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ADJ Encore FR Pro WW (ADJ_Encore FR Pro WW.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Encore FR Pro WW" ShortName="EnFrProWW" Company="ADJ" Version="1"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>ddcdbdd1-31ff-4e41-9f0f-54c88ead9b97</Thumbnail> <History Date="21-03-23" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_Encore FR Pro WW.d4 to ADJ_Encore FR Pro WW.d4." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="b1ad1298-0416-4642-b67e-f6935ed2dc2d" /> <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 %.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="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </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="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="65535~0" /> </Attribute> <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" /> <Function ID="2" Name="Standard" Display="'Standard'" Dmx="21~40" /> <Function ID="3" Name="Stage" Display="'Stage'" Dmx="41~60" /> <Function ID="4" Name="TV" Display="'TV'" Dmx="61~80" /> <Function ID="5" Name="Architectural" Display="'Architectural'" Dmx="81~100" /> <Function ID="6" Name="Theatre" Display="'Theatre'" Dmx="101~120" /> <Function ID="7" Name="Stage 2" Display="'Stage 2'" Dmx="121~140" /> <Function ID="8" Name="Dim Spd 0.1s" Display="'Dim Spd 0.1s'" Dmx="141~141" /> <Function ID="9" Name="Dim Spd 0.2s" Display="'Dim Spd 0.2s'" Dmx="142~142" /> <Function ID="10" Name="Dim Spd 0.3s" Display="'Dim Spd 0.3s'" Dmx="143~143" /> <Function ID="11" Name="Dim Spd 0.4s" Display="'Dim Spd 0.4s'" Dmx="144~144" /> <Function ID="12" Name="Dim Spd 0.5s" Display="'Dim Spd 0.5s'" Dmx="145~145" /> <Function ID="13" Name="Dim Spd 0.6s" Display="'Dim Spd 0.6s'" Dmx="146~146" /> <Function ID="14" Name="Dim Spd 0.7s" Display="'Dim Spd 0.7s'" Dmx="147~147" /> <Function ID="15" Name="Dim Spd 0.8s" Display="'Dim Spd 0.8s'" Dmx="148~148" /> <Function ID="16" Name="Dim Spd 0.9s" Display="'Dim Spd 0.9s'" Dmx="149~149" /> <Function ID="17" Name="Dim Spd 1.0s" Display="'Dim Spd 1.0s'" Dmx="150~150" /> <Function ID="18" Name="Dim Spd 1.5s" Display="'Dim Spd 1.5s'" Dmx="151~151" /> <Function ID="19" Name="Dim Spd 2.0s" Display="'Dim Spd 2.0s'" Dmx="152~152" /> <Function ID="20" Name="Dim Spd 3.0s" Display="'Dim Spd 3.0s'" Dmx="153~153" /> <Function ID="21" Name="Dim Spd 4.0s" Display="'Dim Spd 4.0s'" Dmx="154~154" /> <Function ID="22" Name="Dim Spd 5.0s" Display="'Dim Spd 5.0s'" Dmx="155~155" /> <Function ID="23" Name="Dim Spd 6.0s" Display="'Dim Spd 6.0s'" Dmx="156~156" /> <Function ID="24" Name="Dim Spd 7.0s" Display="'Dim Spd 7.0s'" Dmx="157~157" /> <Function ID="25" Name="Dim Spd 8.0s" Display="'Dim Spd 8.0s'" Dmx="158~158" /> <Function ID="26" Name="Dim Spd 9.0s" Display="'Dim Spd 9.0s'" Dmx="159~159" /> <Function ID="27" Name="Dim Spd 10.0s" Display="'Dim Spd 10.0s'" Dmx="160~160" /> <Function ID="28" Name="Default" Display="'Default'" Dmx="161~255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Square" Display="'Square'" Dmx="0~0" /> <Function ID="2" Name="Linear" Display="'Linear'" Dmx="21~40" /> <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="41~60" /> <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="61~80" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Default Refresh Rate (1200 Hz)" Display="'Default Refresh Rate (1200 Hz)'" Dmx="0~0" /> <Function ID="2" Name="900Hz" Display="'900Hz'" Dmx="11~11" /> <Function ID="3" Name="910Hz" Display="'910Hz'" Dmx="12~12" /> <Function ID="4" Name="920Hz" Display="'920Hz'" Dmx="13~13" /> <Function ID="5" Name="930Hz" Display="'930Hz'" Dmx="14~14" /> <Function ID="6" Name="940Hz" Display="'940Hz'" Dmx="15~15" /> <Function ID="7" Name="950Hz" Display="'950Hz'" Dmx="16~16" /> <Function ID="8" Name="960Hz" Display="'960Hz'" Dmx="17~17" /> <Function ID="9" Name="970Hz" Display="'970Hz'" Dmx="18~18" /> <Function ID="10" Name="980Hz" Display="'980Hz'" Dmx="19~19" /> <Function ID="11" Name="990Hz" Display="'990Hz'" Dmx="20~20" /> <Function ID="12" Name="1000Hz" Display="'1000Hz'" Dmx="21~21" /> <Function ID="13" Name="1010Hz" Display="'1010Hz'" Dmx="22~22" /> <Function ID="14" Name="1020Hz" Display="'1020Hz'" Dmx="23~23" /> <Function ID="15" Name="1030Hz" Display="'1030Hz'" Dmx="24~24" /> <Function ID="16" Name="1040Hz" Display="'1040Hz'" Dmx="25~25" /> <Function ID="17" Name="1050Hz" Display="'1050Hz'" Dmx="26~26" /> <Function ID="18" Name="1060Hz" Display="'1060Hz'" Dmx="27~27" /> <Function