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Robe Robin LEDPointe (Robe_Robin LEDPointe.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Robin LEDPointe" ShortName="LEDPointe" Company="Robe" Version="9"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>8fcb453b-0e70-478f-8c6d-9226d9e2b567</Thumbnail> <History Date="12-08-24" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="13-08-24" Author="Nic Morris" Comment="Revised control function dmx ranges in line with latest charts in response to manufacturer request." Version="2" /> <History Date="07-11-24" Author="Nic Morris" Comment="Updated in line with v1.2 charts in response to manufacturer request (adds green shift)" Version="3" /> <History Date="02-12-24" Author="Nic Morris" Comment="Updated in line with v1.3 charts in response to manufacturer request (removes gobo 2 hole (flat field))" Version="4" /> <History Date="16-12-24" Author="Nic Morris" Comment="Added Atlabase IDs. Added product thumbnail and gobo swatches." Version="6" /> <History Date="18-02-25" Author="Nic Morris" Comment="Removed rand audio function from gobos and updated prism function names to display prism types." Version="8" /> <History Date="28-04-25" Author="Nic Morris" Comment="Updated in line with v1.4 charts in response to manufacturer request (adds prism in dark control functions and macros)." Version="9" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="12bfd30b-9e38-4191-b0df-154ebd48f829" /> <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="Pan_Spin" Name="Pan Spin" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal (540°, Shortcut Off)" Display="'Normal (540°, Shortcut Off)'" Dmx="0~0" /> <Function ID="2" Name="Normal (360°, Shortcut On)" Display="'Normal (360°, Shortcut On)'" Dmx="1~1" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </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="Display On" Display="'Display On'" Dmx="20~21" /> <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="22~23" /> <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="28~29" /> <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="30~31" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="32~33" /> <Function ID="7" Name="Fan High" Display="'Fan High'" Dmx="34~35" /> <Function ID="8" Name="Quiet Mode: Fans On at B/O" Display="'Quiet Mode: Fans On at B/O'" Dmx="36~37" /> <Function ID="9" Name="Quiet Mode: Fans Off at B/O" Display="'Quiet Mode: Fans Off at B/O'" Dmx="38~39" /> <Function ID="10" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="40~41" /> <Function ID="11" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="42~43" /> <Function ID="12" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="44~45" /> <Function ID="13" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="46~47" /> <Function ID="14" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="48~49" /> <Function ID="15" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="50~51" /> <Function ID="16" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="52~53" /> <Function ID="17" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="54~55" /> <Function ID="18" Name="Focus Tracking On" Display="'Focus Tracking On'" Dmx="56~57" /> <Function ID="19" Name="Focus Tracking Off" Display="'Focus Tracking Off'" Dmx="58~59" /> <Function ID="20" Name="Parking Pos On" Display="'Parking Pos On'" Dmx="60~61" /> <Function ID="21" Name="Parking Pos Off" Display="'Parking Pos Off'" Dmx="62~63" /> <Function ID="22" Name="Prism in Dark On" Display="'Prism in Dark On'" Dmx="64~65" /> <Function ID="23" Name="Prism in Dark Off" Display="'Prism in Dark Off'" Dmx="66~67" /> <Function ID="24" Name="Reset All" Display="'Reset All'" Dmx="130~131" /> <Function ID="25" Name="Reset P/T" Display="'Reset P/T'" Dmx="132~133" /> <Function ID="26" Name="Reset Colour" Display="'Reset Colour'" Dmx="134~135" /> <Function ID="27" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="136~137" /> <Function ID="28" Name="Reset Zoom/Focus/Prism/Frost" Display="'Reset Zoom/Focus/Prism/Frost'" Dmx="138~139" /> <Function ID="29" Name="Gobo Indexing: Max Spd+Shortcut" Display="'Gobo Indexing: Max Spd+Shortcut'" Dmx="220~221" /> <Function ID="30" Name="Gobo Indexing: Follow Spd+Direction" Display="'Gobo Indexing: Follow Spd+Direction'" Dmx="222~223" /> <Function ID="31" Name="Gobo Indexing: Max Spd+Follow Direction" Display="'Gobo Indexing: Max Spd+Follow Direction'" Dmx="224~225" /> <Function ID="32" Name="RoboSpot Enabled" Display="'RoboSpot Enabled'" Dmx="234~235" /> <Function ID="33" Name="RoboSpot (Handle Faders+P/T only)" Display="'RoboSpot (Handle Faders+P/T only)'" Dmx="236~237" /> <Function ID="34" Name="RoboSpot Disabled" Display="'RoboSpot Disabled'" Dmx="238~239" /> <Function ID="35" Name="Quiet Mode" Display="'Quiet Mode'" Dmx="240~240" /> <Function ID="36" 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="High" Display="'High'" Dmx="25~29" /> </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 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" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28,29" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="30,31,32,33" If="'Colour1Func'==3" /> <Condition Name="Random" ID="34,35,36" If="'Colour1Func'==4" /> <Else ID="37" /> <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="33410~34438" WheelPosition="1" Colour="200,0,0" /> <Function ID="3" Name="Deep Blue" Display="'Deep Blue'" Dmx="34695~35466" WheelPosition="2" Colour="0,0,200" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="35723~36751" WheelPosition="3" Colour="255,255,0" /> <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="37008~37779" WheelPosition="4" Colour="128,255,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="38036~39064" WheelPosition="5" Colour="255,0,255" /> <Function ID="7" Name="Lavender" Display="'Lavender'" Dmx="39321~40349" WheelPosition="6" Colour="255,128,255" /> <Function