  <History Date="14-01-24" Author="Nic Morris" Comment="Added Atlabase ID's for modes 6 and 7." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="45bd057c-0608-4605-b14b-3e2708776576" />
  <Control>
    <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="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Green_Shift" Name="Green Shift" Description="" Group="C">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Neutral" Display="'Neutral'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="- Grn" Display="'- Grn %.1f%%',100.0~0.0" Dmx="1~127" Colour="255,255,255" />
      <Function ID="3" Name="Neutral" Display="'Neutral'" Dmx="128~128" Colour="255,255,255" />
      <Function ID="4" Name="+ Grn" Display="'+ Grn %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Tungsten Dimming 2700K" Display="'Tungsten Dimming 2700K'" Dmx="1~10" Colour="0,0,0" />
      <Function ID="3" Name="Tungsten Dimming 3200K" Display="'Tungsten Dimming 3200K'" Dmx="11~20" Colour="0,0,0" />
      <Function ID="4" Name="Variable" Display="'Variable %.fK',1800~6500" Dmx="21~255" Colour="0,0,0" />
      <Function ID="5" Name="1800K" Display="'1800K'" Dmx="21~21" Colour="0,0,0" />
      <Function ID="6" Name="2700K" Display="'2700K'" Dmx="66~66" Colour="0,0,0" />
      <Function ID="7" Name="3200K" Display="'3200K'" Dmx="91~91" Colour="0,0,0" />
      <Function ID="8" Name="4200K" Display="'4200K'" Dmx="141~141" Colour="0,0,0" />
      <Function ID="9" Name="5600K" Display="'5600K'" Dmx="211~211" Colour="0,0,0" />
      <Function ID="10" Name="6500K" Display="'6500K'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <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="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="Store Initial DMX Values" Display="'Store Initial DMX Values'" Dmx="1~2" />
      <Function ID="3" Name="Show Initial DMX Values" Display="'Show Initial DMX Values'" Dmx="3~4" />
      <Function ID="4" Name="Run Demo on Start (w/o DMX)" Display="'Run Demo on Start (w/o DMX)'" Dmx="5~6" />
    </Attribute>
    <Attribute ID="Virtual_Colour" Name="Virtual Colour" 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="White 1800K" Display="'White 1800K'" Dmx="1~2" Colour="255,255,255" />
      <Function ID="3" Name="White 2700K" Display="'White 2700K'" Dmx="3~4" Colour="255,255,255" />
      <Function ID="4" Name="White 3200K" Display="'White 3200K'" Dmx="5~6" Colour="255,255,255" />
      <Function ID="5" Name="White 4200K" Display="'White 4200K'" Dmx="7~8" Colour="255,255,255" />
      <Function ID="6" Name="White 5600K" Display="'White 5600K'" Dmx="9~10" Colour="255,255,255" />
      <Function ID="7" Name="White 6500K" Display="'White 6500K'" Dmx="11~12" Colour="255,255,255" />
      <Function ID="8" Name="Blue" Display="'Blue'" Dmx="13~13" Colour="0,0,255" />
      <Function ID="9" Name="Blu - Cy" Display="'Blu - Cy %.f%%',0~100" Dmx="14~23" Colour="0,0,255" />
      <Function ID="10" Name="Cyan" Display="'Cyan'" Dmx="24~24" Colour="0,255,255" />
      <Function ID="11" Name="Cy - Grn" Display="'Cy - Grn %.f%%',0~100" Dmx="25~34" Colour="0,255,255" />
      <Function ID="12" Name="Green" Display="'Green'" Dmx="35~35" Colour="0,255,0" />
      <Function ID="13" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="36~45" Colour="0,255,0" />
      <Function ID="14" Name="Yellow" Display="'Yellow'" Dmx="46~46" Colour="255,255,0" />
      <Function ID="15" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="47~56" Colour="255,255,0" />
      <Function ID="16" Name="Red" Display="'Red'" Dmx="57~57" Colour="255,0,0" />
      <Function ID="17" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="58~67" Colour="255,0,0" />
      <Function ID="18" Name="Magenta" Display="'Magenta'" Dmx="68~68" Colour="255,0,255" />
      <Function ID="19" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="69~78" Colour="255,0,255" />
      <Function ID="20" Name="Blue" Display="'Blue'" Dmx="79~79" Colour="0,0,255" />
      <Function ID="21" Name="Index" Display="'%.f%%',0~100" Dmx="13~79" Colour="0,0,0" />
      <Function ID="22" Name="Rainbow Effect (no fade)" Display="'Rainbow Effect (no fade) %.f%%',0~100" Dmx="80~87" Colour="0,0,0" />
      <Function ID="23" Name="Rainbow Effect (w/ fade)" Display="'Rainbow Effect (w/ fade) %.f%%',0~100" Dmx="88~95" Colour="0,0,0" />
      <Function ID="24" Name="Full Dynamic White (no fade)" Display="'Full Dynamic White (no fade) %.f%%',0~100" Dmx="96~103" Colour="0,0,0" />
      <Function ID="25" Name="Full Dynamic White (w/ fade)" Display="'Full Dynamic White (w/ fade) %.f%%',0~100" Dmx="104~111" Colour="0,0,0" />
      <Function ID="26" Name="Dynamic Warm White (no fade)" Display="'Dynamic Warm White (no fade) %.f%%',0~100" Dmx="112~119" Colour="0,0,0" />
      <Function ID="27" Name="Dynamic Warm White (w/ fade)" Display="'Dynamic Warm White (w/ fade) %.f%%',0~100" Dmx="120~127" Colour="0,0,0" />
