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Robe Robin iEsprite LTL WB (Robe_Robin iEsprite LTL WB.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Robin iEsprite LTL WB" ShortName="iEspLTL WB" Company="Robe" Version="38"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>b199d710-d16e-461e-a49e-f77351904ac1</Thumbnail> <History Date="27-03-19" Author="Nic Morris" Comment="Created (v0.9)" Version="1" /> <History Date="30-08-19" Author="Nic Morris" Comment="Changed name from Espritt to Esprite and updated in line with v1.1 charts in response to manufacturer request (adds max intensity control and boost mode control functions and macros)" Version="2" /> <History Date="13-11-19" Author="Nic Morris" Comment="Fixed colour CCW scroll DMX range. Added product thumbnail. Added gobo swatches." Version="3" /> <History Date="12-12-19" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail" Version="4" /> <History Date="10-08-20" Author="Nic Morris" Comment="Created from Robe Esprite" Version="5" /> <History Date="17-08-20" Author="Nic Morris" Comment="Corrected CTO locate value in response to manufacturer request." Version="7" /> <History Date="28-08-20" Author="Nic Morris" Comment="Updated in line with v1.2 charts in response to manufacturer request (removes combined frost function and adds green shift control)" Version="8" /> <History Date="25-09-20" Author="Nic Morris" Comment="Updated in line with v1.3 charts in response to manufacturer request." Version="10" /> <History Date="20-11-20" Author="Nic Morris" Comment="Updated in line with v1.5 charts (minor change to gobo scroll ranges)." Version="11" /> <History Date="20-01-21" Author="Nic Morris" Comment="Added product thumbnail. Added gobo swatches" Version="12" /> <History Date="22-02-21" Author="Nic Morris" Comment="Updated in line with v1.6 charts in response to manufacturer request (adds quiet mode fan control functions and macros)" Version="13" /> <History Date="22-02-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="13" /> <History Date="24-03-21" Author="Nic Morris" Comment="Updated in line with v1.7 charts in response to manufacturer request (removes control boost modes and macros)" Version="15" /> <History Date="24-05-21" Author="Nic Morris" Comment="Updated in line with v1.8 charts in response to manufacturer request (adds gobo indexing and revises quiet mode control functions and macros)" Version="16" /> <History Date="16-08-21" Author="Nic Morris" Comment="Updated in line with v1.9 charts in response to manufacturer request (adds focus tracking control functions and macros)." Version="17" /> <History Date="30-11-21" Author="Nic Morris" Comment="Updated in line wtih v2.0 charts in response to manufacturer request (adds ultra square dim curve control function and macro)" Version="18" /> <History Date="28-02-22" Author="Nic Morris" Comment="Revised CTO display range from 2700-6000 to 3000-6700K in line with v2.0 charts in response to manufacturer request." Version="19" /> <History Date="23-09-22" Author="Nic Morris" Comment="Updated in line with v2.3 charts in response to manufacturer request (adds mode 2 and super quiet fan mode control function and macro)" Version="20" /> <History Date="19-10-22" Author="Nic Morris" Comment="Created from Robe Robin FORTE (identical except for minor differences in control functions/macros)" Version="22" /> <History Date="22-10-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="23" /> <History Date="17-02-23" Author="Nic Morris" Comment="Updated in line with v1.2 charts in response to manufacturer request (adds standby and pressure test control functions and macros)" Version="24" /> <History Date="17-04-23" Author="Nic Morris" Comment="Created from Robe Robin iFORTE" Version="25" /> <History Date="20-07-23" Author="Nic Morris" Comment="Changed name from Robin iFORTE LT to Robin iFORTE LTX and updated in line with v1.1 charts in response to manufacturer request (adds LT Follow Spot Mode control functions and macros)" Version="26" /> <History Date="21-09-23" Author="Nic Morris" Comment="Changed name from Robin iFORTE LTX to Robin iFORTE LTX WB and added product thumbail for release version." Version="27" /> <History Date="10-11-23" Author="Nic Morris" Comment="Added Atlabase ID's. Fixed duplicated references in gobo rot condition if statements. Updated in line with v1.4 charts in response to manufacturer request." Version="28" /> <History Date="22-11-23" Author="Nic Morris" Comment="Added RDM ID's" Version="29" /> <History Date="11-12-23" Author="Nic Morris" Comment="Added gobo swatches" Version="30" /> <History Date="13-11-24" Author="Nic Morris" Comment="Created from Robe Robin iFORTE LTX WB" Version="31" /> <History Date="06-02-25" Author="Nic Morris" Comment="Added product thumbnail" Version="36" /> <History Date="07-02-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="37" /> <History Date="25-03-25" Author="Nic Morris" Comment="Added gobo swatches" Version="38" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="21075" /> </RDM> <AtlaBase TypeID="ea473785-f389-4437-9968-38a39fbd988d" /> <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="Standby On" Display="'Standby On'" Dmx="6~6" /> <Function ID="3" Name="Standby Off" Display="'Standby Off'" Dmx="7~7" /> <Function ID="4" Name="Pressure Test On" Display="'Pressure Test On'" Dmx="8~8" /> <Function ID="5" Name="Pressure Test Off" Display="'Pressure Test Off'" Dmx="9~9" /> <Function ID="6" Name="Wired DMX" Display="'Wired DMX'" Dmx="10~14" /> <Function ID="7" Name="Wireless DMX" Display="'Wireless DMX'" Dmx="15~19" /> <Function ID="8" Name="Display On" Display="'Display On'" Dmx="20~24" /> <Function ID="9" Name="Display Off" Display="'Display Off'" Dmx="25~29" /> <Function ID="10" Name="Quiet Mode: Fans On at B/O" Display="'Quiet Mode: Fans On at B/O'" Dmx="30~31" /> <Function ID="11" Name="Quiet Mode: Fans Off at B/O" Display="'Quiet Mode: Fans Off at B/O'" Dmx="32~33" /> <Function ID="12" Name="Dim Super Square" Display="'Dim Super Square'" Dmx="34~35" /> <Function ID="13" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="40~44" /> <Function ID="14" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="45~49" /> <Function ID="15" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="50~54" /> <Function