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Robe Robin BMFL WashBeam (Robe_Robin BMFL WashBeam.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Robin BMFL WashBeam" ShortName="BMFL WsBm" Company="Robe" Version="12"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>5f334068-a15c-446a-b2b9-834f4c9b9353</Thumbnail> <History Date="02-07-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="15-04-16" Author="Nic Morris" Comment="Renamed control function and associated macro from 'silent' to 'quiet' in response to manufacturer request." Version="2" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="3" /> <History Date="17-08-16" Author="Nic Morris" Comment="Fixed Graphic Anim function names." Version="4" /> <History Date="08-11-16" Author="Nic Morris" Comment="Added Home Pos control functions and macros in response to manufacturer request." Version="5" /> <History Date="12-08-17" Author="Nic Morris" Comment="Added LightMaster (LM)/ RoboSpot (RS) control functions and macros in reponse to manufacturer request." Version="6" /> <History Date="01-09-17" Author="Nic Morris" Comment="Minor revision to LM/RS control function and macro names." Version="7" /> <History Date="14-01-18" Author="Nic Morris" Comment="Added product thumbnail. Revised colour 1 index ranges. Changed all colour index ranges to full field." Version="8" /> <History Date="14-01-18" Author="Nic Morris" Comment="Added gobo swatches. Added channel counts to mode names. Inverted zoom." Version="9" /> <History Date="14-01-18" Author="Nic Morris" Comment="Changed blade controls to single variable functions for compatibility. Standardised across range." Version="10" /> <History Date="14-01-18" Author="Nic Morris" Comment="Added gobo and iris palettes." Version="11" /> <History Date="22-11-23" Author="Nic Morris" Comment="Added RDM ID's" Version="12" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="21075" ModelID="175" /> </RDM> <AtlaBase TypeID="5bd4b5b2-0fad-49a6-90be-8567d1b56917" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~2" /> <Function ID="2" Name="Max Speed" Display="'Max Speed'" Dmx="1~1" /> <Function ID="3" Name="Standard" Display="'Standard'" Dmx="0~0" /> </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="Wired DMX" Display="'Wired DMX'" Dmx="10~14" /> <Function ID="3" Name="Wireless DMX" Display="'Wireless DMX'" Dmx="15~19" /> <Function ID="4" Name="P/T Speed" Display="'P/T Speed'" Dmx="90~94" /> <Function ID="5" Name="P/T Time" Display="'P/T Time'" Dmx="95~99" /> <Function ID="6" Name="Move in Dark ON" Display="'Move in Dark ON'" Dmx="100~104" /> <Function ID="7" Name="Move in Dark OFF" Display="'Move in Dark OFF'" Dmx="105~109" /> <Function ID="8" Name="Col in Dark ON" Display="'Col in Dark ON'" Dmx="110~114" /> <Function ID="9" Name="Col in Dark OFF" Display="'Col in Dark OFF'" Dmx="115~119" /> <Function ID="10" Name="Reserved" Display="'Reserved'" Dmx="120~124" /> <Function ID="11" Name="Reserved" Display="'Reserved'" Dmx="125~129" /> <Function ID="12" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="13" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="14" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="15" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="16" Name="Reset Dim/ Shutter" Display="'Reset Dim/ Shutter'" Dmx="170~179" /> <Function ID="17" Name="Reset Beam" Display="'Reset Beam'" Dmx="180~189" /> <Function ID="18" Name="Reset Iris" Display="'Reset Iris'" Dmx="190~199" /> <Function ID="19" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="20" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> <Function ID="21" Name="Graphic Display ON" Display="'Graphic Display ON'" Dmx="20~24" /> <Function ID="22" Name="Graphic Display OFF" Display="'Graphic Display OFF'" Dmx="25~29" /> <Function ID="23" Name="Reserved" Display="'Reserved'" Dmx="30~34" /> <Function ID="24" Name="Lamp 1500W" Display="'Lamp 1500W'" Dmx="35~39" /> <Function ID="25" Name="Lamp 1700W" Display="'Lamp 1700W'" Dmx="40~44" /> <Function ID="26" Name="Dimmer Linear" Display="'Dimmer Linear'" Dmx="55~59" /> <Function ID="27" Name="Dimmer Square" Display="'Dimmer Square'" Dmx="50~54" /> <Function ID="28" Name="Quiet Mode" Display="'Quiet Mode'" Dmx="45~49" /> <Function ID="29" Name="Fans Auto" Display="'Fans Auto'" Dmx="60~64" /> <Function ID="30" Name="Fans High" Display="'Fans High'" Dmx="65~69" /> <Function ID="31" Name="Home Pos ON" Display="'Home Pos ON'" Dmx="70~74" /> <Function ID="32" Name="Home Pos OFF" Display="'Home Pos OFF'" Dmx="75~79" /> <Function ID="33" Name="LM/RS Enabled" Display="'LM/RS Enabled'" Dmx="240~244" /> <Function ID="34" Name="LM/RS Disabled except handle faders + P/T" Display="'LM/RS Disabled except handle faders + P/T'" Dmx="245~249" /> <Function ID="35" Name="LM/RS Disabled except P/T @ LM" Display="'LM/RS Disabled except P/T @ LM'" Dmx="250~255" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 1 