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Robe Robin T.5 Profile (Robe_Robin T.5 Profile.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Robin T.5 Profile" ShortName="RobinT.5Pr" Company="Robe" Version="32"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>71fa258d-fcfe-4e1c-aa5a-87f83a28548c</Thumbnail> <History Date="01-03-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="11-09-15" Author="Nic Morris" Comment="Updated to latest spec" Version="2" /> <History Date="20-01-16" Author="Nic Morris" Comment="Revised Gobo 2 scroll function ranges in response to manufacturer request." Version="3" /> <History Date="12-02-16" Author="Nic Morris" Comment="Updated to v1.3" Version="4" /> <History Date="15-04-16" Author="Nic Morris" Comment="Updated col mix func functions and locate in line with v1.4 spec." Version="5" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="6" /> <History Date="21-10-16" Author="Nic Morris" Comment="Changed Col Mix Func locate to 'ADD' in line with v1.5 chart in response to manufacturer request." Version="7" /> <History Date="08-11-16" Author="Nic Morris" Comment="Revised Cyan and Lt Green attributes to use CyanAdditive and Lime reserved ID's." Version="8" /> <History Date="25-01-17" Author="Peter Budd" Comment="Added Open ranges on Gobo Wheels, corrected blade rotate functions, re-implemented Nics V1.6 changes and added P/T Speed." Version="9" /> <History Date="21-10-17" Author="Nic Morris" Comment="Updated in line with v1.8 charts in response to manufacturer request (RoboSpot control functions/macros)" Version="10" /> <History Date="22-10-17" Author="Nic Morris" Comment="Revised colour macro function names. Added gobo 1 index functions. Revised gobo 1 scroll ranges." Version="11" /> <History Date="22-10-17" Author="Nic Morris" Comment="Revised mode names with channel counts. Simplified frost and iris ranges. Inverted zoom." Version="12" /> <History Date="22-10-17" Author="Nic Morris" Comment="Revised frame attribute ID's for correct alighnment with Attribute Editor controls." Version="13" /> <History Date="22-10-17" Author="Nic Morris" Comment="Recreated palettes with frost and iris." Version="14" /> <History Date="24-10-17" Author="Nic Morris" Comment="Unification across product range." Version="15" /> <History Date="27-03-18" Author="Nic Morris" Comment="Added product thumbnail" Version="16" /> <History Date="27-03-18" Author="Nic Morris" Comment="Added gobo swatches" Version="17" /> <History Date="06-09-18" Author="Nic Morris" Comment="Created from Robe Robin DL7S Profile" Version="18" /> <History Date="11-09-18" Author="Nic Morris" Comment="Added R20" Version="19" /> <History Date="11-10-18" Author="Nic Morris" Comment="Updated in line with v1.3 charts." Version="20" /> <History Date="19-11-18" Author="Nic Morris" Comment="Added product thumbnail. Added gobo swatches. Updated in line with v1.4 charts." Version="21" /> <History Date="22-02-19" Author="Nic Morris" Comment="Added Atlabase ID's. Minor correction to Colour Macro function typo ('Filter 120 Deep Blue' was 'Filter 120 Beep Blue')" Version="22" /> <History Date="20-11-20" Author="Nic Morris" Comment="Updated in line with v1.9 charts (minor change to gobo scroll ranges)." Version="23" /> <History Date="25-01-21" Author="Nic Morris" Comment="Changed Colour Macro to Virtual Col for compatibility across range in response to manufacturer query." Version="24" /> <History Date="22-11-21" Author="Nic Morris" Comment="Added missing multicolour functions to virtual col in response to manufacturer request." Version="25" /> <History Date="27-05-22" Author="Nic Morris" Comment="Updated in line with v2.0 charts in response to manufacturer request (adds green correction, light output stability, uniformity and gobo rot follow functions and macros)" Version="26" /> <History Date="30-11-22" Author="Nic Morris" Comment="Added 'White Point Off' function to Col Mix Func in line with latest documentation in response to manufacturer request." Version="27" /> <History Date="22-11-23" Author="Nic Morris" Comment="Added RDM ID's" Version="28" /> <History Date="28-03-24" Author="Nic Morris" Comment="Changed RoboSpot (P/T only) control function/ macro to RoboSpot Disabled in line with latest documentation in response to feedback (it looks like this changed somewhere between v1.3 (P/T only) and v1.9 charts (Disabled)" Version="29" /> <History Date="13-04-24" Author="Nic Morris" Comment="Added quiet mode control functions/macros in line with v2.1 charts." Version="30" /> <History Date="13-08-24" Author="Nic Morris" Comment="Created from Robe Robin T1 Profile" Version="31" /> <History Date="16-12-24" Author="Nic Morris" Comment="Added product thumbnail and gobo swatches." Version="32" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="21075" /> </RDM> <AtlaBase TypeID="c50e1fd5-ce94-497e-8f1b-43f7834ca511" /> <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 Spd" Display="'Max Spd'" Dmx="1~1" /> <Function ID="3" Name="Standard" Display="'Standard'" Dmx="0~0" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Wired DMX" Display="'Wired DMX'" Dmx="10~14" /> <Function ID="3" Name="Wireless DMX" Display="'Wireless DMX'" Dmx="15~19" /> <Function ID="4" Name="Display On" Display="'Display On'" Dmx="20~24" /> <Function ID="5" Name="Display Off" Display="'Display Off'" Dmx="25~29" /> <Function ID="6" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="40~44" /> <Function ID="7" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="45~49" /> <Function ID="8" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="50~54" /> <Function ID="9" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="55~59" /> <Function ID="10" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="60~64" /> <Function ID="11" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="65~69" /> <Function ID="12" Name="Fan Auto" Display="'Fan Auto'" Dmx="70~74" /> <Function ID="13" Name="Fan High" Display="'Fan High'" Dmx="75~79" /> <Function ID="14" Name="Quiet Mode: Fans On at B/O" Display="'Quiet Mode: Fans On at B/O'" Dmx="80~84" /> <Function ID="15" Name="Quiet Mode: Fans Off at B/O" Display="'Quiet Mode: Fans Off at B/O'" Dmx="85~89" /> <Function ID="16" Name="Parking Pos On" Display="'Parking Pos On'" Dmx="120~124" /> <Function ID="17" Name="Parking Pos Off" Display="'Parking Pos Off'" Dmx="125~129" /> <Function ID="18" Name="Reset no P/T" Display="'Reset no P/T'" Dmx="130~139" /> <Function ID="19" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="20" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="21" Name="Reset Beam" Display="'Reset Beam'" Dmx="180~189" /> <Function ID="22" Name="Reset Iris/Frames" Display="'Reset Iris/Frames'" Dmx="190~199" /> <Function ID="23" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="24" Name="Green Correction Cal" Display="'Green Correction Cal'" Dmx="210~211" /> <Function