      <Function ID="28" Name="Rainbow Effect+Full Dynamic White (no fade)" Display="'Rainbow Effect+Full Dynamic White (no fade) %.f%%',0~100" Dmx="128~135" Colour="0,0,0" />
      <Function ID="29" Name="Rainbow Effect+Full Dynamic White (w/ fade)" Display="'Rainbow Effect+Full Dynamic White (w/ fade) %.f%%',0~100" Dmx="136~143" Colour="0,0,0" />
      <Function ID="30" Name="Blue/Green Effect (no fade)" Display="'Blue/Green Effect (no fade) %.f%%',0~100" Dmx="144~151" Colour="0,0,0" />
      <Function ID="31" Name="Blue/Green Effect (w/ fade)" Display="'Blue/Green Effect (w/ fade) %.f%%',0~100" Dmx="152~159" Colour="0,0,0" />
      <Function ID="32" Name="Red/Blue Effect (no fade)" Display="'Red/Blue Effect (no fade) %.f%%',0~100" Dmx="160~167" Colour="0,0,0" />
      <Function ID="33" Name="Red/Blue Effect (w/ fade)" Display="'Red/Blue Effect (w/ fade) %.f%%',0~100" Dmx="168~175" Colour="0,0,0" />
      <Function ID="34" Name="Green/Red Effect (no fade)" Display="'Green/Red Effect (no fade) %.f%%',0~100" Dmx="176~183" Colour="0,0,0" />
      <Function ID="35" Name="Green/Red Effect (w/ fade)" Display="'Green/Red Effect (w/ fade) %.f%%',0~100" Dmx="184~191" Colour="0,0,0" />
      <Function ID="36" Name="Blue/4000K Effect (no fade)" Display="'Blue/4000K Effect (no fade) %.f%%',0~100" Dmx="192~199" Colour="0,0,0" />
      <Function ID="37" Name="Blue/4000K Effect (w/ fade)" Display="'Blue/4000K Effect (w/ fade) %.f%%',0~100" Dmx="200~207" Colour="0,0,0" />
      <Function ID="38" Name="Green/4000K Effect (no fade)" Display="'Green/4000K Effect (no fade) %.f%%',0~100" Dmx="208~215" Colour="0,0,0" />
      <Function ID="39" Name="Green/4000K Effect (w/ fade)" Display="'Green/4000K Effect (w/ fade) %.f%%',0~100" Dmx="216~223" Colour="0,0,0" />
      <Function ID="40" Name="Red/4000K Effect (no fade)" Display="'Red/4000K Effect (no fade) %.f%%',0~100" Dmx="224~231" Colour="0,0,0" />
      <Function ID="41" Name="Red/4000K Effect (w/ fade)" Display="'Red/4000K Effect (w/ fade) %.f%%',0~100" Dmx="232~239" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="144~159" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (RGBW 8bit), 4 DMX" Channels="4" Id="8a0f5a3b-b79c-48ba-a157-19f27277abc5">
    <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="69f85c91-c801-426e-8ac6-ee0bdbcc4e43" />
    <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="Mode 2 (RGB 8bit), 3 DMX" Channels="3" Id="16b88d18-4d9f-4027-b97c-5c179276986b">
    <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="14668e59-2544-44dc-a98e-d703e36172ef" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 3 (Full RGBW), 12 DMX" Channels="12" Id="d1925aff-cc1c-4070-a0f5-25e6df6fd465">
    <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="1c85cf56-481d-4f6e-bbef-bdc195034f90" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7,8" Wheel="40" />
      <Attribute ID="Green_Shift" ChannelOffset="9" Wheel="8" />
      <Attribute ID="CTC" ChannelOffset="10" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="11,12" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4 (White Full Control), 3 DMX" Channels="3" Id="3faea448-02bc-4d7d-a915-1544a8937053">
    <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="1b3db776-34af-4bef-852d-17fdf227155e" />
    <Include>
      <Attribute ID="Green_Shift" ChannelOffset="1" Wheel="8" />
      <Attribute ID="CTC" ChannelOffset="2" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 5 (Reduced RGBW), 6 DMX" Channels="6" Id="e34736f0-0b72-4dc8-90ff-0c463a11d15b">
    <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="74cf6d81-12a4-45d4-9ab6-7ec97bc77671" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 6 (Reduced RGBW+White), 8 DMX" Channels="8" Id="d2315286-ec4a-4a45-8254-a74c7d8ad321">
    <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="62423f45-56d5-4d50-8016-9a0abdbd6191" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Green_Shift" ChannelOffset="5" Wheel="8" />
      <Attribute ID="CTC" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 7 (Full RGBW+Virtual Col), 15 DMX" Channels="15" Id="a43bc10a-814d-4e89-b952-3396795b1ff6">
    <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="73e84d7f-2b17-4f1b-b197-0f0bde802fe8" />
    <Include>
      <Attribute ID="Control" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Red" ChannelOffset="2,3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4,5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6,7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8,9" Wheel="40" />
      <Attribute ID="Green_Shift" ChannelOffset="10" Wheel="8" />
      <Attribute ID="CTC" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Virtual_Colour" ChannelOffset="12" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="14,15" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Store Initial DMX Values">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Show Initial DMX Values">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Run Demo on Start (w/o DMX)">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>