ID="16" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="55~59" /> <Function ID="17" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="60~64" /> <Function ID="18" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="65~69" /> <Function ID="19" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="70~74" /> <Function ID="20" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="75~79" /> <Function ID="21" Name="Fan Auto" Display="'Fan Auto'" Dmx="80~84" /> <Function ID="22" Name="Fan High" Display="'Fan High'" Dmx="85~89" /> <Function ID="23" Name="Focus Tracking On" Display="'Focus Tracking On'" Dmx="100~104" /> <Function ID="24" Name="Focus Tracking Off" Display="'Focus Tracking Off'" Dmx="105~109" /> <Function ID="25" Name="Dim Square" Display="'Dim Square'" Dmx="110~114" /> <Function ID="26" Name="Dim Linear" Display="'Dim Linear'" Dmx="115~119" /> <Function ID="27" Name="Parking Pos On" Display="'Parking Pos On'" Dmx="120~124" /> <Function ID="28" Name="Parking Pos Off" Display="'Parking Pos Off'" Dmx="125~129" /> <Function ID="29" Name="Reset no P/T" Display="'Reset no P/T'" Dmx="130~139" /> <Function ID="30" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="31" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="32" Name="Reset Gobo/Effect" Display="'Reset Gobo/Effect'" Dmx="160~169" /> <Function ID="33" Name="Reset Pan" Display="'Reset Pan'" Dmx="170~174" /> <Function ID="34" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="175~179" /> <Function ID="35" Name="Reset Beam" Display="'Reset Beam'" Dmx="180~189" /> <Function ID="36" Name="Reset Iris/Frames" Display="'Reset Iris/Frames'" Dmx="190~199" /> <Function ID="37" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="38" Name="Gobo Indexing: Max Spd+Shortcut" Display="'Gobo Indexing: Max Spd+Shortcut'" Dmx="219~220" /> <Function ID="39" Name="Gobo Indexing: Follow Spd+Direction" Display="'Gobo Indexing: Follow Spd+Direction'" Dmx="221~222" /> <Function ID="40" Name="Gobo Indexing: Max Spd+Follow Direction" Display="'Gobo Indexing: Max Spd+Follow Direction'" Dmx="223~224" /> <Function ID="41" Name="RoboSpot Enabled" Display="'RoboSpot Enabled'" Dmx="225~229" /> <Function ID="42" Name="RoboSpot (Handle Faders+P/T only)" Display="'RoboSpot (Handle Faders+P/T only)'" Dmx="230~234" /> <Function ID="43" Name="RoboSpot Disabled" Display="'RoboSpot Disabled'" Dmx="235~239" /> <Function ID="44" Name="Quiet Mode" Display="'Quiet Mode'" Dmx="240~240" /> <Function ID="45" Name="Fan Speed" Display="'Fan Speed %.f%%',0~100" Dmx="241~255" /> </Attribute> <Attribute ID="LED_Freq_Sel" Name="LED Freq Sel" Description="" Group="S"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="300Hz" Display="'300Hz'" Dmx="5~9" /> <Function ID="3" Name="600Hz" Display="'600Hz'" Dmx="10~10" /> <Function ID="4" Name="1200Hz" Display="'1200Hz'" Dmx="15~19" /> <Function ID="5" Name="2400Hz" Display="'2400Hz'" Dmx="20~24" /> <Function ID="6" Name="Reserved" Display="'Reserved %.f',25~255" Dmx="25~255" /> </Attribute> <Attribute ID="LED_Freq_Adj" Name="LED Freq Adj" Description="" Group="S"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Selected" Display="'Selected'" Dmx="0~0" /> <Function ID="2" Name="-" Display="'- %.f',126~1" Dmx="2~127" /> <Function ID="3" Name="Selected" Display="'Selected'" Dmx="128~128" /> <Function ID="4" Name="+" Display="'+ %.f',1~126" Dmx="129~254" /> <Function ID="5" Name="Selected" Display="'Selected'" Dmx="255~255" /> </Attribute> <Attribute ID="Max_Intensity" Name="Max Intensity" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Indicate Drop" Display="'Indicate Drop'" Dmx="11~20" /> <Function ID="3" Name="Set 6-10% Drop (Red)" Display="'Set 6-10% Drop (Red)'" Dmx="21~30" /> <Function ID="4" Name="Set 11-15% Drop (Green)" Display="'Set 11-15% Drop (Green)'" Dmx="31~40" /> <Function ID="5" Name="Set 16-20% Drop (Blue)" Display="'Set 16-20% Drop (Blue)'" Dmx="41~50" /> <Function ID="6" Name="Set 21-25% Drop (Cyan)" Display="'Set 21-25% Drop (Cyan)'" Dmx="51~60" /> <Function ID="7" Name="Set 26-30% Drop (Magenta)" Display="'Set 26-30% Drop (Magenta)'" Dmx="61~70" /> <Function ID="8" Name="Set 31-35% Drop (Yellow)" Display="'Set 31-35% Drop (Yellow)'" Dmx="71~80" /> <Function ID="9" Name="Set 36-40% Drop (Orange)" Display="'Set 36-40% Drop (Orange)'" Dmx="81~90" /> <Function ID="10" Name="Original Intensity (White)" Display="'Original Intensity (White)'" Dmx="91~100" /> </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="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="5" 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" If="'Colour1Func'==1" /> <Condition Name="Index" ID="7,8,9,10,11,12,13" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="14,15,16,17" If="'Colour1Func'==3" /> <Condition Name="Random" ID="18,19" If="'Colour1Func'==4" /> <Else ID="20" /> <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="33410~36237" WheelPosition="1" Colour="200,0,0" /> <Function ID="3" Name="Deep Blue" Display="'Deep Blue'" Dmx="36494~39321" WheelPosition="2" Colour="0,0,200" /> <Function ID="4" Name="Orange" Display="'Orange'" Dmx="39578~42405" WheelPosition="3" Colour="255,150,0" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="42662~45489" WheelPosition="4" Colour="0,255,0" /> <Function ID="6" Name="Congo Blue" Display="'Congo Blue'" Dmx="45746~48573" WheelPosition="5" Colour="100,0,200" /> <Function ID="7" Name="Op - D Rd" Display="'Op - D Rd %.2f%%',0.00~100.00" Dmx="0~5397" WheelPosition="0" Colour="255,255,255" /> <Function ID="8" Name="D Rd - D Blu" Display="'D Rd - D Blu %.2f%%',0.00~100.00" Dmx="5397~11051" WheelPosition="1" Colour="200,0,0" /> <Function ID="9" Name="D Blu - Org" Display="'D Blu - Org %.2f%%',0.00~100.00" Dmx="11051~16448" WheelPosition="2" Colour="0,0,200" /> <Function ID="10" Name="Org - Grn" Display="'Org - Grn %.2f%%',0.00~100.00" Dmx="16448~22102" WheelPosition="3" Colour="255,150,0" /> <Function ID="11" Name="Grn - C Blu" Display="'Grn - C Blu %.2f%%',0.00~100.00" Dmx="22102~27499" WheelPosition="4" Colour="0,255,0" /> <Function ID="12" Name="C Blu - Op" Display="'C Blu - Op %.2f%%',0.00~100.00" Dmx="27499~33153" WheelPosition="5" Colour="100,0,200" /> <Function