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High End ES-1 (High End_ES-1.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="ES-1" ShortName="ES-1" Company="High End" Version="6"> <Copyright Notice="© Avolites Ltd. 2023" /> <History Date="17-10-23" Author="Nic Morris" Comment="Created" Version="0" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="54ff445c-abb3-4d13-8a53-f57dd946a824" /> <Control> <Attribute ID="Colour1Func" Name="Colour 1 Func" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed (Full Speed)" Display="'Fixed (Full Speed)'" Dmx="0~0" Update="Colour1" Colour="255,255,255" /> <Function ID="2" Name="Scroll CW (Full Speed)" Display="'Scroll CW (Full Speed)'" Dmx="32~47" Update="Colour1" Colour="255,255,255" /> <Function ID="3" Name="Scroll CCW (Full Speed)" Display="'Scroll CCW (Full Speed)'" Dmx="48~63" Update="Colour1" Colour="255,255,255" /> <Function ID="4" Name="Index (Full Speed)" Display="'Index (Full Speed)'" Dmx="64~79" Update="Colour1" Colour="255,255,255" /> <Function ID="5" Name="Fast Scan (Full Speed)" Display="'Fast Scan (Full Speed)'" Dmx="80~87" Update="Colour1" Colour="255,255,255" /> <Function ID="6" Name="Slow Scan (Full Speed)" Display="'Slow Scan (Full Speed)'" Dmx="88~95" Update="Colour1" Colour="255,255,255" /> <Function ID="7" Name="Random (Full Speed)" Display="'Random (Full Speed)'" Dmx="96~111" Update="Colour1" Colour="255,255,255" /> <Function ID="8" Name="Blink (Full Speed)" Display="'Blink (Full Speed)'" Dmx="112~127" Update="Colour1" Colour="255,255,255" /> <Function ID="9" Name="Fixed (MSpeed)" Display="'Fixed (MSpeed)'" Dmx="128~159" Update="Colour1" Colour="255,255,255" /> <Function ID="10" Name="Scroll CW (MSpeed)" Display="'Scroll CW (MSpeed)'" Dmx="160~175" Update="Colour1" Colour="255,255,255" /> <Function ID="11" Name="Scroll CCW (MSpeed)" Display="'Scroll CCW (MSpeed)'" Dmx="176~191" Update="Colour1" Colour="255,255,255" /> <Function ID="12" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="192~207" Update="Colour1" Colour="255,255,255" /> <Function ID="13" Name="Fast Scan (MSpeed)" Display="'Fast Scan (MSpeed)'" Dmx="208~215" Update="Colour1" Colour="255,255,255" /> <Function ID="14" Name="Slow Scan (MSpeed)" Display="'Slow Scan (MSpeed)'" Dmx="216~223" Update="Colour1" Colour="255,255,255" /> <Function ID="15" Name="Random (MSpeed)" Display="'Random (MSpeed)'" Dmx="224~239" Update="Colour1" Colour="255,255,255" /> <Function ID="16" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="240~255" Update="Colour1" Colour="255,255,255" /> <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12" If="'Colour1Func'==1||'Colour1Func'==9||'Colour1Func'==8||'Colour1Func'==16" /> <Condition Name="Speed" ID="13,14" If="'Colour1Func'==2||'Colour1Func'==3||'Colour1Func'==10||'Colour1Func'==11||'Colour1Func'==7||'Colour1Func'==15" /> <Condition Name="Index" ID="15,16,17,18,19,20,21" If="'Colour1Func'==4||'Colour1Func'==12" /> <Condition Name="Combined (Full Speed)" ID="22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57" If="'Colour2Func'==1" /> <Else ID="58" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Op/ Yel" Display="'Op/ Yel'" Dmx="20~39" Colour="255,255,255" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="40~59" Colour="255,255,0" /> <Function ID="4" Name="Yel/ CTO" Display="'Yel/ CTO'" Dmx="60~78" Colour="255,255,0" /> <Function ID="5" Name="CTO" Display="'CTO'" Dmx="79~98" Colour="255,240,200" /> <Function ID="6" Name="CTO/ Aq" Display="'CTO/ Aq'" Dmx="99~118" Colour="255,240,200" /> <Function ID="7" Name="Aqua" Display="'Aqua'" Dmx="119~137" Colour="0,255,200" /> <Function ID="8" Name="Aq/ Pk" Display="'Aq/ Pk'" Dmx="138~157" Colour="0,255,200" /> <Function ID="9" Name="Pink" Display="'Pink'" Dmx="158~177" Colour="255,150,150" /> <Function ID="10" Name="Pk/ Mag" Display="'Pk/ Mag'" Dmx="178~196" Colour="255,150,150" /> <Function ID="11" Name="Magenta" Display="'Magenta'" Dmx="197~216" Colour="255,0,255" /> <Function ID="12" Name="Mag/ Op" Display="'Mag/ Op'" Dmx="217~236" Colour="255,0,255" /> <Function ID="13" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="0,0,0" /> <Function ID="14" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" Colour="0,0,0" /> <Function ID="15" Name="Op - Yel" Display="'Op - Yel %.f%%',0~100" Dmx="0~43" Colour="255,255,255" /> <Function ID="16" Name="Yel - CTO" Display="'Yel - CTO %.f%%',0~100" Dmx="43~85" Colour="255,255,0" /> <Function ID="17" Name="CTO - Aq" Display="'CTO - Aq %.f%%',0~100" Dmx="85~128" Colour="255,240,200" /> <Function ID="18" Name="Aq - Pk" Display="'Aq - Pk %.f%%',0~100" Dmx="128~170" Colour="0,255,200" /> <Function ID="19" Name="Pk - Mag" Display="'Pk - Mag %.f%%',0~100" Dmx="170~213" Colour="255,150,150" /> <Function ID="20" Name="Mag - Op" Display="'Mag - Op %.f%%',0~100" Dmx="213~255" Colour="255,0,255" /> <Function ID="21" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> <Function ID="22" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="23" Name="Colour 1" Display="'Colour 1'" Dmx="7~13" WheelPosition="1" Colour="0,0,0" /> <Function ID="24" Name="Colour 2" Display="'Colour 2'" Dmx="14~20" WheelPosition="2" Colour="0,0,0" /> <Function ID="25" Name="Colour 3" Display="'Colour 3'" Dmx="21~27" WheelPosition="3" Colour="0,0,0" /> <Function ID="26" Name="Colour 4" Display="'Colour 4'" Dmx="28~34" WheelPosition="4" Colour="0,0,0" /> <Function ID="27" Name="Colour 5" Display="'Colour 5'" Dmx="35~41" WheelPosition="5" Colour="0,0,0" /> <Function ID="28" Name="Colour 6" Display="'Colour 6'" Dmx="42~47" WheelPosition="6" Colour="0,0,0" /> <Function ID="29" Name="Colour 7" Display="'Colour 7'" Dmx="48~54" WheelPosition="7" Colour="0,0,0" /> <Function ID="30" Name="Colour 8" Display="'Colour 8'" Dmx="55~61" WheelPosition="8" Colour="0,0,0" /> <Function ID="31" Name="Colour 9" Display="'Colour 9'" Dmx="62~68" WheelPosition="9" Colour="0,0,0" /> <Function ID="32" Name="Colour 10" Display="'Colour 10'" Dmx="69~75" WheelPosition="10" Colour="0,0,0" /> <Function ID="33" Name="Colour 11" Display="'Colour 11'" Dmx="76~82" WheelPosition="11" Colour="0,0,0" /> <Function ID="34" Name="Colour 12" Display="'Colour 12'" Dmx="83~89" WheelPosition="12" Colour="0,0,0" /> <Function ID="35" Name="Colour 13" Display="'Colour 13'" Dmx="90~96" WheelPosition="13" Colour="0,0,0" /> <Function ID="36" Name="Colour 14" Display="'Colour 14'" Dmx="97~103" WheelPosition="14" Colour="0,0,0" /> <Function ID="37" Name="Colour 15" Display="'Colour 15'" Dmx="104~110" WheelPosition="15" Colour="0,0,0" /> <Function ID="38" Name="Colour 16" Display="'Colour 16'" Dmx="111~117" WheelPosition="16" Colour="0,0,0" /> <Function ID="39" Name="Colour 17" Display="'Colour 17'" Dmx="118~124" WheelPosition="17" Colour="0,0,0" /> <Function ID="40" Name="Colour 18" Display="'Colour 18'" Dmx="125~130" WheelPosition="18" Colour="0,0,0" /> <Function ID="41" Name="Colour 19" Display="'Colour 19'" Dmx="131~137" WheelPosition="19" Colour="0,0,0" /> <Function ID="42" Name="Colour 20" Display="'Colour 20'" Dmx="138~144" WheelPosition="20" Colour="0,0,0" /> <Function ID="43" Name="Colour 21" Display="'Colour 21'" Dmx="145~151" WheelPosition="21" Colour="0,0,0" /> <Function ID="44" Name="Colour 22" Display="'Colour 22'" Dmx="152~158" WheelPosition="22" Colour="0,0,0" /> <Function ID="45" Name="Colour 23" Display="'Colour 23'" Dmx="159~165" WheelPosition="23" Colour="0,0,0" /> <Function ID="46" Name="Colour 24" Display="'Colour 24'" Dmx="166~172" WheelPosition="24" Colour="0,0,0" /> <Function ID="47" Name="Colour 25" Display="'Colour 25'" Dmx="173~179" WheelPosition="25" Colour="0,0,0" /> <Function ID="48" Name="Colour 26" Display="'Colour 26'" Dmx="180~186" WheelPosition="26" Colour="0,0,0" /> <Function ID="49" Name="Colour 27" Display="'Colour 27'" Dmx="187~193" WheelPosition="27" Colour="0,0,0" /> <Function ID="50" Name="Colour 28" Display="'Colour 28'" Dmx="194~200" WheelPosition="28" Colour="0,0,0" /> <Function ID="51" Name="Colour 29" Display="'Colour 29'" Dmx="201~207" WheelPosition="29" Colour="0,0,0" /> <Function ID="52" Name="Colour 30" Display="'Colour 30'" Dmx="208~213" WheelPosition="30" Colour="0,0,0" /> <Function ID="53" Name="Colour 31" Display="'Colour 31'" Dmx="214~220" WheelPosition="31" Colour="0,0,0" /> <Function ID="54" Name="Colour 32" Display="'Colour 32'" Dmx="221~227" WheelPosition="32" Colour="0,0,0" /> <Function ID="55" Name="Colour 33" Display="'Colour 33'" Dmx="228~234" WheelPosition="33" Colour="0,0,0" /> <Function ID="56" Name="Colour 34" Display="'Colour 34'" Dmx="235~241" WheelPosition="34" Colour="0,0,0" /> <Function ID="57" Name="Colour 35" Display="'Colour 35'" Dmx="242~248" WheelPosition="35" Colour="0,0,0" /> <Function ID="58" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Combined (Full Speed)" Display="'Combined (Full Speed)'" Dmx="0~0" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="2" Name="Fixed (Full Speed)" Display="'Fixed (Full