ID="25" Name="Gobo Rot: Max Spd+Shortcut" Display="'Gobo Rot: Max Spd+Shortcut'" Dmx="219~220" /> <Function ID="26" Name="Gobo Rot: Follow Spd+Direction" Display="'Gobo Rot: Follow Spd+Direction'" Dmx="221~222" /> <Function ID="27" Name="Gobo Rot: Max Spd+Follow Direction" Display="'Gobo Rot: Max Spd+Follow Direction'" Dmx="223~224" /> <Function ID="28" Name="RoboSpot Enabled" Display="'RoboSpot Enabled'" Dmx="225~229" /> <Function ID="29" Name="RoboSpot (Handle Faders+P/T only)" Display="'RoboSpot (Handle Faders+P/T only)'" Dmx="230~234" /> <Function ID="30" Name="RoboSpot Disabled" Display="'RoboSpot Disabled'" Dmx="235~239" /> <Function ID="31" Name="Theatre Mode Off" Display="'Theatre Mode Off'" Dmx="240~240" /> <Function ID="32" 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="Colour_Func" Name="Colour Func" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reserved" Display="'Reserved %.f',1~39" Dmx="1~39" /> <Function ID="3" Name="CMY Mode" Display="'CMY Mode'" Dmx="40~44" /> <Function ID="4" Name="RGB Mode" Display="'RGB Mode'" Dmx="45~49" /> <Function ID="5" Name="Dim Square" Display="'Dim Square'" Dmx="50~54" /> <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="55~59" /> <Function ID="7" Name="Reserved" Display="'Reserved %.f',60~79" Dmx="60~79" /> <Function ID="8" Name="Tungsten 750W" Display="'Tungsten 750W'" Dmx="80~84" /> <Function ID="9" Name="Tungsten 1000W" Display="'Tungsten 1000W'" Dmx="85~89" /> <Function ID="10" Name="Tungsten 1200W" Display="'Tungsten 1200W'" Dmx="90~94" /> <Function ID="11" Name="Tungsten 2000W" Display="'Tungsten 2000W'" Dmx="95~99" /> <Function ID="12" Name="Tungsten 2500W" Display="'Tungsten 2500W'" Dmx="100~104" /> <Function ID="13" Name="Tungsten Off" Display="'Tungsten Off'" Dmx="105~109" /> <Function ID="14" Name="Save User Col" Display="'Save User Col'" Dmx="110~114" /> <Function ID="15" Name="Chromatic White On" Display="'Chromatic White On'" Dmx="115~119" /> <Function ID="16" Name="Chromatic White Off" Display="'Chromatic White Off'" Dmx="120~124" /> <Function ID="17" Name="Light Output Stability On" Display="'Light Output Stability On'" Dmx="125~129" /> <Function ID="18" Name="Light Output Stability Off" Display="'Light Output Stability Off'" Dmx="130~134" /> <Function ID="19" Name="Uniformity On" Display="'Uniformity On'" Dmx="135~139" /> <Function ID="20" Name="Uniformity Off" Display="'Uniformity Off'" Dmx="140~144" /> <Function ID="21" Name="Green Correction 2700K/ CRI 70" Display="'Green Correction 2700K/ CRI 70'" Dmx="145~149" /> <Function ID="22" Name="Green Correction 3200K/ CRI 70" Display="'Green Correction 3200K/ CRI 70'" Dmx="150~154" /> <Function ID="23" Name="Green Correction 4200K/ CRI 70" Display="'Green Correction 4200K/ CRI 70'" Dmx="155~159" /> <Function ID="24" Name="Green Correction 5600K/ CRI 70" Display="'Green Correction 5600K/ CRI 70'" Dmx="160~164" /> <Function ID="25" Name="Green Correction 8000K/ CRI 70" Display="'Green Correction 8000K/ CRI 70'" Dmx="165~169" /> <Function ID="26" Name="Green Correction 2700K/ CRI 90" Display="'Green Correction 2700K/ CRI 90'" Dmx="170~174" /> <Function ID="27" Name="Green Correction 3200K/ CRI 90" Display="'Green Correction 3200K/ CRI 90'" Dmx="175~179" /> <Function ID="28" Name="Green Correction 4200K/ CRI 90" Display="'Green Correction 4200K/ CRI 90'" Dmx="180~184" /> <Function ID="29" Name="Green Correction 5600K/ CRI 90" Display="'Green Correction 5600K/ CRI 90'" Dmx="185~189" /> <Function ID="30" Name="Green Correction 8000K/ CRI 90" Display="'Green Correction 8000K/ CRI 90'" Dmx="190~194" /> <Function ID="31" Name="Save Green Correction" Display="'Save Green Correction'" Dmx="195~199" /> </Attribute> <Attribute ID="CRI_Selection" Name="CRI Selection" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CRI" Display="'%.1f%%',0.0~100.0" Dmx="0~255" 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 Medium Bastard Amber" Display="'Filter 4 Medium Bastard Amber'" Dmx="1~2" Colour="255,255,255" /> <Function ID="3" Name="Filter 10 Medium Yellow" Display="'Filter 10 Medium 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 Dark Yellow Green" Display="'Filter 90 Dark 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 Medium Blue Green" Display="'Filter 116 Medium 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="Multicolour 1" Display="'Multicolour 1'" Dmx="133~133" Colour="0,0,0" /> <Function ID="69" Name="Multicolour 2" Display="'Multicolour 2'" Dmx="134~134" Colour="0,0,0" /> <Function ID="70" Name="Multicolour 3" Display="'Multicolour 3'" Dmx="135~135" Colour="0,0,0" /> <Function ID="71" Name="Multicolour 4" Display="'Multicolour 4'" Dmx="136~136" Colour="0,0,0" /> <Function ID="72" Name="Multicolour 5" Display="'Multicolour 5'" Dmx="137~137" Colour="0,0,0" /> <Function ID="73" Name="Multicolour 6" Display="'Multicolour 6'" Dmx="138~138" Colour="0,0,0" /> <Function ID="74" Name="Multicolour 7" Display="'Multicolour 7'" Dmx="139~139" Colour="0,0,0" /> <Function ID="75" Name="Multicolour 8" Display="'Multicolour 8'" Dmx="140~140" Colour="0,0,0" /> <Function ID="76" Name="Multicolour 9" Display="'Multicolour 9'" Dmx="141~141" Colour="0,0,0" /> <Function ID="77" Name="Multicolour 10" Display="'Multicolour 10'" Dmx="142~142" Colour="0,0,0" /> <Function ID="78" Name="Multicolour 11" Display="'Multicolour 11'" Dmx="143~143" Colour="0,0,0" /> <Function ID="79" Name="Multicolour 12" Display="'Multicolour 12'" Dmx="144~144" Colour="0,0,0" /> <Function ID="80" Name="Multicolour 13" Display="'Multicolour 13'" Dmx="145~145" Colour="0,0,0" /> <Function ID="81" Name="Multicolour 14" Display="'Multicolour 14'" Dmx="146~146" Colour="0,0,0" /> <Function ID="82" Name="Multicolour 15" Display="'Multicolour 15'" Dmx="147~147" Colour="0,0,0" /> <Function ID="83" Name="Multicolour 16" Display="'Multicolour 16'" Dmx="148~148" Colour="0,0,0" /> <Function ID="84" Name="Multicolour 17" Display="'Multicolour 17'" Dmx="149~149" Colour="0,0,0" /> <Function ID="85" Name="Multicolour 18" Display="'Multicolour 18'" Dmx="150~150" Colour="0,0,0" /> <Function ID="86" Name="Multicolour 19" Display="'Multicolour 19'" Dmx="151~151" Colour="0,0,0" /> <Function ID="87" Name="Multicolour 20" Display="'Multicolour 20'" Dmx="152~152" Colour="0,0,0" /> <Function ID="88" Name="Multicolour 21" Display="'Multicolour 21'" Dmx="153~153" Colour="0,0,0" /> <Function ID="89" Name="Multicolour 22" Display="'Multicolour 22'" Dmx="154~154" Colour="0,0,0" /> <Function ID="90" Name="Multicolour 23" Display="'Multicolour 23'" Dmx="155~155" Colour="0,0,0" /> <Function ID="91" Name="Multicolour 24" Display="'Multicolour 24'" Dmx="156~156" Colour="0,0,0" /> <Function ID="92" Name="Multicolour 25" Display="'Multicolour 25'" Dmx="157~157" Colour="0,0,0" /> <Function ID="93" Name="Multicolour 26" Display="'Multicolour 26'" Dmx="158~158" Colour="0,0,0" /> <Function ID="94" Name="Multicolour 