ID="8" Name="Pink" Display="'Pink'" Dmx="40606~41377" WheelPosition="7" Colour="255,150,150" /> <Function ID="9" Name="Dark Green" Display="'Dark Green'" Dmx="41634~42662" WheelPosition="8" Colour="0,180,0" /> <Function ID="10" Name="CTO 2700K" Display="'CTO 2700K'" Dmx="42919~43947" WheelPosition="9" Colour="255,240,200" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="44204~45232" WheelPosition="10" Colour="0,0,255" /> <Function ID="12" Name="Orange" Display="'Orange'" Dmx="45489~46260" WheelPosition="11" Colour="255,128,0" /> <Function ID="13" Name="CTO 3200K" Display="'CTO 3200K'" Dmx="46517~47545" WheelPosition="12" Colour="255,240,200" /> <Function ID="14" Name="UV (Congo Blue)" Display="'UV (Congo Blue)'" Dmx="47802~48573" WheelPosition="13" Colour="180,0,255" /> <Function ID="15" Name="Op - D Rd" Display="'Op - D Rd %.2f%%',0.00~100.00" Dmx="0~2313" WheelPosition="0" Colour="255,255,255" /> <Function ID="16" Name="D Rd - D Blu" Display="'D Rd - D Blu %.2f%%',0.00~100.00" Dmx="2313~4626" WheelPosition="1" Colour="200,0,0" /> <Function ID="17" Name="D Blu - Yel" Display="'D Blu - Yel %.2f%%',0.00~100.00" Dmx="4626~6939" WheelPosition="2" Colour="0,0,200" /> <Function ID="18" Name="Yel - L Grn" Display="'Yel - L Grn %.2f%%',0.00~100.00" Dmx="6939~9509" WheelPosition="3" Colour="255,255,0" /> <Function ID="19" Name="L Grn - Mag" Display="'L Grn - Mag %.2f%%',0.00~100.00" Dmx="9509~11822" WheelPosition="4" Colour="128,255,0" /> <Function ID="20" Name="Mag - Lav" Display="'Mag - Lav %.2f%%',0.00~100.00" Dmx="11822~14135" WheelPosition="5" Colour="255,0,255" /> <Function ID="21" Name="Lav - Pk" Display="'Lav - Pk %.2f%%',0.00~100.00" Dmx="14135~16448" WheelPosition="6" Colour="255,128,255" /> <Function ID="22" Name="Pk - D Grn" Display="'Pk - D Grn %.2f%%',0.00~100.00" Dmx="16448~18761" WheelPosition="7" Colour="255,150,150" /> <Function ID="23" Name="D Grn - 2700K" Display="'D Grn - 2700K %.2f%%',0.00~100.00" Dmx="18761~21074" WheelPosition="8" Colour="0,180,0" /> <Function ID="24" Name="2700K - Blu" Display="'2700K - Blu %.2f%%',0.00~100.00" Dmx="21074~23387" WheelPosition="9" Colour="255,240,200" /> <Function ID="25" Name="Blu - Org" Display="'Blu - Org %.2f%%',0.00~100.00" Dmx="23387~25957" WheelPosition="10" Colour="0,0,255" /> <Function ID="26" Name="Org - 3200K" Display="'Org - 3200K %.2f%%',0.00~100.00" Dmx="25957~28270" WheelPosition="11" Colour="255,128,0" /> <Function ID="27" Name="3200K - UV" Display="'3200K - UV %.2f%%',0.00~100.00" Dmx="28270~30583" WheelPosition="12" Colour="255,240,200" /> <Function ID="28" Name="UV - Op" Display="'UV - Op %.2f%%',0.00~100.00" Dmx="30583~32896" WheelPosition="13" Colour="180,0,255" /> <Function ID="29" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~32896" Colour="0,0,0" /> <Function ID="30" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="31" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~55255" Colour="0,0,0" /> <Function ID="32" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="33" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="56026~62451" Colour="0,0,0" /> <Function ID="34" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="35" Name="Rand Audio" Display="'Rand Audio'" Dmx="62708~63993" Colour="255,255,255" /> <Function ID="36" Name="Rand Auto" Display="'Rand Auto %.1f%%',0.0~100.0" Dmx="65535~64250" Colour="255,255,255" /> <Function ID="37" 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="1:6700" PowerOn="1:6700" /> <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2700~6700" Dmx="255~0" Colour="255,240,200" /> </Attribute> <Attribute ID="Green_Shift" Name="Green Shift" Description="" Group="C"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Neutral" Display="'Neutral'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="- Green" Display="'- Green %.1f%%',100.0~0.0" Dmx="1~127" Colour="0,0,0" /> <Function ID="3" Name="Neutral" Display="'Neutral'" Dmx="128~128" Colour="0,0,0" /> <Function ID="4" Name="+ Green" Display="'+ Green %.1f%%',0.0~100.0" Dmx="129~255" Colour="0,0,0" /> </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 Amber" Display="'Filter 4 Med Bastard Amber'" 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="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="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="1,2,3,4,5,6,7,8,9,10,11,12" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="13,14,15,16,17,18,19,20,21,22,23,24" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="25,26,27,28" If="'Gobo1Func'==3" /> <Condition Name="Random" ID="29,30" If="'Gobo1Func'==4" /> <Else ID="31" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d6500fe4-a539-4a2f-829c-15181177e470</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2~8" WheelPosition="1"> <Swatch>a7b4ca39-461e-4de9-8827-e81f5fb6616e</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="9~15" WheelPosition="2"> <Swatch>49734bda-3b27-48e6-95ec-faf3b6784e8a</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="16~22" WheelPosition="3"> <Swatch>5c3c808f-c5c8-42ea-82be-de59816324f9</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="23~29" WheelPosition="4"> <Swatch>95aabcca-87c7-46ae-85db-b1190a96550f</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="30~36" WheelPosition="5"> <Swatch>d4880425-a93a-4fa0-95b8-6b03fee9d605</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="37~43" WheelPosition="6"> <Swatch>85345cf6-73ab-4413-bef9-36a1ff18aa35</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="44~50" WheelPosition="7"> <Swatch>1f935bd2-7efe-4ccd-a7ed-d79d752a6598</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="51~57" WheelPosition="8"> <Swatch>26638a9c-bfc5-4586-9977-2896f0dcbe88</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="58~64" WheelPosition="9"> <Swatch>5a248275-2e6d-43d0-a1dc-b55a55625af1</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