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ACME SANDANE FROST (PAR 54 IP EF) (ACME_SANDANE FROST (PAR 54 IP EF).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SANDANE FROST (PAR 54 IP EF)" ShortName="SNDNE FRST" Company="ACME" Version="7">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>12d6c37b-5b6d-4e0b-af5b-1da8dc885116</Thumbnail>
  <History Date="16-04-21" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="17-04-21" Author="Nic Morris" Comment="Corrected name.  Added Atlabase ID's." Version="3" />
  <History Date="24-04-21" Author="Nic Morris" Comment="Created from ACME PASODOBLE (PAR 12)" Version="4" />
  <History Date="27-04-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <History Date="16-01-24" Author="Nic Morris" Comment="Created from ACME SANDANE (PAR 54 IP)" Version="7" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="14342" />
  </RDM>
  <AtlaBase TypeID="8ded3137-20a7-400b-b5ab-92a6fc16f8c3" />
  <Control>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Lime" Name="Lime" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,255,100" />
    </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 %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </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="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="CTO C-Mix" Display="'CTO C-Mix %.fK',2500~8000" Dmx="255~1" Colour="255,255,255" />
      <Function ID="3" Name="2500K" Display="'2500K'" Dmx="248~255" Colour="0,0,0" />
      <Function ID="4" Name="2600K" Display="'2600K'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="5" Name="2700K" Display="'2700K'" Dmx="239~243" Colour="0,0,0" />
      <Function ID="6" Name="2800K" Display="'2800K'" Dmx="235~238" Colour="0,0,0" />
      <Function ID="7" Name="2900K" Display="'2900K'" Dmx="230~234" Colour="0,0,0" />
      <Function ID="8" Name="3000K" Display="'3000K'" Dmx="226~229" Colour="0,0,0" />
      <Function ID="9" Name="3100K" Display="'3100K'" Dmx="221~225" Colour="0,0,0" />
      <Function ID="10" Name="3200K" Display="'3200K'" Dmx="217~220" Colour="0,0,0" />
      <Function ID="11" Name="3300K" Display="'3300K'" Dmx="212~216" Colour="0,0,0" />
      <Function ID="12" Name="3400K" Display="'3400K'" Dmx="208~211" Colour="0,0,0" />
      <Function ID="13" Name="3500K" Display="'3500K'" Dmx="203~207" Colour="0,0,0" />
      <Function ID="14" Name="3600K" Display="'3600K'" Dmx="199~202" Colour="0,0,0" />
      <Function ID="15" Name="3700K" Display="'3700K'" Dmx="194~198" Colour="0,0,0" />
      <Function ID="16" Name="3800K" Display="'3800K'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="17" Name="3900K" Display="'3900K'" Dmx="185~189" Colour="0,0,0" />
      <Function ID="18" Name="4000K" Display="'4000K'" Dmx="181~184" Colour="0,0,0" />
      <Function ID="19" Name="4100K" Display="'4100K'" Dmx="176~180" Colour="0,0,0" />
      <Function ID="20" Name="4200K" Display="'4200K'" Dmx="172~175" Colour="0,0,0" />
      <Function ID="21" Name="4300K" Display="'4300K'" Dmx="167~171" Colour="0,0,0" />
      <Function ID="22" Name="4400K" Display="'4400K'" Dmx="163~166" Colour="0,0,0" />
      <Function ID="23" Name="4500K" Display="'4500K'" Dmx="158~162" Colour="0,0,0" />
      <Function ID="24" Name="4600K" Display="'4600K'" Dmx="154~157" Colour="0,0,0" />
      <Function ID="25" Name="4700K" Display="'4700K'" Dmx="149~153" Colour="0,0,0" />
      <Function ID="26" Name="4800K" Display="'4800K'" Dmx="145~148" Colour="0,0,0" />
      <Function ID="27" Name="4900K" Display="'4900K'" Dmx="140~144" Colour="0,0,0" />
      <Function ID="28" Name="5000K" Display="'5000K'" Dmx="136~139" Colour="0,0,0" />
      <Function ID="29" Name="5100K" Display="'5100K'" Dmx="131~135" Colour="0,0,0" />
      <Function ID="30" Name="5200K" Display="'5200K'" Dmx="127~130" Colour="0,0,0" />
      <Function ID="31" Name="5300K" Display="'5300K'" Dmx="122~126" Colour="0,0,0" />
      <Function ID="32" Name="5400K" Display="'5400K'" Dmx="118~121" Colour="0,0,0" />
      <Function ID="33" Name="5500K" Display="'5500K'" Dmx="113~117" Colour="0,0,0" />
      <Function ID="34" Name="5600K" Display="'5600K'" Dmx="109~112" Colour="0,0,0" />
      <Function ID="35" Name="5700K" Display="'5700K'" Dmx="104~108" Colour="0,0,0" />
      <Function ID="36" Name="5800K" Display="'5800K'" Dmx="100~103" Colour="0,0,0" />