ID="13" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~33153" Colour="0,0,0" /> <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="15" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~55255" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="17" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="56026~62451" Colour="0,0,0" /> <Function ID="18" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="19" Name="Rand Auto" Display="'Rand Auto %.1f%%',0.0~100.0" Dmx="65535~64250" Colour="255,255,255" /> <Function ID="20" 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="Random" Display="'Random'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="5" 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" If="'Colour2Func'==1" /> <Condition Name="Index" ID="7,8,9,10,11,12,13" If="'Colour2Func'==2" /> <Condition Name="Scroll" ID="14,15,16,17" If="'Colour2Func'==3" /> <Condition Name="Random" ID="18,19" If="'Colour2Func'==4" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Multicolour" Display="'Multicolour'" Dmx="33410~36237" WheelPosition="1" Colour="255,255,255" /> <Function ID="3" Name="Laser Green" Display="'Laser Green'" Dmx="36494~39321" WheelPosition="2" Colour="0,255,0" /> <Function ID="4" Name="Lavender" Display="'Lavender'" Dmx="39578~42405" WheelPosition="3" Colour="200,150,255" /> <Function ID="5" Name="Filter CRI 80" Display="'Filter CRI 80'" Dmx="42662~45489" WheelPosition="4" Colour="255,255,255" /> <Function ID="6" Name="Filter CRI 90" Display="'Filter CRI 90'" Dmx="45746~48573" WheelPosition="5" Colour="255,255,255" /> <Function ID="7" Name="Op - Multi" Display="'Op - Multi %.2f%%',0.00~100.00" Dmx="0~5397" WheelPosition="0" Colour="255,255,255" /> <Function ID="8" Name="Multi - L Grn" Display="'Multi - L Grn %.2f%%',0.00~100.00" Dmx="5397~11051" WheelPosition="1" Colour="255,255,255" /> <Function ID="9" Name="L Grn - Lav" Display="'L Grn - Lav %.2f%%',0.00~100.00" Dmx="11051~16448" WheelPosition="2" Colour="0,255,0" /> <Function ID="10" Name="Lav - CRI 80" Display="'Lav - CRI 80 %.2f%%',0.00~100.00" Dmx="16448~22102" WheelPosition="3" Colour="200,150,255" /> <Function ID="11" Name="CRI 80 - CRI 90" Display="'CRI 80 - CRI 90 %.2f%%',0.00~100.00" Dmx="22102~27499" WheelPosition="4" Colour="255,255,255" /> <Function ID="12" Name="CRI 90 - Op" Display="'CRI 90 - Op %.2f%%',0.00~100.00" Dmx="27499~33153" WheelPosition="5" Colour="255,255,255" /> <Function ID="13" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~33153" Colour="0,0,0" /> <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="15" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~55255" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="17" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="56026~62451" Colour="0,0,0" /> <Function ID="18" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="19" Name="Rand Auto" Display="'Rand Auto %.1f%%',0.0~100.0" Dmx="65535~64250" Colour="255,255,255" /> <Function ID="20" 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="Green_Shift" Name="Green Shift" Description="" Group="C"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="No Shift" Display="'No Shift'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="- Green" Display="'- Green %.1f%%',100.0~0.0" Dmx="1~127" Colour="255,255,255" /> <Function ID="3" Name="No Shift" Display="'No Shift'" Dmx="128~128" Colour="255,255,255" /> <Function ID="4" Name="+ Green" Display="'+ Green %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Virtual_Col" Name="Virtual Col" 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="Filter 4 Med Bastard Amb" Display="'Filter 4 Med Bastard Amb'" Dmx="1~2" Colour="255,255,255" /> <Function ID="3" Name="Filter 10 Med Yellow" Display="'Filter 10 Med Yellow'" Dmx="3~4" Colour="255,255,255" /> <Function ID="4" Name="Filter 19 Fire" Display="'Filter 19 Fire'" Dmx="5~6" Colour="255,255,255" /> <Function ID="5" Name="Filter 26 Bright Red" Display="'Filter 26 Bright Red'" Dmx="7~8" Colour="255,255,255" /> <Function ID="6" Name="Filter 58 Lavender" Display="'Filter 58 Lavender'" Dmx="9~10" Colour="255,255,255" /> <Function ID="7" Name="Filter 68 Sky Blue" Display="'Filter 68 Sky Blue'" Dmx="11~12" Colour="255,255,255" /> <Function ID="8" Name="Filter 71 Tokyo Blue" Display="'Filter 71 Tokyo Blue'" Dmx="13~14" Colour="255,255,255" /> <Function ID="9" Name="Filter 79 Just Blue" Display="'Filter 79 Just Blue'" Dmx="15~16" Colour="255,255,255" /> <Function ID="10" Name="Filter 88 Lime Green" Display="'Filter 88 Lime Green'" Dmx="17~18" Colour="255,255,255" /> <Function ID="11" Name="Filter 90 Dk Yellow Green" Display="'Filter 90 Dk Yellow Green'" Dmx="19~20" Colour="255,255,255" /> <Function ID="12" Name="Filter 100 Spring Yellow" Display="'Filter 100 Spring Yellow'" Dmx="21~22" Colour="255,255,255" /> <Function ID="13" Name="Filter 101 Yellow" Display="'Filter 101 Yellow'" Dmx="23~24" Colour="255,255,255" /> <Function ID="14" Name="Filter 102 Light Amber" Display="'Filter 102 Light Amber'" Dmx="25~26" Colour="255,255,255" /> <Function ID="15" Name="Filter 103 Straw" Display="'Filter 103 Straw'" Dmx="27~28" Colour="255,255,255" /> <Function ID="16" Name="Filter 104 Deep Amber" Display="'Filter 104 Deep Amber'" Dmx="29~30" Colour="255,255,255" /> <Function ID="17" Name="Filter 105 Orange" Display="'Filter 105 Orange'" Dmx="31~32" Colour="255,255,255" /> <Function ID="18" Name="Filter 106 Primary Red" Display="'Filter 106 Primary Red'" Dmx="33~34" Colour="255,255,255" /> <Function ID="19" Name="Filter 111 Dark Pink" Display="'Filter 111 Dark Pink'" Dmx="35~36" Colour="255,255,255" /> <Function ID="20" Name="Filter 115 Peacock Blue" Display="'Filter 115 Peacock Blue'" Dmx="37~38" Colour="255,255,255" /> <Function ID="21" Name="Filter 116 Med Blue Green" Display="'Filter 116 Med Blue Green'" Dmx="39~40" Colour="255,255,255" /> <Function ID="22" Name="Filter 117 Steel Blue" Display="'Filter 117 Steel Blue'" Dmx="41~42" Colour="255,255,255" /> <Function ID="23" Name="Filter 118 Light Blue" Display="'Filter 118 Light Blue'" Dmx="43~44" Colour="255,255,255" /> <Function ID="24" Name="Filter 119 Dark Blue" Display="'Filter 119 Dark Blue'" Dmx="45~46" Colour="255,255,255" /> <Function ID="25" Name="Filter 120 Deep Blue" Display="'Filter 120 Deep Blue'" Dmx="47~48" Colour="255,255,255" /> <Function ID="26" Name="Filter 121 Filter