="65~71" WheelPosition="10"> <Swatch>19f1ad6f-0e36-485f-8437-fef123613d8e</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="72~78" WheelPosition="11"> <Swatch>eb58998b-e244-4f7c-9642-6320c5147da5</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d6500fe4-a539-4a2f-829c-15181177e470</Swatch> </Function> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="79~89" WheelPosition="1"> <Swatch>a7b4ca39-461e-4de9-8827-e81f5fb6616e</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~100" WheelPosition="2"> <Swatch>49734bda-3b27-48e6-95ec-faf3b6784e8a</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="101~111" WheelPosition="3"> <Swatch>5c3c808f-c5c8-42ea-82be-de59816324f9</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="112~122" WheelPosition="4"> <Swatch>95aabcca-87c7-46ae-85db-b1190a96550f</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="123~133" WheelPosition="5"> <Swatch>d4880425-a93a-4fa0-95b8-6b03fee9d605</Swatch> </Function> <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="134~144" WheelPosition="6"> <Swatch>85345cf6-73ab-4413-bef9-36a1ff18aa35</Swatch> </Function> <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="145~155" WheelPosition="7"> <Swatch>1f935bd2-7efe-4ccd-a7ed-d79d752a6598</Swatch> </Function> <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="156~166" WheelPosition="8"> <Swatch>26638a9c-bfc5-4586-9977-2896f0dcbe88</Swatch> </Function> <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="167~177" WheelPosition="9"> <Swatch>5a248275-2e6d-43d0-a1dc-b55a55625af1</Swatch> </Function> <Function ID="23" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="178~188" WheelPosition="10"> <Swatch>19f1ad6f-0e36-485f-8437-fef123613d8e</Swatch> </Function> <Function ID="24" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="189~199" WheelPosition="11"> <Swatch>eb58998b-e244-4f7c-9642-6320c5147da5</Swatch> </Function> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="200~201" /> <Function ID="26" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" /> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="200~201" /> <Function ID="28" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" /> <Function ID="29" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d6500fe4-a539-4a2f-829c-15181177e470</Swatch> </Function> <Function ID="30" Name="Rand Auto" Display="'Rand Auto %.f%%',0~100" Dmx="255~250" /> <Function ID="31" 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="2" PowerOn="2" /> <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="11" PowerOn="11" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo2Func'==1" /> <Condition Name="Fixed Spin" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo2Func'==2" /> <Condition Name="Shake Index" ID="21,22,23,24,25,26,27,28,29,30" If="'Gobo2Func'==3" /> <Condition Name="Shake Spin" ID="31,32,33,34,35,36,37,38,39,40" If="'Gobo2Func'==4" /> <Condition Name="Scroll" ID="41,42,43,44" If="'Gobo2Func'==5" /> <Condition Name="Random" ID="45,46" If="'Gobo2Func'==6" /> <Else ID="47" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d6500fe4-a539-4a2f-829c-15181177e470</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="1285~1799" WheelPosition="1"> <Swatch>adebb24f-7e10-482c-80b9-057e9351a513</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="2056~2570" WheelPosition="2"> <Swatch>2acb8a50-a661-498d-b59c-33000cebf2ba</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="2827~3341" WheelPosition="3"> <Swatch>2e150605-581f-40c8-bfd8-b7b684478b39</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="3598~4112" WheelPosition="4"> <Swatch>266e8c45-a944-4ceb-81a2-72c706511d4c</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="4369~4883" WheelPosition="5"> <Swatch>ddf601a3-d272-466f-ac90-52bf30a7e47c</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="5140~5654" WheelPosition="6"> <Swatch>f330a251-faaa-4464-ad33-5d734e23e3de</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="5911~6425" WheelPosition="7"> <Swatch>8a87f2fa-9779-4377-9555-5cd33784e9a3</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="6682~7196" WheelPosition="8"> <Swatch>345e11aa-d660-4eeb-a8e8-553809223f01</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="7453~7967" WheelPosition="9"> <Swatch>0164df8e-20cb-463c-b174-6b18f38b3ae9</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d6500fe4-a539-4a2f-829c-15181177e470</Swatch> </Function> <Function ID="12" Name="Gobo 1" Display="'Gobo 1'" Dmx="8224~8738" WheelPosition="1"> <Swatch>adebb24f-7e10-482c-80b9-057e9351a513</Swatch> </Function> <Function ID="13" Name="Gobo 2" Display="'Gobo 2'" Dmx="8995~9509" WheelPosition="2"> <Swatch>2acb8a50-a661-498d-b59c-33000cebf2ba</Swatch> </Function> <Function ID="14" Name="Gobo 3" Display="'Gobo 3'" Dmx="9766~10280" WheelPosition="3"> <Swatch>2e150605-581f-40c8-bfd8-b7b684478b39</Swatch> </Function> <Function ID="15" Name="Gobo 4" Display="'Gobo 4'" Dmx="10537~11051" WheelPosition="4"> <Swatch>266e8c45-a944-4ceb-81a2-72c706511d4c</Swatch> </Function> <Function ID="16" Name="Gobo 5" Display="'Gobo 5'" Dmx="11308~11822" WheelPosition="5"> <Swatch>ddf601a3-d272-466f-ac90-52bf30a7e47c</Swatch> </Function> <Function ID="17" Name="Gobo 6" Display="'Gobo 6'" Dmx="12079~12593" WheelPosition="6"> <Swatch>f330a251-faaa-4464-ad33-5d734e23e3de</Swatch> </Function> <Function ID="18" Name="Gobo 7" Display="'Gobo 7'" Dmx="12850~13364" WheelPosition="7"> <Swatch>8a87f2fa-9779-4377-9555-5cd33784e9a3</Swatch> </Function> <Function ID="19" Name="Gobo 8" Display="'Gobo 8'" Dmx="13621~14135" WheelPosition="8"> <Swatch>345e11aa-d660-4eeb-a8e8-553809223f01</Swatch> </Function> <Function ID="20" Name="Gobo 9" Display="'Gobo 9'" Dmx="14392~15163" WheelPosition="9"> <Swatch>0164df8e-20cb-463c-b174-6b18f38b3ae9</Swatch> </Function> <Function ID="21" Name="Op - 1" Display="'Op - 1 %.2f%%',0.00~100.00" Dmx="15420~17219" WheelPosition="0" /> <Function