      <Function ID="37" Name="5900K" Display="'5900K'" Dmx="95~99" Colour="0,0,0" />
      <Function ID="38" Name="6000K" Display="'6000K'" Dmx="91~94" Colour="0,0,0" />
      <Function ID="39" Name="6100K" Display="'6100K'" Dmx="86~90" Colour="0,0,0" />
      <Function ID="40" Name="6200K" Display="'6200K'" Dmx="82~85" Colour="0,0,0" />
      <Function ID="41" Name="6300K" Display="'6300K'" Dmx="77~81" Colour="0,0,0" />
      <Function ID="42" Name="6400K" Display="'6400K'" Dmx="73~76" Colour="0,0,0" />
      <Function ID="43" Name="6500K" Display="'6500K'" Dmx="68~72" Colour="0,0,0" />
      <Function ID="44" Name="6600K" Display="'6600K'" Dmx="64~67" Colour="0,0,0" />
      <Function ID="45" Name="6700K" Display="'6700K'" Dmx="59~63" Colour="0,0,0" />
      <Function ID="46" Name="6800K" Display="'6800K'" Dmx="55~58" Colour="0,0,0" />
      <Function ID="47" Name="6900K" Display="'6900K'" Dmx="50~54" Colour="0,0,0" />
      <Function ID="48" Name="7000K" Display="'7000K'" Dmx="46~49" Colour="0,0,0" />
      <Function ID="49" Name="7100K" Display="'7100K'" Dmx="41~45" Colour="0,0,0" />
      <Function ID="50" Name="7200K" Display="'7200K'" Dmx="37~40" Colour="0,0,0" />
      <Function ID="51" Name="7300K" Display="'7300K'" Dmx="32~36" Colour="0,0,0" />
      <Function ID="52" Name="7400K" Display="'7400K'" Dmx="28~31" Colour="0,0,0" />
      <Function ID="53" Name="7500K" Display="'7500K'" Dmx="23~27" Colour="0,0,0" />
      <Function ID="54" Name="7600K" Display="'7600K'" Dmx="19~22" Colour="0,0,0" />
      <Function ID="55" Name="7700K" Display="'7700K'" Dmx="14~18" Colour="0,0,0" />
      <Function ID="56" Name="7800K" Display="'7800K'" Dmx="10~13" Colour="0,0,0" />
      <Function ID="57" Name="7900K" Display="'7900K'" Dmx="5~9" Colour="0,0,0" />
      <Function ID="58" Name="8000K" Display="'8000K'" Dmx="1~4" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="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="Moroccan Pink" Display="'Moroccan Pink'" Dmx="6~8" Colour="255,150,150" />
      <Function ID="3" Name="Pink" Display="'Pink'" Dmx="9~11" Colour="255,150,150" />
      <Function ID="4" Name="Special Rose Pink" Display="'Special Rose Pink'" Dmx="12~14" Colour="255,150,150" />
      <Function ID="5" Name="Follies Pink" Display="'Follies Pink'" Dmx="15~17" Colour="255,150,150" />
      <Function ID="6" Name="Fuschia Pink" Display="'Fuschia Pink'" Dmx="18~20" Colour="255,150,150" />
      <Function ID="7" Name="Surprise Pink" Display="'Surprise Pink'" Dmx="21~23" Colour="255,150,150" />
      <Function ID="8" Name="Congo Blue" Display="'Congo Blue'" Dmx="24~26" Colour="128,0,255" />
      <Function ID="9" Name="Tokyo Blue" Display="'Tokyo Blue'" Dmx="27~29" Colour="0,0,255" />
      <Function ID="10" Name="Deep Blue" Display="'Deep Blue'" Dmx="30~32" Colour="0,0,180" />
      <Function ID="11" Name="Just Blue" Display="'Just Blue'" Dmx="33~35" Colour="0,128,255" />
      <Function ID="12" Name="Medium Blue" Display="'Medium Blue'" Dmx="36~38" Colour="128,255,255" />
      <Function ID="13" Name="Double CT Blue" Display="'Double CT Blue'" Dmx="39~41" Colour="230,230,255" />
      <Function ID="14" Name="Slate Blue" Display="'Slate Blue'" Dmx="42~44" Colour="220,240,255" />
      <Function ID="15" Name="Full CT Blue" Display="'Full CT Blue'" Dmx="45~47" Colour="230,230,255" />
      <Function ID="16" Name="Half CT Blue" Display="'Half CT Blue'" Dmx="48~50" Colour="128,255,255" />
      <Function ID="17" Name="Steel Blue" Display="'Steel Blue'" Dmx="51~53" Colour="0,0,255" />
      <Function ID="18" Name="Lighter Blue" Display="'Lighter Blue'" Dmx="54~56" Colour="0,0,255" />
      <Function ID="19" Name="Light Blue" Display="'Light Blue'" Dmx="57~59" Colour="0,0,255" />
      <Function ID="20" Name="Medium Blue Green" Display="'Medium Blue Green'" Dmx="60~62" Colour="0,255,128" />
      <Function ID="21" Name="Dark Green" Display="'Dark Green'" Dmx="63~65" Colour="0,180,0" />
      <Function ID="22" Name="Primary Green" Display="'Primary Green'" Dmx="66~68" Colour="0,255,0" />
      <Function ID="23" Name="Moss Green" Display="'Moss Green'" Dmx="69~71" Colour="128,255,0" />
      <Function ID="24" Name="Fern Green" Display="'Fern Green'" Dmx="72~74" Colour="128,255,0" />
      <Function ID="25" Name="JAS Green" Display="'JAS Green'" Dmx="75~77" Colour="128,255,0" />
      <Function ID="26" Name="Lime Green" Display="'Lime Green'" Dmx="78~80" Colour="128,255,0" />