Speed)'" Dmx="16~31" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="3" Name="Scroll CW (Full Speed)" Display="'Scroll CW (Full Speed)'" Dmx="32~47" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="4" Name="Scroll CCW (Full Speed)" Display="'Scroll CCW (Full Speed)'" Dmx="48~63" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="5" Name="Index (Full Speed)" Display="'Index (Full Speed)'" Dmx="64~79" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="6" Name="Fast Scan (Full Speed)" Display="'Fast Scan (Full Speed)'" Dmx="80~87" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="7" Name="Slow Scan (Full Speed)" Display="'Slow Scan (Full Speed)'" Dmx="88~95" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="8" Name="Random (Full Speed)" Display="'Random (Full Speed)'" Dmx="96~111" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="9" Name="Blink (Full Speed)" Display="'Blink (Full Speed)'" Dmx="112~127" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="10" Name="Fixed (MSpeed)" Display="'Fixed (MSpeed)'" Dmx="128~159" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="11" Name="Scroll CW (MSpeed)" Display="'Scroll CW (MSpeed)'" Dmx="160~175" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="12" Name="Scroll CCW (MSpeed)" Display="'Scroll CCW (MSpeed)'" Dmx="176~191" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="13" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="192~207" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="14" Name="Fast Scan (MSpeed)" Display="'Fast Scan (MSpeed)'" Dmx="208~215" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="15" Name="Slow Scan (MSpeed)" Display="'Slow Scan (MSpeed)'" Dmx="216~223" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="16" Name="Random (MSpeed)" Display="'Random (MSpeed)'" Dmx="224~239" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="17" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="240~255" Update="Colour1, Colour2" Colour="255,255,255" /> <Function ID="18" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1, Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12" If="'Colour2Func'==2||'Colour2Func'==10||'Colour2Func'==9||'Colour2Func'==17" /> <Condition Name="Speed" ID="13,14" If="'Colour2Func'==3||'Colour2Func'==4||'Colour2Func'==11||'Colour2Func'==12||'Colour2Func'==8||'Colour2Func'==16" /> <Condition Name="Index" ID="15,16,17,18,19,20,21" If="'Colour2Func'==5||'Colour2Func'==13" /> <Else ID="22" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Op/ Cy" Display="'Op/ Cy'" Dmx="20~39" Colour="255,255,255" /> <Function ID="3" Name="Cyan" Display="'Cyan'" Dmx="40~59" Colour="0,255,255" /> <Function ID="4" Name="Cy/ L Cy" Display="'Cy/ L Cy'" Dmx="60~78" Colour="0,255,255" /> <Function ID="5" Name="Light Cyan" Display="'Light Cyan'" Dmx="79~98" Colour="128,255,255" /> <Function ID="6" Name="L Cy/ Ind" Display="'L Cy/ Ind'" Dmx="99~118" Colour="128,255,255" /> <Function ID="7" Name="Indigo" Display="'Indigo'" Dmx="119~137" Colour="180,0,255" /> <Function ID="8" Name="Ind/ Pk" Display="'Ind/ Pk'" Dmx="138~157" Colour="180,0,255" /> <Function ID="9" Name="Pink" Display="'Pink'" Dmx="158~177" Colour="255,150,150" /> <Function ID="10" Name="Pk/ Mag" Display="'Pk/ Mag'" Dmx="178~196" Colour="255,150,150" /> <Function ID="11" Name="Magenta" Display="'Magenta'" Dmx="197~216" Colour="255,0,255" /> <Function ID="12" Name="Mag/ Op" Display="'Mag/ Op'" Dmx="217~236" Colour="255,0,255" /> <Function ID="13" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="0,0,0" /> <Function ID="14" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" Colour="0,0,0" /> <Function ID="15" Name="Op - Cy" Display="'Op - Cy %.f%%',0~100" Dmx="0~43" Colour="255,255,255" /> <Function ID="16" Name="Cy - L Cy" Display="'Cy - L Cy %.f%%',0~100" Dmx="43~85" Colour="0,255,255" /> <Function ID="17" Name="L Cy - Ind" Display="'L Cy - Ind %.f%%',0~100" Dmx="85~128" Colour="128,255,255" /> <Function ID="18" Name="Ind - Pk" Display="'Ind - Pk %.f%%',0~100" Dmx="128~170" Colour="180,0,255" /> <Function ID="19" Name="Pk - Mag" Display="'Pk - Mag %.f%%',0~100" Dmx="170~213" Colour="255,150,150" /> <Function ID="20" Name="Mag - Op" Display="'Mag - Op %.f%%',0~100" Dmx="213~255" Colour="255,0,255" /> <Function ID="21" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> <Function ID="22" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index (Full Speed)" Display="'Index (Full Speed)'" Dmx="0~0" Update="Gobo1Rot" /> <Function ID="2" Name="Rotate