ID="22" Name="1 - 2" Display="'1 - 2 %.2f%%',0.00~100.00" Dmx="17219~19018" WheelPosition="1" /> <Function ID="23" Name="2 - 3" Display="'2 - 3 %.2f%%',0.00~100.00" Dmx="19018~20817" WheelPosition="2" /> <Function ID="24" Name="3 - 4" Display="'3 - 4 %.2f%%',0.00~100.00" Dmx="20817~22616" WheelPosition="3" /> <Function ID="25" Name="4 - 5" Display="'4 - 5 %.2f%%',0.00~100.00" Dmx="22616~24415" WheelPosition="4" /> <Function ID="26" Name="5 - 6" Display="'5 - 6 %.2f%%',0.00~100.00" Dmx="24415~26214" WheelPosition="5" /> <Function ID="27" Name="6 - 7" Display="'6 - 7 %.2f%%',0.00~100.00" Dmx="26214~28013" WheelPosition="6" /> <Function ID="28" Name="7 - 8" Display="'7 - 8 %.2f%%',0.00~100.00" Dmx="28013~29812" WheelPosition="7" /> <Function ID="29" Name="8 - 9" Display="'8 - 9 %.2f%%',0.00~100.00" Dmx="29812~31611" WheelPosition="8" /> <Function ID="30" Name="9 - Op" Display="'9 - Op %.2f%%',0.00~100.00" Dmx="31611~33410" WheelPosition="9" /> <Function ID="31" Name="Op - 1" Display="'Op - 1 %.2f%%',0.00~100.00" Dmx="33667~35466" WheelPosition="0" /> <Function ID="32" Name="1 - 2" Display="'1 - 2 %.2f%%',0.00~100.00" Dmx="35466~37265" WheelPosition="1" /> <Function ID="33" Name="2 - 3" Display="'2 - 3 %.2f%%',0.00~100.00" Dmx="37265~39064" WheelPosition="2" /> <Function ID="34" Name="3 - 4" Display="'3 - 4 %.2f%%',0.00~100.00" Dmx="39064~40863" WheelPosition="3" /> <Function ID="35" Name="4 - 5" Display="'4 - 5 %.2f%%',0.00~100.00" Dmx="40863~42662" WheelPosition="4" /> <Function ID="36" Name="5 - 6" Display="'5 - 6 %.2f%%',0.00~100.00" Dmx="42662~44461" WheelPosition="5" /> <Function ID="37" Name="6 - 7" Display="'6 - 7 %.2f%%',0.00~100.00" Dmx="44461~46260" WheelPosition="6" /> <Function ID="38" Name="7 - 8" Display="'7 - 8 %.2f%%',0.00~100.00" Dmx="46260~48059" WheelPosition="7" /> <Function ID="39" Name="8 - 9" Display="'8 - 9 %.2f%%',0.00~100.00" Dmx="48059~49858" WheelPosition="8" /> <Function ID="40" Name="9 - Op" Display="'9 - Op %.2f%%',0.00~100.00" Dmx="49858~51657" WheelPosition="9" /> <Function ID="41" Name="No Scroll" Display="'No Scroll'" Dmx="51657~51657" /> <Function ID="42" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="51914~57054" /> <Function ID="43" Name="No Scroll" Display="'No Scroll'" Dmx="51400~51657" /> <Function ID="44" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57311~62451" /> <Function ID="45" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d6500fe4-a539-4a2f-829c-15181177e470</Swatch> </Function> <Function ID="46" Name="Rand Auto" Display="'Rand Auto %.1f%%',0.0~100.0" Dmx="65535~64250" /> <Function ID="47" 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="18-Facet Circular Prism Index" Display="'18-Facet Circular Prism Index'" Dmx="4~7" Update="Prism_1_Rot" /> <Function ID="3" Name="6-Facet Linear Prism Index" Display="'6-Facet Linear Prism Index'" Dmx="8~11" Update="Prism_1_Rot" /> <Function ID="4" Name="18-Facet Circular Prism Spin" Display="'18-Facet Circular Prism Spin'" Dmx="12~15" Update="Prism_1_Rot" /> <Function ID="5" Name="6-Facet Linear Prism Spin" Display="'6-Facet Linear Prism Spin'" Dmx="16~19" Update="Prism_1_Rot" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_1_Rot" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Prism" ID="1" If="'Prism_1'==1" /> <Condition Name="Index" ID="2" If="'Prism_1'==2||'Prism_1'==3" /> <Condition Name="Spin" ID="3,4,5,6" If="'Prism_1'==4||'Prism_1'==5" /> <Else ID="7" /> <Function ID="1" Name="No Function" Display="''" Dmx="0~0" /> <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" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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" Update="Prism_2_Rot" /> <Function ID="2" Name="6-Facet Linear Multicoloured Prism Index" Display="'6-Facet Linear Multicoloured Prism Index'" Dmx="4~7" Update="Prism_2_Rot" /> <Function ID="3" Name="8-Facet 12° Circular Prism Index" Display="'8-Facet 12° Circular Prism Index'" Dmx="8~11" Update="Prism_2_Rot" /> <Function ID="4" Name="6-Facet Linear Multicoloured Prism Spin" Display="'6-Facet Linear Multicoloured Prism Spin'" Dmx="12~15" Update="Prism_2_Rot" /> <Function ID="5" Name="8-Facet 12° Circular Prism Spin" Display="'8-Facet 12° Circular Prism Spin'" Dmx="16~19" Update="Prism_2_Rot" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_2_Rot" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Prism" ID="1" If="'Prism_2'==1" /> <Condition Name="Index" ID="2" If="'Prism_2'==2||'Prism_2'==3" /> <Condition Name="Spin" ID="3,4,5,6" If="'Prism_2'==4||'Prism_2'==5" /> <Else ID="7" /> <Function ID="1" Name="No Function" Display="''" Dmx="0~0" /> <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" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="SpektraBm_Func" Name="SpektraBm Func" Description="" Group="B" Size="0"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="SpektraBeam, SpektraBm_Rot" /> <Function ID="2" Name="Spin" Display="'Spin'" Dmx="0~0" Update="SpektraBeam, SpektraBm_Rot" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="SpektraBeam, SpektraBm_Rot" /> </Attribute> <Attribute ID="SpektraBeam" Name="SpektraBeam" Description="" Group="B"> <Locate Locate="17" PowerOn="17" /> <Condition Name="Index" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16" If="'SpektraBm_Func'==1" /> <Condition