Green" Display="'Filter 121 Filter Green'" Dmx="49~50" Colour="255,255,255" /> <Function ID="27" Name="Filter 128 Bright Pink" Display="'Filter 128 Bright Pink'" Dmx="51~52" Colour="255,255,255" /> <Function ID="28" Name="Filter 131 Marine Blue" Display="'Filter 131 Marine Blue'" Dmx="53~54" Colour="255,255,255" /> <Function ID="29" Name="Filter 132 Medium Blue" Display="'Filter 132 Medium Blue'" Dmx="55~56" Colour="255,255,255" /> <Function ID="30" Name="Filter 134 Golden Amber" Display="'Filter 134 Golden Amber'" Dmx="57~58" Colour="255,255,255" /> <Function ID="31" Name="Filter 135 Deep Golden Amber" Display="'Filter 135 Deep Golden Amber'" Dmx="59~60" Colour="255,255,255" /> <Function ID="32" Name="Filter 136 Pale Lavender" Display="'Filter 136 Pale Lavender'" Dmx="61~62" Colour="255,255,255" /> <Function ID="33" Name="Filter 137 Special Lavender" Display="'Filter 137 Special Lavender'" Dmx="63~64" Colour="255,255,255" /> <Function ID="34" Name="Filter 138 Pale Green" Display="'Filter 138 Pale Green'" Dmx="65~66" Colour="255,255,255" /> <Function ID="35" Name="Filter 139 Primary Green" Display="'Filter 139 Primary Green'" Dmx="67~68" Colour="255,255,255" /> <Function ID="36" Name="Filter 141 Bright Blue" Display="'Filter 141 Bright Blue'" Dmx="69~70" Colour="255,255,255" /> <Function ID="37" Name="Filter 147 Apricot" Display="'Filter 147 Apricot'" Dmx="71~72" Colour="255,255,255" /> <Function ID="38" Name="Filter 148 Bright Rose" Display="'Filter 148 Bright Rose'" Dmx="73~74" Colour="255,255,255" /> <Function ID="39" Name="Filter 152 Pale Gold" Display="'Filter 152 Pale Gold'" Dmx="75~76" Colour="255,255,255" /> <Function ID="40" Name="Filter 154 Pale Rose" Display="'Filter 154 Pale Rose'" Dmx="77~78" Colour="255,255,255" /> <Function ID="41" Name="Filter 157 Pink" Display="'Filter 157 Pink'" Dmx="79~80" Colour="255,255,255" /> <Function ID="42" Name="Filter 158 Deep Orange" Display="'Filter 158 Deep Orange'" Dmx="81~82" Colour="255,255,255" /> <Function ID="43" Name="Filter 162 Bastard Amber" Display="'Filter 162 Bastard Amber'" Dmx="83~84" Colour="255,255,255" /> <Function ID="44" Name="Filter 164 Flame Red" Display="'Filter 164 Flame Red'" Dmx="85~86" Colour="255,255,255" /> <Function ID="45" Name="Filter 165 Daylight Blue" Display="'Filter 165 Daylight Blue'" Dmx="87~88" Colour="255,255,255" /> <Function ID="46" Name="Filter 169 Lilac Tint" Display="'Filter 169 Lilac Tint'" Dmx="89~90" Colour="255,255,255" /> <Function ID="47" Name="Filter 170 Deep Lavender" Display="'Filter 170 Deep Lavender'" Dmx="91~92" Colour="255,255,255" /> <Function ID="48" Name="Filter 172 Lagoon Blue" Display="'Filter 172 Lagoon Blue'" Dmx="93~94" Colour="255,255,255" /> <Function ID="49" Name="Filter 179 Chrome Orange" Display="'Filter 179 Chrome Orange'" Dmx="95~96" Colour="255,255,255" /> <Function ID="50" Name="Filter 180 Dark Lavender" Display="'Filter 180 Dark Lavender'" Dmx="97~98" Colour="255,255,255" /> <Function ID="51" Name="Filter 181 Congo Blue" Display="'Filter 181 Congo Blue'" Dmx="99~100" Colour="255,255,255" /> <Function ID="52" Name="Filter 197 Alice Blue" Display="'Filter 197 Alice Blue'" Dmx="101~102" Colour="255,255,255" /> <Function ID="53" Name="Filter 201 Full CT Blue" Display="'Filter 201 Full CT Blue'" Dmx="103~104" Colour="255,255,255" /> <Function ID="54" Name="Filter 202 Half CT Blue" Display="'Filter 202 Half CT Blue'" Dmx="105~106" Colour="255,255,255" /> <Function ID="55" Name="Filter 203 Quarter CT Blue" Display="'Filter 203 Quarter CT Blue'" Dmx="107~108" Colour="255,255,255" /> <Function ID="56" Name="Filter 204 Full CT Orange" Display="'Filter 204 Full CT Orange'" Dmx="109~110" Colour="255,255,255" /> <Function ID="57" Name="Filter 205 Half CT Orange" Display="'Filter 205 Half CT Orange'" Dmx="111~112" Colour="255,255,255" /> <Function ID="58" Name="Filter 206 Quarter CT Orange" Display="'Filter 206 Quarter CT Orange'" Dmx="113~114" Colour="255,255,255" /> <Function ID="59" Name="Filter 247 Filter Minus Green" Display="'Filter 247 Filter Minus Green'" Dmx="115~116" Colour="255,255,255" /> <Function ID="60" Name="Filter 248 Half Minus Green" Display="'Filter 248 Half Minus Green'" Dmx="117~118" Colour="255,255,255" /> <Function ID="61" Name="Filter 281 Three Quarter CT Blue" Display="'Filter 281 Three Quarter CT Blue'" Dmx="119~120" Colour="255,255,255" /> <Function ID="62" Name="Filter 285 Three Quarter CT Orange" Display="'Filter 285 Three Quarter CT Orange'" Dmx="121~122" Colour="255,255,255" /> <Function ID="63" Name="Filter 352 Glacier Blue" Display="'Filter 352 Glacier Blue'" Dmx="123~124" Colour="255,255,255" /> <Function ID="64" Name="Filter 353 Lighter Blue" Display="'Filter 353 Lighter Blue'" Dmx="125~126" Colour="255,255,255" /> <Function ID="65" Name="Filter 715 Cabana Blue" Display="'Filter 715 Cabana Blue'" Dmx="127~128" Colour="255,255,255" /> <Function ID="66" Name="Filter 778 Millennium Gold" Display="'Filter 778 Millennium Gold'" Dmx="129~130" Colour="255,255,255" /> <Function ID="67" Name="Filter 793 Vanity Fair" Display="'Filter 793 Vanity Fair'" Dmx="131~132" Colour="255,255,255" /> <Function ID="68" Name="Reserved" Display="'Reserved %.f',133~255" Dmx="133~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Effects_Speed" Name="Effects 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_Speed" Name="Colour Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~1" /> <Function ID="2" Name="Off" Display="'Off'" Dmx="0~0" /> </Attribute> <Attribute ID="Beam_Speed" Name="Beam Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~1" /> <Function ID="2" Name="Off" Display="'Off'" Dmx="0~0" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" 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%%',100~0" Dmx="128~170" /> <Function ID="4" Name="Ramp Half" Display="'Ramp Half %.f%%',0~100" Dmx="213~171" /> <Function ID="5" Name="Half to Full" Display="'Half to Full %.f%%',100~0" Dmx="214~255" /> </Attribute> <Attribute ID="Effect_Rot" Name="Effect 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="Effect_Macro" Name="Effect Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Animation" Display="'No