CW (Full Speed)" Display="'Rotate CW (Full Speed)'" Dmx="16~31" Update="Gobo1Rot" /> <Function ID="3" Name="Rotate CCW (Full Speed)" Display="'Rotate CCW (Full Speed)'" Dmx="32~47" Update="Gobo1Rot" /> <Function ID="4" Name="Spin (Full Speed)" Display="'Spin (Full Speed)'" Dmx="48~63" Update="Gobo1Rot" /> <Function ID="5" Name="Scan (Full Speed)" Display="'Scan (Full Speed)'" Dmx="64~79" Update="Gobo1Rot" /> <Function ID="6" Name="Random (Full Speed)" Display="'Random (Full Speed)'" Dmx="80~95" Update="Gobo1Rot" /> <Function ID="7" Name="Blink Wheel (Full Speed)" Display="'Blink Wheel (Full Speed)'" Dmx="96~111" Update="Gobo1Rot" /> <Function ID="8" Name="Blink Aperture (Full Speed)" Display="'Blink Aperture (Full Speed)'" Dmx="112~127" Update="Gobo1Rot" /> <Function ID="9" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="128~143" Update="Gobo1Rot" /> <Function ID="10" Name="Rotate CW (MSpeed)" Display="'Rotate CW (MSpeed)'" Dmx="144~159" Update="Gobo1Rot" /> <Function ID="11" Name="Rotate CCW (MSpeed)" Display="'Rotate CCW (MSpeed)'" Dmx="160~175" Update="Gobo1Rot" /> <Function ID="12" Name="Spin (MSpeed)" Display="'Spin (MSpeed)'" Dmx="176~191" Update="Gobo1Rot" /> <Function ID="13" Name="Scan (MSpeed)" Display="'Scan (MSpeed)'" Dmx="192~207" Update="Gobo1Rot" /> <Function ID="14" Name="Random (MSpeed)" Display="'Random (MSpeed)'" Dmx="208~223" Update="Gobo1Rot" /> <Function ID="15" Name="Blink Wheel (MSpeed)" Display="'Blink Wheel (MSpeed)'" Dmx="224~239" Update="Gobo1Rot" /> <Function ID="16" Name="Blink Aperture (MSpeed)" Display="'Blink Aperture (MSpeed)'" Dmx="240~255" Update="Gobo1Rot" /> <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0"> <Swatch>492a597c-ba3a-4430-8f91-45b3650cfbf6</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Lava)" Display="'Gobo 1 (Lava)'" Dmx="37~73"> <Swatch>e6c9f869-b1c5-41ed-bb67-58de8dc5cd87</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Pick Up Sticks)" Display="'Gobo 2 (Pick Up Sticks)'" Dmx="74~109"> <Swatch>c2325874-7747-42b9-ac92-9957675319df</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Cones)" Display="'Gobo 3 (Cones)'" Dmx="110~146"> <Swatch>8b31b041-cb13-40e6-82a0-b8db87c277fa</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Space Steppers)" Display="'Gobo 4 (Space Steppers)'" Dmx="147~182"> <Swatch>1c7fa0b6-4860-44b5-8fe7-57f5ac369731</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Dashing)" Display="'Gobo 5 (Dashing)'" Dmx="183~219"> <Swatch>5320ea04-b017-42ec-b160-b0b91d489b19</Swatch> </Function> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==9||'Gobo1Func'==7||'Gobo1Func'==8||'Gobo1Func'==15||'Gobo1Func'==16" /> <Condition Name="Rotate" ID="2,3" If="'Gobo1Func'==2||'Gobo1Func'==3||'Gobo1Func'==10||'Gobo1Func'==11" /> <Condition Name="Spin" ID="4,5" If="'Gobo1Func'==4||'Gobo1Func'==12" /> <Condition Name="Scan" ID="6" If="'Gobo1Func'==5||'Gobo1Func'==13" /> <Condition Name="Random" ID="7,8" If="'Gobo1Func'==6||'Gobo1Func'==14" /> <Else ID="9" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" /> <Function ID="3" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="0~32639" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="32896~65535" /> <Function ID="6" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="7" Name="Stop" Display="'Stop'" Dmx="0~0" /> <Function ID="8" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index (Full Speed)" Display="'Index (Full Speed)'" Dmx="0~0" Update="Gobo2Rot" /> <Function ID="2" Name="Rotate CW (Full Speed)" Display="'Rotate CW (Full Speed)'" Dmx="16~31" Update="Gobo2Rot" /> <Function ID="3" Name="Rotate CCW (Full Speed)" Display="'Rotate CCW (Full Speed)'" Dmx="32~47" Update="Gobo2Rot" /> <Function ID="4" Name="Spin (Full Speed)" Display="'Spin (Full Speed)'" Dmx="48~63" Update="Gobo2Rot" /> <Function ID="5" Name="Scan (Full Speed)" Display="'Scan (Full Speed)'" Dmx="64~79" Update="Gobo2Rot" /> <Function ID="6" Name="Random (Full Speed)" Display="'Random (Full Speed)'" Dmx="80~95" Update="Gobo2Rot" /> <Function ID="7" Name="Blink Wheel (Full Speed)" Display="'Blink Wheel (Full Speed)'" Dmx="96~111" Update="Gobo2Rot" /> <Function ID="8" Name="Blink Aperture (Full Speed)" Display="'Blink Aperture (Full Speed)'" Dmx="112~127" Update="Gobo2Rot" /> <Function ID="9" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="128~143" Update="Gobo2Rot" /> <Function ID="10" Name="Rotate CW (MSpeed)" Display="'Rotate CW (MSpeed)'" Dmx="144~159" Update="Gobo2Rot" /> <Function