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ACME BLINDER LINE 5 IP (BLB 5 IP) (ACME_BLINDER LINE 5 IP (BLB 5 IP).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="BLINDER LINE 5 IP (BLB 5 IP)" ShortName="BlndLn5IP" Company="ACME" Version="3"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>c109f047-cccb-4293-b2ec-6e3a012ec34d</Thumbnail> <History Date="02-11-23" Author="Nic Morris" Comment="Created (documentation is vague. assumed white controls are separate to RGBA. it is not clear)" Version="0" /> <History Date="09-11-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <History Date="23-02-24" Author="Nic Morris" Comment="Created from ACME BLINDER LINE 10 IP (BLB 10 IP)" Version="2" /> <History Date="27-02-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="d433e350-2f90-4dde-956f-f0c7b30e4837" /> <Control> <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="Linear" Display="'Linear'" Dmx="30~39" /> <Function ID="3" Name="Square" Display="'Square'" Dmx="40~49" /> <Function ID="4" Name="Inv Square" Display="'Inv Square'" Dmx="50~59" /> <Function ID="5" Name="S-Curve" Display="'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="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="180~189" /> <Function ID="24" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="190~199" /> <Function ID="25" Name="Dim Spd Tungsten" Display="'Dim Spd Tungsten'" Dmx="200~209" /> <Function ID="26" Name="Invert Pixel Off" Display="'Invert Pixel Off'" Dmx="210~219" /> <Function ID="27" Name="Invert Pixel On" Display="'Invert Pixel On'" Dmx="220~229" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost 1" Display="'Frost 1'" Dmx="43~85" /> <Function ID="3" Name="Frost 2" Display="'Frost 2'" Dmx="86~127" /> <Function ID="4" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="128~255" /> </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="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="Amber" Name="Amber" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="CCT" Name="CCT" 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="8000K" Display="'8000K'" Dmx="1~4" Colour="0,0,0" /> <Function ID="3" Name="7900K" Display="'7900K'" Dmx="5~9" Colour="0,0,0" /> <Function ID="4" Name="7800K" Display="'7800K'" Dmx="10~13" Colour="0,0,0" /> <Function ID="5" Name="7700K" Display="'7700K'" Dmx="14~18" Colour="0,0,0" /> <Function ID="6" Name="7600K" Display="'7600K'" Dmx="19~22" Colour="0,0,0" /> <Function ID="7" Name="7500K" Display="'7500K'" Dmx="23~27" Colour="0,0,0" /> <Function ID="8" Name="7400K" Display="'7400K'" Dmx="28~31" Colour="0,0,0" /> <Function ID="9" Name="7300K" Display="'7300K'" Dmx="32~36" Colour="0,0,0" /> <Function ID="10" Name="7200K" Display="'7200K'" Dmx="37~40" Colour="0,0,0" /> <Function ID="11" Name="7100K" Display="'7100K'" Dmx="41~45" Colour="0,0,0" /> <Function ID="12" Name="7000K" Display="'7000K'" Dmx="46~49" Colour="0,0,0" /> <Function ID="13" Name="6900K" Display="'6900K'" Dmx="50~54" Colour="0,0,0" /> <Function ID="14" Name="6800K" Display="'6800K'" Dmx="55~58" Colour="0,0,0" /> <Function ID="15" Name="6700K" Display="'6700K'" Dmx="59~63" Colour="0,0,0" /> <Function ID="16" Name="6600K" Display="'6600K'" Dmx="64~67" Colour="0,0,0" /> <Function ID="17" Name="6500K" Display="'6500K'" Dmx="68~72" Colour="0,0,0" /> <Function ID="18" Name="6400K" Display="'6400K'" Dmx="73~76" Colour="0,0,0" /> <Function ID="19" Name="6300K" Display="'6300K'" Dmx="77~81" Colour="0,0,0" /> <Function ID="20" Name="6200K" Display="'6200K'" Dmx="82~85" Colour="0,0,0" /> <Function ID="21" Name="6100K" Display="'6100K'" Dmx="86~90" Colour="0,0,0" /> <Function ID="22" Name="6000K" Display="'6000K'" Dmx="91~94" Colour="0,0,0" /> <Function