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8,9,10,11,12,13,14" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="15,16,17,18,19,20" If="'Colour1Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Deep Red" Display="'Deep Red'" Dmx="33410~35723" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Deep Blue" Display="'Deep Blue'" Dmx="35980~38293" WheelPosition="2" Colour="0,0,255" /> <Function ID="4" Name="Orange" Display="'Orange'" Dmx="38550~40863" WheelPosition="3" Colour="255,100,0" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="41120~43433" WheelPosition="4" Colour="0,255,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="43690~46003" WheelPosition="5" Colour="255,0,255" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="46260~48573" WheelPosition="6" Colour="100,0,255" /> <Function ID="8" Name="Op - Rd" Display="'Op - Rd %.1f%%',0.0~100.0" Dmx="0~4626" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="Rd - Blu" Display="'Rd - Blu %.1f%%',0.0~100.0" Dmx="4626~9509" WheelPosition="1" Colour="255,0,0" /> <Function ID="10" Name="Blu - Org" Display="'Blu - Org %.1f%%',0.0~100.0" Dmx="9509~14135" WheelPosition="2" Colour="0,0,255" /> <Function ID="11" Name="Org - Grn" Display="'Org - Grn %.1f%%',0.0~100.0" Dmx="14135~18761" WheelPosition="3" Colour="255,100,0" /> <Function ID="12" Name="Grn - Mag" Display="'Grn - Mag %.1f%%',0.0~100.0" Dmx="18761~23387" WheelPosition="4" Colour="0,255,0" /> <Function ID="13" Name="Mag - UV" Display="'Mag - UV %.1f%%',0.0~100.0" Dmx="23387~28270" WheelPosition="5" Colour="255,0,255" /> <Function ID="14" Name="UV - Op" Display="'UV - Op %.1f%%',0.0~100.0" Dmx="28270~32639" WheelPosition="6" Colour="100,0,255" /> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="255,255,255" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~55255" Colour="0,0,0" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="255,255,255" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="56026~62451" Colour="0,0,0" /> <Function ID="19" Name="Audio Rand" Display="'Audio Rand'" Dmx="62708~63993" Colour="255,255,255" /> <Function ID="20" Name="Auto Rand" Display="'Auto Rand %.1f%%',0.0~100.0" Dmx="65535~64250" Colour="255,255,255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour2Func'==1" /> <Condition Name="Index" ID="8,9,10,11,12,13,14" If="'Colour2Func'==2" /> <Condition Name="Scroll" ID="15,16,17,18,19,20" If="'Colour2Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Pink" Display="'Pink'" Dmx="33410~35723" WheelPosition="1" Colour="255,150,150" /> <Function ID="3" Name="Lavender" Display="'Lavender'" Dmx="35980~38293" WheelPosition="2" Colour="200,100,255" /> <Function ID="4" Name="Laser Green" Display="'Laser Green'" Dmx="38550~40863" WheelPosition="3" Colour="50,255,50" /> <Function ID="5" Name="CTB" Display="'CTB'" Dmx="41120~43433" WheelPosition="4" Colour="200,200,255" /> <Function ID="6" Name="Minus 1/1 Green" Display="'Minus 1/1 Green'" Dmx="43690~46003" WheelPosition="5" Colour="200,255,255" /> <Function ID="7" Name="Minus 1/2 Green" Display="'Minus 1/2 Green'" Dmx="46260~48573" WheelPosition="6" Colour="200,255,255" /> <Function ID="8" Name="Op - Pk" Display="'Op - Pk %.1f%%',0.0~100.0" Dmx="0~4626" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="Pk - Lav" Display="'Pk - Lav %.1f%%',0.0~100.0" Dmx="4626~9509" WheelPosition="1" Colour="255,150,150" /> <Function ID="10" Name="Lav - Grn" Display="'Lav - Grn %.1f%%',0.0~100.0" Dmx="9509~14135" WheelPosition="2" Colour="200,100,255" /> <Function ID="11" Name="Grn - CTB" Display="'Grn - CTB %.1f%%',0.0~100.0" Dmx="14135~18761" WheelPosition="3" Colour="50,255,50" /> <Function ID="12" Name="CTB - M1/1" Display="'CTB - M1/1 %.1f%%',0.0~100.0" Dmx="18761~23387" WheelPosition="4" Colour="200,200,255" /> <Function ID="13" Name="M 1/1 - M 1/2" Display="'M 1/1 - M 1/2 %.1f%%',0.0~100.0" Dmx="23387~28270" WheelPosition="5" Colour="200,255,255" /> <Function ID="14" Name="M 1/2 - Op" Display="'M 1/2 - Op %.1f%%',0.0~100.0" Dmx="28270~32639" WheelPosition="6" Colour="200,255,255" /> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="255,255,255" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~55255" Colour="0,0,0" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="255,255,255" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="56026~62451" Colour="0,0,0" /> <Function ID="19" Name="Audio Rand" Display="'Audio Rand'" Dmx="62708~63993" Colour="255,255,255" /> <Function ID="20" Name="Auto Rand" Display="'Auto Rand %.1f%%',0.0~100.0" Dmx="65535~64250" Colour="255,255,255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </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="Macro 1" Display="'Macro 