ID="11" Name="Rotate CCW (MSpeed)" Display="'Rotate CCW (MSpeed)'" Dmx="160~175" Update="Gobo2Rot" /> <Function ID="12" Name="Spin (MSpeed)" Display="'Spin (MSpeed)'" Dmx="176~191" Update="Gobo2Rot" /> <Function ID="13" Name="Scan (MSpeed)" Display="'Scan (MSpeed)'" Dmx="192~207" Update="Gobo2Rot" /> <Function ID="14" Name="Random (MSpeed)" Display="'Random (MSpeed)'" Dmx="208~223" Update="Gobo2Rot" /> <Function ID="15" Name="Blink Wheel (MSpeed)" Display="'Blink Wheel (MSpeed)'" Dmx="224~239" Update="Gobo2Rot" /> <Function ID="16" Name="Blink Aperture (MSpeed)" Display="'Blink Aperture (MSpeed)'" Dmx="240~255" Update="Gobo2Rot" /> <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0"> <Swatch>492a597c-ba3a-4430-8f91-45b3650cfbf6</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Lenticular Effect)" Display="'Gobo 1 (Lenticular Effect)'" Dmx="37~73"> <Swatch>7901447c-eec2-46a7-bf55-ec72cb0d4e28</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Five Facet Prism)" Display="'Gobo 2 (Five Facet Prism)'" Dmx="74~109"> <Swatch>37164ab7-d441-49a8-8626-fef0c6dfeedf</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Bright Stars)" Display="'Gobo 3 (Bright Stars)'" Dmx="110~146"> <Swatch>dcf3281a-25c2-4c86-a300-657e075c18fb</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Teather Wall)" Display="'Gobo 4 (Teather Wall)'" Dmx="147~182"> <Swatch>49191d5c-aa37-486d-9120-805424ee0ed9</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Happy Dias)" Display="'Gobo 5 (Happy Dias)'" Dmx="183~219"> <Swatch>9db22477-e414-4647-9cc3-2255569c2da0</Swatch> </Function> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==9||'Gobo2Func'==7||'Gobo2Func'==8||'Gobo2Func'==15||'Gobo2Func'==16" /> <Condition Name="Rotate" ID="2,3" If="'Gobo2Func'==2||'Gobo2Func'==3||'Gobo2Func'==10||'Gobo2Func'==11" /> <Condition Name="Spin" ID="4,5" If="'Gobo2Func'==4||'Gobo2Func'==12" /> <Condition Name="Scan" ID="6" If="'Gobo2Func'==5||'Gobo2Func'==13" /> <Condition Name="Random (Full Speed)" ID="7,8" If="'Gobo2Func'==6||'Gobo2Func'==14" /> <Else ID="9" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" /> <Function ID="3" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="0~32639" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="32896~65535" /> <Function ID="6" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="7" Name="Stop" Display="'Stop'" Dmx="0~0" /> <Function ID="8" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </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="1~127" /> <Function ID="3" Name="Full Frost" Display="'Full Frost'" Dmx="128~143" /> <Function ID="4" Name="Strobe" Display="'Strobe %.f%%',0~100" Dmx="144~159" /> <Function ID="5" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="160~175" /> <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="176~191" /> <Function ID="7" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="192~207" /> <Function ID="8" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="208~223" /> <Function ID="9" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="224~239" /> <Function ID="10" Name="Open" Display="'Open'" Dmx="240~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Variable" Display="'Variable %.1f%%',0.0~100.0" Dmx="1~127" /> <Function ID="3" Name="Open" Display="'Open'" Dmx="128~143" /> <Function ID="4" Name="Strobe" Display="'Strobe %.f%%',0~100" Dmx="144~159" /> <Function ID="5" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="160~175" /> <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="176~191" /> <Function ID="7" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="192~207" /> <Function ID="8" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="208~223" /> <Function ID="9" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="224~239" /> <Function ID="10" Name="Open" Display="'Open'" Dmx="240~255" /> </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="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="32~63" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="96~127" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~159" /> <Function ID="7" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="160~191" /> <Function ID="8" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="192~223" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="MSpeed" Name="MSpeed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~4" /> <Function ID="2" Name="Controller Crossfade" Display="'Controller