ID="23" Name="5900K" Display="'5900K'" Dmx="95~99" Colour="0,0,0" /> <Function ID="24" Name="5800K" Display="'5800K'" Dmx="100~103" Colour="0,0,0" /> <Function ID="25" Name="5700K" Display="'5700K'" Dmx="104~108" Colour="0,0,0" /> <Function ID="26" Name="5600K" Display="'5600K'" Dmx="109~112" Colour="0,0,0" /> <Function ID="27" Name="5500K" Display="'5500K'" Dmx="113~117" Colour="0,0,0" /> <Function ID="28" Name="5400K" Display="'5400K'" Dmx="118~121" Colour="0,0,0" /> <Function ID="29" Name="5300K" Display="'5300K'" Dmx="122~126" Colour="0,0,0" /> <Function ID="30" Name="5200K" Display="'5200K'" Dmx="127~130" Colour="0,0,0" /> <Function ID="31" Name="5100K" Display="'5100K'" Dmx="131~135" Colour="0,0,0" /> <Function ID="32" Name="5000K" Display="'5000K'" Dmx="136~139" Colour="0,0,0" /> <Function ID="33" Name="4900K" Display="'4900K'" Dmx="140~144" Colour="0,0,0" /> <Function ID="34" Name="4800K" Display="'4800K'" Dmx="145~148" Colour="0,0,0" /> <Function ID="35" Name="4700K" Display="'4700K'" Dmx="149~153" Colour="0,0,0" /> <Function ID="36" Name="4600K" Display="'4600K'" Dmx="154~157" Colour="0,0,0" /> <Function ID="37" Name="4500K" Display="'4500K'" Dmx="158~162" Colour="0,0,0" /> <Function ID="38" Name="4400K" Display="'4400K'" Dmx="163~166" Colour="0,0,0" /> <Function ID="39" Name="4300K" Display="'4300K'" Dmx="167~171" Colour="0,0,0" /> <Function ID="40" Name="4200K" Display="'4200K'" Dmx="172~175" Colour="0,0,0" /> <Function ID="41" Name="4100K" Display="'4100K'" Dmx="176~180" Colour="0,0,0" /> <Function ID="42" Name="4000K" Display="'4000K'" Dmx="181~184" Colour="0,0,0" /> <Function ID="43" Name="3900K" Display="'3900K'" Dmx="185~189" Colour="0,0,0" /> <Function ID="44" Name="3800K" Display="'3800K'" Dmx="190~193" Colour="0,0,0" /> <Function ID="45" Name="3700K" Display="'3700K'" Dmx="194~198" Colour="0,0,0" /> <Function ID="46" Name="3600K" Display="'3600K'" Dmx="199~202" Colour="0,0,0" /> <Function ID="47" Name="3500K" Display="'3500K'" Dmx="203~207" Colour="0,0,0" /> <Function ID="48" Name="3400K" Display="'3400K'" Dmx="208~211" Colour="0,0,0" /> <Function ID="49" Name="3300K" Display="'3300K'" Dmx="212~216" Colour="0,0,0" /> <Function ID="50" Name="3200K" Display="'3200K'" Dmx="217~220" Colour="0,0,0" /> <Function ID="51" Name="3100K" Display="'3100K'" Dmx="221~225" Colour="0,0,0" /> <Function ID="52" Name="3000K" Display="'3000K'" Dmx="226~229" Colour="0,0,0" /> <Function ID="53" Name="2900K" Display="'2900K'" Dmx="230~234" Colour="0,0,0" /> <Function ID="54" Name="2800K" Display="'2800K'" Dmx="235~238" Colour="0,0,0" /> <Function ID="55" Name="2700K" Display="'2700K'" Dmx="239~243" Colour="0,0,0" /> <Function ID="56" Name="2600K" Display="'2600K'" Dmx="244~247" Colour="0,0,0" /> <Function ID="57" Name="2500K" Display="'2500K'" Dmx="248~255" 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" WheelPosition="0" Colour="0,0,0" /> <Function ID="2" Name="LEE 790 – Moroccan Pink" Display="'LEE 790 – Moroccan Pink'" Dmx="10~16" Colour="0,0,0" /> <Function ID="3" Name="LEE 157 – Pink" Display="'LEE 157 – Pink'" Dmx="17~23" Colour="0,0,0" /> <Function ID="4" Name="LEE 332 – Special Rose Pink" Display="'LEE 332 – Special Rose Pink'" Dmx="24~30" Colour="0,0,0" /> <Function ID="5" Name="LEE 328 – Follies Pink" Display="'LEE 328 – Follies Pink'" Dmx="31~37" Colour="0,0,0" /> <Function ID="6" Name="LEE 345 – Fuchsia Pink" Display="'LEE 345 – Fuchsia Pink'" Dmx="38~44" Colour="0,0,0" /> <Function ID="7" Name="LEE 194 – Surprise Pink" Display="'LEE 194 – Surprise Pink'" Dmx="45~51" Colour="0,0,0" /> <Function ID="8" Name="LEE 181 – Congo Blue" Display="'LEE 181 – Congo