Animation'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~9" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="10~11" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="12~13" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="14~15" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="16~17" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="18~19" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="20~21" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="22~23" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="24~25" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="26~27" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="4" Name="Random" Display="'Random'" Dmx="0~0" Update="Gobo1" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo1Func'==3" /> <Condition Name="Random" ID="25,26" If="'Gobo1Func'==4" /> <Else ID="27" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="9~17" WheelPosition="1"> <Swatch>bec80978-6934-41fa-bc2e-7c8c7c499411</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~26" WheelPosition="2"> <Swatch>54547118-004f-4a37-bbe5-4e2ac3f57bae</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="27~35" WheelPosition="3"> <Swatch>8755e4ed-d65b-45ed-8ed4-d2ddf8768ec2</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~44" WheelPosition="4"> <Swatch>9467b6d6-88eb-4921-b0da-296a8f8c63b7</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="45~53" WheelPosition="5"> <Swatch>2298f1a7-e703-4947-9461-3b00181e5b06</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="54~62" WheelPosition="6"> <Swatch>7ee401c9-cb5b-4931-b80c-9af0c510aae0</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="63~71" WheelPosition="7"> <Swatch>2c9164b8-34a6-4834-a87a-6c541dce9dde</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="72~80" WheelPosition="8"> <Swatch>f1856f32-f798-4800-9948-afbdb0a468df</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="81~91" WheelPosition="9"> <Swatch>c1804c34-640d-4e26-abff-e91463c5419d</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="12" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="92~103" WheelPosition="1"> <Swatch>bec80978-6934-41fa-bc2e-7c8c7c499411</Swatch> </Function> <Function ID="13" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="104~115" WheelPosition="2"> <Swatch>54547118-004f-4a37-bbe5-4e2ac3f57bae</Swatch> </Function> <Function ID="14" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="116~127" WheelPosition="3"> <Swatch>8755e4ed-d65b-45ed-8ed4-d2ddf8768ec2</Swatch> </Function> <Function ID="15" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="128~139" WheelPosition="4"> <Swatch>9467b6d6-88eb-4921-b0da-296a8f8c63b7</Swatch> </Function> <Function ID="16" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="140~151" WheelPosition="5"> <Swatch>2298f1a7-e703-4947-9461-3b00181e5b06</Swatch> </Function> <Function ID="17" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="152~163" WheelPosition="6"> <Swatch>7ee401c9-cb5b-4931-b80c-9af0c510aae0</Swatch> </Function> <Function ID="18" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="164~175" WheelPosition="7"> <Swatch>2c9164b8-34a6-4834-a87a-6c541dce9dde</Swatch> </Function> <Function ID="19" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="176~187" WheelPosition="8"> <Swatch>f1856f32-f798-4800-9948-afbdb0a468df</Swatch> </Function> <Function ID="20" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="188~199" WheelPosition="9"> <Swatch>c1804c34-640d-4e26-abff-e91463c5419d</Swatch> </Function> <Function ID="21" Name="Open" Display="'Open'" Dmx="200~201" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="200~201" /> <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" /> <Function ID="25" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="26" Name="Rand Auto" Display="'Rand Auto %.f%%',0~100" Dmx="255~250" /> <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Index Index" Display="'Index Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Index Spin" Display="'Index Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Random" Display="'Random'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7,8,9" If="'Gobo2Func'==1" /> <Condition Name="Fixed Spin" ID="10,11,12,13,14,15,16,17,18" If="'Gobo2Func'==2" /> <Condition Name="Index Index" ID="19,20,21,22,23,24,25,26,27" If="'Gobo2Func'==3" /> <Condition Name="Index Spin" ID="28,29,30,31,32,33,34,35,36" If="'Gobo2Func'==4" /> <Condition Name="Scroll" ID="37,38,39,40" If="'Gobo2Func'==5" /> <Condition Name="Random" ID="41,42" If="'Gobo2Func'==6" /> <Else ID="43" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="2" Name="LT FollowSpot Mode" Display="'LT FollowSpot Mode'" Dmx="3598~4112" WheelPosition="1" /> <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="4369~4883" WheelPosition="2"> <Swatch>2bbe0cc4-08b9-4d96-aac0-fb2d68c8c650</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="5140~5654" WheelPosition="3"> <Swatch>d9ec0b1a-ff63-476b-a144-9020d935a8f9</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="5911~6425" WheelPosition="4"> <Swatch>5ea3e46e-a3b6-4b07-811b-2b88c17a8abf</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="6682~7196" WheelPosition="5"> <Swatch>10a6a001-7eb6-40c9-b763-ef9eb50a432e</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="7453~7967" WheelPosition="6"> <Swatch>d225cf95-e538-494a-a8b7-3cc95fc98af3</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="8224~8738" WheelPosition="7"> <Swatch>e7ed8a7d-a930-4e69-a167-1cd89d34ca4f</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="8995~9509" WheelPosition="8"> <Swatch>a61249c2-14f2-44e6-af1d-9e41d06de9b1</Swatch> </Function> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="11" Name="LT FollowSpot Mode" Display="'LT FollowSpot Mode'" Dmx="9766~10280" WheelPosition="1" /> <Function ID="12" Name="Gobo 1" Display="'Gobo 1'" Dmx="10537~11051" WheelPosition="2"> <Swatch>2bbe0cc4-08b9-4d96-aac0-fb2d68c8c650</Swatch> </Function> <Function ID="13" Name="Gobo 2" Display="'Gobo 2'" Dmx="11308~11822" WheelPosition="3"> <Swatch>d9ec0b1a-ff63-476b-a144-9020d935a8f9</Swatch> </Function> <Function ID="14" Name="Gobo 3" Display="'Gobo 3'" Dmx="12079~12593" WheelPosition="4"> <Swatch>5ea3e46e-a3b6-4b07-811b-2b88c17a8abf</Swatch> </Function> <Function ID="15" Name="Gobo 4" Display="'Gobo 4'" Dmx="12850~13364" WheelPosition="5"> <Swatch>10a6a001-7eb6-40c9-b763-ef9eb50a432e</Swatch> </Function> <Function