27" Display="'Multicolour 27'" Dmx="159~159" Colour="0,0,0" /> <Function ID="95" Name="Multicolour 28" Display="'Multicolour 28'" Dmx="160~160" Colour="0,0,0" /> <Function ID="96" Name="Multicolour 29" Display="'Multicolour 29'" Dmx="161~161" Colour="0,0,0" /> <Function ID="97" Name="Multicolour 30" Display="'Multicolour 30'" Dmx="162~162" Colour="0,0,0" /> <Function ID="98" Name="Multicolour 31" Display="'Multicolour 31'" Dmx="163~163" Colour="0,0,0" /> <Function ID="99" Name="Multicolour 32" Display="'Multicolour 32'" Dmx="164~164" Colour="0,0,0" /> <Function ID="100" Name="Multicolour 33" Display="'Multicolour 33'" Dmx="165~165" Colour="0,0,0" /> <Function ID="101" Name="Multicolour 34" Display="'Multicolour 34'" Dmx="166~166" Colour="0,0,0" /> <Function ID="102" Name="Multicolour 35" Display="'Multicolour 35'" Dmx="167~167" Colour="0,0,0" /> <Function ID="103" Name="Multicolour 36" Display="'Multicolour 36'" Dmx="168~168" Colour="0,0,0" /> <Function ID="104" Name="Multicolour 37" Display="'Multicolour 37'" Dmx="169~169" Colour="0,0,0" /> <Function ID="105" Name="Multicolour 38" Display="'Multicolour 38'" Dmx="170~170" Colour="0,0,0" /> <Function ID="106" Name="Multicolour 39" Display="'Multicolour 39'" Dmx="171~171" Colour="0,0,0" /> <Function ID="107" Name="Multicolour 40" Display="'Multicolour 40'" Dmx="172~172" Colour="0,0,0" /> <Function ID="108" Name="Multicolour 41" Display="'Multicolour 41'" Dmx="173~173" Colour="0,0,0" /> <Function ID="109" Name="Multicolour 42" Display="'Multicolour 42'" Dmx="174~174" Colour="0,0,0" /> <Function ID="110" Name="Multicolour 43" Display="'Multicolour 43'" Dmx="175~175" Colour="0,0,0" /> <Function ID="111" Name="Multicolour 44" Display="'Multicolour 44'" Dmx="176~176" Colour="0,0,0" /> <Function ID="112" Name="Multicolour 45" Display="'Multicolour 45'" Dmx="177~177" Colour="0,0,0" /> <Function ID="113" Name="Multicolour 46" Display="'Multicolour 46'" Dmx="178~178" Colour="0,0,0" /> <Function ID="114" Name="Multicolour 47" Display="'Multicolour 47'" Dmx="179~179" Colour="0,0,0" /> <Function ID="115" Name="Multicolour 48" Display="'Multicolour 48'" Dmx="180~180" Colour="0,0,0" /> <Function ID="116" Name="Multicolour 49" Display="'Multicolour 49'" Dmx="181~181" Colour="0,0,0" /> <Function ID="117" Name="Multicolour 50" Display="'Multicolour 50'" Dmx="182~182" Colour="0,0,0" /> <Function ID="118" Name="Multicolour 51" Display="'Multicolour 51'" Dmx="183~183" Colour="0,0,0" /> <Function ID="119" Name="Multicolour 52" Display="'Multicolour 52'" Dmx="184~184" Colour="0,0,0" /> <Function ID="120" Name="Multicolour 53" Display="'Multicolour 53'" Dmx="185~185" Colour="0,0,0" /> <Function ID="121" Name="Multicolour 54" Display="'Multicolour 54'" Dmx="186~186" Colour="0,0,0" /> <Function ID="122" Name="Multicolour 55" Display="'Multicolour 55'" Dmx="187~187" Colour="0,0,0" /> <Function ID="123" Name="Multicolour 56" Display="'Multicolour 56'" Dmx="188~188" Colour="0,0,0" /> <Function ID="124" Name="Multicolour 57" Display="'Multicolour 57'" Dmx="189~189" Colour="0,0,0" /> <Function ID="125" Name="Multicolour 58" Display="'Multicolour 58'" Dmx="190~190" Colour="0,0,0" /> <Function ID="126" Name="Multicolour 59" Display="'Multicolour 59'" Dmx="191~191" Colour="0,0,0" /> <Function ID="127" Name="Multicolour 60" Display="'Multicolour 60'" Dmx="192~192" Colour="0,0,0" /> <Function ID="128" Name="Multicolour 61" Display="'Multicolour 61'" Dmx="193~193" Colour="0,0,0" /> <Function ID="129" Name="Multicolour 62" Display="'Multicolour 62'" Dmx="194~194" Colour="0,0,0" /> <Function ID="130" Name="Multicolour 63" Display="'Multicolour 63'" Dmx="195~195" Colour="0,0,0" /> <Function ID="131" Name="Multicolour 64" Display="'Multicolour 64'" Dmx="196~196" Colour="0,0,0" /> <Function ID="132" Name="Multicolour 65" Display="'Multicolour 65'" Dmx="197~197" Colour="0,0,0" /> <Function ID="133" Name="Multicolour 66" Display="'Multicolour 66'" Dmx="198~198" Colour="0,0,0" /> <Function ID="134" Name="Multicolour 67" Display="'Multicolour 67'" Dmx="199~199" Colour="0,0,0" /> <Function ID="135" Name="Multicolour 68" Display="'Multicolour 68'" Dmx="200~200" Colour="0,0,0" /> <Function ID="136" Name="Multicolour 69" Display="'Multicolour 69'" Dmx="201~201" Colour="0,0,0" /> <Function ID="137" Name="Multicolour 70" Display="'Multicolour 70'" Dmx="202~202" Colour="0,0,0" /> <Function ID="138" Name="Reserved" Display="'Reserved %.f',203~215" Dmx="203~215" Colour="255,255,255" /> <Function ID="139" Name="User Col 1" Display="'User Col 1'" Dmx="216~217" Colour="255,255,255" /> <Function ID="140" Name="User Col 2" Display="'User Col 2'" Dmx="218~219" Colour="255,255,255" /> <Function ID="141" Name="User Col 3" Display="'User Col 3'" Dmx="220~221" Colour="255,255,255" /> <Function ID="142" Name="User Col 4" Display="'User Col 4'" Dmx="222~223" Colour="255,255,255" /> <Function ID="143" Name="User Col 5" Display="'User Col 5'" Dmx="224~225" Colour="255,255,255" /> <Function ID="144" Name="User Col 6" Display="'User Col 6'" Dmx="226~227" Colour="255,255,255" /> <Function ID="145" Name="User Col 7" Display="'User Col 7'" Dmx="228~229" Colour="255,255,255" /> <Function ID="146" Name="User Col 8" Display="'User Col 8'" Dmx="230~231" Colour="255,255,255" /> <Function ID="147" Name="User Col 9" Display="'User Col 9'" Dmx="232~233" Colour="255,255,255" /> <Function ID="148" Name="User Col 10" Display="'User Col 10'" Dmx="234~235" Colour="255,255,255" /> <Function ID="149" Name="Scroll w/Fade" Display="'Scroll w/Fade %.f%%',0~100" Dmx="236~245" Colour="255,255,255" /> <Function ID="150" Name="Scroll no Fade" Display="'Scroll no Fade %.f%%',0~100" Dmx="246~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" /> </Attribute> <Attribute ID="Lime" Name="Lime" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Lime C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="6" PowerOn="6" /> <Function ID="1" Name="Variable" Display="'%.fK',2700~8000" Dmx="255~0" Colour="255,255,255" /> <Function ID="2" Name="8000K" Display="'8000K'" Dmx="0~0" Colour="255,255,255" /> <Function ID="3" Name="7978->6622" Display="'7978->6622 %.fK',7978~6622" Dmx="2~64" Colour="255,255,255" /> <Function ID="4" Name="6600K" Display="'6600K'" Dmx="65~65" Colour="255,255,255" /> <Function ID="5" Name="6578->5622" Display="'6578->5622 %.fK',6578~5622" Dmx="66~109" Colour="255,255,255" /> <Function ID="6" Name="5600K" Display="'5600K'" Dmx="110~110" Colour="255,255,255" /> <Function ID="7" Name="5580->4220" Display="'5580->4220 %.fK',5580~4220" Dmx="111~179" Colour="255,255,255" /> <Function ID="8" Name="4200K" Display="'4200K'" Dmx="180~180" Colour="255,255,255" /> <Function ID="9" Name="4180->3220" Display="'4180->3220 %.fK',4180~3220" Dmx="181~229" Colour="255,255,255" /> <Function ID="10" Name="3200K" Display="'3200K'" Dmx="230~230" Colour="255,255,255" /> <Function ID="11" Name="3180->2720" Display="'3180->2720 %.fK',3180~2720" Dmx="231~254" Colour="255,255,255" /> <Function ID="12" Name="2700K" Display="'2700K'" Dmx="255~255" Colour="255,255,255" /> </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="129~254" Colour="255,255,255" /> <Function ID="5" Name="No Shift" Display="'No Shift'" Dmx="255~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Col_Mix_Func" Name="Col Mix Func" Description="" Group="S"> <Locate Locate="5" PowerOn="5" /> <Function ID="1" Name="Virtual" Display="'Virtual'" Dmx="0~0" /> <Function ID="2" Name="HTP" Display="'HTP'" Dmx="10~19" /> <Function ID="3" Name="LTP" Display="'LTP'" Dmx="20~29" /> <Function ID="4" Name="MIX" Display="'MIX'" Dmx="30~39" /> <Function ID="5" Name="ADD" Display="'ADD'" Dmx="45~45" /> <Function ID="6" Name="SUB" Display="'SUB'" Dmx="50~59" /> <Function ID="7" Name="INV SUB" Display="'INV SUB'" Dmx="60~69" /> <Function ID="8" Name="White Point Off" Display="'White Point Off'" Dmx="70~79" /> <Function ID="9" Name="Virtual" Display="'Virtual'" Dmx="129~129" /> <Function ID="10" Name="Xfade" Display="'Xfade %.1f%%',0.0~100.0" Dmx="130~254" /> <Function ID="11" Name="Colour Mix" Display="'Colour Mix'" Dmx="255~255" /> </Attribute> <Attribute ID="Gobo_Spd" Name="Gobo Spd" 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="Beam_Time" Name="Beam Time" 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="Animation" Name="Animation" 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="Animation_Rot" Name="Animation 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="Animation_Mac" Name="Animation Mac" 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 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1,Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1,Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1,Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1,Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1,Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1,Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1,Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" /> <Condition Name="Fixed Spin" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" /> <Condition Name="Shake Index" ID="17,18,19,20,21,22,23,24" If="'Gobo1Func'==3" /> <Condition Name="Shake Spin" ID="25,26,27,28,29,30,31,32" If="'Gobo1Func'==4" /> <Condition Name="Scroll" ID="33,34,35,36,37,38" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="39" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>236e01e5-98b9-42d8-a23a-7eadaa815bec</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~7" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12dc14ee-e0ba-40cd-89a5-8ca2c18c4f50</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~11" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>138ec3bc-3c5b-4009-8d2b-7f3d5f045982</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="12~15" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b91d4423-3edf-46f2-95ee-9c80285d5208</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="16~19" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c868db8e-7515-4907-86ee-1085810a4528</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="20~23" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1b240774-11e6-4aef-b67d-735c6f89fa83</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="24~27" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a68ef5c1-a936-4d0f-ae70-6162f74f2242</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="28~31" WheelPosition="7"> <Swatch>69efd532-dabf-4973-8aab-8bea24505b9a</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>236e01e5-98b9-42d8-a23a-7eadaa815bec</Swatch> </Function> <Function ID="10" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~35" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12dc14ee-e0ba-40cd-89a5-8ca2c18c4f50</Swatch> </Function> <Function ID="11" Name="Gobo 2" Display="'Gobo 2'" Dmx="36~39" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>138ec3bc-3c5b-4009-8d2b-7f3d5f045982</Swatch> </Function> <Function ID="12" Name="Gobo 3" Display="'Gobo 3'" Dmx="40~43" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b91d4423-3edf-46f2-95ee-9c80285d5208</Swatch> </Function> <Function ID="13" Name="Gobo 4" Display="'Gobo 4'" Dmx="44~47" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c868db8e-7515-4907-86ee-1085810a4528</Swatch> </Function> <Function ID="14" Name="Gobo 5" Display="'Gobo 5'" Dmx="48~51" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1b240774-11e6-4aef-b67d-735c6f89fa83</Swatch> </Function> <Function ID="15" Name="Gobo 6" Display="'Gobo 6'" Dmx="52~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a68ef5c1-a936-4d0f-ae70-6162f74f2242</Swatch> </Function> <Function ID="16" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~59" WheelPosition="7"> <Swatch>69efd532-dabf-4973-8aab-8bea24505b9a</Swatch> </Function> <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>236e01e5-98b9-42d8-a23a-7eadaa815bec</Swatch> </Function> <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~69" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12dc14ee-e0ba-40cd-89a5-8ca2c18c4f50</Swatch> </Function> <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="70~79" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>138ec3bc-3c5b-4009-8d2b-7f3d5f045982</Swatch> </Function> <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="80~89" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b91d4423-3edf-46f2-95ee-9c80285d5208</Swatch> </Function> <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="90~99" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c868db8e-7515-4907-86ee-1085810a4528</Swatch> </Function> <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="100~109" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1b240774-11e6-4aef-b67d-735c6f89fa83</Swatch> </Function> <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="110~119" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a68ef5c1-a936-4d0f-ae70-6162f74f2242</Swatch> </Function> <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="120~129" WheelPosition="7"> <Swatch>69efd532-dabf-4973-8aab-8bea24505b9a</Swatch> </Function> <Function ID="25" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>236e01e5-98b9-42d8-a23a-7eadaa815bec</Swatch> </Function> <Function ID="26" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~139" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12dc14ee-e0ba-40cd-89a5-8ca2c18c4f50</Swatch> </Function> <Function ID="27" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="140~149" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>138ec3bc-3c5b-4009-8d2b-7f3d5f045982</Swatch> </Function> <Function ID="28" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="150~159" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b91d4423-3edf-46f2-95ee-9c80285d5208</Swatch> </Function> <Function