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

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Calumma S MC RGBA" ShortName="CmSMCRGBA" Company="Anolis" Version="16">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>fb442107-1b99-4ddd-92bf-84e296ad31fd</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="13" />
  <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="14" />
  <History Date="14-01-24" Author="Nic Morris" Comment="Added Atlabase ID's for modes 6 and 7." Version="16" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="87fb7605-af14-4a7b-ae58-b3b1ad596c4c" />
  <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="bfbd82b6-0959-460d-add3-98e9ce350e76">
    <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="cec6b59d-4d49-490b-9346-2764c07e065b" />
    <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="02403637-a9eb-4d0e-b741-4c4251619f46">
    <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="669b2533-7741-42ac-9831-b3deaa955fc1" />
    <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="22b82f53-5d95-4425-851b-b705e0542481">
    <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="b91e3247-c9b3-4a21-8560-96dd4db89dd5" />
    <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="8893c18d-8781-48b2-9881-3dd42e945908">
    <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="387ee895-0d0c-46cf-8052-3d277ad066aa" />
    <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="9399fd52-24a1-470a-8b03-9904c5e46001">
    <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="a54204b2-7f6e-4e3c-8c16-8021cd440dcd" />
    <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="a1ec70c3-e932-461f-932e-669d3140839c">
    <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="3d4605d5-02da-4240-9d90-51e7b015d7f6" />
    <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="28bcb996-da1f-4879-8afe-31e3d890025d">
    <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="5084a529-ffa7-4f25-8e25-69fb430bdc6a" />
    <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>