ID="19" Name="1070Hz" Display="'1070Hz'" Dmx="28~28" /> <Function ID="20" Name="1080Hz" Display="'1080Hz'" Dmx="29~29" /> <Function ID="21" Name="1090Hz" Display="'1090Hz'" Dmx="30~30" /> <Function ID="22" Name="1100Hz" Display="'1100Hz'" Dmx="31~31" /> <Function ID="23" Name="1110Hz" Display="'1110Hz'" Dmx="32~32" /> <Function ID="24" Name="1120Hz" Display="'1120Hz'" Dmx="33~33" /> <Function ID="25" Name="1130Hz" Display="'1130Hz'" Dmx="34~34" /> <Function ID="26" Name="1140Hz" Display="'1140Hz'" Dmx="35~35" /> <Function ID="27" Name="1150Hz" Display="'1150Hz'" Dmx="36~36" /> <Function ID="28" Name="1160Hz" Display="'1160Hz'" Dmx="37~37" /> <Function ID="29" Name="1170Hz" Display="'1170Hz'" Dmx="38~38" /> <Function ID="30" Name="1180Hz" Display="'1180Hz'" Dmx="39~39" /> <Function ID="31" Name="1190Hz" Display="'1190Hz'" Dmx="40~40" /> <Function ID="32" Name="1210Hz" Display="'1210Hz'" Dmx="41~41" /> <Function ID="33" Name="1220Hz" Display="'1220Hz'" Dmx="42~42" /> <Function ID="34" Name="1230Hz" Display="'1230Hz'" Dmx="43~43" /> <Function ID="35" Name="1240Hz" Display="'1240Hz'" Dmx="44~44" /> <Function ID="36" Name="1250Hz" Display="'1250Hz'" Dmx="45~45" /> <Function ID="37" Name="1260Hz" Display="'1260Hz'" Dmx="46~46" /> <Function ID="38" Name="1270Hz" Display="'1270Hz'" Dmx="47~47" /> <Function ID="39" Name="1280Hz" Display="'1280Hz'" Dmx="48~48" /> <Function ID="40" Name="1290Hz" Display="'1290Hz'" Dmx="49~49" /> <Function ID="41" Name="1300Hz" Display="'1300Hz'" Dmx="50~50" /> <Function ID="42" Name="1310Hz" Display="'1310Hz'" Dmx="51~51" /> <Function ID="43" Name="1320Hz" Display="'1320Hz'" Dmx="52~52" /> <Function ID="44" Name="1330Hz" Display="'1330Hz'" Dmx="53~53" /> <Function ID="45" Name="1340Hz" Display="'1340Hz'" Dmx="54~54" /> <Function ID="46" Name="1350Hz" Display="'1350Hz'" Dmx="55~55" /> <Function ID="47" Name="1360Hz" Display="'1360Hz'" Dmx="56~56" /> <Function ID="48" Name="1370Hz" Display="'1370Hz'" Dmx="57~57" /> <Function ID="49" Name="1380Hz" Display="'1380Hz'" Dmx="58~58" /> <Function ID="50" Name="1390Hz" Display="'1390Hz'" Dmx="59~59" /> <Function ID="51" Name="1400Hz" Display="'1400Hz'" Dmx="60~60" /> <Function ID="52" Name="1410Hz" Display="'1410Hz'" Dmx="61~61" /> <Function ID="53" Name="1420Hz" Display="'1420Hz'" Dmx="62~62" /> <Function ID="54" Name="1430Hz" Display="'1430Hz'" Dmx="63~63" /> <Function ID="55" Name="1440Hz" Display="'1440Hz'" Dmx="64~64" /> <Function ID="56" Name="1450Hz" Display="'1450Hz'" Dmx="65~65" /> <Function ID="57" Name="1460Hz" Display="'1460Hz'" Dmx="66~66" /> <Function ID="58" Name="1470Hz" Display="'1470Hz'" Dmx="67~67" /> <Function ID="59" Name="1480Hz" Display="'1480Hz'" Dmx="68~68" /> <Function ID="60" Name="1490Hz" Display="'1490Hz'" Dmx="69~69" /> <Function ID="61" Name="1500Hz" Display="'1500Hz'" Dmx="70~70" /> <Function ID="62" Name="2500Hz" Display="'2500Hz'" Dmx="71~71" /> <Function ID="63" Name="4000Hz" Display="'4000Hz'" Dmx="72~72" /> <Function ID="64" Name="5000Hz" Display="'5000Hz'" Dmx="73~73" /> <Function ID="65" Name="6000Hz" Display="'6000Hz'" Dmx="74~74" /> <Function ID="66" Name="10kHz" Display="'10kHz'" Dmx="75~75" /> <Function ID="67" Name="15kHz" Display="'15kHz'" Dmx="76~76" /> <Function ID="68" Name="20kHz" Display="'20kHz'" Dmx="77~77" /> <Function ID="69" Name="25kHz" Display="'25kHz'" Dmx="78~78" /> <Function ID="70" Name="Disable LED Refresh Rate" Display="'Disable LED Refresh Rate'" Dmx="79~79" /> <Function ID="71" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="80~89" /> <Function ID="72" Name="Fan Low" Display="'Fan Low'" Dmx="100~105" /> <Function ID="73" Name="Fan High" Display="'Fan High'" Dmx="106~111" /> <Function ID="74" Name="Fan Auto" Display="'Fan Auto'" Dmx="112~117" /> </Attribute> </Control> <Mode Name="2 DMX" Channels="2"> <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="e791346e-4e77-4ac5-9656-a90e31457307" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" /> </Include> </Mode> <Mode Name="4 DMX" Channels="4"> <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="b8241dfa-2f52-48b3-ae34-7e46d1ec3a97" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" /> <Attribute ID="Control" ChannelOffset="4" Wheel="28" /> </Include> </Mode> <Mode Name="6 DMX" Channels="6"> <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="9b0a11e5-a242-4217-a0db-5f128b7d56e2" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" /> <Attribute ID="Dim_Mode" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="28" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8"> <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="020208f2-540c-40d1-ae0b-e27ac45bb6d5" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="4,5" Wheel="19" /> <Attribute ID="Dim_Mode" ChannelOffset="6" Wheel="25" /> <Attribute ID="Dim_Curve" ChannelOffset="7" Wheel="26" /> <Attribute ID="Control" ChannelOffset="8" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="900Hz"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="910Hz"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="920Hz"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="930Hz"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="940Hz"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="950Hz"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="960Hz"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="970Hz"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="980Hz"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="990Hz"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1000Hz"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1010Hz"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1020Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1030Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1040Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1050Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1060Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1070Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1080Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1090Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1100Hz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1110Hz"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1120Hz"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1130Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1140Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1150Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1160Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1170Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1180Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1190Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1210Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1220Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1230Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1240Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1250Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1260Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1270Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1280Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1290Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1300Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1310Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1320Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1330Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1340Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1350Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1360Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1370Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1380Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1390Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1400Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1410Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1420Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1430Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1440Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1450Hz"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1460Hz"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1470Hz"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1480Hz"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1490Hz"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1500Hz"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2500Hz"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="4000Hz"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="5000Hz"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="6000Hz"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="10kHz"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="15kHz"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="20kHz"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25kHz"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Disable LED Refresh Rate"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <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="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>