Name="Spin" ID="17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32" If="'SpektraBm_Func'==2" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="4~5" WheelPosition="1" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="6~7" WheelPosition="2" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="8~9" WheelPosition="3" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="10~11" WheelPosition="4" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="12~13" WheelPosition="5" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="14~15" WheelPosition="6" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="16~17" WheelPosition="7" Iris="0~0" Zoom="0~0" /> <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="18~19" WheelPosition="8" Iris="0~0" Zoom="0~0" /> <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="20~21" WheelPosition="9" Iris="0~0" Zoom="0~0" /> <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="22~23" WheelPosition="10" Iris="0~0" Zoom="0~0" /> <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="24~25" WheelPosition="11" Iris="0~0" Zoom="0~0" /> <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="26~27" WheelPosition="12" Iris="0~0" Zoom="0~0" /> <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="28~29" WheelPosition="13" Iris="0~0" Zoom="0~0" /> <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="30~31" WheelPosition="14" Iris="0~0" Zoom="0~0" /> <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="32~33" WheelPosition="15" Iris="0~0" Zoom="0~0" /> <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Iris="0~0" Zoom="0~0" /> <Function ID="18" Name="Effect 1" Display="'Effect 1'" Dmx="34~35" WheelPosition="1" Iris="0~0" Zoom="0~0" /> <Function ID="19" Name="Effect 2" Display="'Effect 2'" Dmx="36~37" WheelPosition="2" Iris="0~0" Zoom="0~0" /> <Function ID="20" Name="Effect 3" Display="'Effect 3'" Dmx="38~39" WheelPosition="3" Iris="0~0" Zoom="0~0" /> <Function ID="21" Name="Effect 4" Display="'Effect 4'" Dmx="40~41" WheelPosition="4" Iris="0~0" Zoom="0~0" /> <Function ID="22" Name="Effect 5" Display="'Effect 5'" Dmx="42~43" WheelPosition="5" Iris="0~0" Zoom="0~0" /> <Function ID="23" Name="Effect 6" Display="'Effect 6'" Dmx="44~45" WheelPosition="6" Iris="0~0" Zoom="0~0" /> <Function ID="24" Name="Effect 7" Display="'Effect 7'" Dmx="46~47" WheelPosition="7" Iris="0~0" Zoom="0~0" /> <Function ID="25" Name="Effect 8" Display="'Effect 8'" Dmx="48~49" WheelPosition="8" Iris="0~0" Zoom="0~0" /> <Function ID="26" Name="Effect 9" Display="'Effect 9'" Dmx="50~51" WheelPosition="9" Iris="0~0" Zoom="0~0" /> <Function ID="27" Name="Effect 10" Display="'Effect 10'" Dmx="52~53" WheelPosition="10" Iris="0~0" Zoom="0~0" /> <Function ID="28" Name="Effect 11" Display="'Effect 11'" Dmx="54~55" WheelPosition="11" Iris="0~0" Zoom="0~0" /> <Function ID="29" Name="Effect 12" Display="'Effect 12'" Dmx="56~57" WheelPosition="12" Iris="0~0" Zoom="0~0" /> <Function ID="30" Name="Effect 13" Display="'Effect 13'" Dmx="58~59" WheelPosition="13" Iris="0~0" Zoom="0~0" /> <Function ID="31" Name="Effect 14" Display="'Effect 14'" Dmx="60~61" WheelPosition="14" Iris="0~0" Zoom="0~0" /> <Function ID="32" Name="Effect 15" Display="'Effect 15'" Dmx="62~63" WheelPosition="15" Iris="0~0" Zoom="0~0" /> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="SpektraBm_Rot" Name="SpektraBm Rot" Description="" Group="B"> <Locate Locate="4" PowerOn="4" /> <Condition Name="Index" ID="1" If="'SpektraBm_Func'==1" /> <Condition Name="Spin" ID="2,3,4,5" If="'SpektraBm_Func'==2" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="128~128" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Frost_Func" Name="Frost Func" Description="" Group="B" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Frost" /> <Function ID="2" Name="Light Frost" Display="'Light Frost'" Dmx="0~0" Update="Frost" /> <Function ID="3" Name="Medium Frost" Display="'Medium Frost'" Dmx="0~0" Update="Frost" /> <Function ID="4" Name="Combined Frost" Display="'Combined Frost'" Dmx="0~0" Update="Frost" /> <Function ID="5" 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="Open" ID="1" If="'Frost_Func'==1" /> <Condition Name="Light Frost" ID="2,3,4,5,6,7,8" If="'Frost_Func'==2" /> <Condition Name="Medium Frost" ID="9,10,11,12,13,14,15" If="'Frost_Func'==3" /> <Condition Name="Combined Frost" ID="16,17,18,19,20,21,22" If="'Frost_Func'==4" /> <Else ID="23" /> <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="1~50" WheelPosition="1" /> <Function ID="4" Name="Full" Display="'Full'" Dmx="51~53" WheelPosition="2" /> <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="54~63" WheelPosition="3" /> <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',100~0" Dmx="64~73" WheelPosition="4" /> <Function ID="7" Name="Ramping" Display="'Ramping %.f%%',0~100" Dmx="83~74" WheelPosition="5" /> <Function ID="8" Name="Open" Display="'Open'" Dmx="84~86" WheelPosition="6" /> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="10" Name="Frost" Display="'Frost %.f%%',0~100" Dmx="87~136" WheelPosition="1" /> <Function ID="11" Name="Full" Display="'Full'" Dmx="137~139" WheelPosition="2" /> <Function ID="12" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="140~149" WheelPosition="3" /> <Function ID="13" Name="Open Pulse" Display="'Open Pulse %.f%%',100~0" Dmx="150~159" WheelPosition="4" /> <Function ID="14" Name="Ramping" Display="'Ramping %.f%%',0~100" Dmx="169~160" WheelPosition="5" /> <Function ID="15" Name="Open" Display="'Open'" Dmx="170~172" WheelPosition="6" /> <Function ID="16" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="17" Name="Frost" Display="'Frost %.f%%',0~100" Dmx="173~222" WheelPosition="1" /> <Function ID="18" Name="Full" Display="'Full'" Dmx="223~225" WheelPosition="2" /> <Function ID="19" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="226~235" WheelPosition="3" /> <Function ID="20" Name="Open Pulse" Display="'Open Pulse %.f%%',100~0" Dmx="236~245" WheelPosition="4" /> <Function ID="21" Name="Ramping" Display="'Ramping %.f%%',0~100" Dmx="255~246" WheelPosition="5" /> <Function ID="22" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="6" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="32~32" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="144~159" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> </Control> <Mode Name="39 