ID="29" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="160~169" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c868db8e-7515-4907-86ee-1085810a4528</Swatch> </Function> <Function ID="30" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="170~179" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1b240774-11e6-4aef-b67d-735c6f89fa83</Swatch> </Function> <Function ID="31" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="180~189" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a68ef5c1-a936-4d0f-ae70-6162f74f2242</Swatch> </Function> <Function ID="32" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="190~199" WheelPosition="7"> <Swatch>69efd532-dabf-4973-8aab-8bea24505b9a</Swatch> </Function> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="200~201" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="200~201" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="37" Name="Audio Rand" Display="'Audio Rand'" Dmx="244~249" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="38" Name="Auto Rand" Display="'Auto Rand %.f%%',0~100" Dmx="255~250" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="39" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="257~32639" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33153~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" 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_Rot" Name="Prism 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="Combined" Display="'Combined'" 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="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" /> <Condition Name="Combined" ID="14,15,16,17,18,19" If="'Frost_Func'==4" /> <Else ID="20" /> <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="170~172" WheelPosition="5" /> <Function ID="14" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="15" Name="Frost" Display="'Frost %.f%%',0~100" Dmx="173~225" WheelPosition="1" /> <Function ID="16" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="235~226" WheelPosition="2" /> <Function ID="17" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="245~236" WheelPosition="3" /> <Function ID="18" Name="Pulse" Display="'Pulse %.f%%',100~0" Dmx="246~255" WheelPosition="4" /> <Function ID="19" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="5" /> <Function ID="20" 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" Iris="0~0" Zoom="0~0" /> </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" Iris="0~0" Zoom="0~0" /> </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 T 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 T 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 L 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 L 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 B 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 B 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 R 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 R 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="Mode 1, 49 DMX" Channels="49" Id="7f009906-e396-49be-a90d-098c6f6ee597"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="265" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="d5c1e1fe-1f2e-49d9-9dd4-385caffcc7ac" /> <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="30" /> <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="58" /> <Attribute ID="Colour_Func" ChannelOffset="9" Wheel="29" /> <Attribute ID="CRI_Selection" ChannelOffset="10" Wheel="9" /> <Attribute ID="Virtual_Col" ChannelOffset="11" Wheel="8" /> <Attribute ID="Red" ChannelOffset="12,13" Wheel="10" /> <Attribute ID="Green" ChannelOffset="14,15" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="16,17" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="18" Wheel="7" /> <Attribute ID="Green_Shift" ChannelOffset="19" Wheel="37" /> <Attribute ID="Col_Mix_Func" ChannelOffset="20" Wheel="28" /> <Attribute ID="Gobo_Spd" ChannelOffset="21" Wheel="26" /> <Attribute ID="Beam_Time" ChannelOffset="22" Wheel="27" /> <Attribute ID="Animation" ChannelOffset="23" Wheel="52" /> <Attribute ID="Animation_Rot" ChannelOffset="24" Wheel="53" /> <Attribute ID="Animation_Mac" ChannelOffset="25" Wheel="54" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="26" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="27,28" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="29" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="30" Wheel="23" /> <Attribute ID="Frost_Func" Wheel="140" /> <Attribute ID="Frost" ChannelOffset="31" Wheel="141" /> <Attribute ID="Iris" ChannelOffset="32,33" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="34,35" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="36,37" Wheel="20" /> <Attribute ID="Blade_All_Rot" ChannelOffset="38" Wheel="50" /> <Attribute ID="Blade_1" ChannelOffset="39" Wheel="51" /> <Attribute ID="Blade_1_Rot" ChannelOffset="40" Wheel="79" /> <Attribute ID="Blade_4" ChannelOffset="41" Wheel="80" /> <Attribute ID="Blade_4_Rot" ChannelOffset="42" Wheel="81" /> <Attribute ID="Blade_3" ChannelOffset="43" Wheel="109" /> <Attribute ID="Blade_3_Rot" ChannelOffset="44" Wheel="110" /> <Attribute ID="Blade_2" ChannelOffset="45" Wheel="111" /> <Attribute ID="Blade_2_Rot" ChannelOffset="46" Wheel="139" /> <Attribute ID="Shutter" ChannelOffset="47" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="48,49" Wheel="1" /> </Include> </Mode> <Mode Name="Mode 2, 33 DMX" Channels="33" Id="5e18c4f6-0b33-4c56-b632-c89ac124dcbb"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="265" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="65bc246d-2087-4df4-8212-1d80359201f2" /> <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="Colour_Func" ChannelOffset="7" Wheel="29" /> <Attribute ID="CRI_Selection" ChannelOffset="8" Wheel="9" /> <Attribute ID="Red" ChannelOffset="9" Wheel="10" /> <Attribute ID="Green" ChannelOffset="10" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="11" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="12" Wheel="7" /> <Attribute ID="Animation" ChannelOffset="13" Wheel="52" /> <Attribute ID="Animation_Rot" ChannelOffset="14" Wheel="53" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="16" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="17" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="18" Wheel="23" /> <Attribute ID="Frost_Func" Wheel="140" /> <Attribute ID="Frost" ChannelOffset="19" Wheel="141" /> <Attribute ID="Iris" ChannelOffset="20" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="21" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="22" Wheel="20" /> <Attribute ID="Blade_All_Rot" ChannelOffset="23" Wheel="50" /> <Attribute ID="Blade_1" ChannelOffset="24" Wheel="51" /> <Attribute ID="Blade_1_Rot" ChannelOffset="25" Wheel="79" /> <Attribute ID="Blade_4" ChannelOffset="26" Wheel="80" /> <Attribute ID="Blade_4_Rot" ChannelOffset="27" Wheel="81" /> <Attribute