1'" Dmx="8~9" Colour="0,0,0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="10~11" Colour="0,0,0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="12~13" Colour="0,0,0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="14~15" Colour="0,0,0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="16~17" Colour="0,0,0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="18~19" Colour="0,0,0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="20~21" Colour="0,0,0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="22~23" Colour="0,0,0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="24~25" Colour="0,0,0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="26~27" Colour="0,0,0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="28~29" Colour="0,0,0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="30~31" Colour="0,0,0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="32~33" Colour="0,0,0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="34~35" Colour="0,0,0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="36~37" Colour="0,0,0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="38~39" Colour="0,0,0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="40~41" Colour="0,0,0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="42~43" Colour="0,0,0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="44~45" Colour="0,0,0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="46~47" Colour="0,0,0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="48~49" Colour="0,0,0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="50~51" Colour="0,0,0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="52~53" Colour="0,0,0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="54~55" Colour="0,0,0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="56~57" Colour="0,0,0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="58~59" Colour="0,0,0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="60~61" Colour="0,0,0" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="62~63" Colour="0,0,0" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="64~65" Colour="0,0,0" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="66~67" Colour="0,0,0" /> <Function ID="32" Name="LEE 4" Display="'LEE 4'" Dmx="68~69" Colour="0,0,0" /> <Function ID="33" Name="LEE 10" Display="'LEE 10'" Dmx="70~71" Colour="0,0,0" /> <Function ID="34" Name="LEE 19" Display="'LEE 19'" Dmx="72~73" Colour="0,0,0" /> <Function ID="35" Name="LEE 26" Display="'LEE 26'" Dmx="74~75" Colour="0,0,0" /> <Function ID="36" Name="LEE 58" Display="'LEE 58'" Dmx="76~77" Colour="0,0,0" /> <Function ID="37" Name="LEE 68" Display="'LEE 68'" Dmx="78~79" Colour="0,0,0" /> <Function ID="38" Name="LEE 71" Display="'LEE 71'" Dmx="80~81" Colour="0,0,0" /> <Function ID="39" Name="LEE 79" Display="'LEE 79'" Dmx="82~83" Colour="0,0,0" /> <Function ID="40" Name="LEE 88" Display="'LEE 88'" Dmx="84~85" Colour="0,0,0" /> <Function ID="41" Name="LEE 90" Display="'LEE 90'" Dmx="86~87" Colour="0,0,0" /> <Function ID="42" Name="LEE 100" Display="'LEE 100'" Dmx="88~89" Colour="0,0,0" /> <Function ID="43" Name="LEE 101" Display="'LEE 101'" Dmx="90~91" Colour="0,0,0" /> <Function ID="44" Name="LEE 102" Display="'LEE 102'" Dmx="92~93" Colour="0,0,0" /> <Function ID="45" Name="LEE 103" Display="'LEE 103'" Dmx="94~95" Colour="0,0,0" /> <Function ID="46" Name="LEE 104" Display="'LEE 104'" Dmx="96~97" Colour="0,0,0" /> <Function ID="47" Name="LEE 105" Display="'LEE 105'" Dmx="98~99" Colour="0,0,0" /> <Function ID="48" Name="LEE 106" Display="'LEE 106'" Dmx="100~101" Colour="0,0,0" /> <Function ID="49" Name="LEE 111" Display="'LEE 111'" Dmx="102~103" Colour="0,0,0" /> <Function ID="50" Name="LEE 115" Display="'LEE 115'" Dmx="104~105" Colour="0,0,0" /> <Function ID="51" Name="LEE 116" Display="'LEE 116'" Dmx="106~107" Colour="0,0,0" /> <Function ID="52" Name="LEE 117" Display="'LEE 117'" Dmx="108~109" Colour="0,0,0" /> <Function ID="53" Name="LEE 118" Display="'LEE 118'" Dmx="110~111" Colour="0,0,0" /> <Function ID="54" Name="LEE 119" Display="'LEE 119'" Dmx="112~113" Colour="0,0,0" /> <Function ID="55" Name="LEE 120" Display="'LEE 120'" Dmx="114~115" Colour="0,0,0" /> <Function ID="56" Name="LEE 121" Display="'LEE 121'" Dmx="116~117" Colour="0,0,0" /> <Function ID="57" Name="LEE 128" Display="'LEE 128'" Dmx="118~119" Colour="0,0,0" /> <Function ID="58" Name="LEE 131" Display="'LEE 131'" Dmx="120~121" Colour="0,0,0" /> <Function ID="59" Name="LEE 132" Display="'LEE 132'" Dmx="122~123" Colour="0,0,0" /> <Function ID="60" Name="LEE 134" Display="'LEE 134'" Dmx="124~125" Colour="0,0,0" /> <Function ID="61" Name="LEE 135" Display="'LEE 135'" Dmx="126~127" Colour="0,0,0" /> <Function ID="62" Name="LEE 136" Display="'LEE 136'" Dmx="128~129" Colour="0,0,0" /> <Function ID="63" Name="LEE 137" Display="'LEE 137'" Dmx="130~131" Colour="0,0,0" /> <Function ID="64" Name="LEE 138" Display="'LEE 138'" Dmx="132~133" Colour="0,0,0" /> <Function ID="65" Name="LEE 139" Display="'LEE 139'" Dmx="134~135" Colour="0,0,0" /> <Function ID="66" Name="LEE 141" Display="'LEE 141'" Dmx="136~137" Colour="0,0,0" /> <Function ID="67" Name="LEE 147" Display="'LEE 147'" Dmx="138~139" Colour="0,0,0" /> <Function ID="68" Name="LEE 148" Display="'LEE 148'" Dmx="140~141" Colour="0,0,0" /> <Function ID="69" Name="LEE 152" Display="'LEE 152'" Dmx="142~143" Colour="0,0,0" /> <Function ID="70" Name="LEE 154" Display="'LEE 