      <Function ID="27" Name="Spring Yellow" Display="'Spring Yellow'" Dmx="81~83" Colour="255,255,0" />
      <Function ID="28" Name="Deep Amber" Display="'Deep Amber'" Dmx="84~86" Colour="255,100,0" />
      <Function ID="29" Name="Chrome Orange" Display="'Chrome Orange'" Dmx="87~89" Colour="255,128,0" />
      <Function ID="30" Name="Orange" Display="'Orange'" Dmx="90~92" Colour="255,128,0" />
      <Function ID="31" Name="Gold Amber" Display="'Gold Amber'" Dmx="93~95" Colour="255,128,0" />
      <Function ID="32" Name="Millennium Gold" Display="'Millennium Gold'" Dmx="96~98" Colour="255,128,0" />
      <Function ID="33" Name="Deep Golden Amber" Display="'Deep Golden Amber'" Dmx="99~99" Colour="255,75,0" />
      <Function ID="34" Name="Slow" Display="'Slow'" Dmx="100~155" Colour="255,255,255" />
      <Function ID="35" Name="Medium" Display="'Medium'" Dmx="156~200" Colour="255,255,255" />
      <Function ID="36" Name="Fast" Display="'Fast'" Dmx="201~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Frost 1" Display="'Frost 1'" Dmx="0~0" />
      <Function ID="2" Name="Frost 2" Display="'Frost 2'" Dmx="42~83" />
      <Function ID="3" Name="Frost 3" Display="'Frost 3'" Dmx="84~127" />
      <Function ID="4" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="128~255" />
    </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="Wireless On" Display="'Wireless On'" Dmx="6~7" />
      <Function ID="3" Name="Wireless Off" Display="'Wireless Off'" Dmx="8~9" />
      <Function ID="4" Name="Dim Linear" Display="'Dim Linear'" Dmx="30~39" />
      <Function ID="5" Name="Dim Square" Display="'Dim Square'" Dmx="40~49" />
      <Function ID="6" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="50~59" />
      <Function ID="7" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="60~69" />
      <Function ID="8" Name="LED Frequency Setting Enable" Display="'LED Frequency Setting Enable'" Dmx="100~109" />
      <Function ID="9" Name="LED Frequency Setting Disable" Display="'LED Frequency Setting Disable'" Dmx="110~119" />
      <Function ID="10" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="210~219" />
      <Function ID="11" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="220~229" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11" Id="1bf34408-7a49-456e-a18b-4fad6388c24b">
    <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="fd277b26-4ca7-4236-be0b-9562188d0804" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Frost" ChannelOffset="10" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="4524fdc9-387b-4fb0-b70b-47cdf15d1ff0">
    <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="ea8a4942-7975-44b6-9399-57a3dada2665" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
      <Attribute ID="Frost" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="cf0f7d48-6450-41a7-8072-3cc851994877">
    <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="fac887e0-1b94-4a3e-a95e-048110ef6f13" />
    <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="Lime" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Frost" ChannelOffset="7" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="0b77592d-1140-487c-8477-50c3be9f3d9a">
    <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="d7f510e9-84b0-4ab5-9d84-fe00233edcb8" />
    <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="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="Frost" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="d0432f08-231e-40f6-9a97-fbb726061833">
    <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="262b16d3-22b1-43da-af90-7bd32b28fbb6" />
    <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="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="Frost" ChannelOffset="5" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Wireless On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Wireless Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Smooth">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Frequency Setting Enable">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Frequency Setting Disable">
      <Set Channel="Control:9" Delay="6000" />
      <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>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:4:0" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:4:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>