ID="Blade_3" ChannelOffset="28" Wheel="109" /> <Attribute ID="Blade_3_Rot" ChannelOffset="29" Wheel="110" /> <Attribute ID="Blade_2" ChannelOffset="30" Wheel="111" /> <Attribute ID="Blade_2_Rot" ChannelOffset="31" Wheel="139" /> <Attribute ID="Shutter" ChannelOffset="32" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="33" Wheel="1" /> </Include> </Mode> <Mode Name="Mode 3, 53 DMX" Channels="53" Id="2444b17b-7d85-4afd-81d4-66b226c260ff"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="265" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="885a9f5c-d635-4e4e-b580-51780d84c7ef" /> <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="30" /> <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="58" /> <Attribute ID="Colour_Func" ChannelOffset="9" Wheel="29" /> <Attribute ID="CRI_Selection" ChannelOffset="10" Wheel="9" /> <Attribute ID="Virtual_Col" ChannelOffset="11" Wheel="8" /> <Attribute ID="Red" ChannelOffset="12,13" Wheel="10" /> <Attribute ID="Green" ChannelOffset="14,15" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="16,17" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="18,19" Wheel="40" /> <Attribute ID="Lime" ChannelOffset="20,21" Wheel="41" /> <Attribute ID="CTO" ChannelOffset="22" Wheel="7" /> <Attribute ID="Green_Shift" ChannelOffset="23" Wheel="37" /> <Attribute ID="Col_Mix_Func" ChannelOffset="24" Wheel="28" /> <Attribute ID="Gobo_Spd" ChannelOffset="25" Wheel="26" /> <Attribute ID="Beam_Time" ChannelOffset="26" Wheel="27" /> <Attribute ID="Animation" ChannelOffset="27" Wheel="52" /> <Attribute ID="Animation_Rot" ChannelOffset="28" Wheel="53" /> <Attribute ID="Animation_Mac" ChannelOffset="29" Wheel="54" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="30" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="31,32" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="33" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="34" Wheel="23" /> <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:23" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:19" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:21" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:8,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <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:6,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Time Mode"> <Set Channel="Control:7,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:10,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:11,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:20" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Iris/Frames"> <Set Channel="Control:22" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Wired DMX"> <Set Channel="Control:2,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Wireless DMX"> <Set Channel="Control:3,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Reset no P/T"> <Set Channel="Control:18" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:4,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:5,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Parking Pos On"> <Set Channel="Control:16,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Parking Pos Off"> <Set Channel="Control:17,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:12,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:13,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:14,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:15,Shutter:1" Delay="4000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="RoboSpot Enabled"> <Set Channel="Control:28" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot (Handle Faders+P/T only)"> <Set Channel="Control:29" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Disabled"> <Set Channel="Control:30" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY Mode"> <Set Channel="Colour_Func:3" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="RGB Mode"> <Set Channel="Colour_Func:4" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Colour_Func:5" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Colour_Func:6" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Tungsten 750W"> <Set Channel="Colour_Func:8" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Tungsten 1000W"> <Set Channel="Colour_Func:9" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Tungsten 1200W"> <Set Channel="Colour_Func:10" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Tungsten 2000W"> <Set Channel="Colour_Func:11" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Tungsten 2500W"> <Set Channel="Colour_Func:12" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Tungsten Off"> <Set Channel="Colour_Func:13" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Save User Col"> <Set Channel="Colour_Func:14" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Chromatic White On"> <Set Channel="Colour_Func:15" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Chromatic White Off"> <Set Channel="Colour_Func:16" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Theatre Mode Off"> <Set Channel="Control:31" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Rot: Max Spd+Shortcut"> <Set Channel="Control:25" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Rot: Follow Spd+Direction"> <Set Channel="Control:26" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Rot: Max Spd+Follow Direction"> <Set Channel="Control:27" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Light Output Stability On"> <Set Channel="Colour_Func:17" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Light Output Stability Off"> <Set Channel="Colour_Func:18" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Uniformity On"> <Set Channel="Colour_Func:19" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Uniformity Off"> <Set Channel="Colour_Func:20" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction Cal"> <Set Channel="Control:24" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Green Correction 2700K/ CRI 70"> <Set Channel="Colour_Func:21" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 3200K/ CRI 70"> <Set Channel="Colour_Func:22" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 4200K/ CRI 70"> <Set Channel="Colour_Func:23" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 5600K/ CRI 70"> <Set Channel="Colour_Func:24" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 8000K/ CRI 70"> <Set Channel="Colour_Func:25" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 2700K/ CRI 90"> <Set Channel="Colour_Func:26" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 3200K/ CRI 90"> <Set Channel="Colour_Func:27" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 4200K/ CRI 90"> <Set Channel="Colour_Func:28" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 5600K/ CRI 90"> <Set Channel="Colour_Func:29" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Green Correction 8000K/ CRI 90"> <Set Channel="Colour_Func:30" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> <Macro