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

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Calumma M MC RGBA" ShortName="CmMMCRGBA" Company="Anolis" Version="17">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>fc484f10-2082-43ef-b181-5ff2846c82dc</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="14" />
  <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="15" />
  <History Date="14-01-24" Author="Nic Morris" Comment="Added Atlabase ID's for modes 6 and 7." Version="17" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cf85aba6-c4a4-4661-90a5-5e68e4da4bd7" />
  <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="03af6944-01f4-49d9-8202-256511e93dc3">
    <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="427f0b66-cc93-4fe7-b677-87aee4062fe1" />
    <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="3e36e0fe-411a-410c-8489-141e347a4320">
    <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="04faa40f-8957-4c75-9a85-feee8f74693a" />
    <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="dbcaf270-e8b9-410b-b410-92e5f3a53080">
    <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="39c06239-5101-4b60-a7ad-08dae42575ae" />
    <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="0cd70814-37df-4102-9cc8-5e4bb10b93f9">
    <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="f325ac92-5fb7-45b8-a932-8c0433a5a211" />
    <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="98c24486-dc8c-43e9-8bed-553191849c95">
    <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="b4b3e433-de41-41aa-bebe-1d8589acf67a" />
    <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="ef996ea5-0d7c-4fad-8ca2-03b25e6e3592">
    <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="271b6611-2aad-4e27-b618-32878ab252d3" />
    <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="e52b6c6f-19a7-4d63-9194-052b8afb73c8">
    <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="450f65d6-da26-4285-b2fe-4218ae17df0a" />
    <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>