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Robe Robin Cuete (Robe_Robin Cuete.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Robin Cuete" ShortName="Cuete" Company="Robe" Version="10"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>edbf1dea-8e42-49fb-bcf7-30ea1cfd9ee4</Thumbnail> <History Date="29-04-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="30-09-20" Author="Nic Morris" Comment="Corrected fixed colour DMX ranges." Version="1" /> <History Date="20-11-20" Author="Nic Morris" Comment="Updated in line with v1.1 charts (minor change to gobo scroll ranges)." Version="2" /> <History Date="04-01-21" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail. Added gobo swatches." Version="3" /> <History Date="20-05-21" Author="Nic Morris" Comment="Created from Robe Robin Spote" Version="4" /> <History Date="15-06-21" Author="Nic Morris" Comment="Updated in line with v1.2 charts in response to manufacturer request (changes to gobo 1)." Version="5" /> <History Date="19-07-21" Author="Nic Morris" Comment="Updated in line with latest charts in response to manufacturer request (still v1.2. removes green shift)" Version="6" /> <History Date="23-07-21" Author="Nic Morris" Comment="Added product thumbnail. Added gobo swatches." Version="8" /> <History Date="23-10-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="9" /> <History Date="22-11-23" Author="Nic Morris" Comment="Added RDM ID's" Version="10" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="21075" ModelID="290" /> </RDM> <AtlaBase TypeID="6fc35ac6-e842-4fb4-acd9-5377212b1f9e" /> <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="P/T_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="20~24" /> <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="25~29" /> <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="50~54" /> <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="55~59" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="60~64" /> <Function ID="7" Name="Fan High" Display="'Fan High'" Dmx="65~69" /> <Function ID="8" Name="Fan Quiet" Display="'Fan Quiet'" Dmx="70~74" /> <Function ID="9" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="90~94" /> <Function ID="10" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="95~99" /> <Function ID="11" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="100~104" /> <Function ID="12" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="105~109" /> <Function ID="13" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="110~114" /> <Function ID="14" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="115~119" /> <Function ID="15" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="120~124" /> <Function ID="16" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="125~129" /> <Function ID="17" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="18" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="19" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="20" Name="Reset Focus/Frost/Prism" Display="'Reset Focus/Frost/Prism'" Dmx="180~189" /> <Function ID="21" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="22" Name="Gobo Transition: Max Spd+Shortcut" Display="'Gobo Transition: Max Spd+Shortcut'" Dmx="219~220" /> <Function ID="23" Name="Gobo Transition: Follow Spd+Direction" Display="'Gobo Transition: Follow Spd+Direction'" Dmx="221~222" /> <Function ID="24" Name="Gobo Transition: Max Spd+Follow Direction" Display="'Gobo Transition: Max Spd+Follow Direction'" Dmx="223~224" /> <Function ID="25" Name="RoboSpot Enable" Display="'RoboSpot Enable'" Dmx="225~229" /> <Function ID="26" Name="RoboSpot Disabled except handle faders + P/T" Display="'RoboSpot Disabled except handle faders + P/T'" Dmx="230~234" /> <Function ID="27" Name="RoboSpot Disabled" Display="'RoboSpot Disabled'" Dmx="235~239" /> </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" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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="135~255" /> </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="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" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32,33,34" If="'Colour1Func'==3" /> <Else ID="35" /> <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="30583~33153" WheelPosition="13" Colour="180,0,255" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~55255" Colour="0,0,0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="56026~62451" Colour="0,0,0" /> <Function ID="33" Name="Rand Audio" Display="'Rand Audio'" Dmx="62708~63993" Colour="0,0,0" /> <Function ID="34" Name="Rand Auto" Display="'Rand Auto %.1f%%',0.0~100.0" Dmx="65535~64250" Colour="0,0,0" /> <Function ID="35" 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="Virtual_Col" Name="Virtual Col" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Filter 4 Med Bastard Amb" Display="'Filter 4 Med Bastard Amb'" Dmx="1~2" Colour="255,255,255" /> <Function ID="3" Name="Filter 10 Med Yellow" Display="'Filter 10 Med Yellow'" Dmx="3~4" Colour="255,255,255" /> <Function ID="4" Name="Filter 19 Fire" Display="'Filter 19 Fire'" Dmx="5~6" Colour="255,255,255" /> <Function ID="5" Name="Filter 26 Bright Red" Display="'Filter 26 Bright Red'" Dmx="7~8" Colour="255,255,255" /> <Function ID="6" Name="Filter 58 Lavender" Display="'Filter 58 Lavender'" Dmx="9~10" Colour="255,255,255" /> <Function ID="7" Name="Filter 68 Sky Blue" Display="'Filter 68 Sky Blue'" Dmx="11~12" Colour="255,255,255" /> <Function ID="8" Name="Filter 71 Tokyo Blue" Display="'Filter 71 Tokyo Blue'" Dmx="13~14" Colour="255,255,255" /> <Function ID="9" Name="Filter 79 Just Blue" Display="'Filter 79 Just Blue'" Dmx="15~16" Colour="255,255,255" /> <Function ID="10" Name="Filter 88 Lime Green" Display="'Filter 88 Lime Green'" Dmx="17~18" Colour="255,255,255" /> <Function ID="11" Name="Filter 90 Dk Yellow Green" Display="'Filter 90 Dk Yellow Green'" Dmx="19~20" Colour="255,255,255" /> <Function ID="12" Name="Filter 100 Spring Yellow" Display="'Filter 100 Spring Yellow'" Dmx="21~22" Colour="255,255,255" /> <Function ID="13" Name="Filter 101 Yellow" Display="'Filter 101 Yellow'" Dmx="23~24" Colour="255,255,255" /> <Function ID="14" Name="Filter 102 Light Amber" Display="'Filter 102 Light Amber'" Dmx="25~26" Colour="255,255,255" /> <Function ID="15" Name="Filter 103 Straw" Display="'Filter 103 Straw'" Dmx="27~28" Colour="255,255,255" /> <Function ID="16" Name="Filter 104 Deep Amber" Display="'Filter 104 Deep Amber'" Dmx="29~30" Colour="255,255,255" /> <Function ID="17" Name="Filter 105 Orange" Display="'Filter 105 Orange'" Dmx="31~32" Colour="255,255,255" /> <Function ID="18" Name="Filter 106 Primary Red" Display="'Filter 106 Primary Red'" Dmx="33~34" Colour="255,255,255" /> <Function ID="19" Name="Filter 111 Dark Pink" Display="'Filter 111 Dark Pink'" Dmx="35~36" Colour="255,255,255" /> <Function ID="20" Name="Filter 115 Peacock Blue" Display="'Filter 115 Peacock Blue'" Dmx="37~38" Colour="255,255,255" /> <Function ID="21" Name="Filter 116 Med Blue Green" Display="'Filter 116 Med Blue Green'" Dmx="39~40" Colour="255,255,255" /> <Function ID="22" Name="Filter 117 Steel Blue" Display="'Filter 117 Steel Blue'" Dmx="41~42" Colour="255,255,255" /> <Function ID="23" Name="Filter 118 Light Blue" Display="'Filter 118 Light Blue'" Dmx="43~44" Colour="255,255,255" /> <Function ID="24" Name="Filter 119 Dark Blue" Display="'Filter 119 Dark Blue'" Dmx="45~46" Colour="255,255,255" /> <Function ID="25" Name="Filter 120 Deep Blue" Display="'Filter 120 Deep Blue'" Dmx="47~48" Colour="255,255,255" /> <Function ID="26" Name="Filter 121 Filter Green" Display="'Filter 121 Filter Green'" Dmx="49~50" Colour="255,255,255" /> <Function ID="27" Name="Filter 128 Bright Pink" Display="'Filter 128 Bright