ID="16" Name="Gobo 5" Display="'Gobo 5'" Dmx="13621~14135" WheelPosition="6"> <Swatch>d225cf95-e538-494a-a8b7-3cc95fc98af3</Swatch> </Function> <Function ID="17" Name="Gobo 6" Display="'Gobo 6'" Dmx="14392~14906" WheelPosition="7"> <Swatch>e7ed8a7d-a930-4e69-a167-1cd89d34ca4f</Swatch> </Function> <Function ID="18" Name="Gobo 7" Display="'Gobo 7'" Dmx="15163~15677" WheelPosition="8"> <Swatch>a61249c2-14f2-44e6-af1d-9e41d06de9b1</Swatch> </Function> <Function ID="19" Name="Open - 1" Display="'Open - 1 %.2f%%',0.00~100.00" Dmx="15360~17733" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="20" Name="Gobo 1 - 2" Display="'Gobo 1 - 2 %.2f%%',0.00~100.00" Dmx="17733~19532" WheelPosition="1"> <Swatch>2bbe0cc4-08b9-4d96-aac0-fb2d68c8c650</Swatch> </Function> <Function ID="21" Name="Gobo 2 - 3" Display="'Gobo 2 - 3 %.2f%%',0.00~100.00" Dmx="19532~21331" WheelPosition="2"> <Swatch>d9ec0b1a-ff63-476b-a144-9020d935a8f9</Swatch> </Function> <Function ID="22" Name="Gobo 3 - 4" Display="'Gobo 3 - 4 %.2f%%',0.00~100.00" Dmx="21331~23130" WheelPosition="3"> <Swatch>5ea3e46e-a3b6-4b07-811b-2b88c17a8abf</Swatch> </Function> <Function ID="23" Name="Gobo 4 - 5" Display="'Gobo 4 - 5 %.2f%%',0.00~100.00" Dmx="23130~24929" WheelPosition="4"> <Swatch>10a6a001-7eb6-40c9-b763-ef9eb50a432e</Swatch> </Function> <Function ID="24" Name="Gobo 5 - 6" Display="'Gobo 5 - 6 %.2f%%',0.00~100.00" Dmx="24929~26728" WheelPosition="5"> <Swatch>d225cf95-e538-494a-a8b7-3cc95fc98af3</Swatch> </Function> <Function ID="25" Name="Gobo 6 - 7" Display="'Gobo 6 - 7 %.2f%%',0.00~100.00" Dmx="26728~28527" WheelPosition="6"> <Swatch>e7ed8a7d-a930-4e69-a167-1cd89d34ca4f</Swatch> </Function> <Function ID="26" Name="Gobo 7 - Bm Reducer" Display="'Gobo 7 - Bm Reducer %.2f%%',0.00~100.00" Dmx="28527~30326" WheelPosition="7"> <Swatch>a61249c2-14f2-44e6-af1d-9e41d06de9b1</Swatch> </Function> <Function ID="27" Name="Bm Reducer - Op" Display="'Bm Reducer - Op %.2f%%',0.00~100.00" Dmx="30326~32125" WheelPosition="8"> <Swatch>854f4f06-2b76-4715-b5e9-3eea71aafe4b</Swatch> </Function> <Function ID="28" Name="Open - 1" Display="'Open - 1 %.2f%%',0.00~100.00" Dmx="32382~34181" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="29" Name="Gobo 1 - 2" Display="'Gobo 1 - 2 %.2f%%',0.00~100.00" Dmx="34181~35980" WheelPosition="1"> <Swatch>2bbe0cc4-08b9-4d96-aac0-fb2d68c8c650</Swatch> </Function> <Function ID="30" Name="Gobo 2 - 3" Display="'Gobo 2 - 3 %.2f%%',0.00~100.00" Dmx="35980~37779" WheelPosition="2"> <Swatch>d9ec0b1a-ff63-476b-a144-9020d935a8f9</Swatch> </Function> <Function ID="31" Name="Gobo 3 - 4" Display="'Gobo 3 - 4 %.2f%%',0.00~100.00" Dmx="37779~39578" WheelPosition="3"> <Swatch>5ea3e46e-a3b6-4b07-811b-2b88c17a8abf</Swatch> </Function> <Function ID="32" Name="Gobo 4 - 5" Display="'Gobo 4 - 5 %.2f%%',0.00~100.00" Dmx="39578~41377" WheelPosition="4"> <Swatch>10a6a001-7eb6-40c9-b763-ef9eb50a432e</Swatch> </Function> <Function ID="33" Name="Gobo 5 - 6" Display="'Gobo 5 - 6 %.2f%%',0.00~100.00" Dmx="41377~43176" WheelPosition="5"> <Swatch>d225cf95-e538-494a-a8b7-3cc95fc98af3</Swatch> </Function> <Function ID="34" Name="Gobo 6 - 7" Display="'Gobo 6 - 7 %.2f%%',0.00~100.00" Dmx="43176~44975" WheelPosition="6"> <Swatch>e7ed8a7d-a930-4e69-a167-1cd89d34ca4f</Swatch> </Function> <Function ID="35" Name="Gobo 7 - Bm Reducer" Display="'Gobo 7 - Bm Reducer %.2f%%',0.00~100.00" Dmx="44975~46774" WheelPosition="7"> <Swatch>a61249c2-14f2-44e6-af1d-9e41d06de9b1</Swatch> </Function> <Function ID="36" Name="Bm Reducer - Op" Display="'Bm Reducer - Op %.2f%%',0.00~100.00" Dmx="46774~48573" WheelPosition="8" /> <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="38" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="51914~57054" /> <Function ID="39" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="40" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57311~62451" /> <Function ID="41" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>33d80fa7-48f7-4d47-8c64-29c06661a5a8</Swatch> </Function> <Function ID="42" Name="Rand Auto" Display="'Rand Auto %.1f%%',0.0~100.0" Dmx="65535~64250" /> <Function ID="43" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="4" PowerOn="4" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="257~32639" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33153~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_1_Rot" /> <Function ID="2" Name="6-Facet Linear Index" Display="'6-Facet Linear Index'" Dmx="20~73" Update="Prism_1_Rot" /> <Function ID="3" Name="6-Facet Linear Spin" Display="'6-Facet Linear Spin'" Dmx="74~127" Update="Prism_1_Rot" /> <Function ID="4" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" Update="Prism_1_Rot" /> <Function ID="5" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" Update="Prism_1_Rot" /> <Function ID="6" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" Update="Prism_1_Rot" /> <Function ID="7" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" Update="Prism_1_Rot" /> <Function ID="8" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" Update="Prism_1_Rot" /> <Function ID="9" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" Update="Prism_1_Rot" /> <Function ID="10" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" Update="Prism_1_Rot" /> <Function ID="11" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" Update="Prism_1_Rot" /> <Function ID="12" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" Update="Prism_1_Rot" /> <Function ID="13" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" Update="Prism_1_Rot" /> <Function ID="14" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" Update="Prism_1_Rot" /> <Function ID="15" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" Update="Prism_1_Rot" /> <Function ID="16" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" Update="Prism_1_Rot" /> <Function ID="17" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" Update="Prism_1_Rot" /> <Function ID="18" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" Update="Prism_1_Rot" /> <Function ID="19" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" Update="Prism_1_Rot" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Else ID="1" /> <Condition Name="Index" ID="2" If="'Prism_1'==2" /> <Condition