Crossfade'" Dmx="0~0" /> </Attribute> <Attribute ID="Factory_Macros" Name="Factory Macros" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~15" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" /> <Function ID="28" Name="Variable Spd Rnd" Display="'Variable Spd Rnd %.f%%',0~100" Dmx="216~247" /> </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 Off" Display="'Display Off'" Dmx="20~29" /> <Function ID="3" Name="Display Dim" Display="'Display Dim'" Dmx="30~39" /> <Function ID="4" Name="Display Bright" Display="'Display Bright'" Dmx="40~59" /> <Function ID="5" Name="Reset" Display="'Reset'" Dmx="60~79" /> <Function ID="6" Name="Lamp On" Display="'Lamp On'" Dmx="80~89" /> <Function ID="7" Name="Lamp Off" Display="'Lamp Off'" Dmx="90~119" /> <Function ID="8" Name="Shutdown" Display="'Shutdown'" Dmx="120~130" /> </Attribute> </Control> <Mode Name="20 DMX" Channels="20" Id="83ddc944-ce98-4953-ba1c-66de0a07c1c8"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="43abe7ce-ae65-473c-865f-3771359ab89f" /> <Include> <Attribute ID="Colour1Func" ChannelOffset="1" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="2" Wheel="8" /> <Attribute ID="Colour2Func" ChannelOffset="3" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="4" Wheel="38" /> <Attribute ID="Gobo1Func" ChannelOffset="5" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="7,8" Wheel="15" /> <Attribute ID="Gobo2Func" ChannelOffset="9" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="11,12" Wheel="18" /> <Attribute ID="Frost" ChannelOffset="13" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="14" Wheel="19" /> <Attribute ID="Iris" ChannelOffset="15" Wheel="20" /> <Attribute ID="Shutter" ChannelOffset="16" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="17" Wheel="1" /> <Attribute ID="MSpeed" ChannelOffset="18" Wheel="25" /> <Attribute ID="Factory_Macros" ChannelOffset="19" Wheel="22" /> <Attribute ID="Control" ChannelOffset="20" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Control:5,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:6,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:7,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:2,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Dim"> <Set Channel="Control:3,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Bright"> <Set Channel="Control:4,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Shutdown"> <Set Channel="Control:8,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="2" Name="Pink" Number="2" Page="1" SetControl="Colour1:9,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="3" Name="Yellow" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="5" Name="Yellow" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="6" Name="Aqua" Number="5" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour2:3,Colour2Func:2,Colour1:1,Colour1Func:1" /> <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour2:3,Colour2Func:2,Colour1:1,Colour1Func:1" /> <Palette ID="10" Name="Indigo" Number="7" Page="1" SetControl="Colour2:7,Colour2Func:2,Colour1:1,Colour1Func:1" /> <Palette ID="11" Name="Indigo" Number="9" Page="1" SetControl="Colour2:7,Colour2Func:2,Colour1:1,Colour1Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:11,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="13" Name="Magenta" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1,Colour2:1,Colour2Func:2" /> <Palette ID="14" Name="Indigo" Number="8" Page="1" SetControl="Colour2:7,Colour2Func:2,Colour1:1,Colour1Func:1" /> <Palette ID="15" Name="Indigo" Number="0" Page="1" SetControl="Colour2:7,Colour2Func:2,Colour1:1,Colour1Func:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo2:1" /> <Palette ID="2" Name="Gobo 1 (Lava)" Number="12" Page="1" SetControl="Gobo1:2,Gobo2:1" /> <Palette ID="3" Name="Gobo 2 (Pick Up Sticks)" Number="13" Page="1" SetControl="Gobo1:3,Gobo2:1" /> <Palette ID="4" Name="Gobo 3 (Cones)" Number="14" Page="1" SetControl="Gobo1:4,Gobo2:1" /> <Palette ID="5" Name="Gobo 4 (Space Steppers)" Number="15" Page="1" SetControl="Gobo1:5,Gobo2:1" /> <Palette ID="6" Name="Gobo 5 (Dashing)" Number="16" Page="1" SetControl="Gobo1:6,Gobo2:1" /> <Palette ID="7" Name="Gobo 1 (Lenticular Effect)" Number="17" Page="1" SetControl="Gobo2:2,Gobo1:1" /> <Palette ID="8" Name="Gobo 2 (Five Facet Prism)" Number="18" Page="1" SetControl="Gobo2:3,Gobo1:1" /> <Palette ID="9" Name="Gobo 3 (Bright Stars)" Number="19" Page="1" SetControl="Gobo2:4,Gobo1:1" /> <Palette ID="10" Name="Gobo 