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ACME TV LIGHT PANEL 3000 (LP F3000) (ACME_TV LIGHT PANEL 3000 (LP F3000).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="TV LIGHT PANEL 3000 (LP F3000)" ShortName="TV LIGHT P" Company="ACME" Version="1"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>b396d388-98b3-445d-8fb3-434c15945f72</Thumbnail> <History Date="13-03-24" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="16-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="b7c33430-7cc6-4eb4-9c04-4f46c3ae790a" /> <Control> <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="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="Dim Linear" Display="'Dim Linear'" Dmx="30~39" /> <Function ID="3" Name="Dim Square" Display="'Dim Square'" Dmx="40~49" /> <Function ID="4" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="50~59" /> <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="60~69" /> <Function ID="6" Name="LED Freq Setting Enable" Display="'LED Freq Setting Enable'" Dmx="100~109" /> <Function ID="7" Name="LED Freq Setting Disable" Display="'LED Freq Setting Disable'" Dmx="110~119" /> <Function ID="8" Name="900Hz" Display="'900Hz'" Dmx="123~123" /> <Function ID="9" Name="1000Hz" Display="'1000Hz'" Dmx="124~124" /> <Function ID="10" Name="1100Hz" Display="'1100Hz'" Dmx="125~125" /> <Function ID="11" Name="1200Hz" Display="'1200Hz'" Dmx="126~126" /> <Function ID="12" Name="1300Hz" Display="'1300Hz'" Dmx="127~127" /> <Function ID="13" Name="1400Hz" Display="'1400Hz'" Dmx="128~128" /> <Function ID="14" Name="1500Hz" Display="'1500Hz'" Dmx="129~129" /> <Function ID="15" Name="2500Hz" Display="'2500Hz'" Dmx="130~130" /> <Function ID="16" Name="4000Hz" Display="'4000Hz'" Dmx="131~131" /> <Function ID="17" Name="5000Hz" Display="'5000Hz'" Dmx="132~132" /> <Function ID="18" Name="6000Hz" Display="'6000Hz'" Dmx="133~133" /> <Function ID="19" Name="10kHz" Display="'10kHz'" Dmx="134~134" /> <Function ID="20" Name="15kHz" Display="'15kHz'" Dmx="135~135" /> <Function ID="21" Name="20kHz" Display="'20kHz'" Dmx="136~136" /> <Function ID="22" Name="25kHz" Display="'25kHz'" Dmx="137~137" /> <Function ID="23" Name="Col Cal On" Display="'Col Cal On'" Dmx="160~169" /> <Function ID="24" Name="Col Cal Off" Display="'Col Cal Off'" Dmx="170~179" /> <Function ID="25" Name="Cal Mode High CRI" Display="'Cal Mode High CRI'" Dmx="180~189" /> <Function ID="26" Name="Cal Mode High Output" Display="'Cal Mode High Output'" Dmx="190~199" /> <Function ID="27" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="210~219" /> <Function ID="28" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="220~229" /> <Function ID="29" Name="Pixel Order Invert" Display="'Pixel Order Invert'" Dmx="230~239" /> <Function ID="30" Name="Pixel Order Normal" Display="'Pixel Order Normal'" Dmx="240~249" /> </Attribute> <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="White" Name="White" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </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="20000K" Display="'20000K'" Dmx="1~3" Colour="0,0,0" /> <Function ID="3" Name="19000K" Display="'19000K'" Dmx="4~7" Colour="0,0,0" /> <Function ID="4" Name="18000K" Display="'18000K'" Dmx="8~11" Colour="0,0,0" /> <Function ID="5" Name="17000K" Display="'17000K'" Dmx="12~15" Colour="0,0,0" /> <Function ID="6" Name="16000K" Display="'16000K'" Dmx="16~19" Colour="0,0,0" /> <Function ID="7" Name="15000K" Display="'15000K'" Dmx="20~22" Colour="0,0,0" /> <Function ID="8" Name="14000K" Display="'14000K'" Dmx="23~26" Colour="0,0,0" /> <Function ID="9" Name="13000K" Display="'13000K'" Dmx="27~30" Colour="0,0,0" /> <Function ID="10" Name="12000K" Display="'12000K'" Dmx="31~34" Colour="0,0,0" /> <Function ID="11" Name="11000K" Display="'11000K'" Dmx="35~38" Colour="0,0,0" /> <Function ID="12" Name="10000K" Display="'10000K'" Dmx="39~41" Colour="0,0,0" /> <Function ID="13" Name="8000K" Display="'8000K'" Dmx="42~45" Colour="0,0,0" /> <Function ID="14" Name="7900K" Display="'7900K'" Dmx="46~49" Colour="0,0,0" /> <Function ID="15" Name="7800K" Display="'7800K'" Dmx="50~53" Colour="0,0,0" /> <Function ID="16" Name="7700K" Display="'7700K'" Dmx="54~57" Colour="0,0,0" /> <Function ID="17" Name="7600K" Display="'7600K'" Dmx="58~60" Colour="0,0,0" /> <Function ID="18" Name="7500K" Display="'7500K'" Dmx="61~64" Colour="0,0,0" /> <Function ID="19" Name="7400K" Display="'7400K'" Dmx="65~68" Colour="0,0,0" /> <Function ID="20" Name="7300K" Display="'7300K'" Dmx="69~72" Colour="0,0,0" /> <Function ID="21" Name="7200K" Display="'7200K'" Dmx="73~76" Colour="0,0,0" /> <Function