DMX" Channels="39" Id="ab738080-68aa-4760-9c23-2b0a70ecd973"> <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="df0eb246-02fa-4bc9-946c-193fb9849e38" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Pan_Spin" ChannelOffset="5" Wheel="19" /> <Attribute ID="PT_Speed" ChannelOffset="6" Wheel="25" /> <Attribute ID="Control" ChannelOffset="7" Wheel="58" /> <Attribute ID="LED_Freq_Sel" ChannelOffset="8" Wheel="28" /> <Attribute ID="LED_Freq_Adj" ChannelOffset="9" Wheel="29" /> <Attribute ID="Max_Intensity" ChannelOffset="10" Wheel="30" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11,12" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="13" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="14" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="15" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="16" Wheel="9" /> <Attribute ID="Green_Shift" ChannelOffset="17" Wheel="37" /> <Attribute ID="Virtual_Col" ChannelOffset="18" Wheel="38" /> <Attribute ID="Colour_Speed" ChannelOffset="19" Wheel="26" /> <Attribute ID="Beam_Speed" ChannelOffset="20" Wheel="27" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="21" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="22,23" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="24,25" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="26" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="27" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="28" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="29" Wheel="54" /> <Attribute ID="SpektraBm_Func" Wheel="79" /> <Attribute ID="SpektraBeam" ChannelOffset="30" Wheel="80" /> <Attribute ID="SpektraBm_Rot" ChannelOffset="31" Wheel="81" /> <Attribute ID="Frost_Func" Wheel="49" /> <Attribute ID="Frost" ChannelOffset="32" Wheel="50" /> <Attribute ID="Zoom" ChannelOffset="33,34" Wheel="20" /> <Attribute ID="Focus" ChannelOffset="35,36" Wheel="21" /> <Attribute ID="Shutter" ChannelOffset="37" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="38,39" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:24" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:25" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:26" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:27" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom/Focus/Prism/Frost"> <Set Channel="Control:28" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:2,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:3,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:4,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:5,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:7,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:8,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:9,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Speed Mode"> <Set Channel="Control:10,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Time Mode"> <Set Channel="Control:11,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:12,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:13,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:14,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:15,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:16,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:17,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Focus Tracking On"> <Set Channel="Control:18,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Focus Tracking Off"> <Set Channel="Control:19,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Parking Pos On"> <Set Channel="Control:20,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Parking Pos Off"> <Set Channel="Control:21,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Prism in Dark On"> <Set Channel="Control:22,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Prism in Dark Off"> <Set Channel="Control:23,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo Indexing: Max Spd+Shortcut"> <Set Channel="Control:29" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Indexing: Follow Spd+Direction"> <Set Channel="Control:30" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Indexing: Max Spd+Follow Direction"> <Set Channel="Control:31" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Enabled"> <Set Channel="Control:32" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot (Handle Faders+P/T only)"> <Set Channel="Control:33" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Disabled"> <Set Channel="Control:34" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Quiet Mode"> <Set Channel="Control:35" Delay="4000" /> <Set Channel="Control:1" 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,Gobo2:11,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:11,Gobo2Func:2" /> <Palette ID="13" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:15,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:16,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:17,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:18,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:19,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:20,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="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> 