Pink'" Dmx="51~52" Colour="255,255,255" /> <Function ID="28" Name="Filter 131 Marine Blue" Display="'Filter 131 Marine Blue'" Dmx="53~54" Colour="255,255,255" /> <Function ID="29" Name="Filter 132 Medium Blue" Display="'Filter 132 Medium Blue'" Dmx="55~56" Colour="255,255,255" /> <Function ID="30" Name="Filter 134 Golden Amber" Display="'Filter 134 Golden Amber'" Dmx="57~58" Colour="255,255,255" /> <Function ID="31" Name="Filter 135 Deep Golden Amber" Display="'Filter 135 Deep Golden Amber'" Dmx="59~60" Colour="255,255,255" /> <Function ID="32" Name="Filter 136 Pale Lavender" Display="'Filter 136 Pale Lavender'" Dmx="61~62" Colour="255,255,255" /> <Function ID="33" Name="Filter 137 Special Lavender" Display="'Filter 137 Special Lavender'" Dmx="63~64" Colour="255,255,255" /> <Function ID="34" Name="Filter 138 Pale Green" Display="'Filter 138 Pale Green'" Dmx="65~66" Colour="255,255,255" /> <Function ID="35" Name="Filter 139 Primary Green" Display="'Filter 139 Primary Green'" Dmx="67~68" Colour="255,255,255" /> <Function ID="36" Name="Filter 141 Bright Blue" Display="'Filter 141 Bright Blue'" Dmx="69~70" Colour="255,255,255" /> <Function ID="37" Name="Filter 147 Apricot" Display="'Filter 147 Apricot'" Dmx="71~72" Colour="255,255,255" /> <Function ID="38" Name="Filter 148 Bright Rose" Display="'Filter 148 Bright Rose'" Dmx="73~74" Colour="255,255,255" /> <Function ID="39" Name="Filter 152 Pale Gold" Display="'Filter 152 Pale Gold'" Dmx="75~76" Colour="255,255,255" /> <Function ID="40" Name="Filter 154 Pale Rose" Display="'Filter 154 Pale Rose'" Dmx="77~78" Colour="255,255,255" /> <Function ID="41" Name="Filter 157 Pink" Display="'Filter 157 Pink'" Dmx="79~80" Colour="255,255,255" /> <Function ID="42" Name="Filter 158 Deep Orange" Display="'Filter 158 Deep Orange'" Dmx="81~82" Colour="255,255,255" /> <Function ID="43" Name="Filter 162 Bastard Amber" Display="'Filter 162 Bastard Amber'" Dmx="83~84" Colour="255,255,255" /> <Function ID="44" Name="Filter 164 Flame Red" Display="'Filter 164 Flame Red'" Dmx="85~86" Colour="255,255,255" /> <Function ID="45" Name="Filter 165 Daylight Blue" Display="'Filter 165 Daylight Blue'" Dmx="87~88" Colour="255,255,255" /> <Function ID="46" Name="Filter 169 Lilac Tint" Display="'Filter 169 Lilac Tint'" Dmx="89~90" Colour="255,255,255" /> <Function ID="47" Name="Filter 170 Deep Lavender" Display="'Filter 170 Deep Lavender'" Dmx="91~92" Colour="255,255,255" /> <Function ID="48" Name="Filter 172 Lagoon Blue" Display="'Filter 172 Lagoon Blue'" Dmx="93~94" Colour="255,255,255" /> <Function ID="49" Name="Filter 179 Chrome Orange" Display="'Filter 179 Chrome Orange'" Dmx="95~96" Colour="255,255,255" /> <Function ID="50" Name="Filter 180 Dark Lavender" Display="'Filter 180 Dark Lavender'" Dmx="97~98" Colour="255,255,255" /> <Function ID="51" Name="Filter 181 Congo Blue" Display="'Filter 181 Congo Blue'" Dmx="99~100" Colour="255,255,255" /> <Function ID="52" Name="Filter 197 Alice Blue" Display="'Filter 197 Alice Blue'" Dmx="101~102" Colour="255,255,255" /> <Function ID="53" Name="Filter 201 Full CT Blue" Display="'Filter 201 Full CT Blue'" Dmx="103~104" Colour="255,255,255" /> <Function ID="54" Name="Filter 202 Half CT Blue" Display="'Filter 202 Half CT Blue'" Dmx="105~106" Colour="255,255,255" /> <Function ID="55" Name="Filter 203 Quarter CT Blue" Display="'Filter 203 Quarter CT Blue'" Dmx="107~108" Colour="255,255,255" /> <Function ID="56" Name="Filter 204 Full CT Orange" Display="'Filter 204 Full CT Orange'" Dmx="109~110" Colour="255,255,255" /> <Function ID="57" Name="Filter 205 Half CT Orange" Display="'Filter 205 Half CT Orange'" Dmx="111~112" Colour="255,255,255" /> <Function ID="58" Name="Filter 206 Quarter CT Orange" Display="'Filter 206 Quarter CT Orange'" Dmx="113~114" Colour="255,255,255" /> <Function ID="59" Name="Filter 247 Filter Minus Green" Display="'Filter 247 Filter Minus Green'" Dmx="115~116" Colour="255,255,255" /> <Function ID="60" Name="Filter 248 Half Minus Green" Display="'Filter 248 Half Minus Green'" Dmx="117~118" Colour="255,255,255" /> <Function ID="61" Name="Filter 281 Three Quarter CT Blue" Display="'Filter 281 Three Quarter CT Blue'" Dmx="119~120" Colour="255,255,255" /> <Function ID="62" Name="Filter 285 Three Quarter CT Orange" Display="'Filter 285 Three Quarter CT Orange'" Dmx="121~122" Colour="255,255,255" /> <Function ID="63" Name="Filter 352 Glacier Blue" Display="'Filter 352 Glacier Blue'" Dmx="123~124" Colour="255,255,255" /> <Function ID="64" Name="Filter 353 Lighter Blue" Display="'Filter 353 Lighter Blue'" Dmx="125~126" Colour="255,255,255" /> <Function ID="65" Name="Filter 715 Cabana Blue" Display="'Filter 715 Cabana Blue'" Dmx="127~128" Colour="255,255,255" /> <Function ID="66" Name="Filter 778 Millennium Gold" Display="'Filter 778 Millennium Gold'" Dmx="129~130" Colour="255,255,255" /> <Function ID="67" Name="Filter 793 Vanity Fair" Display="'Filter 793 Vanity Fair'" Dmx="131~132" Colour="255,255,255" /> </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="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" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="23,24,25,26,27,28" If="'Gobo1Func'==3" /> <Else ID="29" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eed55ae3-fc94-43d6-9522-6cf0dec02085</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~17" WheelPosition="1"> <Swatch>0ab81ad5-5d1d-4b2f-bb25-a3ac6e98b134</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~25" WheelPosition="2"> <Swatch>e9ac4fff-75e1-4265-8878-34d0946d3abb</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="26~33" WheelPosition="3"> <Swatch>0783df68-6a38-43c6-8690-4adde8ee4345</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="34~41" WheelPosition="4"> <Swatch>77535b4c-817e-42cd-accd-c6e7699c4e17</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="42~49" WheelPosition="5"> <Swatch>f04c6a34-2743-4826-99ad-c1bda87e8c45</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="50~57" WheelPosition="6"> <Swatch>7821b564-4705-4c15-a7ee-f1212bdba167</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="58~65" WheelPosition="7"> <Swatch>4864e391-3561-4c97-a8c1-2cd836c4a604</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="66~73" WheelPosition="8"> <Swatch>55e18392-eac3-4499-8fac-10e7116a750d</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="74~81" WheelPosition="9"> <Swatch>cf842aed-1078-4e6e-a2c6-4dc1afed62ec</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="82~89" WheelPosition="10"> <Swatch>e93cd3e7-d3f1-47da-9aa5-30beb266a1d1</Swatch> </Function> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eed55ae3-fc94-43d6-9522-6cf0dec02085</Swatch> </Function> <Function ID="13" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="90~100" WheelPosition="1"> <Swatch>0ab81ad5-5d1d-4b2f-bb25-a3ac6e98b134</Swatch> </Function> <Function ID="14" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="101~111" WheelPosition="2"> <Swatch>e9ac4fff-75e1-4265-8878-34d0946d3abb</Swatch> </Function> <Function ID="15" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="112~122" WheelPosition="3"> <Swatch>0783df68-6a38-43c6-8690-4adde8ee4345</Swatch> </Function> <Function ID="16" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="123~133" WheelPosition="4"> <Swatch>77535b4c-817e-42cd-accd-c6e7699c4e17</Swatch> </Function> <Function ID="17" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="134~144" WheelPosition="5"> <Swatch>f04c6a34-2743-4826-99ad-c1bda87e8c45</Swatch> </Function> <Function ID="18" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="145~155" WheelPosition="6"> <Swatch>7821b564-4705-4c15-a7ee-f1212bdba167</Swatch> </Function> <Function ID="19" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="156~166" WheelPosition="7"> <Swatch>4864e391-3561-4c97-a8c1-2cd836c4a604</Swatch> </Function> <Function