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Anolis Calumma XL MC RGBA (Anolis_Calumma XL MC RGBA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Calumma XL MC RGBA" ShortName="CmXLMCRGBA" Company="Anolis" Version="13">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>12dfa4c1-991e-431d-8665-c2c636238ca2</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="10" />
  <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="11" />
  <History Date="16-01-24" Author="Nic Morris" Comment="Added Atlabase ID's for modes 6 and 7." Version="13" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="23f5726d-d3cd-4637-9cb5-852ed283b1b5" />
  <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="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="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 (RGBA 8bit), 4 DMX" Channels="4" Id="5ee01b1d-76d3-4905-b993-662148a603e4">
    <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="dc38ad13-8b55-4f3c-887c-b15f37855414" />
    <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="Mode 2 (RGB 8bit), 3 DMX" Channels="3" Id="f5e23297-0ac5-428e-b3c6-f4840fedf75a">
    <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="aa96f998-746d-47ca-9fa1-53f28ae10df3" />
    <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 RGBA), 12 DMX" Channels="12" Id="4e2372c3-a81b-42cd-b702-b312c7b0a410">
    <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="9c0c3f3d-922c-4499-a785-54a9e41db04b" />
    <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="Amber" 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="2af9931c-a20a-4a29-9dd9-2ab03479723f">
    <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="87d8607f-8643-4ac7-8fb2-70598849d476" />
    <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 RGBA), 6 DMX" Channels="6" Id="14bded4f-00ba-4147-b7bf-99e32232c61e">
    <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="92cb80fb-994d-4b27-a2cf-51fe0a5dd4e5" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 6 (Reduced RGBA+White), 8 DMX" Channels="8" Id="39979a52-8792-4740-a79d-af41366ec794">
    <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="2d366856-8852-454b-a5c4-b4ff2294dd1a" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" 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 RGBA+Virtual Col), 15 DMX" Channels="15" Id="c0efff4c-09d6-44ca-a779-e144a02427f4">
    <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="05daf54d-ccaa-4a8b-a506-adbab7620f15" />
    <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="Amber" 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>