154'" Dmx="144~145" Colour="0,0,0" /> <Function ID="71" Name="LEE 157" Display="'LEE 157'" Dmx="146~147" Colour="0,0,0" /> <Function ID="72" Name="LEE 158" Display="'LEE 158'" Dmx="148~149" Colour="0,0,0" /> <Function ID="73" Name="LEE 162" Display="'LEE 162'" Dmx="150~151" Colour="0,0,0" /> <Function ID="74" Name="LEE 164" Display="'LEE 164'" Dmx="152~153" Colour="0,0,0" /> <Function ID="75" Name="LEE 165" Display="'LEE 165'" Dmx="154~155" Colour="0,0,0" /> <Function ID="76" Name="LEE 169" Display="'LEE 169'" Dmx="156~157" Colour="0,0,0" /> <Function ID="77" Name="LEE 170" Display="'LEE 170'" Dmx="158~159" Colour="0,0,0" /> <Function ID="78" Name="LEE 172" Display="'LEE 172'" Dmx="160~161" Colour="0,0,0" /> <Function ID="79" Name="LEE 179" Display="'LEE 179'" Dmx="162~163" Colour="0,0,0" /> <Function ID="80" Name="LEE 180" Display="'LEE 180'" Dmx="164~165" Colour="0,0,0" /> <Function ID="81" Name="LEE 181" Display="'LEE 181'" Dmx="166~167" Colour="0,0,0" /> <Function ID="82" Name="LEE 197" Display="'LEE 197'" Dmx="168~169" Colour="0,0,0" /> <Function ID="83" Name="LEE 201" Display="'LEE 201'" Dmx="170~171" Colour="0,0,0" /> <Function ID="84" Name="LEE 202" Display="'LEE 202'" Dmx="172~173" Colour="0,0,0" /> <Function ID="85" Name="LEE 203" Display="'LEE 203'" Dmx="174~175" Colour="0,0,0" /> <Function ID="86" Name="LEE 204" Display="'LEE 204'" Dmx="176~177" Colour="0,0,0" /> <Function ID="87" Name="LEE 205" Display="'LEE 205'" Dmx="178~179" Colour="0,0,0" /> <Function ID="88" Name="LEE 206" Display="'LEE 206'" Dmx="180~181" Colour="0,0,0" /> <Function ID="89" Name="LEE 247" Display="'LEE 247'" Dmx="182~183" Colour="0,0,0" /> <Function ID="90" Name="LEE 248" Display="'LEE 248'" Dmx="184~185" Colour="0,0,0" /> <Function ID="91" Name="LEE 281" Display="'LEE 281'" Dmx="186~187" Colour="0,0,0" /> <Function ID="92" Name="LEE 285" Display="'LEE 285'" Dmx="188~189" Colour="0,0,0" /> <Function ID="93" Name="LEE 352" Display="'LEE 352'" Dmx="190~191" Colour="0,0,0" /> <Function ID="94" Name="LEE 353" Display="'LEE 353'" Dmx="192~193" Colour="0,0,0" /> <Function ID="95" Name="LEE 715" Display="'LEE 715'" Dmx="194~195" Colour="0,0,0" /> <Function ID="96" Name="LEE 778" Display="'LEE 778'" Dmx="196~197" Colour="0,0,0" /> <Function ID="97" Name="LEE 793" Display="'LEE 793'" Dmx="198~199" Colour="0,0,0" /> <Function ID="98" Name="Audio Rand" Display="'Audio Rand'" Dmx="244~249" Colour="0,0,0" /> <Function ID="99" Name="Auto Rand" Display="'Auto Rand %.f%%',0~100" Dmx="255~250" Colour="0,0,0" /> </Attribute> <Attribute ID="Effect_Speed" Name="Effect Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Colour_Time" Name="Colour Time" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Time" Display="'Time %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Beam_Time" Name="Beam Time" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Time" Display="'Time %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Graphic_Position" Name="Graphic Position" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="20~127" /> <Function ID="3" Name="Ramp Full" Display="'Ramp Full %.f%%',0~100" Dmx="170~128" WheelPosition="0" /> <Function ID="4" Name="Ramp Half" Display="'Ramp Half %.f%%',0~100" Dmx="213~171" WheelPosition="0" /> <Function ID="5" Name="Half to Full" Display="'Half to Full %.f%%',0~100" Dmx="255~214" WheelPosition="0" /> </Attribute> <Attribute ID="Graphic_Rot" Name="Graphic Rot" Description="" Group="E"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" /> </Attribute> <Attribute ID="Graphic_Anim" Name="Graphic Anim" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Col Macro 1" Display="'Col Macro 1'" Dmx="8~9" /> <Function ID="3" Name="Col Macro 2" Display="'Col Macro 2'" Dmx="10~11" /> <Function ID="4" Name="Col Macro 3" Display="'Col Macro 3'" Dmx="12~13" /> <Function ID="5" Name="Col Macro 4" Display="'Col Macro 4'" Dmx="14~15" /> <Function ID="6" Name="Col Macro 5" Display="'Col Macro 5'" Dmx="16~17" /> <Function ID="7" Name="Col Macro 6" Display="'Col Macro 6'" Dmx="18~19" /> <Function ID="8" Name="Col Macro 7" Display="'Col Macro 7'" Dmx="20~21" /> <Function ID="9" Name="Col Macro 8" Display="'Col Macro 8'" Dmx="22~23" /> <Function ID="10" Name="Col Macro 9" Display="'Col Macro 9'" Dmx="24~25" /> <Function ID="11" Name="Col Macro 10" Display="'Col Macro 10'" Dmx="26~27" /> <Function ID="12" Name="B+W Macro 1" Display="'B+W Macro 1'" Dmx="28~29" /> <Function ID="13" Name="B+W Macro 2" Display="'B+W Macro 2'" Dmx="30~31" /> <Function ID="14" Name="B+W Macro 3" Display="'B+W Macro 3'" Dmx="32~33" /> <Function ID="15" Name="B+W Macro 4" Display="'B+W Macro 4'" Dmx="34~35" /> <Function ID="16" Name="B+W Macro 5" Display="'B+W Macro 5'" Dmx="36~37" /> <Function ID="17" Name="B+W Macro 6" Display="'B+W Macro 6'" Dmx="38~39" /> <Function ID="18" Name="B+W Macro 7" Display="'B+W Macro 7'" Dmx="40~41" /> <Function ID="19" Name="B+W Macro 8" Display="'B+W Macro 8'" Dmx="42~43" /> <Function ID="20" Name="B+W Macro 9" Display="'B+W