Name="Save Green Correction"> <Set Channel="Colour_Func:31" Delay="4000" /> <Set Channel="Colour_Func:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> <Group Name="Gobo"> <Palette ID="2" Name="Open" Number="12" Page="1" SetControl="Gobo1:9,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 1" Number="13" Page="1" SetControl="Gobo1:10,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 2" Number="14" Page="1" SetControl="Gobo1:11,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 3" Number="15" Page="1" SetControl="Gobo1:12,Gobo1Func:2" /> <Palette ID="6" Name="Gobo 4" Number="16" Page="1" SetControl="Gobo1:13,Gobo1Func:2" /> <Palette ID="7" Name="Gobo 5" Number="17" Page="1" SetControl="Gobo1:14,Gobo1Func:2" /> <Palette ID="8" Name="Gobo 6" Number="18" Page="1" SetControl="Gobo1:15,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 7" Number="19" Page="1" SetControl="Gobo1:16,Gobo1Func:2" /> </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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PyOEQpwUDWQRZhhdN7AqTYVUrTr2sSbHA14+c+97kZwaaedYqsQQZg6PLornSlK23yWoa3RlugyvQc5iLgCKhYz71K4VzzmtccHK7gICCZhQMbqkYw906NdvsASCaJcDnKEiTOU4IZViyYbexT7r66kF3xHdeomRdX9sj9jyzB5occ5F2gDCwYWLChsBulQaiDUjEfDw9ZUjfdnAm7VUwrRXizQI1RhUiXIw/bJDYD43kowcDCB8GGbCjB3Rx4xTWC5aL0sho5u0/FbhdCJT/84Q97728i7IYzucMiShKMkTJ4AG8Yk9IvJXe6Cx4ciSOOxg0vlQfruEkJZvc/97nPnRndqbpg71iUiNSLB6l+yM39Smvs4/VDIYQgxEAdk6TiVbX8IkJKAaX5RTC202eXcri0QgxlCdhYOYJ5RhyD1NHSOLKGs/9xBWc2sdk3Idj87J+9x7x7PCSeDBuppja6IPXYKblINeQ8IfVW4ljveMc7TvJ70i4ljFIZV3eHe10Y39TQ2AHAr3/962cEkyKTXK7NspAYZ4vlusrVcwn45qBk+zWvec3MsQnk0k8BGy6eIWIq815j7N1y5wnds5VyEkwAZtTZPx6GWij2jAc/hGBpgDNCETmUSo9znljOFvHeXYIJgnICpGF0cjPWx6hJxI4ucATtG5Yil5kjmHBJLelO+qUEs7Hcc86BSR0inqU44jIgmdl9OZuvAJzBnXemv8wRLD/nqAd2EIKFG98HnhIvijfFQypBzx/pQsoEeEZ2dxc5guVUoMQxyRgqhV03hmCMd9KCireYfSj1LYa6tylzAeRuUaTcJocn95npJkLCZceyCxIraWLH2pADgTtlgs3PW7zJIjcUX9AUm9IuS+H/K/FVEp3Ge7ogHTkCV7/61Tf+TmFerqVN2383j5f+u3u/QTA24FiwhXzekDCAMILmWkUBXeg7UG+Wa7S1CdlXqWpku+WKHpGRVpD+cvlOpXr+IfC31oUHrLl3YAblJjiUnnfZlWAO81zovMUQ0cSq7L+ZC31gLKuR6lskVaIpwXKlK8B4j1kUgbSUJUVq29VsmxqGxpgsjj7LHMHAM5CwzjlHuqHYfAHl2DmCyduy9ZR2g3FQaZdSAGmGNL3YQDY3E8OzHzj1B3dwaOPxdV2C7d4sCAtmgRntWs4Y/n22iS8gHsRgryFXwlICSZASrJSWSYOcgqY5Z6AGxLWg1KvynNo8fqj1ALABS84R2zYFr7iksnjSQbBSBYYcJ/LIpbLxSqAJ1K6xE3nLI8ZK4dCmBJsPL9k59xdDIcGrJpxr7eFLp/S1eimZ6Sub6XqSJbU3BhYjBVtjDMFIAeoNlEkLC9RsHp5rNPPmwFzgUXZNC3aleFZkAxAnejy7SNUs2zaXLSDpbA4xOLHCWkjJxkYwoacR2BmXYnhKKgoMvVjqjGs7MJoOgmSCkbU40RB4cB5EfFFqooTuNJxu0V+A4R2TdGBssp6KiSyD1I8gaM17trA2kgxDDvK43oM50IUmYFOCIJfFCLDZwiGiCnNdRu6RivV5At05ZykQ4aeR1Rk4hEuzHZwS7MZj3iWHbu7QjTFgh7SI1YAIIuLRQVNLFnfLtkuvtRDSKCQXcE7GwKZhCwpVAK+rLzzDWC4RDKi3HMGosthgNkSpjk1gVSBYbA5IxC7BfG99FGZfyMXWCGbKkJ4EkprEG1ES7wY2IdhS6hGI4270WZxoCMFKdecBHlsQzAPmTOQM1VyoogQ7NAhGnZN2Y+JHDjFFLGDA94UGmAtdLzeFStRnPOMZm+QPqVZSJ7ISTgopFUpKoQXBSpKebWyoS59zQ0X6XFUnI0vicWnG7BnBWnF6+vbHDrW/GAq2Rlpast9++80S1DVdT8qQfmyLUu09gzNgJ7MNcmkTOxihoxRHfXoJaTkQVScVw44cCr2WJBJ1JIuh4aI2q4uEEaTtVj6koCZzCWrPJtQkR6qUYhLWCLATc0AaMTxepg2mwqQEdqlnObIkfgecau2wv4cEU9w0yeGfRjumBGPbMDZrBw2oEFVuQ5wLPOb6DiOhHuB95ggm72f8knAFIiq5JlFzJTldlc4dH0MwtiGJY1Q6IJsymRqEJGoE8+w8gy6EdCL7sMsuuxQnBHlOISVV7ZYkvY2IYFSgOGNpHls4WILoI4BLOPWRlGCTIFcPxharESwW2sMjmTSgdkFcpxF9TSC1e/DgxIJApiBXWszeScuBYhzSGFCRPDs7nDToS35/8YtfrKpJ76H/srvJbByEJk1E/hUU5iDKH7FAG8x75QimklccT3gGeYVJcogQEYKpAO5u9ApOQrBJ1COwgbqpHYZ+rTTZ7mH7sIGUBucI5v8z9MOLopIY5jniAEkhCm0h2W6517FjhCui7ookJfF4fENhkUgUucmIoNfGC/jMbjA4BalDkhpd1YVZF1reOBY5EgbMQ4v3R8gcKfRSUJNypMjDvkvNkEAQMbqVhFMGYsapINhkZ9l5gHYb0Ryww3NiP0D023kIJhBIXebybWye1E2njkpVAxwOsSnqkrRjkOegFi0I5nMVEdY8qxwstLY2C+v4wDD8SzD7tUQwkD/NEcx9Uck2DZKVCJbaYTzAku1ETSIYG1IOOUcwz5F3LKJvA47AjFNbtW9OP0w650stU/oA/dvOLNV8ARXKO6ImeZS5IsSuAc0O426X8mQeLILVTlzrBnEVAo4lGHD9pcci9lTL3SFATU2WFhKhBF1JSRInJVIKzzLmodUqVdIgOKkpL5xDNN+wD4fkmefYHrdIMN9mVKi2D0RvSjCSgTqrle8iZVRiiPXkCNYlA0JK/pa6ZyKyXavW6DaWjNylG8Es0CtAAtaOrQEqmJEe4YQulJ8rUKQJuuClI1jNIaHS2KHeX+l0aXOzr5QKKRliX5UggAvWhdbgyA0ATl0KwbYb8uoxyAUcLXKNYAxu0gZ4njlnQVl07MwA9Us15aCWia2RtnR10SWnB039lA5sqIG9gmAclb5pQ9RkiWBCK3owcyk0qp6dStJSyyV7UYLc+5OSNEKuro4kMgdXaKgWzknLvgVvBxIMtlsJwejtbplwtN2XkKq/UhmznWksZfQ1gocsPpRTSX6HqMYmlYaz8Oq696rm3gyJsYipNu7p8MMPr742HUWeA3WUI1h0vLtf3nkpiJ06VeJzpcLNyBxEyiwH2iUOCxvZ2LMagoEdnIYSYsZWCaRThAxqsxjszJRgHp5AbelEDmoLwbyuW5kASNcdmZR284wB20dIgIq0+KFaSmDIk0Q5MDFyMSybjFfIrrQRSwTzPGPGmjHs3SaZQBDPBix50ILkYo4IxsmSex14AsqMYNsOeeVYKClJCdbXqOrBuWlBWTGlksTJGbYi26UvHOEJJUE5goFodUowKloUfGzThIWwsIhh8fsI5hAFw3tzBZc2DZMhFxagvqPfQJ1Z6V6U2PjeVGXp+0jPuU8bAoHYeDmEmhS0lp0ZGK7YFsEWKjDsgw5s3lQ8PAQrhR8CFgfB/A2bLRdPyol6hmwJ8nhAKhnQm0PX0Ge3GINpmuFYhMQhgfrq4Sys71OqVmDs5xZS7E74gcGt0qKUhlOjhmBiklJQ8rk5sMNM0SZNSwRjaiAoonqvgdh6IQnmgQjOEbslwnhwChAj4Ur12XGlLwB2Zkg9pMkRzOcx3lNS8SRLiFgRz6uUjM4ljs33WoRgvF/PRrOGeFjOE0xh0UuTpD2LXK6QkS3+x+MVSC31XrKvYkJRnCSXQ/Qj1IYOIxe70iZVZDkQMwmWtzIrwHbekpiI6HIJPLQ0o0/11AjGgI8JNmyHHOxWuynN59UciCAYo9iVS5vkGlRtIobv2IMgOCtGbvJ0qfq+ZhLVv2JnqWecQiC0SzChBUY3ewjJSgRj09q0DHNxrFLmQziHQ+Q71/paBWYRjPrmTfadmNLiTAhW1i8FhNTqixkJV6TiVLylBjvMKRnQbVRNQf2mBKvFuUiQSEMJTubCH2ywbviDtDO3opTzKyH13nxeH8EQnqRJxzWlsJA504JxHwSrwRqE50ca5gjG1vUM3K/3K1X2smGjE+xe97rXEIKda6GDGKLmqrawwAawQBGx7qsatdtCz+fmagW65yn2VVyqFrBQxj/lCOYzpZVizHlAASA1N6Yil4oMtSTUoLu8D46MKRHMs1Ds1z19jQFPUpYaSdL3jik7crNCH7mgq+C4AgENyaUQDUdMK5sAL09yCBYiWJR22BE1b4vRrv0parNq4QcgmrngdmaplgmovTR25SHXqhhIRgRjFPOAcqkOql7qKe1C4g1Sc30HhKaganhmArYM7CFqVuVoeiJcFwz6LsGEa6TJPFM2aKlaRX4xovXMFXZWzhZj1yEY27EWA1RdyzYeekblQgQLcc1wt3C56ocAjycIpnGBN1k7w4djgGC1aktERNwIfVAhCFkKVcTnIYyIde78R++nKkJZc5oj1DGkfn0MSHgE8z7KYPQm9IEqKxGMiuvGxKyBv7FpSMrS3DSEZ2OFecIByRHMMwntUaqsAA5WLbfbxUIES9MrApg1gkmg0tfRsCHfWCNYhCHk2mozVBmcaWyNpCgRLC2j9nBKB4yyhRThqdoIIAi7pHYCbRcRGoE+MyJAegiN5BwW9qD5+l6TQkwQwfoWnF0YaSkqkJPWfa6RSzXgmCSf6qTfhQiGIFEN0Jc64OHIQUaZTZ8dxnBkC/FQkbHUA0ikpw0NxH9p11GnMTGQWvHAS7Xzcn02RCq12JFjDiVNCTx0bj01Jm6WHkOTglPTJZh7lUdUp0XSlqpSxbnE0zgxvHP2Xq58idpFMGrSaIS+EMsQLEQw7I8DNAUwDUarHYGcEqzPKEWw8OjszBLB2AHpbNLaSSPul1olCcRwqMJa0ykpJggaDb6Sy3b90ONyUk+tVt/WhZKfEsE4Mt04HrtLSZIAqU1ZqkOj+tx7NM1YixzB4pn43lJ7Y44jLGHh8yKpMjfM/Re7qnU2K8mNjmN/U5t5r3aeJ2bnkyIK7HIgkez6yHH2SVJkDKfAlELqtWQYMwF4aSHFSD4SLEqw+8DGicNM2TQMa4Z8H9h/Yl7R6ZTC+7i6G1lcEcGoNYHvUsUKozwI5v1J5W68y0aMXlEOylQEM59ndCxszGwHDy0dkMYorc28JwEQzO6vjTcSCwqCyenxtErFcIzTIBhD32LwztLJiCk0cKTd3xo7lAUNkWLuV7woDGv3OIRgNg17NkcwsDG7QVdJaKU/vpsYIqcrp/5t8jgniU2pYKAbx/L5gs4IJpMhCLzkjNdfIxjZPZpg6YPuS2RH9D0I1jdVUHDSriSqkTFmr3bBGI9qBDVcbLbuSIBAt7zYpqCSzGgoFfZFNQJQT+JOtbGXKWyoINiYrnG2pY2SS39R1bmovueAPJ6VUqOc1Pd3JHa8rw2cC5R6fhwsXqvkt1KdJfAXBKMnLjz2L4nzaLK1Q/tSB2mSui8wyiilknzR2lwE9Vdpo6+sQYlg3fIhoLoki7sBViAFeGlpZa46L0HGoVIs4HOHHiLBVrOhcuc+sh1z+VQedUgnweQcwXw2sgTBSk256aRE67okwX6EYAuNwuMpEftqrYAkqBEsTZmQHrWaIg+QtKAia6qF+LbY0W4WDzcXcOWCkwBdKIlR8pLLkYpfpQRDZBJzyMFc6dARcUDhjqEj3kv5WlKFaut2aHlGAtRib56FeyYAumCWRIqtRDBB5chEUNVLnktwfEiwhWCHB8FqQznAlxPMtCvcvO6bWhqFHVZqSUtBMgbB2BZ6BnOBzRii1q29ooYRM7eo7Bvtb2ngVXxIWqnvNDObLY2+kz5DCSaAavPl0jFCCZ5hujlJcSmhCGPwgnMEQxabw/OvVaB4poKtYmwS22lcbyRmEuy4Rf86rb2n02tpI4srWRpG+ZD4UHxJnhEbImdwUolpN7XUSY5gVBabKhfO4DFRf10HwevlR9PBKBpNBCsZwDV4NlHIB0NHiwI1yaHIDUZ2/4jP3kq9QCMJxMJsoNIgF5sC8RRX1nK9tIJnb2MRHCNGaHZx3FIEI5W4v25C2kiAUryohHad22gAABMBSURBVDQA2Rfh9gCQJzw/M7hyxXd2pQcbOURxJLVSuWi9EpdczRNjnEeZG0Xgb7oLxhwwPKRvXDv7JQiG+J7T0BxerayJrel9UwkvtCORTcKmw2e68PkIVhviR/qGZhL+WTeChVsd6pF9UCNYaugLotam0SBgWrJTSoeQMkhg7j74Gyoi15CrmsADzjkOHIocwfRICoGkEKwVPS95t4G0o9pnuq+hBGN+dDvkU+TUFq8YwWqhhSgbrx2fY03F8ZBw0fGic8wIJslmKy7UG5k+MIG8mreUNnrS7dISpXMT2WupzVTqvgHEDYKBUuMcwaStGPu5g6VKXTUaM7oVtJAeXVNC14YcUWo8U+nUZG78uUxHKbQiw1LzVjW40Dw1u8r/i4JGNm1fpqYAnDp2q/ZmTmgXUW3yQuMDLFh4MEiDZKVdqiQlHSMpAVsimNdFERzUjqnRemZaX0A6CnlzNfECiCLU3V7Jkk1Civg+3eAno700uSZgMVMpRPJJrQ09QlB8K0cwyDWKsCEFiNVslYB8wjKlCtpAlE1xCGyM7qEXA/AN3ApFbN71QgTj0opbhcRgh0VMpgtfjhts8aEvAGk3BsG8tlTzJTjJDktVH7WWI5gcpqg87zBdpFrjiEqKLsEEYL1PbQ6FurDuCHZqcijBqLOcN4kcUnQ5qSI2iBR979sHYaUwDYRZFiDYbIZ6EOyLzRITplODtE8N8FCCYH0B1zQd5aHaUTnjV8zJQqaeGjVZmkAjzIAwMcQXGPKl8iDGs13flRpD6sSks1KCjVGT7CQSN9eaZkPkCEaKDak/A9qGB57bJPK1UlC0TW1UVgU4tZFgS2U16esYjsY4r1WXpvEj3hsvpTTuqNuMgUAl74qUSQlGfZEwpZmoVHtKMNIPYXJSj4dGTXYNXp+nW6l0WlzuO4g/9Z0zmYLjEZ56CvnUZQ5aALHIEnmsnwwB08NmpEFK3eEFzDiVEgwjFppySErwYKR3hCtqB0R1jUteT6lEV2AyNfRj4G4OuSoCEe0SwXIPS8C2dN82UZdgNpR7V8lQQnfz+C7KtocSjA0ne2ADpeXcTIfcwOAxsEHkhUvevNo59qxNIRU4gmC49P8IZpZm+8WJtIUnHdppUZTHDistVLcuquYGkwwWImr5uyfHpvB5ZsGmbj0VUIo9McDT6YZQmzBT6rTpU3k+h6pP435jJykyuJXX+H4BqlP0fplqByYBD1HaKFe6xAZmM8pPjpzC/UWc8o802sbyXJhgaZt8LbnblWDiW7WZU3ZpEKwWqvCALGY6V8I9iNDncpBsLQ5HOuei9v4CumySrvdJxdfUhzo00j1NXtc2SgniUvKmsQksOAm0zBHWSsk9f3ZWqTbOBlf2XtMeGWz0YlKCGQ1TH81XAeM9KkzdMM8ndxRcd5wjb4gYLj2obuysBnGu7uCSWkqq+1ClgUpgBiBw99gbm0NnNolSgtozDashXUXaSbTSXLMcqDA2ZTqtUMpqGYJFrX7fmeXsXo3WQw+bbTZwaYaUYCoAuVwLn/bBlWU4AvvHzu3CruECpykbNUylB2UHRV1WrSwacmU0bIzSlOmxXdsInDtXqTTnK2CTSC2l8SlxtzEEA883PVZGNoFkzSW2h4AR7x76igpkFWwIm3fAZ+HQxmrSjQRztkyrUoi2hcMVSoWDYEiTIxhw+eW3YuhZrU5fIJPLbPfyDEtkAQnx7kEQPFpSLFf+21VrfWfylEqIecN9I42k0Kj6CG0sYjsxOWQWUqdCRYowyCLHJwuhsFP7GotjTqt1GkCwD8Q5RdDNeAq4LEywdFYVL6c0ujE8MjsDycR0aqXRRDmCMcgZpKVR2gKbVEjMtwiQYjlydGdr9Y020BSRSpAANdk30khAWmxO5oI9M6YNLgVCUcfhWftuegWG9gt00XesX4CNXRtSl+AkQbsuwehOBYgLjXRCkDhTh0stNVKKGlOV2qPsSA+LHVOaMqOqwuuRywOtzWpHmi7BSpJJigkp48g/0q6WS/XdSOkY9ZlCFUffzCwe9KLD7QKkrmeRpraU9VB3A2ZFLPW5pfPFE+DO0ekvTkIwJ5W2D1jR90JSzJARhIqh/hailpbgxQUhLRDVmVtczoNUlPROXw4tF3wszTFlOIcBCyQpaVRTGaXgJqlWGtw7NdiaKcE8Pwb/Kgmm/KnmBM1xVHraLeSKgszwXlhNOiggCGbhaj2BxLPIvhvnIXL5S/EmcS6uet+X5EBIoaQOQa2Gvvv/qMmahCx1QyGmOrE4T2gIVGPoBCJJx4C66o4nV/VQa/mvgaPAgah16LPxSqcHJ9hk/nuOYLovGUN1g6SAtIIgTtmoudJsppj+QuKVWtapBWmL0vmPARJEU2lqCNdOYOuGKgRBawQTtCV50/xigJ1YIhj7xfdU8hz2F6ltM4ptjTnAnaSKZxaw+PoYcg0sfVDqxC6sEczGrR0e0WzgzCbdzJsQrBVx/27V5Mvbf5ZrPiogPSxo1Hx7iDWCSTzHwxI1tkilI/VK80i7oPaCYAK4tdqnbqiir6UO2GE5gukJKKlJwWc1+nHWEJAKnpNA7ZD+gwCnJ3eQQ19fRAnqzmQKagWgvN7STI94G9zp/rJUN3tEexloulBuUpd3NCBIH7n5khstV6f5leoTXhCdZrAugzQ423d+JGmU1mwNmRxTUuNsIWoqZ3fGwqWpMZ6turLSYV0lIHC3VyDee+iYghScKGEUEqp2tF8FjNYjcv8jS7CWiT9upZiQ8UK2mNSCwKId5vLFSzVQjHxeUMTMeIDLEgxphUCGlPuKXVnoiMUNaZKtHQUjLZUjWJCSxxpnaUuUq9sfQ64A1d4lGAeIHdhXadtF2KH6HhYk2NtwJvc/arMpnDy+EMFIq7T6wJeuFdmxmXTp8MRKx8qNAU9Ug+zQenKLHASjIvvO4xHaEF4JVZdCdJ0t2Q2kIoRgpVIdn6VIUjKfxCvF/2ooZQGo4rEEs16yJWyxvjOlCsifUt9UCNYu0udaKaZbtjx6uAIBwfiiXOhSpw+QYnJ1DOAxR+nVEOU7QyLmqVHPiSBZDj300OrfCLrmCBbHDOa8OSXQCJZWbSxCLlDP5rl2MXS0ZQrqm3MWs8Zqc0My+BCulP5n33QdLcwLEQxZLJIvTCIwikunTQAD3oyLZdVjQMAVWfsOQ4Cuoa/82maonclT6w7iOecIVgohmDpoUcfMgpURSMdXBWoNtTV4/ghGuo4kWLXNvUqwlpkfW1SKUTFx+hiI29QIFs0IU8HDpy6GLFpX3dgQ1La4XKmBgp0njpeeixnQqJELV4h3sXG6AVElyz5vjGpjyHu+3UR7Xz61hJjpMWR+RgLSq1rOMWQ+2MJSzINTf88Y1p4vldLj6o6Gun4qLldGUvL2usjVckkZqYaVPchVXUiqs/Nym4IdKcfaHS/gb3LTpJGCU0SK9JXOpCCduwQbEG3Pwr3KUtRiYRn0DunoJdhcigmg5edsV8A7MciN3aHThRs85tD1PlhIKpUXWjtRtw8kEZute4KF0IVKjDhFrQsVISWpy1nom1+RgmcpRDO0lBrSIxADxjeMODR0I9hhHI4RAd8j+6QXDJ1w6CnKTYyOiwk/RKOrBzglweQOxc60Vy1DMBCpzh2RooW+RLBaeAExh5IlynxKE29K4Ml229o4KaVJ2n0YQS52xyB7ZhDBWqZ+u5ViDkAcfYiiWi67TASbmmTTjNnZNXjADHl18VRDaVrhEJQMcCEWfZ45FSz0kA44SUF1DTmEAUhCGY++it0uqFPeX3e0gY08UtWNxeE4MeSFY2a0Hthe6mBGTUO0MFx6BKMmDd7IHbS5CDRtsLPEb7jXyxCsFFdixPPMcucZgQR8jkjKcoYeCcjANwhv6MjzFKpsuwTjja+QYOrgDxz64sEEaxn7x1aKSfANSwgmsABiNsqe7a6pCAYeMILJAy4T4sj1DwQsfIlgpdaxmNQ85JQQqkmesu9U4BzStFhgZIPGWNwXF4a+eOyUaXEG/Wg3H/NHvDAhCiRT1Vkrex4L0pEKW/Qw9wAPSpqHOk8HqYAKC6ooB9H4bvtbADGHHkOTGys+BEIe7K10dseisbABsPblWFMGowjWMvfEVort1/5TM+CmAaAKgmAMcyJ9bDqjhDhUQbXl0DmoJbgn0XaVGILEEVNSS5/2JKZALtUbuXOYan2WU8FGVcuVlu90g68TQW31fieOfMCj5+S37/+zdiF9G+etbDripQDqi1FOgskRTkUwAcc4G4ihL0+4DJCVSmfHxMSevsMjVI/kCLasVB2Kbn0/L3LZzdaBN7q3tR/7hwsdxNB+0OvbL2DczKYdrRWoo0KwrgpaFlF/Rk0sS7CAAGsQrHZ2JXRHHAQQc+KFzqKb2mHr0hRTeestXmXNF/nDhU/6aDaELHSCD+4pV70qYi2FUzuCbizCUxvY9TIIuQPpS+AgdBsxwHf0u6EJ7Th7aOiRNQHVIN0BKTIGE8UchSNGh6cCCxOsZfSf2t3JP2bF1jsx5rCjeJBarMR9kG0KRFBx0TRJDmmOcUgBn1Hiue5uEf2hBKNS5TFzw3/7kI4yBYWMExBM3c7u1nrRN1hGgiHZV1uSGcE32AXi1iPYmDMH+xAxrCmN29QrLB3ukMIQvhzBorl4CHjbJunIgY6prIDuFJ++s5sGYh9rvMwbLEUwmNtjKvsePOT13GpR8yk9rEhqj0211JCW+Qw57cI9kHTdASq1gSpdqKyVr+VgDCF1CmmpOEABamPKB+IZi9pdKZYm2Bxkui6k2/W9UBLWaRxTqUdAWs0mU9pg1FosWK4kpwsSh6ruljGPGXt0yCGHzDIAtXGeJZgWxDOPIkRB274ZshUYkTheT2cwCcHm8TEHHYrw9c5b1Ic3dE7pECjxNaJ85AS+KsSXSBThBx3nPkNZd011Cap2CWVWh1r30sm9KTRziOeNVY8BoaBcletIcEn3HBvvKmEqCRbDU3Zp/3lMe1UNLPc+dV3YmIbXoTBbjHcm7SOVo96enVWqrlDv5jVpM4hKBye0lSYtdrFMyXg6a8MzXoAjbI1d0uEly2IygsE8X6luTF5l9WHsFcOCCQ5L0IMc3+GHHz7zDHOpLvlKFbxKh9LEtV5PYQyxtVUiJkIqj+IwjJy4ozFh1zF5xiGYlGDQ3uBPWpIZG7jmJIuzI2u19GNhHKgEfXiDftbKkgWTlTKb9Bzt/SSaqgvJbwWKi6rAIfA5CDZyHAFyXd/aTX0/kxMM1otkHi7DVl9iX8PtUJAE1JswBEQNWg3sLepV6CCi+37KceoyH3Ic4KLw3RGYwzAQKyMXrIRgkJBMufV0Qa8KlD2TGiROrcFkLAQsddyIjg85xABUZ8gRduNREv2rJJiaOCp94ARqNteuqyIXrIxgMCeZTlrHdS00zX8MdFwjmGT6lARjLJM+SnmowKHgKXcJxsscWoi4KAZ2Z/MWd5na5upipQSDueGPZGYD9MbJlkEEJ40fOPjggxc5wKkIBvzYtjpDRfbdd9+TZBg0kji8YWTv4dQQ59pzSm+xhJUTDOYhDBa4pNygiP8iUHxohqhouLouKm3MWKSpodrWnA7zalPUzmpcAzjQ+yFTxbn6sGbfdP6FDmiJ9vlmwySWQQnysWB7IJhLApjttJ4kI8XEztLY2JSSdQQkrveZIv0zBmu+lea5SxVyavtHHR8xBLw8AU9SgrHr8ARzL9YLauadyBHzysw+q51ttCIoudl92cT1IlgXWT2vwlBL9pz22qsZURnbB8HRl7zkJbP4FeQOH11rSDkFwdR6rZF2Ah+kdHj/ZUpulsG6GQPzL3yX+dBhIe5RNf41mOcaBBuSA1w10nFIix6asABkue+91iqxi3W1NmGuMuUvNfaO6lYqgZuuKkGXs9EFmwvE6STM1wC6f/ZbpIZ+aqw7wWDeSCLhd9v2OqwZ2dybeb+VjvQeC+ET+UgprKna9QrQ3EkXv3mtvMQ+bBYEg/kDeVNLNN2zQt3a4xaaEbu5Qc2+GrgVQnKTBjhw1YHTsdhsCBaYP6D7t0RjlxkzOHqqz/8xSMU9aOisiLXGZkewwPyB3bQlmtOjzEJYaEbZyRgGAx40ZITSemKzJVhg/gBv8P+JthFbBLECmz3BAgnRdO0e0F67NScTG20A2FjGyh9SG7i7OWKLIVhg/oD3aImmyUTL3N7NgsfebAGQu315ex1RmkO/uWOLI1hg/sAPbIkmsGSMwZ7znwsdRbgZwTk6gs+qT47KHc+yJWGLJVhgvgACi+9qyaYuxlRcHecOZlz4eOg1hmOItVnJzx7dPRJvS8YWT7AU84Ux2u8tLdmcPafIEeGQbYdm87HZ2FSK5pFKi9Jn16I2az1wsiJYivmCfXx+PbolnJbnHecXsl2yvZSbLjZYfjgMd9XX7yRTpHK282fa+5vmSJPNHCdbgnUxX9CPzK8ZWtIZQGGI13bJpXl46/lPff99aSvpGdNRjAo6fv7zuOQ6tv3sE6b4Dlsi/hf1KnWQwVouTgAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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</Swatch> 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