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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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oIpsVQXUBH5PFfRKyVinNMrX0gw1G454G6gFwdMjAQZ4EM9iTee3Pg/tQuJRRf+9rXBj9vDuj1Yp1PYtLNeeV9UU1Hgl8GlsY9tGBd0OBkHojBchfUCyUVQw1SPGgxHK/SZWRdhpxDUK+K4bNkmiW9mQFWO8jmAF7sKl3dr/vOYmY147xQUnua3kow3eX8j/hG8iDYZXym1prisWlzCFe60pUG3wOSA7GhwrYgPIW4U0Y5BqZd8ahpXAwmLDAgBP5WoJtyS2DIkaIREtQU+SvAVooxQNHAJpscrNUQLwCyK8aCOhiDrmYjJC/S/ggKBzxThBT/2GOPbeuOQ7IacRqD9PC6oNpQC7yUIJ1RSE5QLLgw/FlMXFK4N+qm9Gd4NFOxgSGLRsUwzDE1S1O1emkkm8V0Cv2qAFog9IULA7gVmyltFtHlweygsXDeS3ZFZWrZ2PnPf/5RfytjEpulsD4x/Rm6ohTXICNNu+KnvhFshAuoJQxd5aUuvT5IBsR5adWh1ijEV7gt5GuEeyT2RK66VsZSaxSMVZ00hfvP0B1iOwPA9U6hpmUrbGZNzL7GwCZ7/+w99humgdhlm222aZn5saBKQCHgzDyMV7ziFS0PlBa2PYAuTT3JDEXFUDkFFaHwjKyMvcOAYaIGStmqB8lznv3sZ28NCgWCDHa9tXVCMVRqXDnEXjgxGWhNxsjT8pR9sasBp9QkQZgCe4fn8Lh8b6WSB0OqLnzvn+tc5zotlwSmrAgjSLnFFNBVdongrejglW54ihyIxj7Q9NfU65yLaRIFYCUQIyHviSWfFLoimooiGD85kBgLm47aUD8cAk7MwEsb6OWQyZJbo0ry0lkJsnCsv4y1K6noWrdQATbDdt6R/rBkYHec9htqIcg0mmOajdsBFy6G8nOjyYMaauzWtyQ/7ws2CxjVO97xjt73uK4ubg6QxjweOc5Q3ZTn451VJvogjuMpawzMe4gaVQ9QMAaNAaPqgf6xFoCXmwFsp9vAJvstbt7raAGgx4raLl6AAoFbpgBIuR1xwyydA/umIw+wK9MybaMTTG1j2hHwCuk0WgLuztRteh2CpnaYeYF+3t4gQiwWFb+l84klKh4+VgpQPgtqC3pTNpTud5l7MB1FFrrfolGetqkkxXEjxFD5TZx1RY1prIvOELfkUmQ1PmsZo9qVd6TL4klTDq4LjLGkVs0hDqoxMODpeT3xpXgrNRh109g6KoWarHWjVizxbsBLmf4kDq4pjVXnCLbDht4cf5Ab2O7NgiEG4ZaBS5YeW0hxqUtdarP3oS3SuIr6gSSF53OT3PChh84wEJzxJkcwrNh9OkLQLJZJs0XTj4DduSl413QttNxM8tEHK4nGAJWg7iomdS34LkqK0ueIy3BuuZHzyGJSB16QiHMMxTICbGitgU2al3SnLXOCIBhwMDRLpsTSaE57PlCzGq1xIauU2g0eepA0ZfT9qIp4Q30OQ80Fi+KSLiqCkepYiCQdQtR2dcmBoCuu4t0ZOvrAiiPcWEqjGFB+3gex65AHFY6oBvDWC8AN2VJsnpJ6MPPCQve4dgNNQ9w1T8YAMOE5ByZGiLIZmR6KIF8lLSMbMjBQpokixi6YdhhgH8RCNQYmkKZlo9RwjSlMZXr1x6QmhcH2lKc8ZbOmeoyJDMeAqJmiwcDxPaU6ZYoub0yhYQoXWjBu90/FoKuNVQFsiC21UpPUwOo7uk0JJ0yLZWqM9ECqtY+QTcaFF3gZF52jpGWfFrKpoVogryArrUk6qD70y0BgomN4RoaH7ih1TPRATa25Uah1irFkfOKpmikNtWEgpIuDc7j3DDcFg+LRCDdz7hDTr5owQuvPltYY2MKnR8jbV+ZTiVEce6iKt3iDEmq4pFp0ZWE5xnaOrl3lbdD1eRy1RiFDrSpVCCGGxROmHlHsyfgkDml2jHSWEHUJEz0jgwWxWwm21JYNWgMLFyf4mIq+nRVuBC/mggXUaYYpsO268SWdOcbdQxAIY/qNyJrugqZkZRLxSxdQKWmNM4WSEHpCUX6aztKpEXRBHIjdrzFyMwUPZZqWULkfplvnVlLOilH7VK9xPegIXJFNhe/6a/RgZKEr2fyTxNfo4drzRiO56iDCTUr162I7jL6RGw3StMNwxXwllj8HuqTUBz9+X8rOR2h2wrOYBqMmX23QZlpjuku7dmx/HxhX10KVLjhvmn9HH/TD6II1DHjLkau42BKb+lBqYCuB4JGEuYSu9kceaqo+QFnktANYFkaRmhd5S8CL+RyjOdXqx13aBLopYhNgVEZETGLQBLrlIEproHqR9/LPoUleKdB3HvgxnoqRozQkSGMa2hk8hJ1p7CVm5AVl+FP2mN3MwFYyPQ5B55qcKLUaJy3HmJpK3iWCfLjGwADFwNB4Pow7qQ6SM/eswPOmxpWCgWLKSWtqCvmme3FRV+0VQRo3nIjg0dQ3VQXyBMUaAkF+bQtPihDlK544cmyue8aORq1NRQPrDj5mgBGFAqhZr1iCGy6+oZ8yInkuDyIdyW58n/J0qHSTI35PH1Qc+lQJQBLkIccmLn0wleEHeUleVFDvO5TRGAlqI7+HBk1X3ZPeSxGcKHFIzh2hAuGYI1qb2iIYgacz9z5fUnrFYaOrr41kH/BkRhZP4UaVAtQhxcQidkFzPl0rhVLUBO8Rrs006DAwI7VRgqB9yHD9vXuTriFdMrZjWzyYXkLjoscBmMux1VLbVKlqZCFHTUE8keJ2DfoUE0Nr/vJ1jmB6IRWSRPCwAnI8VG3pREYm+B0yoLEloQjG1qeOQEx3VR1SlKgcf6vsZVYwlZvCUUe1nm4E2NT2DGzbeX+yWCbuDRQDXWSpWl9cx2gE1hpYH8QneR0zwkPKvyPuZpu2b8Kii2VQAbUrcazcofPvA29UAl4JcUq+TSbDy4yZnvB2aJ0uhQWIofJrkfDgxvL+HBIT8dcCsO3cDUxKG1lk2YfKfW5cMK/9MElZbnvb265ZpS1O46XSFN0DSRvPpdAVR4BvZNdoq9QuGUmUHeWQjCjKp3CO4rt8XSOvjrMTnNcswsDHIUxLmTMYdHn3H4M+74Qd0bVwxfWpSPD4+MkpyO35Gpi4y4VHLsoNE5y60fkK7HxVNOUm/oixiJvU/ro8QAoEILbflKucY2RbFIvXyjsW6oojgO4CI7NA1nrHIRg8FK4MxjlHjgqt4VxKMho/Ly2aFafyLiQ0tTIeAT6KRy+KOLjigFYNSakF0usu44JcmStzxzPGFgWA4E37tlWiNbBtxv5VF4zCKI2RETE2D6y0yUE6dVnhI2aLf4v/skMZXVMNScqgTJMIQ96nK5ZiCEMo9XftgtiQp6A89f2MjFGXdGxI2a6ujBEySDqumppf5OcUwiVCBARokVLzvD7puUHwwAf+d5sDgwbhnDfHG7vqa4JtGNhcBIY8VGzFHV00+iBu6ZLCBcQ+WshQ2WYeF9AvkZX0dcpJ4UYNdQQcamUOpcL6EFAbQ8SmQTQEA0u5akxfL4X1oTYJfdeNQ4wyafdbCJEnEMQJBKFTYKu5eTDEo6mRceGITI28V85DoR7iNOFCCA67msLVrnauhal3qCTTt9hWLOJcp+H1huQzEX1dgaYFBUfumcWoaaLl2nQNyo1LEuI51sqFMrQerLthwgiYoxkLdxxT3lyKIzg1XcaisWSgSxwn2M0LrB4S3Rb5CiqEMaMXalUOsrU0rshhei2JAY1sMZKgl5cR7CIylXhqqYgu/X8Kn1vKJi3W1aLAVCjG5OF0ox4SH0aYShmOWNUUKouWHKUtFkyN6S4l4DnyvLVqkwK2ZGBzWXqjuUeONBYi9eC50tJJVxYEMrq0VMFzCDxxOClMxRSkfY17I2JAniccYIoVMOc30yDJ63S2EhRvemBEhTUxE67N0WXgvl9ikgr7xHRiLJ4mLXSjFFArrqPGyAwcMuk+5MICxu6ZzthC/VwL7ZAh+DXa3AQF4BQC+qjNz2Hk4KUilF2UPUoPh0COnJk3GQIj5P1katYBiLeiAkLWR9WRguDPMv2uxbtGt2vMV5iXwHBMNbxH3gadF5QV5qSw8pHPLwHJq/nJUOJQCzOBeyK4J/NBw3TJk8ZgoQYmA+zar4d38/s8qGZcRg6mPMKN7Jva3OQaA4vfK1tDodh1g9F1sdhaJHlPH3hl8WfN8jYDTQMUXteUJAmifkCL5FSBCsVQO6cugnka2E2kJgkai6X1+MnhgUiPFXJ5CKNYYVdWkxqXhzDEv/TpmbqAcxoSB9YsoffdGPn0nIe+l9JiaF2iAVXaVSRFl4cR0DNgwEGuci/KlRkYWPwg1rLQ1VxfimU85LzFd46hLfemRU1GJ8FYxBrDLilQilyOw+sJ/iUEEVQXOLiuPQUWjbkaGArAxWDpaxfNGoV9c31fvS2CF8zhPLTwjp0FZXEyP0Zdm3XifyK31wXEamlPcN5HjBY7IIoha7M+KGnQ8u+VfEQwLoRzLvum+pAQLGiJ2iDmYmAyPOUJWZhsh9KzhlisAapCrNalbkXS5n1SY7kn5XR4QmUUVINMsmYZFnJRyaqrP5gEoRQnqXX625RzEwKoOXp/Tb1RwtG1Spw3YvjxGvCFKJiuNQU5h+UZoYvcC0lYbfv0aTCzgak/KgulmVFX71TpvZsgoKzpHgiCctmN6SDN5txcBiOOS2t+vpuX6ltEi+rA2Q3BlI2mcH25slZyIMuLK6AixD8MPteLOR+UA8rANDYEn09GrWgeSVKe1/cx+pROcU196xdSSbqkxbXLpkEGrrKS1i4NDMnHPMDAKPKm4sIEuHGn1xT5ggcEnmo83ghZGltGKm7XwFTAILUeNxVg5N2U0k2Q1g9tFyM7rDEwkN2R18gW8U4Yb9MXD1Wqz5mK+sSIuK7a3hC+h9KB9IkHt/KptICjtKVNBE/o74BxaZWVZp+8W8yADQK0DA8vyaht096DXzIwkexoAxN4y1By4zKd4ZQieAseJW1+y8gYgpVAtYpTSQBuZgglKU6O2r6qEUpDNTEMXi9mb11gfLxN10KXHKbToffmDHwEDxy7UpsWVSlyagMv532MyzSrzMfLmmXmgD8xMNFkd5ezDiAr8z2EorY8psVcN2FeqQ7ngpGt85Y01/BRpX6o84AQoAZ97cynQalcFdt/xtKTtQu58ceZRAxnRojrDGjH5rRX+A8Y2LAeJoO4K9/ZldXjq+I2L4yH5+oq8np/iTuiC3OhqAvGRxM2plyhJDW0BqBrOZlgXh8LWxnLbKkMamqIETWLbj340s66pl4krHMQxPNaNcJHMOWmK+Z5XH1cY2tNsSsyOIcwgcSHs1ARASFBzUxRiROiBxsF5Gc0HKNAUEs+nHoGtS8PqgvqginP5CYIghVmUxWF7FRRvEYECLK03XbbrXPfRg+31MTESFauSfvLuzbnqWxVk3WSKIsVu1SuYJrKvYPER8WDdCmC5zED1ATbFBGmUgbKQJxzauz6SuS8mkHLqzHoGAu7XqLMWsOuQOvBjh/7VyQ3iryyDR6mtPEBdrsLRla6VjG66FIfCnyS2hjJSc3UJhtyo2VqkoKYecrKZKKMKA+w3eBSzS/uxe1vh/T34AExRgOutBECj42bSxF5w1zgh57A28W1DX1g/OJZRwl5zKmQbbo0wOn14rlSWMwhsE9x/FQGBoLDvn0IFU9lN2nzN6OKK3ek1ILptqvJCYjXJAu1sROlKZ7IlB3pEwZaGplqoUPFaudnlXPNVG2KxsOpjaYlLNUG55QSqAYWDio3rgiZHFXvNP0uUqQek3GRPKE5fHa874SdtQuUR2B6AxuC1JiHE9PwQly3uKJEMiJohzBULioBhzakiJV1dqklIhg4UrI2FuSNcWe4JvGqOAelkWv0GVBfvMiDmupnNTDTr89x74UcUTDp/FwbozeAayRPI9Ea2HHh8NTnujYSlEhqms0OPWDoah0ktsBT4YnELeKgMSuWardS6aokdIG3RJL2YSgZcR0lugAXKAww1bsvQ5kzrqsUAvBmjI/ebAELlN3Y47YIF/G3MFIsoFtI+4AamCb63LMaW958JGV8pCcAABJ4SURBVDLjEoCUtTcVokpq987Wv4un65qmImrVEmMwtHhWSJB6Lx5N5ULWF8lkMXBJ7FkD8dacY64UX2NbMRJFlkxtYIg+UyFPwqN4yILsWtcuhVbUFjOlnkLAHju8pJ5G7ILkLXWk4RWw1aa0moZpAl3Bbd8e2TxxacsYVIqyjSX6Am3fhzKolRgP7QrnvFLIFnMVsBhKQjDnvhLzQHtC0cDUPEZ3mBYgKwEJ5lNJr7SYjBlrXEN8eg8XTgsmLjE6GRelaamkIpXua3ckKzI149RqlBM8IbGdulwO3+/neacZsmVJTkqaYugx5+qXNXsI8T44r9I+TeK4yCmC+xlZ+Rw10p4VoK2jRQMbvfuRByKA7pI9CyqNrNqiNihZ5FNhCUMNe4GkmEetWQLG+xgkDAb7Hbdvce6C4nzrPxSM+KrEyCsFqV6gH4ZWH/GeVk773phxGhDoiXStYlxZ3UVao41S4OFQNJ6P8GJFaG0qNTCuprrLYWzP2AXTSklJyevxcLFpielEQXaMaK9