ID="20" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="167~177" WheelPosition="8"> <Swatch>55e18392-eac3-4499-8fac-10e7116a750d</Swatch> </Function> <Function ID="21" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="178~188" WheelPosition="9"> <Swatch>cf842aed-1078-4e6e-a2c6-4dc1afed62ec</Swatch> </Function> <Function ID="22" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="189~199" WheelPosition="10"> <Swatch>e93cd3e7-d3f1-47da-9aa5-30beb266a1d1</Swatch> </Function> <Function ID="23" Name="Open" Display="'Open'" Dmx="200~201" WheelPosition="0"> <Swatch>eed55ae3-fc94-43d6-9522-6cf0dec02085</Swatch> </Function> <Function ID="24" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" /> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="26" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" /> <Function ID="27" Name="Rnd Audio" Display="'Rnd Audio'" Dmx="244~249" /> <Function ID="28" Name="Rnd Auto" Display="'Rnd Auto %.f%%',0~100" Dmx="255~250" /> <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <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="41,42,43,44,45,46" If="'Gobo2Func'==5" /> <Else ID="47" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eed55ae3-fc94-43d6-9522-6cf0dec02085</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~7" WheelPosition="1"> <Swatch>5cad2212-ffd7-408f-86df-cf6034788a48</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~10" WheelPosition="2"> <Swatch>b24c4943-8fef-4973-b13f-a02868cb3f05</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="11~13" WheelPosition="3"> <Swatch>8300da0d-4fa0-4f37-a5bb-8d05cb60d8b7</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="14~16" WheelPosition="4"> <Swatch>b20ca225-77b4-4223-94bf-826a323cce9b</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="17~19" WheelPosition="5"> <Swatch>e7a00d9b-a4ac-4a7e-afbd-bf0d3b95d66f</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="20~22" WheelPosition="6"> <Swatch>8692232e-fccd-4b3d-afcc-cccad53d0db5</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="23~25" WheelPosition="7"> <Swatch>0bf826c1-1545-4139-9f03-0a3bf60cdb15</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="26~28" WheelPosition="8"> <Swatch>a3cc3d75-71c0-46b5-8170-ff476e28a981</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="29~31" WheelPosition="9"> <Swatch>ac6ceebf-c442-43af-815b-7dd495498fb1</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eed55ae3-fc94-43d6-9522-6cf0dec02085</Swatch> </Function> <Function ID="12" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~34" WheelPosition="1"> <Swatch>5cad2212-ffd7-408f-86df-cf6034788a48</Swatch> </Function> <Function ID="13" Name="Gobo 2" Display="'Gobo 2'" Dmx="35~37" WheelPosition="2"> <Swatch>b24c4943-8fef-4973-b13f-a02868cb3f05</Swatch> </Function> <Function ID="14" Name="Gobo 3" Display="'Gobo 3'" Dmx="38~40" WheelPosition="3"> <Swatch>8300da0d-4fa0-4f37-a5bb-8d05cb60d8b7</Swatch> </Function> <Function ID="15" Name="Gobo 4" Display="'Gobo 4'" Dmx="41~43" WheelPosition="4"> <Swatch>b20ca225-77b4-4223-94bf-826a323cce9b</Swatch> </Function> <Function ID="16" Name="Gobo 5" Display="'Gobo 5'" Dmx="44~46" WheelPosition="5"> <Swatch>e7a00d9b-a4ac-4a7e-afbd-bf0d3b95d66f</Swatch> </Function> <Function ID="17" Name="Gobo 6" Display="'Gobo 6'" Dmx="47~49" WheelPosition="6"> <Swatch>8692232e-fccd-4b3d-afcc-cccad53d0db5</Swatch> </Function> <Function ID="18" Name="Gobo 7" Display="'Gobo 7'" Dmx="50~52" WheelPosition="7"> <Swatch>0bf826c1-1545-4139-9f03-0a3bf60cdb15</Swatch> </Function> <Function ID="19" Name="Gobo 8" Display="'Gobo 8'" Dmx="53~55" WheelPosition="8"> <Swatch>a3cc3d75-71c0-46b5-8170-ff476e28a981</Swatch> </Function> <Function ID="20" Name="Gobo 9" Display="'Gobo 9'" Dmx="56~59" WheelPosition="9"> <Swatch>ac6ceebf-c442-43af-815b-7dd495498fb1</Swatch> </Function> <Function ID="21" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eed55ae3-fc94-43d6-9522-6cf0dec02085</Swatch> </Function> <Function ID="22" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~67" WheelPosition="1"> <Swatch>5cad2212-ffd7-408f-86df-cf6034788a48</Swatch> </Function> <Function ID="23" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="68~75" WheelPosition="2"> <Swatch>b24c4943-8fef-4973-b13f-a02868cb3f05</Swatch> </Function> <Function ID="24" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="76~83" WheelPosition="3"> <Swatch>8300da0d-4fa0-4f37-a5bb-8d05cb60d8b7</Swatch> </Function> <Function ID="25" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="84~91" WheelPosition="4"> <Swatch>b20ca225-77b4-4223-94bf-826a323cce9b</Swatch> </Function> <Function ID="26" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="92~99" WheelPosition="5"> <Swatch>e7a00d9b-a4ac-4a7e-afbd-bf0d3b95d66f</Swatch> </Function> <Function ID="27" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="100~107" WheelPosition="6"> <Swatch>8692232e-fccd-4b3d-afcc-cccad53d0db5</Swatch> </Function> <Function ID="28" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="108~115" WheelPosition="7"> <Swatch>0bf826c1-1545-4139-9f03-0a3bf60cdb15</Swatch> </Function> <Function ID="29" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="116~123" WheelPosition="8"> <Swatch>a3cc3d75-71c0-46b5-8170-ff476e28a981</Swatch> </Function> <Function ID="30" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="124~129" WheelPosition="9"> <Swatch>ac6ceebf-c442-43af-815b-7dd495498fb1</Swatch> </Function> <Function ID="31" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eed55ae3-fc94-43d6-9522-6cf0dec02085</Swatch> </Function> <Function ID="32" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~137" WheelPosition="1"> <Swatch>5cad2212-ffd7-408f-86df-cf6034788a48</Swatch> </Function> <Function ID="33" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="138~145" WheelPosition="2"> <Swatch>b24c4943-8fef-4973-b13f-a02868cb3f05</Swatch> </Function> <Function ID="34" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="146~153" WheelPosition="3"> <Swatch>8300da0d-4fa0-4f37-a5bb-8d05cb60d8b7</Swatch> </Function> <Function ID="35" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="154~161" WheelPosition="4"> <Swatch>b20ca225-77b4-4223-94bf-826a323cce9b</Swatch> </Function> <Function ID="36" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="162~169" WheelPosition="5"> <Swatch>e7a00d9b-a4ac-4a7e-afbd-bf0d3b95d66f</Swatch> </Function> <Function ID="37" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~177" WheelPosition="6"> <Swatch>8692232e-fccd-4b3d-afcc-cccad53d0db5</Swatch> </Function> <Function ID="38" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="178~185" WheelPosition="7"> <Swatch>0bf826c1-1545-4139-9f03-0a3bf60cdb15</Swatch> </Function> <Function ID="39" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="186~193" WheelPosition="8"> <Swatch>a3cc3d75-71c0-46b5-8170-ff476e28a981</Swatch> </Function> <Function ID="40" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="194~199" WheelPosition="9"> <Swatch>ac6ceebf-c442-43af-815b-7dd495498fb1</Swatch> </Function> <Function ID="41" Name="Open" Display="'Open'" Dmx="200~201" WheelPosition="0"> <Swatch>eed55ae3-fc94-43d6-9522-6cf0dec02085</Swatch> </Function> <Function ID="42" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" /> <Function ID="43" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="44" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" /> <Function ID="45" Name="Rnd Audio" Display="'Rnd Audio'" Dmx="244~249" /> <Function ID="46" Name="Rnd Auto" Display="'Rnd Auto %.f%%',0~100" Dmx="255~250" /> <Function ID="47" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <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" /> <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" 