Macro 9'" Dmx="44~45" /> <Function ID="21" Name="B+W Macro 10" Display="'B+W Macro 10'" Dmx="46~47" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1" /> <Condition Name="Fixed Spin" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==2" /> <Condition Name="Shake Index" ID="15,16,17,18,19,20,21" If="'Gobo1Func'==3" /> <Condition Name="Shake Spin" ID="22,23,24,25,26,27,28" If="'Gobo1Func'==4" /> <Condition Name="Scroll" ID="29,30,31,32,33,34" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5df67d24-81d6-48ca-af17-730b3d3f8567</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~8" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4541e1fa-2897-41de-9b93-799882aebd03</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="9~13" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e3db00b6-3e8f-4873-b2aa-97cc9831ec43</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="14~17" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5fd7922f-adf5-49ab-a75b-38013be7b162</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="18~22" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>595ae2c6-eabc-412a-a56b-ded56467f79a</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="23~26" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>149b24df-33a4-43d4-96bc-6b4575f84800</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="27~31" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e1e21cfe-6dd2-4c6f-be0a-43274aff8f2e</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>5df67d24-81d6-48ca-af17-730b3d3f8567</Swatch> </Function> <Function ID="9" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~35" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4541e1fa-2897-41de-9b93-799882aebd03</Swatch> </Function> <Function ID="10" Name="Gobo 2" Display="'Gobo 2'" Dmx="36~40" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e3db00b6-3e8f-4873-b2aa-97cc9831ec43</Swatch> </Function> <Function ID="11" Name="Gobo 3" Display="'Gobo 3'" Dmx="41~44" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5fd7922f-adf5-49ab-a75b-38013be7b162</Swatch> </Function> <Function ID="12" Name="Gobo 4" Display="'Gobo 4'" Dmx="45~49" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>595ae2c6-eabc-412a-a56b-ded56467f79a</Swatch> </Function> <Function ID="13" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~54" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>149b24df-33a4-43d4-96bc-6b4575f84800</Swatch> </Function> <Function ID="14" Name="Gobo 6" Display="'Gobo 6'" Dmx="55~59" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e1e21cfe-6dd2-4c6f-be0a-43274aff8f2e</Swatch> </Function> <Function ID="15" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>5df67d24-81d6-48ca-af17-730b3d3f8567</Swatch> </Function> <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~71" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4541e1fa-2897-41de-9b93-799882aebd03</Swatch> </Function> <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="72~83" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e3db00b6-3e8f-4873-b2aa-97cc9831ec43</Swatch> </Function> <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="84~95" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5fd7922f-adf5-49ab-a75b-38013be7b162</Swatch> </Function> <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="96~106" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>595ae2c6-eabc-412a-a56b-ded56467f79a</Swatch> </Function> <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="107~118" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>149b24df-33a4-43d4-96bc-6b4575f84800</Swatch> </Function> <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="119~129" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e1e21cfe-6dd2-4c6f-be0a-43274aff8f2e</Swatch> </Function> <Function ID="22" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>5df67d24-81d6-48ca-af17-730b3d3f8567</Swatch> </Function> <Function ID="23" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~141" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4541e1fa-2897-41de-9b93-799882aebd03</Swatch> </Function> <Function ID="24" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="142~153" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e3db00b6-3e8f-4873-b2aa-97cc9831ec43</Swatch> </Function> <Function ID="25" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="154~165" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5fd7922f-adf5-49ab-a75b-38013be7b162</Swatch> </Function> <Function ID="26" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="166~176" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>595ae2c6-eabc-412a-a56b-ded56467f79a</Swatch> </Function> <Function ID="27" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="177~188" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>149b24df-33a4-43d4-96bc-6b4575f84800</Swatch> </Function> <Function