Name="Spin" ID="3,4,5,6" If="'Prism_1'==3" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="6-Facet Circular" Display="'6-Facet Circular'" Dmx="20~127" /> <Function ID="3" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="4" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="5" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="6" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="7" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="8" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="9" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="10" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="11" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="12" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="13" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="14" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="15" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="16" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="17" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="18" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 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="Frost_Func" Name="Frost Func" Description="" Group="B" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Frost" Display="'No Frost'" Dmx="0~0" Update="Frost" /> <Function ID="2" Name="Light" Display="'Light'" Dmx="0~0" Update="Frost" /> <Function ID="3" Name="Medium" Display="'Medium'" Dmx="0~0" Update="Frost" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Frost" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Frost" ID="1" If="'Frost_Func'==1" /> <Condition Name="Light" ID="2,3,4,5,6,7" If="'Frost_Func'==2" /> <Condition Name="Medium" ID="8,9,10,11,12,13" If="'Frost_Func'==3" /> <Else ID="14" /> <Function ID="1" Name="Open" Display="''" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="3" Name="Frost" Display="'Frost %.f%%',0~100" Dmx="1~53" WheelPosition="1" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="63~54" WheelPosition="2" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="73~64" WheelPosition="3" /> <Function ID="6" Name="Pulse" Display="'Pulse %.f%%',100~0" Dmx="74~83" WheelPosition="4" /> <Function ID="7" Name="Open" Display="'Open'" Dmx="84~86" WheelPosition="5" /> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="9" Name="Frost" Display="'Frost %.f%%',0~100" Dmx="87~139" WheelPosition="1" /> <Function ID="10" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="149~140" WheelPosition="2" /> <Function ID="11" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="159~150" WheelPosition="3" /> <Function ID="12" Name="Pulse" Display="'Pulse %.f%%',100~0" Dmx="160~169" WheelPosition="4" /> <Function ID="13" Name="Open" Display="'Open'" Dmx="170~255" WheelPosition="5" /> <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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 Slow" Display="'Rnd Op Pls Slow'" Dmx="64250~64507" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Rnd Op Pls Fast" Display="'Rnd Op Pls Fast'" Dmx="63736~63993" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Rnd Cl Pls Slow" Display="'Rnd Cl Pls Slow'" Dmx="65278~65535" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Rnd Cl Pls Fast" Display="'Rnd Cl Pls Fast'" Dmx="64764~65021" 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" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Frame All 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" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_1" Name="Frame 1 Pos" 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="Frame 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" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_4" Name="Frame 2 Pos" 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="Frame 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" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_3" Name="Frame 3 Pos" 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="Frame 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" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_2" Name="Frame 4 Pos" 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="Frame 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" 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="32~32" 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" /> </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="53 DMX" Channels="53" Id="b72bdd68-0970-4415-b08f-1360a71cfd93"> <Import PearlRef="" 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> <AtlaBase ModeID="0e90817d-5cc8-4385-9f23-8015b802a01c" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="59" /> <Attribute ID="LED_Freq_Sel" ChannelOffset="7" Wheel="29" /> <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="30" /> <Attribute ID="Max_Intensity" ChannelOffset="9" Wheel="58" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10,11" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="12,13" Wheel="38" /> <Attribute ID="Cyan" ChannelOffset="14" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="15" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="16" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="17" Wheel="9" /> <Attribute ID="Green_Shift" ChannelOffset="18" Wheel="67" /> <Attribute ID="Virtual_Col" ChannelOffset="19" Wheel="39" /> <Attribute ID="Effects_Speed" ChannelOffset="20" Wheel="26" /> <Attribute ID="Colour_Speed" ChannelOffset="21" Wheel="27" /> <Attribute ID="Beam_Speed" ChannelOffset="22" Wheel="28" /> <Attribute ID="Effect" ChannelOffset="23" Wheel="82" /> <Attribute ID="Effect_Rot" ChannelOffset="24" Wheel="83" /> <Attribute ID="Effect_Macro" ChannelOffset="25" Wheel="84" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="26" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="27,28" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="29,30" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="31" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="32" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="33" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="34" Wheel="54" /> <Attribute ID="Frost_Func" Wheel="140" /> <Attribute ID="Frost" ChannelOffset="35" Wheel="141" /> <Attribute ID="Iris" ChannelOffset="36,37" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="38,39" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="40,41" Wheel="20" /> <Attribute