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" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="1~180" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',100~0" Dmx="211~190" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="233~212" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',100~0" Dmx="234~255" /> </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="29 DMX" Channels="29" Id="54532c71-14ea-4321-9d79-bc9214a0eee4"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="3c3ddeda-185f-4f28-a4e8-5b3912082624" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="P/T_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="59" /> <Attribute ID="LED_Freq_Sel" ChannelOffset="7" Wheel="29" /> <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="30" /> <Attribute ID="Max_Intensity" ChannelOffset="9" Wheel="58" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10,11" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="12" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="13" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="14" Wheel="12" /> <Attribute ID="Virtual_Col" ChannelOffset="15" Wheel="9" /> <Attribute ID="Colour_Speed" ChannelOffset="16" Wheel="27" /> <Attribute ID="Beam_Speed" ChannelOffset="17" Wheel="28" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="19" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="20,21" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="22" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="23" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="24" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="25,26" Wheel="20" /> <Attribute ID="Shutter" ChannelOffset="27" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="28,29" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Frost/Prism"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Enable"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Disabled except handle faders + P/T"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Disabled"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:2,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:3,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:4,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:5,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:7,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Quiet"> <Set Channel="Control:8,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Speed Mode"> <Set Channel="Control:9,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Time Mode"> <Set Channel="Control:10,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:11,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:12,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:13,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:14,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:15,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:16,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Gobo Transition: Max Spd+Shortcut"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Transition: Follow Spd+Direction"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Transition: Max Spd+Follow Direction"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Set 6-10% Drop (Red)"> <Set Channel="Max_Intensity:3,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 11-15% Drop (Green)"> <Set Channel="Max_Intensity:4,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 16-20% Drop (Blue)"> <Set Channel="Max_Intensity:5,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 21-25% Drop (Cyan)"> <Set Channel="Max_Intensity:6,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 26-30% Drop (Magenta)"> <Set Channel="Max_Intensity:7,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 31-35% Drop (Yellow)"> <Set Channel="Max_Intensity:8,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 36-40% Drop (Orange)"> <Set Channel="Max_Intensity:9,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Original Intensity (White)"> <Set Channel="Max_Intensity:10,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:11,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 1" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:15,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:16,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:17,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:18,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:19,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" 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="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:2:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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EzgiuvvDL6b//29ScuuuiClVK/xTGyhpz084LCFE3Q8nON5QGy+FyxbClmZmfRLD7PzafIJY5kAhwZGcHs7Ay6u7oxMzON/fufwpAgaPKIrssc0jRJg2SG2+64A2s3bMQ7L14KJ9QEqzAJlGaAygysWhbh2hy6W6noJYWZbJWLXLriWczlk2hONCMRyaI54qFctQK5hl42l5J7HNUTOefzOdbLW5pbOV9aWpTKXGonFNl8ou+JweKDIWiDXzve//73t7/2t1/12MqhwUGKgmUvQJndICWHOjmz3kzkVa0xOdPflUqVo2fKSyZjokOCiA+OTbGPM0XS5XKZbUMfe+wR5HJpLFs2xJHqwYMH+L2vrw/DwwdUBC19M/R+6TuaULzl5u+g3z0Tv33JeiB5OqzMKFBogV9OwapEgWoInc1lEbFnkSuJ/6OEquhpKiNTcDhnOiYI2i66C54KwlRKLs6JJA6K6qmQZsXylWhrb2O9nPKjm8S55QRxN7U0d520G2SwaGAI2uDXhg996EMXt7a0vvXSSy57yez0VPzjH/sI4skWXP/Rj7OfMkGTpCZomd/sL4igY4LgItEwVwwOi6i4KN7Hx0fYLpRkBIpCqXowkUhyfnMqNUuGRJiYmMDY2Jggx0RQfi0ljroeLWHhwQcfQLKpCa2hebzgqrfDTojjm40D+QTryWIIQcidR09LmcnY822UayXMJCLobG1G2U0Hurmrqwg5khYDSzzOA8u2beeiu7ubvyeZg86rIgaQnPitrbUjdlJuksGigiFog18ZrDX/4xcffu1rX7+ZJuwoYl6zdi3O2LIV1//Z+/CR6z+Mj99woyAuyUkyapZkTI/+9FmTXUtzC2dmjI+JqPnQYTwgiDSeaBXRaYrT7WjbspqvjP7+ATz11B7Mzk5j1co17N88OTmOzs5OjmBJCmmMcCWkHEH7/dFdd4rtPQeh+Ndx+Yt/F3asFdbsAXaug+UAtXmEvBLaE1URSftIZUtIhsTTgFdD2Y+huTkmJwNti8+Fjj8eT/CkJRWrbNx0BpYsXSo+R/iYI9GYiPArrKWL86TL5nhBKaSBwbEwBG3wK+OL//iPP7vgggs3U2EGeSjPTE2iWUS0NJH33j+9Dm99yxvxb//+H3jta14tK+909KxemtyaRERLv+998gk8+tijeHzXYwhFmrFmzVqk52aRmksJYmtGqVRmb4yWlhbOkCBdOZPJiii9nVPpiJhjsbjsG8gTdxpWUPpN0gdp3D/60V0cLU/nv4iXvuSVSAyeKfg5Bt8JA9UsLL8GqzorIugcStWKCMhryJTouB0xsEhXuxp8VZ4e5uMhzf2cHRdg5aqVIlJuZWmDImjK26YydVo2KgarN77xjUvEgRw6SbfNYBHAELTB/zfe/va3t7ckIv/Q2d52zo0ffT8qFQ/JpiT6B0XUGE3wBN/69RvwO6//XXzla/+K5zznMvT29ATRM0WVbNEpSIuM9yljY88Tj2P33j3Y+ejjWLVqnSA0i6UOmvy7847bOTKXmnWVyb29vRMTE2OYEJHz6lVrRJSdRrFYBhEwTRbSsvVcayvQwrWhP08a3n4HRkbHsW+ygJedGcPGjdvhdK4WZCwIOBsRr8dxaHySiZnW/8mRFjihMiw7HJwLn0MiwZH79rPP55S/5UND0vRJEDblbod4HZtfEUHYlmstgyFog18AQ9AGvzRe9apXxVctX/7W1Ozkiw4fHN7s+X4ntYYqFEpsQlRzq9yNhKfmBCmdfc55OHjokIiAT+Nu2ffe/yCec8lFTFhUuEEkG2YtOY5cNoOdD/0cBw4MY//BEWzevEVEuBWURbRcLBZYPyaJZH5+jqNUWpfS8ZpFRD09LaNZMsfv6aH0uxHOpIhxDnIUbs2DKyJh39MpdzI3miAnLH08+eQuzM5MY+/Ihbji0N24dG0nBs5/NaqzwyjcfQeXkGfLNv7hwRY8NVlS0obM4EgkE4iJwaCttR1nn3c+Vq5chXWnrQu0b1qOfDpowCiXJthgiY7NiYYpk+Puk3dHDU51GII2+B9BWuknbrjhB69+zesuHRwYsIgY77rrNnzj6/+OYqHIFXlEcj5V/0Gm0RWLGdx66y049+xzBIk5GBBR9a23/DfO2LSRCZnymUmbJdJNzc7gkZ2PYOfOh8Sjfxs2bdrE/f4q5aog/wK/yMeir38AB4cPsPczHYPM+qgxSZOsMT09iQ3rNyGXy/HEoU534+wRV5eAL9Sk6x4gDmZmU/jeLTdj/761uFsMEOfO34fmyf9GZRy450ACPx+JYCJd42wNioij0QgTbU/fIJYsWYLBgaVYtXKFOM5+6Ai9noJnY2JqAl/43F9i29nniieBNTRIfPK1r33tf371q1+dPMG31GCRwBC0wS8EzWT9/d/+zd5lK9asbG1pEcRYZr13+fLVeN4LrsS3v/mfnFXBqWxsFgRuZ0ITZam5edz/4IMiOs6ju68X4yOHsevJvRjs60ZrWxvrs7NTY3jgwZ342T0/w2nrz0BSEDZ7cIj9UNVdUbxK5SKXaFPkzB1VsllVmVdlgtbFIPT3ocMHMTi4hCcUC2LwIHJsbW1RbnVSj1aNWRTqhk2ArAbcu/cp7Nu3H/fddw+2bd+O1vaXof2sFmxbncaciOBFSI5oLM5m/KSD06Y62ts5ete+HETiUk5xgonKRx/ZicnpWez8+UO46qpXIZ5MJnc9tvNh8dPACb6tBosEhqANfiG+cNPnbl192oaVRIKUcECkNzM9hSNHRpDPFzC4dDlnUjQ60Pmq40g8FsXcXApjkxPU+pr16R/ddQd+68orZTS8/0k8setJPL77KZy55WwmWcpxLhULHP0WSgUm5lKxpCLmKmdokIRBWq/OoSZjpRi3oqoFmR7FYomPn7iRCJPkBdkV5dhJQ7mcdcxrYnIS3//+9znKH+wfRP/AAJseReNJtjxtIs05Hkc4EhKDR5ij/JgVY5L2lIUqga4J5W/HonFccOGlWDG0HLF4AhXxneNE+l/8oiu/8J2bv/u2E3xrDRYBDEEbPC1uvPHG17z4RS97biIZZ8KanZrGxPgYjhw+zFV8VF5NxEmRbS6fV11P6i+eEGNf5BnOASYToUOH9rMl5733/gSp2Wns3XcQW7eejRClz4lt5Qs5JudiSZF0ocAROu2HImCKnIkASZcmnZtImgz4SdclgicSJ7mjRUTnJL+Qk1yFG72CSdVxKlxlSLKMzUR87Hlr0q4TLDCXTqMiiJ4Ghr6+foyNjXOBjOfVRCTdAZ8yCGVluVpnYQn7rscewbKhIfHk0I7+3l7eNl2Hru4BcY5zbxR/X2NS7gyOhiFog6fFaaet/xsiQ5YAxN9tHe0ikhzAPff8FKMjo+Jxfx7z6TmlP6sIWiynI2j6m9Ynr2bSbDu7urF66RDrvOl0Fk0tLdhy5lkcmefIp4J1Zylt5HM5blNFVqLU5LUsolOyHKVomNLxpkUUT2lttC5P/Il3yp8mgub9OjYuvOAiQaQjGJ8YY7KPRFzWq6nSj9IBJayAiBeUbavPPMHH1wCc7yy/c7jFFg1AWi9xXQ81EZ3XnBBLNCHajthmTVyLhx56EJYYWNJin+TbQbIIFbIkE01oXtMtnggOhV/xiqveIRb/65Nyow1OWRiCNjguPvnJT77r4osubabKOAZ3N/HRJaK/C8+/EDd9/iZu0kpEU+WKPVuZ1VOKhM3RJGmwFNUWBTnmchlBSAlBVg8IkmxFZ2c3lgws5RJo2X0VIoIus+ZMaXJ5sV0pdcjSboqCKVNEmxBRSlsul5fk6svBgTZD5EupcyS/7N7zBDZvPpMN/kdHRzgfmbMuxLoU9RNJBx26G8hZEzPtR780iVNEzg52YnCgJrEWnbcqtHHJU0RVFvpk6S9+3/3kE+y0t3bdBmTSU5grlZGamRYDCNA/sEQMWn2Ii+N59OH7yDzJELTBAhiCNjguenq632zZzgIJQBaW+Fg6tBLbt23Ft779bZYf2LuZ/S4op1laispUNrAfBW2CImDKUaZiFlv8s2rlavH3HHdMcaj/IBV8eFWOninaJUImQtU9ALVPB1cfKk9oyyqwxMAkqfLnuKyaIl5bFsRQ+l5fbx+T6WwqxcvLyN5hPZvkDhokdBcWTcSaqHVlZCNRy8HAUk8NHlQIX88Yob89C48+thNP7d2Dzo5uEV3XWL/XJe1Ft4Itff1oa+9kp7u9Tzy24UTfY4NTH4agDY4LQWrLLG7WiqCNlPbOoMf58y+8FA8//HM8sWcv8xPLHKp/IEWnFj/2u1ySTWSqCZcIulDMY3JyTOYyt1Q5goTvcupdSRBmpSIIWpC0JmetP+vCFt0MlvRgInnb9oP8ZpIhSEqhKJmQmpsTr1nuckL7lxp2XcIguYS2Q0RNA4PetibnxpckYEdVP1ZlnnalHDjw0WBEAwW11jpy6BBr9D3dvXjZy16O2++8TZr400GxFwnQ1dXDx0kTnP2DSyPXXHPN0s997nNHTt5dNzjVYAja4Bi86lWvcv74Xe9KUtRpc0hYn/TSUSx5U5y340I8sXsPk43v1w33ifyIdOhvUjDicZdlCiL2vCBKKq2emUkJ4o5yJEtFJjLaBmdCEKmT3qzJudHMv9FoScoVSY6AiZhpW1RZSETqqq7bMie7KI30xTFV+DjcBdEwvRNRN3MZeSmI1huhtWeHo2lbLCdbXJE6T3akNJBlRLSeHcvyJGW5UkRbaxsuv/y5ePjRh3Bg/34km1p4HWp9RdE7kTMRf0WQ/bLlK3Bgz+MvFT9/9kTea4NTG4agDY7B5s2bLyW9NxJrYjlZ5wnLVlSeMtWvol08ui8dHMSBQ0cUgXtMtjVu8xRhVzcqRsmGw0xaFBn7SgrI5bPIZpOCpCnLIspEJdeXFYZad9bGSpqQG8GeFtEop9c5jsXkzNkRDT4ftC1ajo6H/iYSJlAWiOPoqLiuO1M0Td/p7dOTgTx/+kZ2dKFzbW5uERG0ywNOWex/bj4j856pC4wg3KZEM6644gqMTYzinp/+BK2tnZwjzg0HBME3JeNS7rEoe6WKTHqeju+ME3yrDU5xGII2OAYimryAHt1bjuq67atsDVcVklRFREwVdPuGDwrusniSDDU38MmgqJRIut69W0oh4bCFYiHPFX9UjUcRJWVgcGdsIuSaG2i1R0fPGvUO4G5gmkTEqisDta4szYuknEG/cwcWEXV3dXVzCp+eJGwkaZ25IeWQMBN5OBTmDAyK1MvlqtiuhVJBDDgxKbbTqZN6XRXkPLRsCOeedx72D+/DnXfchv6+Qcxnsux05ylrUpoktZVXNg1E+VyeMj1Wn7SbbnBKwhC0wTEQRLWUKqMtu94BRXfIJpmCSIhKsWvVMnr7BxCLhpEvyA4mOmolIrTtsCBpEWmKyJm8KGTqnYyEZZRckr0GOdqNBgSsJYa6oX9dbqgbH/lqsq+ud9PyJc4YyTHpUWoI5T5TlE2FJJSRwj4epB9nqmhtaUVLawtKgnBpMlF35pYThRYTKFS+NOdMKxWZs+sgy7fppKrkQ2JX2YtjxwXno7e3B488uhMPP/wQR/XhWBzu3Bxr+ZyuJ9br7OpBXpx7UzIh9l/hghwxGHSfsJtssChgCNrgGAgy7acsCCIozmz2sYAstRMdT9rVXNlDMIhufZY5ZJFJHoV8BqnUHEeZFD3K4hKZMUEyBhG07rCiI2AmW8orVk50OsNC68WS0BEsr0lbas81tvWUsAP9uVKRjnmOyuumF8ksJHW0tnewoROdAU1SEsFTWiB1EKeIGb4cXOREoJR4aLSip4jevn6sWrUKy5cvZ3N+6od46/duFeecQktTM1aJ7T700ENs8hSLJWSUTpKLOBbX9TmlkAYtbkIQQuuJvtcGpzYMQRscg0g02m0H+c9Y0DmEo1t+Sa2ZWk5Jjwtt58lWHCwf7NnzpCRupS3rDZIO64jta6LXE4FSh1YyStCv0A9kFl77aZrNarImGYGOIysiYq0fy7S8MFc70nIku9DfugCH9N9sJsPNaSmzYtnQ6YjGIlx4QuGywx1WbK6EpNVTSDYAACAASURBVElJzrwQ2+jq6uJOMVTJODI2ht27n0R6Ps0trSi43nT66eIa7OVrFY1FeeCg/dIxksuezAZxA728XKrFT+R9Njj1YQja4BiEHLtDR5qN2RtUiOLWZP/ASq3C77Mzs0FhioS/IOoFp+i5AZnKbA3xt2MxYRE562yKxkhZv9e3I6EN/vX3dIxUVVguVdDZ1cl6NBEwZXTQxKTnyW1RJE0ThESupPfSwCAnBHXFoDRhIu16ZOQwDVLopzzltnZur0UNAEiDplOlyJnOa/++fez9QQg7IZLhuQKyt78fg0uWIDU7i3Klyvp6NNbBTwW0r57e3vrTgiJpjvLLhegzdlMNFiUMQRscC99rsRp8KoIGrzWPS5dlJO2yBEHl3mol9W6hcTKvMdJt/A4qt7qxAKWuL9f9MDT0YKEzOwhyMk8WxlCxDHX4Jo2ZSJjMkTo7u3i7euKPQKRM2jNloRSKBZZZSKNu3Cdr2mI9ymOmbdI+iKQj4QhHwJFwjDMwaF/0ot8pVY6W2bT5DHGNRER9ZISzOchoKZGIcbm7r6SVmI7e1bWhwhquPhQffx23z+DZA0PQBseBldBkpaNY0po1mfIkm6ru0xaeUuLwoYlaZ074vpxca+TbelQuI3Laju5yQhp1owscb1n8yJkOlFStQBGozrXu6OgQ25jiY5uZmcbSpcsCKaNRHiHo46YJQ2qRxaRP/QIFaVJZOXc6Cfw5bC5MsZUe7/CxheCEbM6HlgdpsdwRFiRPRDsycoSzPrgVljg/GgAs7lnoqklGYGJ8FKvXbQyOiQYTddWcX8vtM3jWwBC0wTGIxGJRnclACEyQlNRR5QyOKlx+1YLgmcufVX8+KVuwfb/ajCRw/W/d1URHz9KIyOZXY9obgX4n+UGDtGoiZ/17U1MzEy9NxLW1tQWl2cfTrgP4LhMyp7opmSMeS6CpOSmzNyx5PPBRj8AteY4hQdK2qi6kaJlMnZxSSUXZ9SCYDo8GMyrxpvMkGWQulUJzPBJMeNKFiCXivK5Fs5EGBg0wBG1wDAThObauIhTwdLTLZCpN8qsqmi6U8vXgGfWIVxJiPf9ZwlYUreUEn3VtT7WiaoQmMIqcSR7Q35EcQfnVjeRLnymvmUibJuBomUZvjUaZRf8NtT55iNhKarFFtJzNZLmxq46aOYtDZYhQqiDJG2VxTLQv2g9N/vl+uO56p706LHlZ2F1PPSnQ9SR/jmVLrqh7dli62WwYFUH2r3vd69q/8pWvzD0jN9Zg0cEQtMECXHfddb3nn3+BJFBNgp4sUtFeHDIHusJ5zOQoF0Ta6t+N+rF0w/PU97YKpm0mQPrea9iuH6p7SdvKH5rS1fR3RIg0Cagr/RpT7Oi9pUVmqR1d1NJI5I3ReeCNAZmfTcfF6YUN5Ez/0IRpyJFtruRLFrFQ5G2r0m/Spm2VSijzxy1Zrl6pIlfIM7mTRELnE+You/6EwGl3JLGI5cQTwJniqzufgVtrsAhhCNpgAQTxrCUythtItjGTg9PiqmWOoKWZfk0tZbHHhg+rQX9eGBbLaNTmDAttrh9kalgLCZe029nZ2WAb0UiUNWPtLqePq9GXg79TXtR8RA0TcWqFxl5XcjkLwblyPO1rNzsEUglF1KFwiCNd/uyEgu8dJX/4vpRiHFtKK/TUQbJMLptDtVSCL86XqhHJUpXS9RoHDVtp9S5H/c56GII2UDAEbbAAYRurmCi0BOHVSZCyNiqqQKWqbUaDdDcpacD3oT2kG7Mi6pGrz+RMLypo4fV9Sax6WTI0okjTUyRGmRJt7W1B+XWjbKGjbZ0ForfRuE8aGOocrT/o5aD7uwZ/a+mBdWhtNaomLykSthydFSKXoX2T9u0IAiZTfq9cYTU+PZdS+dgewlR0IxYn3ZssWRszVlzO+3ZlT8dazZR7GwQwBG2wEJazgrRYi0lNmQ7pIpWqzLigd04LI1KpC9D1TRyVIqdBREnZINLFTWZNyLzpetRLk49MzmqQYHIW5KcLS45H+tr7Q5MvZVNQsYi2J6V90TZ0uTlJJ5TyRoKL55PWrvydleETZW74DefE+7X1y+b1oFIFxyfGufktZYzQ+kTm9GRAjQempqb4SYDOm9piTU1MqCpKuZ06fNkQl2WR8uCv4S4aPEtgCNpgAZxQaAkRo+1bgUG/5/qyOavnsgeyTrOjVlQcOftYICs0puhZlk6zs7h6sOpVOetCRs6KnLl6kMjfQTad4cwIQlSRs/aX1ttv1J2JAHWET4hRyhp3comwnamOkNlTmjI1yLDIl+bRkqQR6NFaKiGJB5Y4Lnuhjm3pIhzunEItYKqYnpzghgBU2k5RNunO5VKZ0+3S8/N8rehYevvjGNv1mNi+h/1P7UU82QSfomqxrzO2nc2eIQQx+PWciPtssDhgCNpgAULhUL/ORNAFIVxBqMuvya2OMzjI2zkHmZmhIaNDjUBqgDbTl1IBTfbVlIuc1JFlpaGs/JNES8tw1Bta+J+oy25wcvAgDbyxmzgRObnwyaKPhal6Ol2OovYFGR6e8nO2ZbodHYtLTxCspXuBEb+vBiyL/Eg4ovYwIciZskcox1mSuhwI6LhGR49gbj7F0XZv3wB3JqcKRdKbM9l5FPJZPkZKWcyl57mAhrZRc73OZ+zmGiw6GII2WIBwyOnWj/SyGSw4M4GJVNmM3n/v3YglW5DPZtn/mGH5C1PlKGK2bdWaqsSP/uVKCQkROUrDIxdBE2sRWefyxQXkTNkaOk+Y0DjhSARMEat2sCPQxJ2WNOTuF04QaqLW/tCa5H3J3BwdyzxnhycLPV2+rnorsp+IR9uQA0RRXIfZmWn0bjydnehoTXrCKApynpgY5/JzOWkopYwnHn+UT8W36ql+NAjQxGFqZoYJmta3HccYJhkEMARtsAAiyu3gDw1kSx+1w9zjO+/DPffcixe88KVMup6OmhuXp+ILQbId7e2cs8zezyLaJu2a8oc1wbKJUSQWeDITKN2M21XpSUDUzZCgPh8dOfOEo+eqCsGFEbwGrd/YIFb/LiN8QZY+UbNeTxC2L5vA2jSQuLaImlW2ii+1+anpSQwMDCiZR6bXlcpFca5FjI+NBO2zSJs+dHiYS8YtNREZckJBWh+9Z3MZdPQM8IAVCTlNv877abC4YQjaYCF8vyWoAvQRSBBEzpJwmriogpqvkjtcfYpQ1xHKSr/Vq1aLqDDO/h1eTdqS0rJkuVlWVqRQ/f2CyT3K7ohEmIRtqz6R1phWRxGqq6Jm3V7r6BZVR5O0drQLNOajsj0a16GzIDK2xOYEL8sqQiVtEFxblr3TOdBvZMLEdqHUkVwcG3U6n5ufC7JK6L2s2mzpkFzKNpY6T5tzyfuWhHnZqBMxjnYGAQxBGyyAIAzutqorAH31XK7Jpm/Zcrz1be/A+PgYCqWSWksSnudLLw2KVsk5Tvo/y4pE0rFjkahK0SNfjdICP2fdNZvWcRu2qiNelhWoK7a/kJwbjZb0cddLzeupbI3kbKtCksbltBRBe9cZHPSda7usIxMJ0+QlrTM1NYnu7p7Aa5qKUYiw84Ucpmemg4lLnaetJ0LlZKQ0eArkHbGvAnVT0ZKMhcgzeoMNFhUMQRssgIhgo0qRDeb7PDVByBKB4Mf5uXl+hJfaK4I84np1nCRB2wopnRdM8rZ4tOfIuaEDuCZgmYJX48m6BudSBv3eSHr6mAL/6AZ9upGQ9d9HL+N5Vl3eoKIcx27cnUwx1Mb8NAnqekrO8VEVx8GTedyXscLvdC3I+J88pbO5nDwPlYYn33WncLl9KnqhbVTLeUTFE4kbLOdTdG78OAwCGII2WIBEIkl1zqj7OruyIMWV7+wG50mjIWrVFBR1+JoQlYbLRvc2ryMLTCRBaTmCPnsqqpQpd1KTtYmwG/Rn+reWJ+yG7BI2KqrVjjn+4+VgN1YoNkoa/NmW+9AdXQgkO7g8SNVkk1dLVkDSwDI9O40eET1ThSCdG6UfElHnclmWN/QxacLVo5fcrzToCHPpuINizQUZnZLPtPTaFtc55OAd73hH52c/+9nZX/vNNVh0MARtEIB8ODZt3CR1ZU/5QHOxioupiRH88LYfYtWqtTJnuVqW0gKtqKUEZZCkPZqZUCEj5Fg0zsTnBeQrKw4DM3/mL19V8lmBPNDoE62zNmRrK3fBsR8tZWgcL5OjUf5geQNOXe7wZM43EavgSzh2CDq2piiZ/J1pcKq5sjzdc2XJO1mhauvV+v7qHtmNL13wkmxu589xGsB4MPO0LLRGLGgI2sAQtEEdju+vrRsfSYOk1Mw05kS0uGvX4zg8OoEVy1fzhGGZsxRcaHtQCWVIL0gs5NiolHOwQjE2F6KIl9ZrqLkWhKTJV+YZy6IXP+g80tjyShO01p2Ph+PpzcczSmqUP46OqGUhis253mzYJP7hiUNf9l4k46QipfipMncqSy+p3orHTj7qbjD2gmMkv2jtDc3529GIiKJlUQ1tQTxBrBRv9/7qd9RgscMQtEEAOxRa5an8XGkF6uKu22/FRKaK5pCLpuYW1o5lmlxRkioa7UUlKFODIsKJ1Lwg6wTbeBI81Y+wsYKQoFe1fCV7wD9GQ24sUDm6UrERRzcaCOxFj3Ocjcvy8TVUJPL1aEjHowiZ0v80Eeuca3ppfVwuiwbvDxuN+YfSIVC+656LWpumHoUE/t53l/6vb57BsxKGoA0CCGJZrsue50TkXKx5IoKeRM/gOsyN7eXHeypdJhKlx3rWZRU/aoWDje+pk0nIQXdXD5P1jNhG4FoHpfkGJv9aqZUOcBZJGPbCaLeRlI+OjI92zGtc5niEfvQyjXnRR2vamtx12yzt+aGJmaCJWhOt3JYeEPQZQj0hyDQ+yuTQMg+Xh5fKiLCFKUlDVLkI48dhwDAEbRDAsfylklMs/OhHt2Mm72N+dhZL1jXhYGoW8UQX67NUpl0SpGJp57dGb2PWm2NMQ/FEsi6YsAkRbxx6XjFgdxU16+1oXft4ns5P5/PciMZlG53vjna50+seneWhoSUW3RVcF7oc3eVcnzdJOTqtbuEh1TM46J3sRnXmCp1slQjeURasVSrgqSR/6Ztm8KyGIWiDAJZl93N1mydN+SkCfurBKY7uZmZm0L+qT3ZW4Siy/kiv1gYTsfiN21FR7rKvH+ltjholobtSAvCswE5UZzdYVn17xyPNp5Mn9PeNcobG0dF343vjNo+nUWtyDgVNXevkrH+T6X4Okok4ahxZyzS+hcfBynLwkSYGaaCj6JlO2PLlMUbFdatWSqjUPPP/SwOG+Q/BIIDlWN2WimWrIpLra2/BTGoeEUF8s7MpLFkbDohJeknUu6gEUbT4XywSkWTpSuN/LjRxbDhe3WNacrKnouljI+Gna1l1tI6sIf09vGOiYz66BhnjeNs52iFPr8deGqq3YeMxEVjiEMsmEwkM9PdjPj1HTkkN3iGNbbwWmJQoa1PIUnJO3+MVWA7KplOoVSrH5g8a/EbCELRBAPHQ3a6r94q5DCIhC/lCBWSRmc4VZCaGikhd31vgmczaqUqP47xeylW2pa8yRYxcVOKSV4aIRi2Po0zX9aGN/qXJv65ePLbI5Hjac70y8FhyPhqNEocma41Gsta50I1ySKPHhx4waBNkEbp929nIpOeRy2c5gra5Qp4yPGyVnVKvyuTjoFJvbjpgqbjaoqW5GCYSjfE3NZnnZ2BgCNqgDseyWpleBNEQ6aBWBfUGcasVlKo1NjIijZS9OShJOMj3WJhexh4avowbKVqmpSIhsS4vJSsLLSJbJXXI7GCZMy23pUzzj5O/THi6yb6j0bieJubgGI+TYtdI4LphLWVokLmRLA8HErEootEQOju70dPbj0QyKZ42yuxdXRWBr2frq6EHDH0cqlLQ9RukHRlFS/9/aawkXf7s6q9+Nw2eDTAEbRBARL4JNUXHZvOlooiawzGMjY5h3bpN4nE+hpnpNBdnEHkxdPJuQ7NYKZN4Qa9BiqDJYEkyMbkQyaiRepP4Kv2DI2mvwT8ax5oe8V6OiqiPpy8/HTFrgpeyi4zutR8IrcJ5zZUqF+HY3HcwRParSIhIOSyeJnq6O0XEvA3LVq19uLujbcstt3xfXJ+w7PAtXoVCUaynC1JsZfAvr5GuLKTvHC5RR0DeLkf/LtusqgrOY0cbg99IGII2CBBNJKJEmNTKKp3NYmo6ha1bz8bpW7Zh9WnrMD46IjuTsOFRGbocPEghU5FgYBJtKTIU0XCEyIfkAausJtt0t++694WqplbkrDUBTfpQVYgem9zXTZSkUKAjXNuuVwVayqhJp8BpcqcJTh9l/p3yj5ubmkVE3IEjR46wKx0tS9/VahV0d3ahKZnAxvVrcNrGMx/N5PJXp1Jz5d7OtoMh1d07FouLZZq4SSxVXmqK5q4skL7agY4tvnMs/SQg/xUJR7hykyYbOXuFdCADAxiCNmhAMpF0KMKrVAsolV2cse1cXHRJkpvFVitF5Mjqkzt7V1hv1dBaq82ZClLeCKryPNndOpPNoLWlTUof1JXFl2QKXz7yB/p2Q8aDjpDZVY5/s7hprdZ1OXKl7iy1GndTaW9rZ+9lV0ToVFTS1dXFk3i79+xmAh8aWskDDHF5SJBkOp/BihWrZDcUsdGe3i5kMmksWbYU+WwOy5cvR19PD1YvX4r27r6/ede1734bHdcHP/jBIeqiQv4iIU6viyKZbEY8Nh8YJclg3eEhyLbredGUlScHlrpTIEXt9JE0ey6ugW8sRw0YhqANGOTDcfqG9aDY71vf+Douef7L0N/bjXK5iNGxcUxPTXOvPYo+iVA4EyNob6VsjWypLdvk/MbFHXIykcqiaf0mQWJOiCbBqkzq1PeQdOiwLR3jpExSPyZJzpYqKbdQZllFWprqPoVE0ERqpBWPjY+x5wdX+ollZ6anUUwkxXcRtIjBgTu8iIGAfnMFuXZ1dqMmzmXFiuVcGTl8MINVq1aht6db9kNsbRaR83p4dujP/+T9172n8XpxcQo/ItgIhR1E4zE0tbSKga0kmwxYMsvF8mTULC+Tak6rPkudXqX0WcpVT04oxp6xG22wqGAI2oAhotG1FMmOHzqAVKaCq3/7EibnXC7HZEzmQNStukImSVxRV68e1GXNFuf4+iyROMrC07EcdLR3YKC/F0RHtE12uuNV6p7TLEc44aBRLW2MHesqNSZk6pINX0bRsgO2TIOjbi26P2Ey2cTFHuQ2R77MFCkXS3nuqE39DUslaWpE5NvfP4DxiUmWJzirTexjyeAytDY38e87H3kYa1dcBCscv/FP/+RP3n/U5fK013VI+V9HxSBA0XohnkDey3HmC0XHZP7v+NKEybfq14wa8VIELuUWmT9uB7o6EifuzhucyjAEbcAIO84qEoDvv+9eXPbcK1QWQ5XJS5YzV/lv7pCi1vF9mZ2wMI0MavZL/wH241izdh03UmVvZS7QCHFkXOXUO5neps2XQiGpKTMJiu9bBcF2CMLjyJcGC+qcLSJVMjQqFrXhEthrmjTl0bERaY+qbEmz2RyTeFtrG9qXdDGRU9n6UpI8ykUuGokLUk6K70aOHMaRI4fwshe/BH1Lhj557XveczQ5MzzuHyhL3YmkqbcgtfnirA5xnJWaLAu33ZAgZlfq74E3tswDr1bdhr6Lfr2C0oKpJDRgGII2YEQioeXlcgGTqQyWDgyoMmZJci5FzjQ5yARZkzqrWq+eZicLMIhgqPiColfd/YTJXkTARPTkN6HTkOfns7yBmiB9iopJznBUihtF0azVik1nM/M8CNBkGu2Not52EZVH43GVU+xwmbWjolnoiUGAMzE4U0PJJKRNk+QSjYQRFQTb2dvH7nSpVAqHDu7D1OQo3vbWt8KJJa6/9tr3fPhpLpeMoLlCUqnmYh+U0REVxxaJlsQThxg0HC75gaxpkfuHr+Y9rboWTU8fWjJSCTEmgjZgGII2YAiCWzo9PoLVItIloiT5gCsGqeybdecKasoe1NNOR1DezfIT+WTKyUJm7XoqHGVGpDMZEWUKEnZkJgYRoh2SjVxJw6WIuSyWk54WYX70p/WpK7gk2Hp6HdmR5vM5TmvThM4EyY0BbH7nlxgMKL0vnoiz9hyLR9nWMyGInWUJQaZZsZ2pyQmMj42iVMjhmrdf49as0GsFOf/7/3TNiPwpimZ/Z0jCJXkkGo+I6L6sSsF17brOToGUM/iJQTw9OGE1WagX8mmK1GjQBgxD0AYMQSz9Dz3+ODac8xyVKqZsPrnVVYVJljRo7Umh0Wh6pItNAqc6RaiUeUELEjkSAU1OTfJ3LG2oiTsieiJV1nXpXRC5W61x9M4pdJa04mSdWxA7parpMmwyH6LoOaS+J7mBUuBYdojF+EXRd3NLC2+DzJxIbJhLzWJqegqjI4cRsjxc8453zhwaHT/vhhtu2Pc/XS/tYMfjkiUHCdlXUe4/ovov1ot3ZCqhLouPCBYePngQbV19iIiBgqJ6nRwtrqEhaAOGIWgDRiwS6R6bmsalPV2yzZPqOk36rO5sQgZKPnf9qOu+Wt6QQWA9TGRJQXUoIfom0iJ9eTY1w5kO3FbKk9WJ0oy/xt/R3zY1VRWDgo6KSZagXOpqrSLd9FTGh8fZIA5qvgvPlrJKS3sbOju7uBgkPZ/mHOaW1naeLCQ5hMicupFTOt2sIOfpqTGcvX0b1m3c8s23veOdV3uNhhtPA3HuXo0HKnkcHMXTgEGDhBpw6Hx1c4Gg4EYK9Py/YrmG7r4lcCgHWklDrjJjEoNQ9Bm70QaLCoagDRiRSKS9pWOA0+M4SlYETUUh9HJV41jp2Kb79PlQvV9VoYotfSiUkZDWoDlKFhFlem4W09PTHOnyJJslPTi0v4eUC2y1vjouReC0ffrsUqRqe3IS0ZeyAssY8Ti6O7uRbGri1lRk7jRIWrrYz/j4KK87OjLC+jn1D4xGQli9aiUuu/zShy0n+pr3XXfdbvH6pa6VIOiap3sV0nMDWYVGIgiRREPdY8JRhMMVjqhJGvJ09Y1cOaguDEVU5aBqLWZJqiZJOvxrvbkGixaGoA0YEcdqGVqxgotGiCCJU+QEoctZE9KsXhan8ON4kKWh6+YabD8F+TCxi4g3EomxppyIRZAS0W9LcxMKxaIqA7e4CAaqKpAHBs9XkobcZlnlFZNMQb0OpfwhNWvWp23ZbdurupiYnERcRMZk/ZkQr4OHhpFJpwPio2rBgb5unHH6ZVgytHxybGr26uuuu+7u/+21EsdZYs8MH3xtZHdvV5VsS8lFR//SvlSel+frlDqZRiglIPkkIYt0dOGkZQjagGEI2oBRLOTtru4uJmdNIEzQgjxILyai9rn5tiRwSSYNXhmQZdU11a7K82uYmppAV/cAzj/vnEJXZ2vi+7d+X3w3hdHxMVTKFWUaJOUQz9eVdTIk5xJxQewOl20LUhRkH6YJwHCkbnZPBSqVKhM8ReW93Z1if92cEUJR6ZqVyzEgoug2kj3aO6tWJDKWzmQezuXyX3/DH7ztX/9/r5Ug3gRp9Dsf2YmlS5fh0OEjMsulVkWVvDyosjEakT0ULZmhERC0SrHjJxSfqwZ5AJENeKWmLbbt/Op31ODZAEPQBoxMJotIyIHuFOIpIpa+GzUmURnpuTLqZdQ7hehMBJ1259hhtLW2o7U5iemZme8Lsv3HN7zxDf81NTYank3NoVgsca4wSQ60D2q8So1o6UXpfDWtNavomrMyBGHH2ZgozpIG5RzT90nxnkwk+T2WiIvD9vI1D9OlSuWJXC5392wq9Z/X/J9rD/y6rlVba/P//dFddyAqrte0iNprlbIY4IpisBDHX67ygKY9S2T6n83dwS1tq+pLn2wP2h/EC7q1yC7jsP/HgzD4jYAhaANGgRqfOnHoprAWyw9S4mCiVt1DKOrl7/yF3U/4nf5lSXMgesRvam5Vny3/ve9973fFq12Q6AraXc23y6FoMhlOOMmk43QIoh0QkW9/yHF6xHuvWL+ZvP8FOUdct1YS+8+I97Tv+mnXd+dqNS8ljmdWHOt0ulCenkylR2+88cb0M32dPvaR62+enRr7LYcyNShNL5dDqUKdvYtcbk5SB73omlAZOhF1qVaWpkpRGf1LvVllvHg0OQgeoAJHwKcztTb4jYMhaAMG5+va0kQ/FJIyhcvexK5856haPqJ7br0llH6XNqG+mgTTy2iLTekW9KlPfSov3h4/Saf4K+Haa6+Nd3e27Tx4YO/aVCrN1Yn5Ql68Ctzpu0ZFPEzOVb6GBJJaaMKS9HMiZtLT2VKUq8A9bdTHhF0STw4cQdOAZgVTiga/4TAEbcCwnTDpElw8UatJCdRVxSr0TiStU+tcf2EmWqMXs6f0Y13QogqY/8fUtVMZ5F7X3px4ePeuXe2puXn2J8nlCygUCxz5Uldukij4icNTgxs5AFYriMcT7NNB16LKLbE8NpXiKkRfGkz5NV8V3ainEm1/Z/AbD0PQBgwnHFaZGx5CjiRW+kz6MxEPmfvoCO94HU3q8FHjsmqZkcD20PbilVRF1P+WJX2dn9216/FwLp9DOiOjZyoPL5crqAiCriq93K3Jpw2KoKn8nPK3tesegQe7qmyWwoMZkbUrJSOqjGxubhbXyqG236ajigHDELQBg7Ij2AxJkI3ry0wOmqjzfFflRetu1nVJg3F0rOcrv37fV1WFVNjinvIR4Yc//OGXTI2PvU0MKgMdbW1NA4MDTV0dbe2bN6wJUWYGlb+3t7XhyMgoZ22UxovcCqzKOr3U7TlF0ZPGT0k1gRl0cRHvNLGZrVZ48Arad1ly3WKhgBZB0Fwi76NyMq+FwakDQ9AGDMrdrYmoMMSFIh6Ts6smvGpqglDagloBKR8vkiYtg6JINiri3GYPqbm5K3/v936v80tf+tLsSTm5XwBBlM77//S9dx7av/fC/cOHkMlkOMOEzqenvx+rVqzgpN4PMwAAIABJREFUnGqKhCtVme9M3VacgZA04BeX4NFHH5PFJp7LudpEzroMXXd30ZOGVksLW7B6QWNcm9PzyKukp7dHpeAhf5Ivi8EpAkPQBox4NIJ0OgOXSqctWcrNnVM4/csLCJolDhVNE46WOIKuhMo7g/KY06m5ZLFUHH7zm9/8VyuGlvaEw6FWz/Vtse1S1a1NVWrV3ZWK+8M///M/P3Iiz/lDH3rf6R9477vvevjB+zumZ2aRmp8XkWwJpWqFj316bg6P73qSfZ63bt2OK6+8kqsTqYMK+9RVa/ivm7+Ne+9/gLfXSM4ErjZUZk7cAUZE0P19/cpcyaaujTyIVdieVA2AoOtWmzuR18Hg1IUhaAOGo1ziLFs/rsssDjlJKCUP3Z2adeWGJq4Ls8IkyXiKnH2V71tz/eaDB4b/bD41hxXLl8j9cV61zGKgicU//IM3ZcWfX/u7f/jiH3q6bPGXwJve9KbmwcHulbYdG4w4zoATCfWFQqGekON0CbJsE5tuEZTYJI4m5rteVDwdWCIa9lYNLVu2d88ehw64Is45XyiiVJaTfbr8nPKuz95+Dl78kqvQ19cnfUk8qRvffMt38Y2vf42/SyZpMjDW0OrLqxsliWNsaW5FJJGU18+X9qM6sqbJw1LFlUZQ8j6kfo231mARwxC0AYNIlInS91RqnTRIIvnYVSl3QdRsL+y23UjSfsP3lvJmhiJ3epyfm5tnq1HKbOhnwpOTjqTXNiebmsMh5w9e+PznvuwNb3jDtatWrVgiIsxB8V2/JFu7w3acFsdykuGIkxBRfyQciTgvet6lrJVXa7LAxmVTJZfNnWjCkiLdCper11RXGFlwMz+XYq/mJUuWICHIs6kpifHxSVCmRkmcO0XOm0/fjMuf+3z09PTKyknVyODOu+7Ev33ty9yAgAtkVCodXTN9/tLdjtphJXgAqKZTuPiiS9QFgvZNQpmKgSq1II9cXF6jQRswDEEbSPiyaq9WFSTnSP8ItyY7qSCYINTOdQvn/BZE0Oon/Vjvc9fqMIpBh23puVEu11D1Q9iyZQti0TBX2pFFKBkfnbbh9O6f/fSuf35056O48Lzt3O2biLVc9biiUU5gygCbPUI4+0SaOpFcQNkVZa7kq3DpNX+u1ZiYqZiEvpNl2TJ9kFPkVEohkTpZk9KEH+1j3/59+Lu//wJ7P3ss+1T5NTU5yedKFqbkNULnWVMNYwlSgwZaW9vEoJRGX08Xzj3vMjaE4uhaafkkGMkcaCkJga+2IWgDCUPQBgE8VXYsqEbmQ7uyrFs/rstl6inN0tdnYQRtBQRuB923c4U8BgeXIDM/x+lptZok6bGRQ8jnsti2/Rx0trdJaaHksQXnJZe/EMP79uKb3/meiFBjTH6lYkkSKxsxqUlMtxYQrPy+ylKNq72XtceHtTDq1zbW3CAgFGaSpSi4ubmF/aIp7dBSk5y0qcmJEVVhCc7aoIEkFIqr7i9Sow+2rV5d3f3c0Xzd2tVYv3ET70fZicp3R5I09VOkfVJudMhhgyWTZmfAMARtIKEqjDlydmVEqqNmzckLSrr1e2M07df/9n3VVVa8lQs5fO/