ID="28" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="189~199" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e1e21cfe-6dd2-4c6f-be0a-43274aff8f2e</Swatch> </Function> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~221" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~243" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="33" Name="Audio Rand" Display="'Audio Rand'" Dmx="244~249" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="34" Name="Auto Rand" Display="'Auto Rand %.f%%',0~100" Dmx="255~250" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="257~32639" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33153~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Light_Frost" Name="Light Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="0~254" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Full Bm Edge" Display="'Full Bm Edge'" Dmx="255~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Medium_Frost" Name="Medium Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="0~254" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Full Bm Edge" Display="'Full Bm Edge'" Dmx="255~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Heavy_Frost" Name="Heavy Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="0~254" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Full Bm Edge" Display="'Full Bm Edge'" Dmx="255~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="49087~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.2f%%',0.00~100.00" Dmx="49344~56283" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.2f%%',100.00~0.00" Dmx="56540~63479" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Rnd Op Pls Fast" Display="'Rnd Op Pls Fast'" Dmx="63736~63993" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Rnd Op Pls Slow" Display="'Rnd Op Pls Slow'" Dmx="64250~64507" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Rnd Cls Pls Fast" Display="'Rnd Cls Pls Fast'" Dmx="64764~65021" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Rnd Cls Pls Slow" Display="'Rnd Cls Pls Slow'" Dmx="65278~65535" Iris="0~0" Zoom="0~0" /> </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" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Reserved" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_1" Name="Blade 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_1_Rot" Name="Blade 1 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2" Name="Blade 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_2_Rot" Name="Blade 2 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_3" Name="Blade 3" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_3_Rot" Name="Blade 3 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4" Name="Blade 4" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_4_Rot" Name="Blade 4 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_Macro" Name="Blade Macro" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="4~7" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="8~11" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="12~15" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="16~19" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="20~23" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="24~27" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="28~31" Iris="0~0" Zoom="0~0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="32~35" Iris="0~0" Zoom="0~0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="36~39" Iris="0~0" Zoom="0~0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="40~43" Iris="0~0" Zoom="0~0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="44~47" Iris="0~0" Zoom="0~0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="48~51" Iris="0~0" Zoom="0~0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="52~55" Iris="0~0" Zoom="0~0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="56~59" Iris="0~0" Zoom="0~0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="60~63" Iris="0~0" Zoom="0~0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="64~67" Iris="0~0" Zoom="0~0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="68~71" Iris="0~0" Zoom="0~0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="72~75" Iris="0~0" Zoom="0~0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="76~79" Iris="0~0" Zoom="0~0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="80~83" Iris="0~0" Zoom="0~0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="84~87" Iris="0~0" Zoom="0~0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="88~91" Iris="0~0" Zoom="0~0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="92~95" Iris="0~0" Zoom="0~0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="96~99" Iris="0~0" Zoom="0~0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="100~103" Iris="0~0" Zoom="0~0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="104~107" Iris="0~0" Zoom="0~0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="108~111" Iris="0~0" Zoom="0~0" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="112~115" Iris="0~0" Zoom="0~0" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="116~119" Iris="0~0" Zoom="