ID="22" Name="7100K" Display="'7100K'" Dmx="77~79" Colour="0,0,0" /> <Function ID="23" Name="7000K" Display="'7000K'" Dmx="80~83" Colour="0,0,0" /> <Function ID="24" Name="6900K" Display="'6900K'" Dmx="84~87" Colour="0,0,0" /> <Function ID="25" Name="6800K" Display="'6800K'" Dmx="88~91" Colour="0,0,0" /> <Function ID="26" Name="6700K" Display="'6700K'" Dmx="92~95" Colour="0,0,0" /> <Function ID="27" Name="6600K" Display="'6600K'" Dmx="96~98" Colour="0,0,0" /> <Function ID="28" Name="6500K" Display="'6500K'" Dmx="99~102" Colour="0,0,0" /> <Function ID="29" Name="6400K" Display="'6400K'" Dmx="103~106" Colour="0,0,0" /> <Function ID="30" Name="6300K" Display="'6300K'" Dmx="107~110" Colour="0,0,0" /> <Function ID="31" Name="6200K" Display="'6200K'" Dmx="111~114" Colour="0,0,0" /> <Function ID="32" Name="6100K" Display="'6100K'" Dmx="115~117" Colour="0,0,0" /> <Function ID="33" Name="6000K" Display="'6000K'" Dmx="118~121" Colour="0,0,0" /> <Function ID="34" Name="5900K" Display="'5900K'" Dmx="122~125" Colour="0,0,0" /> <Function ID="35" Name="5800K" Display="'5800K'" Dmx="126~129" Colour="0,0,0" /> <Function ID="36" Name="5700K" Display="'5700K'" Dmx="130~133" Colour="0,0,0" /> <Function ID="37" Name="5600K" Display="'5600K'" Dmx="134~137" Colour="0,0,0" /> <Function ID="38" Name="5500K" Display="'5500K'" Dmx="138~140" Colour="0,0,0" /> <Function ID="39" Name="5400K" Display="'5400K'" Dmx="141~144" Colour="0,0,0" /> <Function ID="40" Name="5300K" Display="'5300K'" Dmx="145~148" Colour="0,0,0" /> <Function ID="41" Name="5200K" Display="'5200K'" Dmx="149~152" Colour="0,0,0" /> <Function ID="42" Name="5100K" Display="'5100K'" Dmx="153~156" Colour="0,0,0" /> <Function ID="43" Name="5000K" Display="'5000K'" Dmx="157~159" Colour="0,0,0" /> <Function ID="44" Name="4900K" Display="'4900K'" Dmx="160~163" Colour="0,0,0" /> <Function ID="45" Name="4800K" Display="'4800K'" Dmx="164~167" Colour="0,0,0" /> <Function ID="46" Name="4700K" Display="'4700K'" Dmx="168~171" Colour="0,0,0" /> <Function ID="47" Name="4600K" Display="'4600K'" Dmx="172~175" Colour="0,0,0" /> <Function ID="48" Name="4500K" Display="'4500K'" Dmx="176~178" Colour="0,0,0" /> <Function ID="49" Name="4400K" Display="'4400K'" Dmx="179~182" Colour="0,0,0" /> <Function ID="50" Name="4300K" Display="'4300K'" Dmx="183~186" Colour="0,0,0" /> <Function ID="51" Name="4200K" Display="'4200K'" Dmx="187~190" Colour="0,0,0" /> <Function ID="52" Name="4100K" Display="'4100K'" Dmx="191~194" Colour="0,0,0" /> <Function ID="53" Name="4000K" Display="'4000K'" Dmx="195~197" Colour="0,0,0" /> <Function ID="54" Name="3900K" Display="'3900K'" Dmx="198~201" Colour="0,0,0" /> <Function ID="55" Name="3800K" Display="'3800K'" Dmx="202~205" Colour="0,0,0" /> <Function ID="56" Name="3700K" Display="'3700K'" Dmx="206~209" Colour="0,0,0" /> <Function ID="57" Name="3600K" Display="'3600K'" Dmx="210~213" Colour="0,0,0" /> <Function ID="58" Name="3500K" Display="'3500K'" Dmx="214~216" Colour="0,0,0" /> <Function ID="59" Name="3400K" Display="'3400K'" Dmx="217~220" Colour="0,0,0" /> <Function ID="60" Name="3300K" Display="'3300K'" Dmx="221~224" Colour="0,0,0" /> <Function ID="61" Name="3200K" Display="'3200K'" Dmx="225~228" Colour="0,0,0" /> <Function ID="62" Name="3100K" Display="'3100K'" Dmx="229~232" Colour="0,0,0" /> <Function ID="63" Name="3000K" Display="'3000K'" Dmx="233~235" Colour="0,0,0" /> <Function ID="64" Name="2900K" Display="'2900K'" Dmx="236~239" Colour="0,0,0" /> <Function ID="65" Name="2800K" Display="'2800K'" Dmx="240~243" Colour="0,0,0" /> <Function ID="66" Name="2700K" Display="'2700K'" Dmx="244~247" Colour="0,0,0" /> <Function ID="67" Name="2600K" Display="'2600K'" Dmx="248~251" Colour="0,0,0" /> <Function ID="68" Name="2500K" Display="'2500K'" Dmx="252~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" 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="Colour 1" Display="'Colour 1'" Dmx="10~16" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="17~23" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="24~30" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="31~37" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="38~44" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="45~51" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="52~58" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="59~65" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="66~72" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="73~79" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="80~86" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="87~93" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="94~100" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="101~107" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="108~114" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="115~121" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="122~128" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="129~135" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="136~142" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="143~149" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="150~156" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="157~163" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="164~170" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="171~177" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="178~184" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="185~191" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="192~198" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="199~205" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="206~212" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="213~219" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="220~226" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="227~233" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="234~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> </Control> <Mode Name="10 DMX" Channels="10" Id="8a567486-c793-40c6-9108-6cd15acb1105"> <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="512d5bba-e204-4018-a542-6ff6ed8c56ce" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Control" ChannelOffset="4" Wheel="28" /> <Attribute ID="Red" ChannelOffset="5" Wheel="10" /> <Attribute ID="Green" ChannelOffset="6" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="7" Wheel="12" /> <Attribute ID="White" ChannelOffset="8" Wheel="40" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="7" /> <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="8" /> </Include> </Mode> <Mode Name="28 DMX" Channels="28" Id="fb827392-eab1-406d-b0ee-e1c9c441c158"> <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="d85a8820-34f4-4b08-803e-2aa6127b2821" /> <Include /> <Cells> <Master> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Master_Dimmer" ChannelOffset="2,3" Wheel="4" /> <Attribute ID="Control" ChannelOffset="4" Wheel="28" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="13" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="17" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="21" ModeLink="Cell" X="0" Y="4"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="25" ModeLink="Cell" X="0" Y="5"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Cell" Channels="4" Hidden="True" Id="e2b9a80f-6b06-4ea6-820a-8f799ebc0700"> <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> <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> <Macro> <Macro Name="Dim Linear"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq Setting Enable"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq Setting Disable"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="900Hz"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1000Hz"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1100Hz"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1200Hz"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1300Hz"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1400Hz"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1500Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2500Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="4000Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="5000Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="6000Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="10kHz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="15kHz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="20kHz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25kHz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Cal On"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Cal Off"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Cal Mode High CRI"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Cal Mode High Output"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Fast"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Smooth"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pixel Order Invert"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pixel Order Normal"> <Set Channel="Control:30" 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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>