ID="Blade_All_Rot" ChannelOffset="42" Wheel="50" /> <Attribute ID="Blade_1" ChannelOffset="43" Wheel="51" /> <Attribute ID="Blade_1_Rot" ChannelOffset="44" Wheel="79" /> <Attribute ID="Blade_4" ChannelOffset="45" Wheel="80" /> <Attribute ID="Blade_4_Rot" ChannelOffset="46" Wheel="81" /> <Attribute ID="Blade_3" ChannelOffset="47" Wheel="109" /> <Attribute ID="Blade_3_Rot" ChannelOffset="48" Wheel="110" /> <Attribute ID="Blade_2" ChannelOffset="49" Wheel="111" /> <Attribute ID="Blade_2_Rot" ChannelOffset="50" Wheel="139" /> <Attribute ID="Shutter" ChannelOffset="51" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="52,53" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:37" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:30" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset no P/T"> <Set Channel="Control:29" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:31" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo/Effect"> <Set Channel="Control:32" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Pan"> <Set Channel="Control:33" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Tilt"> <Set Channel="Control:34" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:35" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Iris/Frames"> <Set Channel="Control:36" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Standby On"> <Set Channel="Control:2,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Standby Off"> <Set Channel="Control:3,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Pressure Test On"> <Set Channel="Control:4,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Pressure Test Off"> <Set Channel="Control:5,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Wired DMX"> <Set Channel="Control:6,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Wireless DMX"> <Set Channel="Control:7,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:8,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:9,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Quiet Mode: Fans On at B/O"> <Set Channel="Control:10,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Quiet Mode: Fans Off at B/O"> <Set Channel="Control:11,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Super Square"> <Set Channel="Control:12,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Speed Mode"> <Set Channel="Control:13,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Time Mode"> <Set Channel="Control:14,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:15,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:16,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:17,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:18,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:19,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:20,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:21,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:22,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Focus Tracking On"> <Set Channel="Control:23,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Focus Tracking Off"> <Set Channel="Control:24,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:25,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:26,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Parking Pos On"> <Set Channel="Control:27,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Parking Pos Off"> <Set Channel="Control:28,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo Indexing: Max Spd+Shortcut"> <Set Channel="Control:38" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Indexing: Follow Spd+Direction"> <Set Channel="Control:39" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Indexing: Max Spd+Follow Direction"> <Set Channel="Control:40" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Enabled"> <Set Channel="Control:41" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot (Handle Faders+P/T only)"> <Set Channel="Control:42" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Disabled"> <Set Channel="Control:43" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Quiet Mode"> <Set Channel="Control:44" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Set 6-10% Drop (Red)"> <Set Channel="Max_Intensity:3,Shutter:1" Delay="4000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 11-15% Drop (Green)"> <Set Channel="Max_Intensity:4,Shutter:1" Delay="4000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 16-20% Drop (Blue)"> <Set Channel="Max_Intensity:5,Shutter:1" Delay="4000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 21-25% Drop (Cyan)"> <Set Channel="Max_Intensity:6,Shutter:1" Delay="4000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 26-30% Drop (Magenta)"> <Set Channel="Max_Intensity:7,Shutter:1" Delay="4000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 31-35% Drop (Yellow)"> <Set Channel="Max_Intensity:8,Shutter:1" Delay="4000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 36-40% Drop (Orange)"> <Set Channel="Max_Intensity:9,Shutter:1" Delay="4000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Original Intensity (White)"> <Set Channel="Max_Intensity:10,Shutter:1" Delay="4000" /> <Set Channel="Max_Intensity: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="Gobo1:1,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:10,Gobo2Func:2" /> <Palette ID="11" Name="LT FollowSpot Mode" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:15,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:16,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:17,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:18,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" 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 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" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1,Frost_Func:1" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:3:100,Frost_Func:2" /> </Group> </Palettes> <swatchLibrary> <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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</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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</Swatch> 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