0~0" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="120~123" Iris="0~0" Zoom="0~0" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="124~127" Iris="0~0" Zoom="0~0" /> <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="128~131" Iris="0~0" Zoom="0~0" /> <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="132~135" Iris="0~0" Zoom="0~0" /> <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="136~139" Iris="0~0" Zoom="0~0" /> <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="140~143" Iris="0~0" Zoom="0~0" /> <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="144~147" Iris="0~0" Zoom="0~0" /> <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="148~151" Iris="0~0" Zoom="0~0" /> <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="152~155" Iris="0~0" Zoom="0~0" /> <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="156~159" Iris="0~0" Zoom="0~0" /> <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="160~163" Iris="0~0" Zoom="0~0" /> <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="164~167" Iris="0~0" Zoom="0~0" /> <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="168~171" Iris="0~0" Zoom="0~0" /> <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="172~175" Iris="0~0" Zoom="0~0" /> <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="176~179" Iris="0~0" Zoom="0~0" /> <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="180~183" Iris="0~0" Zoom="0~0" /> <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="184~187" Iris="0~0" Zoom="0~0" /> <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="188~191" Iris="0~0" Zoom="0~0" /> <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="192~195" Iris="0~0" Zoom="0~0" /> <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="196~199" Iris="0~0" Zoom="0~0" /> <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="200~203" Iris="0~0" Zoom="0~0" /> <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="204~207" Iris="0~0" Zoom="0~0" /> <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="208~211" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_Mac_Spd" Name="Blade Mac Spd" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" Intensity="0~0" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" Intensity="0~0" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="144~159" Intensity="0~0" /> <Function ID="7" Name="Zap" Display="'Zap %.f%%',0~100" Dmx="160~191" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> </Control> <Mode Name="Mode 1, 48 DMX" Channels="48" Id="a8fb7de9-2b03-40d6-acde-7502dbfde781"> <Import PearlRef="RORBMWB1" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="0c5448ab-14be-4634-9b4e-ebc2f11e8ec4" /> <Include> <Attribute ID="Shutter" ChannelOffset="46" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="47,48" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7,8" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="9,10" Wheel="38" /> <Attribute ID="Cyan" ChannelOffset="11" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="12" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="13" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="14" Wheel="67" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="22" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="23,24" Wheel="15" /> <Attribute ID="Light_Frost" ChannelOffset="25" Wheel="169" /> <Attribute ID="Medium_Frost" ChannelOffset="26" Wheel="170" /> <Attribute ID="Heavy_Frost" ChannelOffset="27" Wheel="171" /> <Attribute ID="Iris" ChannelOffset="28,29" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="30,31" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="32,33" Wheel="20" /> <Attribute ID="Blade_All_Rot" ChannelOffset="35" Wheel="111" /> <Attribute ID="Blade_1" ChannelOffset="36" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="37" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="38" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="39" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="40" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="41" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="42" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="43" Wheel="110" /> <Attribute ID="Blade_Macro" ChannelOffset="44" Wheel="139" /> <Attribute ID="Blade_Mac_Spd" ChannelOffset="45" Wheel="140" /> <Attribute ID="Graphic_Position" ChannelOffset="19" Wheel="52" /> <Attribute ID="Graphic_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Graphic_Anim" ChannelOffset="21" Wheel="53" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="29" /> <Attribute ID="Colour_Macro" ChannelOffset="15" Wheel="9" /> <Attribute ID="Effect_Speed" ChannelOffset="16" Wheel="26" /> <Attribute ID="Colour_Time" ChannelOffset="17" Wheel="27" /> <Attribute ID="Beam_Time" ChannelOffset="18" Wheel="28" /> <Attribute ID="Reserved" ChannelOffset="34" Wheel="30" /> </Include> </Mode> <Mode Name="Mode 2, 41 DMX" Channels="41" Id="1485d5a8-2b37-49da-883c-bdb7fd21a700"> <Import