WPNdH9JaAn6vZWErPsb7PtlQP0TzUBgoYL09Ps4XAppbIyVXTfhdxLDZMqQ/KE9O0kAPnx7vNkTitBVv6r4HppRlGB5dW3emw64LBBXHn6aoiFxy7DeZZI95Kb9XajczFIoL7vsBczKaB3SLQtXtIijEFdYOxzxj7tPepqpXW38CPns59dqzAwD7PpvwjpZst+6k2MGUGgXwqiJNSC7Cxw/koVJfsWjpllPEcPFvNlMaDSSrU0pCFJSgZlVSh+jSYDklv0ADO10MZk02N7TY9K7piLAMzCh6FLGlfEJBkxdjRoEBJ6I9Ramk1Z2xaQpYamOCnTqDVnNQeSPYoozNduJCuel2cMvpgpPFwpT4WJTAMxh3bLvkOfI8pV2/9Uu1SSUgikT4EAkVTXqw51hiP2KavDz10FcnFhg7GUUvcluqRBodziLOEAnXu0WNTY9+HtmGoaeKwQGwKpFMDU+Injh+12wej6msQB24CdcLQErAxO5vFz0UvOGSxfaSpeNH7ugJl6T9tfUl1kIMAUm2ya9URTVyu2PDw1QoZcxRdCgkw6EMLd6k6VELi5hMGkvJVbA/Fi6cLPSDuKqKKQlbOuDD1tULLGcCGNslFNhmYvWXChXNtc98QiyGID3iVrq2T1cu6uChZHdmwB0P7RKefL6AYYuTRCkO9Lng45zhEqvJy6o0y3nzHEQPOOs00EfGQ8+2RXQsOy/flq9VzyDadv/PzWYL4NLNFi+QDh/HykMSfUXLNo03bL3cE3hf3KYK85K8xw0J2XDMKCfJMlUjQqNs3GsVdFKP5gzVtio+MzpRn84DRBFL5PEXvQk0rbg+PeqGmO7MyizhO0sJQEMSYdws70h18QQLTtT0yOgFhO7SKSDzVxYOJXVPIyJHWpsao3mD4fd2454jNmnvkBmbuJECcuaWTEYUwdbExrpHNCERrNpUCyUJp2RheyIOxcok4saZ3lZiR19MOoA9jiuqxxUHa5qCEfPpK4T7xTl0r4GuQdzAyfTJYxh47cNOhLYHtZzubEZmbGZidSsMF4wqm9mJaaIpniOhIdUyPFirIEk0HtR4HhprBielMBaapoUWyDF32aKrqa3u+iFXQQyvEx+7gkUPJKbZWIBMyhRqEMRERe0mgloCj0t1uobRs7dXNlAamfJMuBgXBLaWmQz8IwXFt819dDvt6UgA5DLlv/r0lKM2IV3iLkiczykt7VuOheAVZs6nWeQmWa+UtPHdfY7tStYPUycDB5Q0ZvdhMguS9DEyAT4YUtXiSi0UU6wt4df6DkoFpjMrNjO6EwYv07VUoxnGxpqqabVaMRGWPoQ4yNau/I5ROcEIUF2InGRiKRUyHU8qlPqZi4sm0TwSDZnC4uKHYCejguqZJsVxKafCuuKq4FI0Rq0P2ldBkv3l8FuXXPr+27+uMYDNrmuquMbBwg/8VDOSI8M9H578bgvWQHpricd+0UNvFRWCK0DW9og9K+inkbp+ytgQehQbf0QdyGg+71IRECEBhwVMMNaFTW5RFl6bCqKePEJ+m2/ZJdBhITY02BcM3dZLyTNuvfySOYDv5D7tWdtuSVfoxegc2N8IhMzLSSVlkjDIamRDGfGx//PiZPgepyquhHGRtSNVS019SadOxTE/8hRy1WHZM/1PqiL61BQra1Lj5Hpg5fLcFt5Gvi8BTpSUiOvnSnpBjt8OBuGvIkoDAXLuNb9NhYMESfxi8mKrv1MG+ETQmY6TQ5C1ifwWu3XQmXqIvi1vTDT1MkF3mCy/ET4zBTbekq0bBWVPDE9PVnJOMDpuuGI3SkPCYltMpeag6sI7xVjZT+kVfbwpLmRfCiZWghJEWkZWBHDJSqlMxU83usYC4LK3qAVM4L1rTe9RCDQOFN+7C0FY2KQyYLvmM8+3iynJylEwIl6gd6ciNQheFzmXvnQYWLPIzwYuRhM6nTc4AeJwulYJpjlEgaWmthjC0+ogSROCOoOzT7+PvxD99azJr9zcagiyzq6dFKv+WlOgHYvDxsKbPGbfdmxUfYCtdvxzqrqN2sxQDs+DWjcI8l0o6sc22VHxIxGhapnrtk8wgN8WHQzvT8qwWp3bxSKVdciUHMkxxJ97PtDxUb1TRYNAlz0uJAn6HHokKFqSwf+tjtkJ0a82bAQMLlnnsorwYKkMBGn9jAwU31/pEnoWK1FSW32z/t+B3yMB8pr830vv24WY4QwbGwzF6LLjzispTP/ew84SFUakapD3FTGU4wj71hAK568qzb8YZPZj6Z75p1TrwXsf2vaGmP9hCvBiPEGkC/BkNOwJTtkhGTAIkJhFEu+mIUQ+5toWAIF4WiHfjzUpesXZnNcbEkzEoex05F+s+S4JGWW3esE6xHomL0ujb0EBpLFU7IEepL8CAzNtd8YpRykMtofKRd/NeMHq9Fwwa2MSLyXe7l15PAZSB3dCk+jFodfBkpgSFWWRs7b7XpiVKDSqGyPt4AAhLn4Ws5UU8fMoNnqc0tUTPysAx6Gl7T8aRF7JTMLzYRCQH4pMH6qs5ii99r3ABvyfBiVIoxpN3OzTgcGhKZshaRuZejpU9TYkjh7wX1HY41EpHb5/RvFgXcGJuumZn+KoYL5kGkauK3I6hxauAP2KIUSfPs5hqxWIK0jJBo3+o4Z3SCu0UyiSCZ/XAaxoN4+n6JEGUGkNFbR7QkaO0S1z0dpQogn9lrNqFxDOCBR8w+K6m0sCCpX4zjGxXvf8sZ5XDzTAtOsRKeCCLHxgKJUbcoH2IqReXpYswcF6qCaQ0CE79rmqUqgw9NS7QA01HHt5kqBc/nk71ocvI+kjbIeQLbHhp07YMG68H4smaLkBzwGFsouaNY3q0HhQOu1zOZeuZHGIa9TTdbASyGHtsfM1qIwtUxSp5Qdm0abmXaUtcN6S46FopZNrEuPOGBkMX1FjxXLH/aY6aLWe6kK8C56Gdj8ETUdOmYQ7AUB9U++ZqAwsW+/twoy0rXrtb1BzBq1nGlm/r0gdUAE6LpystAkGqmvo8+D5PJvvrKqwzMqUd8qA+7ovnNGWXvFge84mXDCihgumubwP3VJfPUyq2I3l5fDA9jq3JTon7sIXaN4/tMk0To63yLiP/buGw85ppVoJAfZDDYl1eLnJKJeC0LP/vasEuRjNl963KkQRoJpIv+xcHpu3ClYtMaVH1oPpgqutalCEBUOoyBYpb0Rqy7EjljJEPzQDPflgXlWCUgQXLPTGMZL2WrhWOcata5wweBUfEY+GPTBmmJ90NZaPoibxnqkSiz8DQEaoFvGfXus+h/SZBbZJXpQBxfugQ7QfS3XtxfmlHQ9dDLye7LlUXTId5w+WYGPH6S9hoAeG274kjN1sf3Sc/fP5Pws2weZBhXLfL5gLgOj0wygqHjBP3ZfkWIxLoeyC8mSnLQ8i9SgmyW4E9L1WqDdY2xyWA7BJBUlQoeucwIHBm+cZYXYgdtXFf6TaJCwCj2s+zH/uHU23EEL7odcHIdB9Zqy1ZImis8D+yRUI96laLgWnkcWwoBr/v65xTAgGfeE18g9rAnTEKMVSJZiB4VEfFwdXUJhXP086PKYbaSOWfg5tbQGfCHK/0zKf5w1l2+kBZWAk+PGcsCLySoJq3QZwS15lq3HjTHOPAjvd5dXJocQ+S1lIwKlqBvFjH5zoYAyMq7Qku0yU8NBX6G4G6FT19nq6PKxsjDpRBIlXJmRYI2cXU9NTUBhYe2h/CwyTnUSgb399yjpBVKS6bMtx0XJbgV+2QGpUWqwtioxjLMFCHmEl5KZKrXftJgu+ImSvDEQNKNmS1Xf3RxGfol3zxiZ+l+nufK6DXEKU0BRoMCwZB3O6e9bQfMNNeReGLvxyMTFOthS8XrgFCVPykBilgVhpSFegzMJ4uX3bGq5leZW1DG0WVtGJRDiQbLXlP05rKQ95OQSYceT8LPkzJpn3xpcEzMr6eB/bxjGf5gJk3w5rEY1cO/3zg4JuXBOoDHk2NbmjKwY/xermR8Xy6KxL7xSX6JaAfSjt88GAojXyzrIi4r2M6XcYM1zTv34wLYufI0raBC8Qzpo27Usxrv0hN5K3kuO2cPm8uqN1z2gpxiyvynXUF9tQbEgUS7hIw+3ELlhx9BmaxsGnYynXfzVNGpYgMOO+PT4y4RAOjMBjeGKACczGwCT9mCbb5Yng3qnUGU49ao9jIdJrq0BCi4rR8A4UIvFXciS1HXw810KIAl4fRTxckl1ZPzVJmGgmNS/Ycy3d1YW473k6ap+wU/knBd+mh968H6ACIQbduURYqYLcCiAoj3Q6mrwGcLE6M5DPy1T81spnSjr+5dFwNdU6bUw2B1nyntHnJrJjrlsqTeiXdmP3nLjL0/lWD5Ji3cJDkKGhj2AkcxVC4NAoIiow+mD4F9NQfqTGWlo1F3X1fM5Z8HaY65BJUEtjdncfUGWsw903hwwn+KBiZLr3r3siw/jgurcg91Lham/ynbwVQCQSCDFO9E9XBE+ZtMRG+slsFd2rerl5kuecbU/ifEozr+p7dvD947gYGG8XIPGjL4dADOCVGJm6yPE4Tlz75sazT1EjWLCNkBOgHmacjB64N4y5xEOMxNsx/qTaad8GZpfNOBRZmXLAQA4PEyMwT6zomk71hwz1I0mTlGuy8onnXXkeWs3kfr8XjUaEy1i45kGk4bx3A4Hx3rkLlOQX1RJckRGP2rBwJMdfOizIuWJiBwcTItMc5plnn2aW1lGTJOgJStqIOLNTAypdWgZNlRxkz3grFgXeL+qwcpcUeVKpit9xTEi76OQMfUtHOANniTvOOuXIs1MBgEvgzMm0D1xVPloOeSv0SfcDQVAW6tn2mlEXApp2EFN/1vijt29il6UeilqZiVYnSzrhzAp5rz3lmi11YuIHBhMLYozmpxc+6Yfy7IAbq8kQRMkbeJW+bJHFQBsrrkDRrBIZ5v7Oxu7jNATRLD5oXzzWEpRgYTC7owGBohrLIdqUF8nkAtUHHn/b+Qn2of5aoDTxbbmBLUKFGKFzvM4/yzxgszcAiJrVLK1Zp+1cm9ZkHBPRxYWxqZFEImINmXjKQbsA6tLJ8TiC52X3WwvU0WLqBwUSFobZi3T1JwcqUsbOCkVFFUF/gtmSWfRu5W+SBNPU36pgqAAuEWQPHsf8skptZsBIDg8kF33nSdFiqtFKN/yxAM4jHLMwg3+nr5sy4GJljwaCh32/ZU2KOlRlYxGTKNE9Y2LvuViuNQamuuCKQcOw7jYZ+3li5gcFkIcmu4Z+3CYf6ykIW9/4PAJ9i7eqblpUlDmFdGBhMbsgbg6HpI26Vhkh4br0wTuZQvDQDHLRo4nQs1o2BRUxu0P2CoYnLND+da1efkyGU4g6o7RWxbKw7A4uY3LCbBUPTcQ2ptJROixsIGgMeXNNCaZVYtwYWMbmBN/h/Q9uEDWFYEevewCISQ6MnPjAcdi79X4nRxFjayj+9r+HuesSGMbCIyQ3eIxiaRSaWzO3dTLHtzQaB2u0R4Ti8qw/9eseGM7CIyQ0/KBiaTRC1Mdhz8rr06vGcoUMK8pn65KjS9iwbCRvWwCImDwCx+M5gbGcMr5qkWnGuc8mo7aFXCOwszY767NH5lngbGRvewFJMHoxVsm8OxmblhKozg2Ns+oOvl5hNTGUXVUZll6tPL0ObtQqcrAwsxeSBfXRyPDIYnB6UO0wOxqZlsyVAs+0GOgx6aP3SFSgZlf1wPhXObylboK0aJ1sDyzF5oB+aHC2C0ek+sn04tk0Oi4e3mrxu2QyXrZRnNH+1ceQJk9fjk+O48N3DjWZPpvg/O5n8m2FIuagAAAAASUVORK5CYII=</Swatch> 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</Swatch> </swatchLibrary> </Fixture>