4 (Teather Wall)" Number="20" Page="1" SetControl="Gobo2:5,Gobo1:1" /> <Palette ID="11" Name="Gobo 5 (Happy Dias)" Number="0" Page="1" SetControl="Gobo2:6,Gobo1:1" /> </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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</Swatch> 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</Swatch> 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UXG9FrlMSee83UphQ1lRB0rufit0qIHinq0ZSt4PQV6YRdFj45KLm4qvWVNuABAipVGYGbI9q4FDs3V/06S7DLL7+8NZoxshS7Qq2rR51Co2mV19S3vrYmRXQ9TkVNfsEowdUJUkIyV95dNyVytcrcXtdL0RNCk4cJVfg1LwGIPB0aguSEB1cef/zxL0f3DgmGjxxs3Ljx8yWNp57AhumboU7uXCVBRRS31PXtVaJG9q6oHZ7g6tNbEyLy5Ujv94okn9sUu0BddxrNof5i1Rm1PS7liCjlDlwBZ6KPRYQEwxc0muxegLuG3AzAB6I7wtPmo+nMM7tLOtftT4ASy4u6sU2E+wKjKbUWKv3Uzua6KbZ7/7hNsYvB1xcRSiIlTq4kQs6tp/2ppg1wBZxZvnz5QTr7QQTDt3/weZaSB1CGey0IIIqzUveFvlVqnQdqOleJ7q4R3ifXFkJzMd3F0kXJjiJio0BMNY1E/aoo0Qldh+Wz8/tL3K4lEZoSQtydl7s/ODM8PPxP/m2lgwh2xx13XJr79o/CxX9uReIrSXVf8AEj4pUMam51mCt64u3n/TzxlttL6983PbPeD/CFj+p+PivkFj9tfeNpcy6hfIbgQsARlXfP6YTgzOrVqy9NBHtMtx9EsLGxsa9kWz4O70A0VKNW+WaqYZN/e2IpoG91TUUdPxfE1I7SgXSi6ydgopUt2107Rbke6VKez8jr81l9qteAAbafU15bxrl6KJRcmn/geqVHHDeVd8+NzejoKLiTJ1i64AfwSbzw7HFEqyPcUKc7Dxf2EBVVOjXisraijju2lSgamRC9ne6T0ymitv69Qokcxb5H0zVtY+rA9xBrDfVBHkIOauCO2p7zuOhijPtdN9bzIoA74NBJ8r3LAwh26623Xvx2w/cWfa7WN1zdMWhsUy0ID2PRlWgNctGnmqqfawOgphOVOrVRtY7ITAOoPqPX1jplKlXVSKyBnEAT8XMZVCSwl6OK3GouPYG21TS4Aw4lZf8hbjuAYEnEDWfPHkfOMOmhuDhO38JcAJ6vPkmakpAdwvUCjdRsysBx+0/uHrXpYbl7R2HZ/FsjHdhvkRO9i07IZyl9kZv8xW0Y59DBBEPxEnyGuK2RgIc36+qGqxW3KTkZPRnB/26CL6NzbgyPknBEOiDRJXrUSe/XjEJl+IKppFOTguZG9mK2UPg05y864DY5367X1W3gELjE4in7CbZs2bLzSr5x7an6bKA23BtBRVMfVFdrXTJvok6Jquo0GXZ5XBQn78e0IXKa87fqoJozqdsInUb15ejqk2Sf+KpfQ6ed5NEiwqdHuqFgx9NjwaEzzjgDRXCewf/7CTY4OHhxW0PVTsXGqHmCvq5chKTrFK4flcbCuyRFuyJ9rClSU6efXJx8zaC6sddzAHIlDhQap6WRwOjXrjohFxCu1vDZgej53WziJhM6y2nH0z5atGjRxStWrDiQYJs2bWqcHglPcSJ8ud8GL3ji3+ZpMiQCTlB9A70idBNBPLWtaVGQg0pmL4/ufeIZPApXvrtkWkVt04AE1/nwzJqPoDpeFE7FF7NJyo9z6R/x99D4gx2X3rhzShqcSyzVzinJIELHu45E21mbncdzHpVcbBdtS20GSYJTE1fAQE0tLs/NjDwFugjyNuTMAkBNvoJDr6XFU6IaHlGoEeEeEJ4fGV7BJXAq3WvXPoKdfPLJs9t8j2qKoJ3Ig+xy7gZFtPLMBS02XYP3VnhkgNek8IUHn4USTzN4vK1N0Clfy0iRqBpP7wRxAnuSDF8eTGNoZ00ZKVdrAJXQatR2vVmllCbxUHfWvvZnApduv/322Wma3LiPYGnOnF3SYDwc38LIkaqxRzl41GYkIZpWStyugXmAx1RxoLgC86whgFJU2+Ax/SUGX9dNXXXIPac+jw5qrv/wPDXx8/py5Uw2kUDQcdRFhwYpUi/MEX5gYACc+j+CjY6OFk2P2ii1OFMKtZEL8Lw/RU3ih7bFz6VEaaq9QOj9cjH9JWgzKtc67SPgGWunSA27drMJp0zVs3wM1U9LiaYZUzmQU/sI9vrrr/9pSWM9/UurCGqMkc/t+rA66DzGO7a0E9VJq/eLwpEVWi6AaWTejlp7U3SPXsqN01GvUriG9B72g1UtzsffJJESKVpJcnxVhdG0uyaQU0Nf+9rXJm/ZsqXxu41sMKAPjMYy709jjOArUz+bRj2oQo4H9bJBJYPhfkh3PTm5Io8Cgfa4UbVmIFU35fVZ9AT3bfvGo8aIUbdU0vPatUTVeDS2k8kvuCanTE32VeTGt9STAE4lKTZ56K677ppx7733DpY0WHUNDqquGLUKcu7tb1t2l9qcPHaMUAJFGdSEStKoTTXSy+Po3eSiv/X4yADsLxqzgWqMrG7QJsk9w0kldi7SIzJz6AvZ0KbBdL8ZQ1/4whemlzRYp0YX/WxoVPBEozf17Y5QKr1y4T24l5ZMKq3uo/HmXac0R+Rz1X2Eb3dzRZc2RXkNOs3xHrxm9AIqwdVmpsr/M88809iOtHicPpQOnl7SYECzll2hVsmVK3jibwlRGhrjMVMe14T78dpOLk9yJXyF2TUG3sO0lVw6QICHDynRNYqC16xJBqb00jr//K0LHFXQNWynbVWrbW1LyBkcHJwOJX96SYOBXHqVr8yiyFA9n6hN7oimRor/XHSFp9EBJEFpOHATlPScdnNFTwBf0bmNSlflfJbaBYcvuLQNucWCX5+uJDdgKwrGbPpQOnFaSaPVZuSpWQp35bBhXkIgMi80IUd0f9t5DzXgRvmZEdFr/X1RhravrAkP3+Yx/LiVktCnuH5CQ4EUTQT2hVJObw3OmzaUDswGGEY31v890pH7sV0jCnKhOk33adrP60V2GB8Qzy5qInpJOxxqE9RFjvZNVKeMRKbZQNurv7tEUABu0I7KXKlOxjGhAMFv1rbQc+hBKSE+uDWU5vdWCdb2gM7mKFrSreWalFAqNXLREe670+u55V73ewREl+QOldQ6Zav00u26knNQ2vey4Hh7vCaFvtRoi5JC3VEYO72frhCjsQNKk3LAraF08gernmAcHoKr20t8kkTkBwNKsqgj+IO7xHRnbtfqNQQVcF/4AFqlkNt9RdmkD3aVXhosiOdldDF9ra6TaS0Kre/vOm5J4ofhg0OpMR+pfoJJB2cfc+DU2k9XBAnog+2D6mloJZ0bFb/zdgJuTPUMm66g79IlsbpodEHkSr/rqDy3H+YS3I8xX3wRPMzJXVyRW40kq522UW6zp28VebySk8tjzCP4sphkKe1c1+c0BQyIwqEjdAlF9sjZEtSkh/UCT4EjfMWvq8OIbDhXV++13y/vRLAovd1XU2x8lOfoAx6l65faxXg9n6IiaQFExs9IkhK12Ts6GNHU24/0sDZE0z8jTNxfrO3D/2puAXQB0iVsu5pgUXp7FBqT60AnZq68Uk2gn/4dmSUA9T7kElxdiha4Q0L7kSrNPAbXdn+n+2v7Ib20ZBPboOl8hBfKA2g+8SSUXhYdnSSYdoQyvClV39OvIsW3a+KtunrcW6DBhE3G4ShFrFbx97Q1gC+RA8c5sZ30tXDrO2O2AFUl9GPzPE/BtruXo8t3wqsJ5tLLM2I8TkilgtqLFO6pL30IJYono3iihA8kEBHd29hlmtJATF6b7XV3Eq+vxMwtfkr6hlZ8tXnp9Rmp4VEu6u3QaBBVP7r0RRXBohWbrzrc285O1Xndi43ottKVo64Cee8oLt/tZRrOoy4dbEe0Js4tjXmK2uTJrYyGcH2QBI6kF6AE0JVgU//wOl4qXSWU1omNIpDdat8UeVyCKoJFlnu1ozCITW0pQBT8x8GOXFA1QIflPtlHZ6xKUYb8KgldKnfx/7lyD0QrakArPeMeGGi1mflKmLptaX/wuVxK6XNpjBfhRYzRrhI9tAlD6Ua/LflETLRyBPhBUO3EprBpnwLcPlXSDpV8+O0k04BG3a5E15qy1LuaEhna2gSoHugLDa/0CKAPzzzzzIP8tmpP9ICBJqg6QNB1B+hz0RUERJlFPAd9U1vanQC3IMH+kH6Kja3RfMwGcM6O4u0