WW3D2ueeho70dmVxeOcBVkctmcM/P7mbCHJsYlw1plf7timh+dmaa5Qlf9e0jAqOMCm6RFQrxgdeUnwcdOxkqxZuaWHYg2YJ8O2gZkj+o4o+az5J3Bu2PZBbqrhKjjivhKEf3RN3kqUHRNTj6l/vr6tjE+7PtEJ9bLpfB8PABjn4byZlAy7d3dCGTnsealSuwbsNG6Y3te4FXCZGxvrZU+AIVQXMTWssx/780YJj/EAwYNmTHD6/mc3aBpwovguiZMwysoIvIcaGLU1S+tOVLx7aYIMsNa9dg7xO70CQe+XcIoj5y5LAgQhl9khTB7aJCDg4N71OG/JLwQqpjNnUoSSQTSMYSiIhok2SOsurw4nHjWVpWGv5TNJpokgZKvE6yGfFEgmUKSgAsCaLOZXPSR6OY50pJMjUizZmKSyiiDUyulY0qZ2NYDhMtvWi5fL6Aw4cPBr8TSNpo6+jG9NQkLjr/AvT097IuLq4Edw6X58VdCJnAW1o7URSDVFycHz0NSJtSO/7M33GDxQBD0AYSlpz8037F9Giv074CqUB3TMEv9vPxIX2OtcMdEVs82YT+Pgvjk2O4RUTT287axhEukaSn5Ije3gF0iMhzZPQIdzyhAYF0adqWJC5Habs2lq1czgdNUTFV4ZEXBm2DmsFS9ByhSbtQmLMjMtkpztCgbAnPr3JvxChFxtSFWywnJz19HhgourdUvrelurvqruW+zmsmKUIQal9fP+bnU+I1z+fAE40trUjPzuKCHeehs7tLVVLKfGetwRPBlwpZ6qTO14sGMcvyVVNd6skYMgRtwDAEbcCwbWnRw/GzV58UVO5qslO2SjvwG8z5j0fUREqeXdetZU8+m6PYlStXY04Q2I9/fCe2bN+Bga4eTIu/Za9DiIiyDX2UfufKCkZJnnL/ZM7vy66rGD18SHXSll294/FocLyUFVHjqLWgurTaaErGYYkXVHcWfiJguULZpBIhW159PxQVU4cX2PWCE/G3o6oDiaRb29qxZMkyMUDkuZMLtXutlUu4+NKL0SKImq+F6rsozaQUxLE1NbWxxEP7o2icUBTbsXifKD3Dt9tgkcAQtIGCoBBLh8cN+c26a7ZtKRJTE2yoT4gFbna+tEaylRmQJnJN1LoTSndvH5PSIw/cg9nlK7HlzDMwMzXLk4S2E2KJgryfHSfM6XNB9ojnq9xh8Hakab/q8EKEzL7R2vdDd3chUpdPBdITRBO+JGYmY2XzSb0EaYqUpBAuJXHswI+aBgHHsVTH8DBH8jUxkHX39PAW9zy1Dy1NSZx37g7ExLmxr7OKkC2/YRBT15hNlcT7E7seZ4JvampmiaaJc6XdX5t3tcHihiFoA4ZObZZ2l9wyVhaqVGsBycrHe/mIr/8mNJI0/aMLXIgPw5GY6l9oyQwRJZU0tbTg9DM246k9e/Df3x3BxZdcjjhpsOEQV9yR/ODVKB0tEqyv+/nJFD470MQpQoWKVIlIdYpf/fiU74WaaKTvo5EoT+ZRe6ykIEcqMqEIuFSpIlvIIZvOIJvPcvNa8uGIieVjcWUbKpbJlzIoFcs4eHAYMxOj3N9w/YaNPAixTs07VLKRcvYj+YL52ZZGSfc/cD8ODw+LaxTG2rVr0S4i8vbWJkzNjP7TCf8PwOCUhCFoA0atWi0rlyMmObJw1oTW2GtQa7LHkza01zwRYiE/j1KpjK6+ftaOLa+hNJwkFPGZSHLT6WdgfOwIfvC9m7HxjG3YtG4NqPaQCLFmy8YBEY6mQywX2CrTRO+Q9pkQ5BqnycCmJh4QqJsLOczpHGfKfSZ7UNK70/Nz4j2DCvdFdPnYiFTpgMqVMssqlP1Gpe/kuZGIJ7ghrCui4lq1xFEx/R2mDt4xG6evX4vw5o1iQAnLawMZ1VNPFH6e8Cw2RGKpRl0f0rp3P7ELY0eOIB6L44ILLsTSoeUc/RdypUOf+czfPHYCbrnBIoAhaANGsVweCcHuJ8ZjbdS3OP9XN3JtjJaPzimuG/erKJU01uZW8ahfZfMlzhDRztCqUSpHw2pTA4PLeILt0L5dSM3PYtWyJdx5m7bV3NwkItcI50aTqkyl2FnOwsgik82IgSDPui/RYTwS5q4ltC3qdgJdDOJrOYNKt6PoWdIvItU2RESkHuVJwhBHtLWKiPxJ/1b9AW2uBrSlFq0n+MSeyAc6nmxWF0Dng0u9WurmHssaNNDRkwjpyr7KhimWKjgwfIAj766uLpx33vno6Ozk6D8adqpZ4Hkn8LYbnOIwBG3AyBcrX1s20Lt9/5FxFF1Z7k1+EUH2BqFB5pB/1omaIksiwo6ONpRrLpLxKE+o6ckxJryGEnHdfcVSmcE04baxpQVTE+O4956fcpofpb5VRdQ6OTktou0QF5JQH8Ku5gT6O9vFQFJR7beokzZF2lGZBUEFIb6OtH2pK3MfVn/BZCdXFlZzsv2UJVMN5fHqd18VvEiipqh8/1O70dnVjbgYBLSkw229qMkuXJ2ZJycZLSm9eDVJ0vl8Efv278dhQc7d3YKczz0fbe3tTM5Ncacwk87s+PjHP773BN1yg0UAQ9AGjP/zx3/8V9/91n+9d1tXX9/hkVGMTUygXCoKsnMgKdZSBKbyeNXkIREzabkEqpojR7yxsREM9g9yZgWbJlFBiZ6AXGBRajMBcg4xZ0k46B9Ygj6xLpG5LuemPGWK4qm6z1fLk3xBRSN2JLQgupeVf7JSWmvR0ptayio+RbgkaXi+qiR0pOscSSc21z8GWjc4ApYTijW3yuc6tGw5SxSN1ZW6mpC5ufFYLFd5ctjcMWXnI49gdmoC69etwxlnbuU87UjEQcjxDo3PpLbccMMNxsXOYAEMQRsEuOfBn5918YUXPr561coOylSICkJMxuOsk+aLeZQEyRQrZWTTadihLGLRqIhq46wlEwmPUv6yIOmxsVFUBWG1N7ehvb0FkSATom7yr2UO/lOVmBNJU7k5iSKyuEMODeViATOzs1iydJnUx9U2dPaFllg0aerCEZ2mJ8lW5nTzZ9UUV1bvVXmbPvTfglAt2dgVvhgY+DgdldlSE4NEFKGIFTTW1c59BFtr8ypVT9W6Y3p6FsPDB5GZS2Hbtm047bSNXHyTTEZRrZS//+4/+cALPb0RA4MGGII2CPCxj31s/L3vfe+y7Vu3/mTz6evP3B12RCQ9Bd+22NA/HI4gWqnAXrkKo+NjLCVI7wiZJbFs6RCmpifFaxqTgqTnY3Mol3vR29fH3hWW5QQTezrSZM72ZNqZrin3rIXNaKkVlK8mKBtT+mRpuhcQpd+wjs7l5gk7NmiSbnE82ajzvCnzw7KDSUuVCi4GFylV2FQJCV2wozJGwpKcOfLGUVE07cyTqYmWLwmb2mQ98eSTKGQz2LZ9O1atXstPHNGwLZ42Uh/+8Ec+dv173/e+E3iXDRYTDEEbLIDqvL3lc5/5zHUXX3j+Rwanpqwjo2OYnprBTCqFtIiQSYqo1Koo5IqB97FslOqKiLmLI+rJ6SmUSnkcOnIY0zPTIvodQm93l0qJY+WWo9bG6BPWsQRMVXbUMCsak7nF9DdPxylZgeDDD0yabBWFB2q32peUnS0maksqNrIUHcqX2VLRtaf3L7kWSouWPthiS1WPBySaSORDVpOgrldTeda+bAYbsjE7l8YTu6jbSg3nnHsuli9fJUvRQ341l828+CM33HDrib6/BosLhqANjotr/uiPRED9se9dctGFd6xbu6aFSIgaplZKJXag0/oz+WhogpZGSx5/39vdLQh9lkuxKYrc99QeNkgi7+VQUEAu/ZuZRG1pHERRLE0QatKVsoQk3kZzJlfpxpIl9deKefUnq4G81XnpjA4pp0hnuSDq1vq4I8u8ZQUkpQi6Qcm6NoRi4yMiZMpyUYRO9OwoTXt6ZgZ79+7lTt07dlyAnt5+xKIhVMr56Wy2svWjJ7h7jMHihCFog6fFdddd9/N3vvOdPRecf95dGzecdu6B4f3IFwucApfLS5MhS9mKygham/xLdzkq/qBqwEIxz98f2P8UpkVkvWH9evbAWOAxXZP+F1xhx/ov2J8i6H+oKwNJJ4anUvfqLbaCbVky60JWhPuSPG3IgQAyU4MFDVeLIjYvKz2aZfUjSRu+MtGg/G3fVgTO0bHUZKTXiMfdzqEmI3mQqrmYTs3hyOFD6Opow6ZNZ6CjoxOxiI1yMXfvxz/5qQv+N91iDH6zYQja4Bfi05/+dFm8nfe5z3/u+nO3n/XBw4eGrQkRRRNJUyFKiEuz4xwBk7k/kTSRM0kg2gaUtGvXdtlKlBzcfv7QQ9iwYSPaqIs1/KBDC5EdlWUTyekcZvh1bbiRlLXHM0eyvoyibfW9NHzyVEWkTNjQOrMK2FUpOjhDw4dKrfMRaM00VUkLu4LwQ76DutGqz9sQB4tMJoVYPMml6Sx7iB/m02kMH9iPgf5+nH76GZwa6FguZmZmP/fpz33+HR+98RMn+A4aLGYYgjb4pXDNH17zoRtuuOF7L33ZVT+89eZvNf3soTkmXLLupHfy1qCu1dVqjltCVWuyi4mrTI+IFcMRzloQy1fw6CMPo39wKYYGB+GEpFziqlQ1evd1xKuIjyUJVTwifTXqE4GsIbN2LJcnSPc5FYFTixJqzEq2puJ3yqX2/HrEzF3IWeJQ8ghnkNhyftHiJq6qEEXOORKo6CWsuqNwowExOGXEU8XI4cNYPrQcfb29fN7Vct7N1fA7gpz/9UTfM4PFD0PQBr803v/+99977bXX9lz43CvvXrls6dZ/+Np/olCkHn/SZJ9S7jzBaPFEDIVUgSNorU8TkVbKZfZ1th2LPT7GRg5zJL582XI0NyWUViylCiL4SqnCZGqrzA/PUs0D6G/PD2xNOavCsYNJRD+YPLQDIqb95bMZJJtauI8gyym1WqBN66ITmcuscqi5ysRVFYReENVzubZYKBJvAVF2qVTEXDqD8ZERLF02xAU2RPpeOZex7MR5f3XTF544SbfMYJHDELTB/wphwT679+69ZvnQmo+99Y2/85y/+OzfoliuBL7O8+l5LhFPsHdFdQFBsxVoucSpbuQKR1IstcHaIwhuzao13LRVTuL5TKZUJUgeG74yYOJIGVp3lpGup6r3pKrr1yUQ/l1OQtIkXzQmBgarDbbYr2zsatUn+lS5tibpBdvgzyoLxJNZGlzCrbM8aOAR0fnU1CT3H5ydmRID1SDymbk9kWjP1r/7whfyJ/gWGTyLYAja4GnxyU9+8q1d7S3XCaZrFyQVFoQYuvSSCy1q5zQ0NMSm92tPOw2f/NSn8OQ+iobzaG1uZeJNzc1xBgQVs5B3BUETNWV+VCplxOPkg+yjXCph954nMbhkKbrIl0IQZWtLG/cv5HUsX/Xxk1KE31DwIrVoSBVZZ2boEnSVv8wdy4mUKTXP14ZQ0nqUKd31ldWpXXfk4y4ttvIdsYKyd9LYuYuL53P/Q9LdyQ+E5I75uSlsWLcGa9as/vanP/+Fl574O2bwbIMhaIPj4q/+4i/+ZMfZZ31ibGIS6Wwe42NjGBsdxZ13/wRXPP8FODS8H0sGl2DJqg34zGc+g0/ccAN+cv9OlESETFahA4ODrDeT7DEvouS5ufmAUHXlX6GQ52atFE3TZOKhg8OcYtfd2c7ESJ7QuhovmDSErBrnXOegNFDCV51Qgl6KDWb8cnCQJM/5074sISd/jVpN6uTaXpWjftUwVxKyxwRNx0hg3+amhBiMkhjo68XqszZj08bTsPWsLXAicZRr/ou/+Pd/+9DoxNSNH/zgB79+ou+dwbMHhqANjsH111+/+uIdZ994110/xne+/W2MT02zfkxdSsjOc+sFV+B527cKoqxwd5RqrYTXv+kPsXXrvbjtrp/g4KHDLCNQw1YqaiEjJIpCqVy7kaB9JQ8QOVK2A2F8fAzt7W2yC4mtSqo59Y6iaE9mZPhy4o7JUxBqjfOUfZk10jAxKbNIKg2EK1+SoP2FRK6OR2eM1P2hrMDTw+aGACFEk0l0dnajp7sbvT09aGnvgmvFcHAshfa2VnLes1auWbNlx45z/+Ob//GvxQMHD92Szedv9X37IHXsFtuhzJjcgQMHhr/85S8bCcTgaWEI2uAYrFg+9PlDwwesH/7gB6AIulwlEpUk6ZWK+NvP/AXuu/9evOTFL8G2MzYgJELa0cPDaGrtFMTViab2TkyMT/Kjf7GYF9FzmjVqXXV4NEhOKBYLSCSamAjHx8Zl2ppfU3nVLuvRMqL1eXkdCbtHkS2Ruq0qESk6X7tqBc7ZugWp+TR+eu/9mE2leTuNHh4E7XFNXVW4aW2D3XUjiVMUTT0IqQvK4SOjbIdKcgy527F7nx3iyH9goB+/dcXlWD60In7a+g0vF6T88qnxUYQiEfakJpmo+aW/hS//0z/u+f03vnmjyY02OB4MQRscg/XrTrv43//5S+xbXChV1OO/rJ4jB7ZyKYfbb/kv3HPXbdiw+UxccOFF2LrlTJx78fOwYdMZuOenP8L3xkYwOzvNzVqJMKlzSXMywZptsVRloqu59XZWpOlSRgcRYzo9v9Bn4yhbU0rno9xqahbbSJ4MT3t5yOq+kfFpzN7+E7HtDJNq4zYbt6u7clOE7jgLu7Jo575GBz+9DG0vK47bU08DdI3Io6RayuMHP7TQ1pRERAw8dKzUQTzkW4gmoshm83wOxVLptNe8+tUPi11vPjF312AxwRC0wQLccMMN556//czID++4XRCOtPn01DM/ER5FpZSJQRkaxUIWe3btREYQ8Y9v/wFWrlmHNWtPw5nnPx8XX3YFhp/ajdt/8D386Gf3Ymo2JdPWBKlRRxKSPsKeLGpxleygCTOoGlSkGXyvIvByubIgAm5cbkFjAQGKzMtl2YNVyyiNZNtIwLJjeJ2UG49Jf+ewzOHIzt40WMQiiERiiMfj0tkvGhERtDy/armKuVoWoXyBC3qaky0ycm5twf59+7jTCy07MTF2+qtfefU3vvYfX3/5M3x7DRYZDEEbLEBXV9fvPrLzIaQzedR82djUV/7InGfMxSRSG24Rj/fxSBSlQp7d6sYODyM7n8K+PU+irb0DK1atwlW/8xa88vW/j0fuvwe3/fhuPPzIIyLiLCgiXKjxHhPRkpc05TerHoiEhZpwfMG6+jde35Iatv5dSyu0mTCl+UWkEx/ZqurdEvFGBGFGBMlGo3GuEKTPskmsdO0jGaOttVVNcEaChrK6YS4lanPeti0bCJDcQX0WafKzuaVZlsmPjYtth5FMxhES+1m7fhPy6dRVf/iGNyz//Be/ePDE3W2DUx2GoA0WoK256eKvfeNr/LjOEWRgDiSjVfoekGQdDsXQ29svoscIMx9ZjFZ9yKyMchFz01N4WJDe+OQET9KNpTLIF8sLZAnu8UckRpGpE+bJP5IwKAId6O1lb430XJq7tBwtTcjcZRnRRkKyV2A0nuDUPiJG6icoZRRJ+FRAQoUyRLhE4LpRgPSelt3Bibx1B13uQs7vtth+iDuO07HSNomonXAMJXE9qoKsK5USyN4/FA5xey6SPMqVDBv1F/I5cf41dHZ0sGadzWbYGY922tbShkx8HkPLhjB8YN+7xe6uObF33OBUhiFogwXoaP9/7V1rkBzVdT79mPdr3y+t3tJKQkiKHshQMVDEZWLnh0lBiO04ZWynSKjkT1IQAhVVOUnxUOQiICcuK5Vg/COVBIjjuGKBEeYhXLhAAgLordVqtbva3dmZndmd96N7unPPuff27EihypWSVlr7fq4xu7M93T3T8PWZ737nO/F145PTULcbomL2Bl4RJEEjalYVKrUqDWuNRCOs+u6hhcH09ATYhp8CkXCElW3ViCSNhgVrVq8mextl2dkWpGYz5MbAqjzOKkx0cMRiCRgbG4Fz589DNBaD9WvX0exATxsGnSprXtn6iHgNQazke6bztin2dD6bgXhbO5isyrUoJ4TdeBrsPWiMZHU/xX9qhknNNTg0FptuUBbBySvI0z7KsdZp4bBaq1E6H5KxXbeA+wZlxodDRE/dk7YtRoa5tDiKPnBcSBwa2kA3iPHxcZiYmICNGzeRpq/VNPZ504LorYt8uRWucyiCVvDw5JNP3tEWNnyYxobWtYbjjXr1qt6FLgxscb5w4TyUymVYPrgcGuEgVbFd0X5Yt26tkEI2swo4w4gyC+lMhnRtXmE6VEnOpDO0L8zJaFD7dBRijMw2sa/9mH6XTKVgYjIJW7duJTJF+QDlCYz15BWwTvIBLT6WqkTAeDdAfdhi54fVdiY9y8i1TueL3mwiT/E+eJaGzS14IomPGmLor5qIK22aOmQ+h2xowRKb5BStqYOjVY9mNCJhs/2V2eeDnx0mAeJi4fxclo6Bn92ygUGSi+bY5xMIRdYuyoVWWDJQBK3goauj/U9ePfhf7Gu7bNFu9QovDNInIKGaOlSKeTh+/GPo6R2gSnfVyuWwccMmmJyeZhVnFWLtJsTauqBveZ0cGhhVqus+KJ87Q00ijmjjRg+xJD+fPwQDg6ugXK1BNjMDY6OMzJYtY0TeELa8KiP7Cm8scXkeHa/4G0TYnj0PJ6lQfKkGXFGnHFKKDnUd2dItOwtdES/Nuwxx0Csl6Ok8d5oWBklf5m9fE7Gm8m/gSTB4Lux1FH3qeg+Ui9DGh7Me8THQ30fP43mWWKXd1dMbufPOOxOHDh3KLfrFV7guoQhawUNHe9vNu27+dZhMpuDk8Cir/mo8V1kEBF1K0tjqnJ2vQl9fFOLRILhs+5Gz52Fo/XoYHj4L+WKJiBS/4ldYFVmtVkWF6lB7N4b4U8UrkExOsZtEFzTqdZICcEES9WzpqEhO4TDbSd486C3KQbPK1WR2hrZgerdo7dZMHibt8ud1Uf3ykVoRen2BnSO1qWjczWFIJtblNHMurbiCyA06rwY/ItsGY1f7BwbI0dHG9vnOkaNijBevwfE1mC2yc+duVsnXKZLVESl82PoeN9pQ6/4S2/gfF/O6K1y/UASt4CEainTGYu3wxa98Hc6d+AAOvfY6TKezrGq1WyxnHhiXtccTjPdsmM3mSGdFzXb79u1w5vRJ8h2j2wF1W7SU8XQ7l7r/8qzqLpb4V385GRwX95AAi4UiI/AkO3aGFtZkmlGuwCNOcdGOp0NzYpTTUzQ5y0oStCajj6SKrvPhsbxHnLbEWYvRWAgK7JiGwaUKKVdQ9axJEo/Btm3b4OLEGJ1zd2cX7Nq9G4LsRvLT11+Du++5B1544UWy8uH7/OjEaeBe7GaLOt+XTpW5xo4LNv+mohmojTvUJm/6/Z8HRdAKAoqgFTwEYzFfKBqFRqEEazffBHtu/QwkJ0bhtddfheMnz8I8IzHUauWMKZRW5NNUAAAR8klEQVQTsvNzELGjZLnzM3IKRSLUVZhMJkl7rVTLYNdtqradBS3Z+XyO50QDJ0AkNnRJILEWS3kolatUVRYKBSJOEB5sJFTPzQHcQud6aXTNACQuM/D3RfIDjlXRHBGAJCpj4e0ulmusyq9TtS7vQUT+Bq+08bl7770XfvLyyxAOh2D7ju3sxtEJibY2mE3PwuTkFLz11s8glUrBrl076cY0OjoC0tEtdXxNkrWr0eKmaVgkv7hiIdZiN7FoNDa0WNdb4fqHImgFD3zoaydNNqmxKndmZhZcfwLu+6OHoC0agNEzx+Ctn70JJ06fgWQqyyo+CwxGmugdxkkpeUbgN/7aTvjo2DFqDkFJQzaiyGxo6UmWXX0Lm0ZcIVdg1Tw7O0wVdSQSpsU90qUNk6rtWz51E3msDdMHvkAQPjr6Lranw4qVq+HChTEYPj8KJ09hBSuqfjGVBdAIRxzOiVxqzii3IPlLGYLLGSCGwPLfDx78MY2uQhI+fPgtcXPhNwrMwz5y5B0i/7fffluQPN48Wtva5WBbnivCbyj4GZgaH8lF9j3DjC/iJVe4zqEIWsHDzNRFO52rGf093aAVi9TIUatXIT19EYazGagxvtn16d+Cz33hyzA3Ow1TU3wRMD0zAecv4AxUHWKREMwkk+T7rdfqjJgt0pJltYxAssbqWE5DoYYP9CVrLlnuQsEwbN6yDax6BbKZLNCyHduu4aK1zg/9y1fB8Q8/BNxjOJJgBakJZ8Zm4NTYFDuvWaiXS9CRiNH5W3YD8qUiP7BIxlvY9EI1si6j+qH5d49k8dhA+Rv5fEFu4unysuEG5MKit2+5oZSG5HBbMVBALCpSvonDI1PxZmbohv9qX2eFpQNF0ApNaFAYH7sQ6O3uos5A9AXXqnUKS3I0A9raYqzMrsKxY+dhNjNH61/YsBFp64M166MUFITe55DPYF/905CuFMkHbPgCOFrWW2C0RJC/rFZ5e7TJg/CBkx8rlEH3B5qnho4KRybK+WDohhso5+PdIx/AioEedi4WxNo6iOQ1pwMysxn2ewKyjLC1shyFJeUPTRDsAgsdEbFBGdZo4SuU8hD0+6myvkx7h2Z7uXd+WmtbuoQLclGVHwhDn2THoSuOK6UWhzonjcsPpvArC0XQCh50w5fZsXVzF1Z43LrGO/2wdMaKN3dxjqpitOFF4h3gw2Go6RlWpXKltTA/C+lqnb7yYxOKzxeESAQgzcg6EU9446ykhY9ap9n+Uful44uKFskPPc9YaUsSBzEMFnmwo7MDXnj+PxjR16idenJqCvq6u6FazFH1rLMbxfZtWyDEiP9oqQCFvEH7xp0ZZghCsQHQzADbl4+21US7NhG2Y7Pqvwip9PtUE+PiZUvFfVnex0LCb/5toV+8qZmDmFjuAB9/6FKHJdA3CE0U1bq1WNdb4fqHImgFD+VK9XjAH9yA1jfKVfbGVYG3uMW/pzcgl0kRaWM1bDHCRoLBxhbstkNZIRwJkj2NN3YIjVkuli0gOEqG08XCn84rXENMO3Hcpv9Ck64Ndg5JRshrBzqgp7cHuvuWw4/++8cwM5dnf5sH2+F6c+Z/PgST7adcKos8Dq4BB0NR8Ef6yEXBHRuGOBeg9wVuje3HACmryCwPEPMP5bcArpm7LSTNIYx+gpRbfeR8sRNJ+tL3TNs4BibxFRflYissCSiCVvAwNz//U8du3BMiXZcVzhXeCNIQsaALDWvyJySahm5TCzhmThw/fgyKrIpdsWIVtCdiNOEbge3Y3L7skuVOBhuh/mx68Z0GEaUcR6XBgmAkQ2dVOSf1Q6+8Qox64hxa3o7QzzV2HM1rNllImjyBTmrKdAysng1OzFJQdsgrrdMNQFuQkscXF/lDkvKlKXuextwyMbFl2Iuna0stXg4RwBuPnEhO59GwZ67U9VRY+lAEreBhdnb2+d6Otu/+8/efhQ2bt8LQ6tUQRGKlnImG1yLtOs1KmBLjBLliVyDNH3Qx27kIiXiUV8SMXMPhiDdAFt0dsvmEyE7n3mDssgM50QQE1YkqFatPoj9dLNDRFq4gcDk70OVdgN7CnQg9QhIUFjtNVNO0eCc1adGJCIBdhzZNMXRFdyN/n819XSpxtHRWQuvvl+nU0JQ/+PvnGdv8Oa5DN1xn9EpdT4WlD0XQCh6eeOKJuW//3beKpblM9OUfvgBvRBOwa/fNMNjfR4H7NFQVcyZMVvE2DK/5BLkNq9RAABPkAlAoVWigrCa+6qPzIhSKUMVIFjtWYRuigsUkOtOQuRpSPtDIBcLbtCVdC6LWefs1R3OoqyRRqTU3K1lRDctFQkaI5Upe5G2gnKLRjEEk5IZdgYZVBKuWZ+elg99vNjXwSwhaasq4qIj+ahd4PCq+LuDzQSSegImLkwvOn3ci8mnjWLE7JHXw3x2xnYudhKeu4iVWWGJQBK3QgkgkcrItHtudnZuHcn4O3nz1JUBy6e4fgK7OHhgaWguuLSpfMR8QK2hsWjF9Adh8wxbIFwoQCgQ4+ejoXdb4QiDbDgkaU+akO4KGxqLEgZqwrosBAWLhDVxv4KuXs6wZIAtaWUWDJl0UorKXYowkUQCvI7BeZeRcOS20b07sDemoYP+P/0EYugv97KZE9a+s3BdUzah6fPGeu6C3vx/y+TzEcQJ5uQCr16xj+3LJm33gwIHL3R/er03XBqbmuSJPGj/TYNh35GpdW4WlB0XQCi0o1xs/WLdqxe6LU0kvJwMJMzU5AZnkFMynp8BifBkIh6GvuwdCIssZt8VITn8wDN2BEC0goqfZwUU34OQpF93QVhcQ7gjZfEL6r8jHwGhQrC55Z59ov9blYh7SpQGeVVm4IXTxS8ucQZeTPJCdDrtBbDpWOMDPIZ6IUbt5Ls/X5bo6OmDVykHU4tHRAmvXrIaj739AXmyHpBr+nwva/G694072OTRgJjkN4xfG4At33cVeNweVug1zuRy0t3e0krrOdXRyiggtu8UbLWSbVCr186t/lRWWChRBK7RgYmLiO7ffftuTRz86pmM2BFZ4mtfgwWWCerUEmdQMeyRxKCqrrDuJkJBUMdkO40o1DCcCLmkQMS1o4qBxV4ygvcpUI9WXkuLA07dFxKlYQJMSBfdKc6kCNN3zMLtua1aItOZJ6QNJ9VO33AxV2wa3bsE8Np2gza9mCR1Ygyx7LnP8FDRE7vO5kRHeUag5PANEOC+6urvh3PgENa7M5XO0UPrdZ5+DYo596yhVKBBpdGy85XNtnpvQnoWWj12bOEORFkGdhvX8889Xrub1VVhaUASt0IJ9+/aVnnn6qX/53B23ffWNt9+BQqnEqmObbHeo22bnsqQ7B0NBaIvFwaqU4fy5DJjhKOzYuYu0atsRnt+GTQFAvd193EqG/xOyBvqLETQHUJe6LhJugy/kYfXrWsKaJyxroHkSAw3e1iSZS7uc65E+D1LSqXq2KQzfgjdee50qZwzHL+WKMDC4DMqVkrcQmWcVcCyRIDnFwgkpRoL83B3t7ZBOpzy73NTUFOz/1t4FkoUumxQJrvBsXzbQFoA84vlCDk6cOAlbNm8hnzh9Dozk4/Fo6ipfXoUlBkXQCpfhT//swfu+/71nB9etXf8bPzx4ELLzeZw+TfkZSDCJeBz6+vqgt6cX+vsGaIxTkX2tz5dLVD1S1Yudfz4/RP0B7mwAGRSEEobJCVrorqZuiMU/Vl3K5CMAbyyVR94a9zjzEVbyX12HKlsJ3ZUNIlyJRsoPBYNQYNWuRuWwyZ5rgOk3KMwJ99cQTSUhdtOJB300eaVtcBCG1q6G02dHIMvem+kPtXxGDadp5wPguRyXcLFHzrJCx/PM5+aoy7JaKxPpd3Z2NZ0hbuMnV+4qKvwyQBG0wv+Jr33jDz6zZ8+e3js++5uspIT6smXL/urMsY/vO/zuexCPRmFw5SroTrRBhJEzujS6e/shm83CxZlpHowv5AdXeuNkxx1vZwa/6SNPsC6qYt6colOviKZx0nTEawzhj+ZEp0MzVhSElNKEbCYBaE6BsW2HRmdt2XIjBNiNw2HbFMsVRo7dMHZhBMbGxuhGsHxwBQyuWQPj7PdCLg8j07NQsWzw4vKgOTx3oSPccWSeKD8vPHP8GecR8pZ2OciW3SzCESgXi+Bnx+voaBfRqdixqLN7k/boVbmYCksWiqAVPhGPPfYYNk3MiJ+f7ujqvG82lYSzpzJw9P33YMfu3XD/174OI+dHuf5cKkLy4kWIskq0VrfpOWmNA2GOM7C12tTAHwgSeaH7A8RCIK+0ddEO3vDyO5DfiMg8fzNCa5EQms0pzSAj76YAXNoenZyBGqvybRyvhVq0yxPvcPEPXzM5PUVTYOQ+i4U83Qww7J877ZoZ1EjoNjWaaOAzRdONaVI+NE0FZ1U7vueNQxvpRpTDWNZIBALsfe+66SZK0MO5j6htx6MR9jrfX+zfvz+9iJdXYQlAEbTCL4R0On169cqVf/OH999/e6VSGahb1nwgEPi34bOnX+no6Pi9UCT2jRUrlvdXKiXSoU+eHuaLf1j1NrhFTtcM8gujI4MmawtXBKkfGu/rxmoUA/uTM0nq9vMZQt+Fpq2vSeb8xdQHKEhVVrNeM8uClusc6siiCpYOEJQdqEFG4zow6uMBn5+IFHV2HSe6AO8o9LFzxudD7P2FozFyetQbNiPbGtj1Gh1X+rlRs8cBtEatSvkl3cEIDTMIhsNQzdbYz2FG4i70dnc7sVjkwcf37n1mca+owlKAImiFXwisukMG+uYn/HkPPh775mNbdu6+6c9LpdLnj5862+WKbj1Z1bq6mM2naWIityncDA6RsfQqz2bSjCgNmJ5OktZtCOeG3eBt5zIiVE5SkW3hpDlTI41JHmc/huKzn3HIbCgYojFaqH3TwiSGNLH9UnMNI00f+xsOs3VxgjerbLFFHYm34VhCquGzA4uMbGfzBahVxmhsFS4+euIzVvRk6TNIsuGVtkHvk+JSUetm7zsWCUM8EZ0JBgM/KpbLjzBynrvqF1BhSUIRtMIVw56/3nOM/eOre/fuvXvH9q0/eO+DD3nHHi4YUtWLlj3UkU1OpEhamghRcrlXGF0XkVAYcqUCJdrhNkjshs+EGzdvgXQqzQnP0OmfGIsaRvLFBzbHCO+zZfMuRLQJGpSWp5EWXWOkWqyUoVYrktRBNkJ09wG3viE5442AAvVJOhd6tkNbUMZ0LBGDzs4OaG9rp28GlWqVHc4qMxLOBYKBTCwWS/kM35jhM0bYTeZvX3zhRYjHY9De3k5NLRs2rP94/99/e9s1vFQKSwSKoBWuOB555JH/3Ldv31e+/KXf/c4bb77Rlpsv0Mgrry3c4JWuJhpXHDFlm5pWdBPi3XGqdJf19lPzB5/IYkG8a4C9OEQxo1i9oo5ctzAKlZHtXJ4mr2D7ObWIo7uDzoZP7+brd67XqcitIBrdBCLRCCRiMYhGo240GrGikVjR5zPTps+XYS8qsLtMzfSZNiNfy+fzpdj5DLPjnGTfFI4Lnf4TsX//M4/aDasNz6tes6jOZz8fWozroLD0oQha4arg4Ycf/ldGvv/+9NNP/0NyOvn7rMSMpVj1OzPD+QzrUtRksSrlk7GxaYNXqaVSmaxutWKRFhJxXmG5XIQPj/6cE6zjCDkBA/CxW7FBxI7jsXq6OiHRHidNolarW7ph1MKhYCXRliixyjYfCoXm2XllrJqVshpWim02xQ5+rlqtfvz4449f8UW6QqH4248++ug/1eu1dnbuuWKxeIxV9M9d6eMo/HJCEbTCVYPDU+v/GB+sqo6xr/a3DA2t21oulzcFAoEd7PkbR4ZHzPGJCd4MY1lQLpVIq0X9mpEpdMY7ySvc09NDj2gkYoXC4Spj4GKlXJmzG41Zv983Y5rmRUa8o6xK/3h+fv6DvXv3Fq7x2yfs2bPnMPuHGgSr8P+CImiFRYEgzEPiQXjggQd8d//O3e8cfvPwjoMvveR1/GGY0qZNm/K33X7bM+y5c4znh1nleQbT9q7dO1BQWHwogla4Zjhw4ID14IMPfvqGzTeUXnr5JQ21Y9SeMTu6p7fnxYceeuiTXCMKCr8SUAStcE3x1FNPVZ577rnxTRs3rJybz5EFLhGPO7qu/+W1PjcFhWuN/wVnWK3HDoUcQAAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>