PearlRef="RORBMWB2" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="2" /> </RDM> <AtlaBase ModeID="3f5e5f13-cb07-46da-b186-5d48b5252225" /> <Include> <Attribute ID="Shutter" ChannelOffset="40" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="41" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="8" Wheel="38" /> <Attribute ID="Cyan" ChannelOffset="9" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="10" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="11" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="12" Wheel="67" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="20" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="21" Wheel="15" /> <Attribute ID="Light_Frost" ChannelOffset="22" Wheel="169" /> <Attribute ID="Medium_Frost" ChannelOffset="23" Wheel="170" /> <Attribute ID="Heavy_Frost" ChannelOffset="24" Wheel="171" /> <Attribute ID="Iris" ChannelOffset="25" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="26" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="27" Wheel="20" /> <Attribute ID="Blade_All_Rot" ChannelOffset="29" Wheel="111" /> <Attribute ID="Blade_1" ChannelOffset="30" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="31" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="32" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="33" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="34" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="35" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="36" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="37" Wheel="110" /> <Attribute ID="Blade_Macro" ChannelOffset="38" Wheel="139" /> <Attribute ID="Blade_Mac_Spd" ChannelOffset="39" Wheel="140" /> <Attribute ID="Graphic_Position" ChannelOffset="17" Wheel="52" /> <Attribute ID="Graphic_Rot" ChannelOffset="18" Wheel="54" /> <Attribute ID="Graphic_Anim" ChannelOffset="19" Wheel="53" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="29" /> <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="9" /> <Attribute ID="Effect_Speed" ChannelOffset="14" Wheel="26" /> <Attribute ID="Colour_Time" ChannelOffset="15" Wheel="27" /> <Attribute ID="Beam_Time" ChannelOffset="16" Wheel="28" /> <Attribute ID="Reserved" ChannelOffset="28" Wheel="30" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Dim/ Shutter"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Iris"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp 1500W"> <Set Channel="Control:24,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Lamp 1700W"> <Set Channel="Control:25,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Wired DMX"> <Set Channel="Control:2,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Wireless DMX"> <Set Channel="Control:3,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Speed"> <Set Channel="Control:4,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Time"> <Set Channel="Control:5,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark ON"> <Set Channel="Control:6,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark OFF"> <Set Channel="Control:7,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark ON"> <Set Channel="Control:8,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark OFF"> <Set Channel="Control:9,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Graphic Display ON"> <Set Channel="Control:21,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Graphic Display OFF"> <Set Channel="Control:22,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dimmer Linear"> <Set Channel="Control:26,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dimmer Square"> <Set Channel="Control:27,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Quiet Mode"> <Set Channel="Control:28,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fans Auto"> <Set Channel="Control:29,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fans High"> <Set Channel="Control:30,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Home Pos ON"> <Set Channel="Control:31,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Home Pos OFF"> <Set Channel="Control:32,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="LM/RS Enabled"> <Set Channel="Control:33,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="LM/RS Disabled except handle faders + P/T"> <Set Channel="Control:34,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="LM/RS Disabled except P/T @ LM"> <Set Channel="Control:35,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:8,Gobo1Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:9,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:10,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:11,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" 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SetControl="Pan:1:69,Tilt:1:31" /> </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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" 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" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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