Blue'" Dmx="52~58" Colour="0,0,0" /> <Function ID="9" Name="LEE 071 – Tokyo Blue" Display="'LEE 071 – Tokyo Blue'" Dmx="59~65" Colour="0,0,0" /> <Function ID="10" Name="LEE 120 – Deep Blue " Display="'LEE 120 – Deep Blue'" Dmx="66~72" Colour="0,0,0" /> <Function ID="11" Name="LEE 079 – Just Blue" Display="'LEE 079 – Just Blue'" Dmx="73~79" Colour="0,0,0" /> <Function ID="12" Name="LEE 132 – Medium Blue" Display="'LEE 132 – Medium Blue'" Dmx="80~86" Colour="0,0,0" /> <Function ID="13" Name="LEE 200 – Double CT Blue" Display="'LEE 200 – Double CT Blue'" Dmx="87~93" Colour="0,0,0" /> <Function ID="14" Name="LEE 161 – State Blue" Display="'LEE 161 – State Blue'" Dmx="94~100" Colour="0,0,0" /> <Function ID="15" Name="LEE 201 – Full CT Blue" Display="'LEE 201 – Full CT Blue'" Dmx="101~107" Colour="0,0,0" /> <Function ID="16" Name="LEE 202 – Half CT Blue" Display="'LEE 202 – Half CT Blue'" Dmx="108~114" Colour="0,0,0" /> <Function ID="17" Name="LEE 117 – Steel Blue" Display="'LEE 117 – Steel Blue'" Dmx="115~121" Colour="0,0,0" /> <Function ID="18" Name="LEE 353 – Lighter Blue" Display="'LEE 353 – Lighter Blue'" Dmx="122~128" Colour="0,0,0" /> <Function ID="19" Name="LEE 118 – Light Blue" Display="'LEE 118 – Light Blue'" Dmx="129~135" Colour="0,0,0" /> <Function ID="20" Name="LEE 116 – Medium Blue Green" Display="'LEE 116 – Medium Blue Green'" Dmx="136~142" Colour="0,0,0" /> <Function ID="21" Name="LEE 124 – Dark Green" Display="'LEE 124 – Dark Green'" Dmx="143~149" Colour="0,0,0" /> <Function ID="22" Name="LEE 139 – Primary Green" Display="'LEE 139 – Primary Green'" Dmx="150~156" Colour="0,0,0" /> <Function ID="23" Name="LEE 089 – Moss Green" Display="'LEE 089 – Moss Green'" Dmx="157~163" Colour="0,0,0" /> <Function ID="24" Name="LEE 122 – Fern Green" Display="'LEE 122 – Fern Green'" Dmx="164~170" Colour="0,0,0" /> <Function ID="25" Name="LEE 738 – JAS Green" Display="'LEE 738 – JAS Green'" Dmx="171~177" Colour="0,0,0" /> <Function ID="26" Name="LEE 088 – Lime Green" Display="'LEE 088 – Lime Green'" Dmx="178~184" Colour="0,0,0" /> <Function ID="27" Name="LEE 100 – Spring Yellow" Display="'LEE 100 – Spring Yellow'" Dmx="185~191" Colour="0,0,0" /> <Function ID="28" Name="LEE 104 – Deep Amber" Display="'LEE 104 – Deep Amber'" Dmx="192~198" Colour="0,0,0" /> <Function ID="29" Name="LEE 179 – Chrome Orange" Display="'LEE 179 – Chrome Orange'" Dmx="199~205" Colour="0,0,0" /> <Function ID="30" Name="LEE 105 – Orange" Display="'LEE 105 – Orange'" Dmx="206~212" Colour="0,0,0" /> <Function ID="31" Name="LEE 021 – Gold Amber" Display="'LEE 021 – Gold Amber'" Dmx="213~219" Colour="0,0,0" /> <Function ID="32" Name="LEE 778 – Millennium Gold" Display="'LEE 778 – Millennium Gold'" Dmx="220~226" Colour="0,0,0" /> <Function ID="33" Name="LEE 135 – Deep Gold Amber" Display="'LEE 135 – Deep Gold Amber'" Dmx="227~233" Colour="0,0,0" /> <Function ID="34" Name="LEE 164 – Flame Red" Display="'LEE 164 – Flame Red'" Dmx="234~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="16~40" /> <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="41~65" /> <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="66~90" /> <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="91~115" /> <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="116~140" /> <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="141~165" /> <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="166~190" /> <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="191~215" /> <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="216~240" /> <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="241~255" /> </Attribute> <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Speed (no fade)" Display="'Speed (no fade) %.1f%%',0.0~100.0" Dmx="1~127" /> <Function ID="3" Name="Speed (w/ fade)" Display="'Speed (w/ fade) %.1f%%',0.0~100.0" Dmx="128~255" /> </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="14 DMX" Channels="14" Id="64b80772-ba8b-4d0a-8799-e69e8dec46d7"> <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="b5d79e01-2855-4a03-9d0e-18b0c3d36b4c" /> <Include /> <Cells> <Master> <Attribute ID="Control" ChannelOffset="1" Wheel="28" /> <Attribute ID="Frost" ChannelOffset="2" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> <Attribute ID="Master_Dimmer" ChannelOffset="4,5" Wheel="4" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Amber" Wheel="40" /> <Attribute ID="CCT" ChannelOffset="11" Wheel="7" /> <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="8" /> <Attribute ID="Effect" ChannelOffset="13" Wheel="22" /> <Attribute ID="Effect_Spd" ChannelOffset="14" Wheel="23" /> </Master> <Cell ID="Cell1" Name="White" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="RGBA" ChannelOffset="7" ModeLink="RGBA cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="30 DMX" Channels="30" Id="cd9e2088-8697-43b4-8565-0b7149e78b8e"> <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="37fc23fb-5c29-4016-83dc-3cfa413960c1" /> <Include /> <Cells> <Master> <Attribute ID="Control" ChannelOffset="1" Wheel="28" /> <Attribute ID="Frost" ChannelOffset="2" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> <Attribute ID="Master_Dimmer" ChannelOffset="4,5" Wheel="4" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Amber" Wheel="40" /> </Master> <Cell ID="Cell1" Name="White 1" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="RGBA 1" ChannelOffset="7" ModeLink="RGBA cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="White 2" ChannelOffset="11" ModeLink="Dim cell" X="1" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="RGBA 2" ChannelOffset="12" ModeLink="RGBA cell" X="1" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="White 3" ChannelOffset="16" ModeLink="Dim cell" X="2" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="RGBA 3" ChannelOffset="17" ModeLink="RGBA cell" X="2" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="White 4" ChannelOffset="21" ModeLink="Dim cell" X="3" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="RGBA 4" ChannelOffset="22" ModeLink="RGBA cell" X="3" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="White 5" ChannelOffset="26" ModeLink="Dim cell" X="4" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell10" Name="RGBA 5" ChannelOffset="27" ModeLink="RGBA cell" X="4" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Dim cell" Channels="1" Hidden="True" Id="76d6906e-54e0-4ece-8694-f1cb3579dead"> <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="Dimmer" ChannelOffset="1" Wheel="1" /> </Include> </Mode> <Mode Name="RGBA cell" Channels="4" Hidden="True" Id="e89356b7-ce74-43fd-a400-2e59d8098672"> <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Linear"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Square"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Inv Square"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="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="Dim Spd Fast"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Smooth"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Tungsten"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Invert Pixel Off"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Invert Pixel On"> <Set Channel="Control:27" 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:1" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:4:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>