je486c/lApQPrria2gUSvKXqi2T+1Dm/CV4BKZo1Q9RAiVR+0IJxL25IVXFPfuW5Ml1LufA/D6og/DCWGjqYb/1HTUSpmtaFRqj7dERGcXFpHTC3ZJYpsBC96UlLdRxX+0vs7Iud9BCeXh3frPp2+eillnoOGaiv6eQ9waygNxFslB5MUGiatepRGSDYxXt/aneMfOwfwtuqbnntQ1Sd0m9quSPKcB6HNal6TGhYt8XPpYewr3te/DKyqgob/dK2oE7XVdVJd1erqMjLl1ALcQkTraNuBuspR3UcV+a45hNagovPd+w+4zzMX956LE1Np2kZyRxS75atrjzB1Cau2Lz5TLxV1CC9+Ej276n9tWfk1JhNwCzrYjpIGaofoyqjL96jdnBCVNYrgOotnxURTiXeCZ0c5mJnd1RfKqtEwgUTpYRFUeqmpo6tx06FCQcH+drtkZC0AaNogCtq1Y2jv3r07ahpLUikp2Igc+zV8BCCxKHE4rTQF/SnRtS2KUoW0H+Jf28R7ayAk2+ELH3+51DXmdsG2lLeS9rHP3V+bS/RwbwahgQyl/QxuDY2Nje0oaSw6Sm/IDqJ+kIsBQydpkF1TMFvJCs6lHMmuoco10A+4a32sGkSrYYAEcYeyb8sFAnAqqtEJCZLr7LPPPmB709RGFSTKe6VKVGPGWbZs2Y6hxYsXb//ud7+7N/0f5ka6I1T9htqparMhGC3ZVA9CRW4TPBTbozb0HiS0k5XPgvvT4s3z/P82uO9SiaELH4BVH3Ntcnca29PVTaPX0xW12v4iX7GPIRd0vr1Qfdibnnv70LRp03bPmjXr51u3bs2WD3B3A6DiVr8FBFC6cZuSQZVoDz5sUxz9wVTZZ1uUsCpRvWObjIelSrX6LjV7J3JVlZhe9HzVM2slqieNsJ/cXeeIvojrOmYp2cEpcGto/MK/aCKYh9TwRoDbclRhzK0W1chZkzmjD+bk4bbIt+Zx5z4VKylLB1Pj8f0Zte5GG9wB32XR5NfznAdAy0AB7n7yPqOexVAsoCbKA5zC730ES0zbnH4N5w52cmnunnZMVLWZH0fw+CIep87UGrOAFz3JBRj6/+xY1o3w+K2uJgFd+DhJ2lLE6IlwHbY0PUzRlsjSFC5N6FSqTviaqXqcU/9HsKSMPTcyMhIe6HNwLk4qKmbmHZt7oFKp4fVdVbH3WHMg94aqPhJJwhLQl+e6IKAvmucZNF3PI1trq/NEkaxOCDcER32m0kuPrVlwgFP4vY9gb7zxxnPpxD1vW5VDH1A3/GGfZlk3kUsRTYmlAYbswJw/EfCoWsCryKjRWNtUI73c3eSBijq9KDw3053UHorUC3Qc1MtB0Izi7XJ3FZ+nJLoCXAKnIJSog+1KJ2/esmXLQZUOdfD0rdDoCo2QbEq40AhJde2UvKEe868Sk0F2QFtFZjeu1pYvILyDfWWdm7K1DZHE47lEzbTk0t2n3JwrL7K3UXpFUyr6uMkADC6BU/h7fzzYnDlznnKCMfwW0KxlfRj3YUWuCCCXPdOm86irgwPjAXVE7fcPc9GltXA9hducXF5ULlcIr2sMvEf40tThemfbczJWrERfiwAu8W/9EMOGlStX3qgH4uF0NaRSKooN82weV/zdD1iyetTguGjq03257x/qFKYWdP7uGpKSi+GPVtbR6lWPwd9q42v7zI2DL1FTTF7J9dxfzD7PfUsgArjEv/cT7MUXX/xpGqz/8q996BdZI+brlAlEq0oP78mlizXBjbXuGPYY+CYpqm0oLb7i8IGIalIAOmWz/zgl+RTkhupenNwO/zxgDq5za79qKc/cdcAhcGnGjBn7/t9PMHxb5qyzznoqkWG/uaLJSOiDx2PcgOmSoUsMvl+jKVLCkav95bpXraXc68Oq9NLo2KYpKcrwZpu7Ttla55/X19W2rwJdfeDq2IuesI1ttjBwiN8pAg6IyZ82bdrqSQ32MCK3yok6xD2WEYYAAA90SURBVKMkgVqpUdLRfj2umIgmw2oXN4xW+osWFb4g0pfBXS+6+FGnfw0YoapE12J8dFehHZ5JpIhyJHS8C8Zttf5zAMFuuummDffdd99bb7d8MzLSv+j/80a73qa6V86k0UZUbUd0vabrqOO9a00KXT17IgWgeh2lXRRK7r5PzWrvohM6IQBvBzOniMgOpgs3RZspJ93jrbvvvnuDbjuAYKkT/mfu3Lnr161b12jVJ1TsRjoP6xpo4gHBDvS3u2vkpp7XFC0AdDVNAGxrlBnNa6uDmosQz6zKrap7DTDktVzPRbsZ49+0IuQ+RlJ4xnlTf4E7J8nXboGD0tbSNPngpMw0GUmNJoWaDWpT7iNR3Wa6yBGdbVKUmkJK7q0d7Ibl3EDQ4k/F2UuRRkbNLoh0Q18MATolA1H+AtrjftI2dWKcOwfgIIINDw+ve/TRR3fiK/K+zwcuF6LjS/JcEJsSz5NO20BSe2SGG3ex3/UfwPVAzS9oa0OUHqbQgVCbnMaC6TVcx+kivTyRVld7SI3jOEWmI5zniTL4Wy33baacJKl3gju+/SCCXXDBBe/Onz//3pGRkZv8AQDNBtIGua0ninNivQQiIl6pVZ/QRIoochRQEkaSQrOnidwg56Jtc9fGPpd6vA726cfgu9ak4DO4eYGzhxpNdWXLMSWJXFjgvNJqR+AMuOPbw8zupUuX3p2U/cXum1R4/JdLLQ/x8Tgpd/2Uxp974of+VjeSE94zr91mpoF+XexintXtfaBQEmkAZ1doJCrgNkHNUHInvBujAU6hOjYt998DzkT7QoJNnjx5Z1LYfhAp++rqiBAtxz1+36VaTbizXp8doJEePvXlwpG9jXp+DbxOBs+P3GZRqVF3V+l+Pm+bDqnS0wvQqA1Lpzl1xKvUV3cWnwloUe5/AM5E+7K1KT72sY/dMUmUfX/AqFSADiAa6bVAdfC0Q0pXTk0RGpHuR0TSEuDga6RIVxNBFHkQmSYUkSfAVQtFUzIMEOVQ8houtdVHqeezbzh+QNv0+Mgjj9yR25cl2F133fX86OjoD5988skLmx4w5/tyCefWbt1WuiyPOt3JweMIkkgjGFRS+LTSxUTgbfJKj9H0p8Zab5O/EECO9FwkeNETRVQr1ut0RGUdgDbl/qKLLvrh0NDQ87n9jdV1Hn/88VuOPfbYC3VbQbLlQduijxP4gqANusigK8PvGU2BUYIr26EO9C7k8mkOUKntH+PyoACPf6fdrFZ90KSSnBtIvQr4WxdbHozAfiux3H/84x+/pWl/I8ESM38EhqoU84fQADZm5uQczIRHUpRGSTZFn5aEk3goMzuxH8bNqB3RS8RB1xWbWtu5TyUz0Na2aH9UZiEK19Z9HkLedG9wY2Rk5EdN7WqtDzbO0At9O26qKW1omEspQIPZ9G2PpE2TBT4KO2aYMSVRG8k0TJr371qaCPA2Rc5rXVXzHJVemiTDqVElW9fkWw11V/NHW3K0o+mrtpjh2trRSjAwNDVw3dq1ay/NHaNkc7sPwc7zGChAyzrm4AZUXhNgwgSnP18dAf5RUu5Dm2oq+xAcKNrPeH3VSSPdy1fgrvt4n9S0SeEuLV886Mo5ug9fxtzsMm/evHWY4draUVTh8KGHHvr7E0888S+b7GJEzsHsiqVLnCZF0p23Lik1AoD/5+Dx+/i7tLKPt0n1SQCDqc+E5/Xw6KimbZSh1eu07S49TRT2BZgvAHRbZuW6B5woaUcRwZKi/8urr756ZOXKlYtKjo+g0ofKr9ekiKCinkm86kXgwKmLR63UiqgmKcGI0hIThS84lNBa9ETRlL0DcGCjAMVaROUx3aCskb3uy20DuABOlBxbXKN1yZIlNz/22GNXtpXbbApo01AQRYmRNWcO0SRXva8PThRn3guaEirwPJqtA7jng1OXh5D79y9rSeapa+7xAHKrWz0uZ/tCWUxwobQ9xQSbMmXK7+fPn/+3SSdbHe3nNEi4wZJ6UhTu3AtyAX8l5wGq85Q6mt00wW36fCSaInJ2a/SDE65NL21qG6DF/QAv8guobhYFJDjAAXChtD1VVaYTub6flLs1SeH/XLTfbUC0KlPca2y+r8CaOhId4uYPwA2ITeYOhgIDfHtJcE7TNdMjwcwdnbJRGBnP6m2Jvh/grjS0g4RgTFYpNGQoKiOaS45GO1CFR9PSor7A2IMDy5cvL25TFcH27t07tmvXroXpIc5PDTzB9+tKCpJBs2O08Ihb5JsGlh3hyRrcpm890DTdehi1trsmTKZtwVICN1cAWgmxFvrS6gvk1/dVs0fF5D65nK7/36tXr1543HHHjdW0q/pLH+kGrycl77qk8P9r+neA2/VN87eHIR+RzanUzsMOoyNWjZjnn3/+Aas1D6bzxA+1WHPqLp1io7CcyFNQgiguX5Xw2qiOKJkZkp99w3Y2vRyZ6XHsggsuuA5jX9WgSR2/VbRixYpVAwMDlyRxebVuZ2U/kiHKp4uKfNToGZFTuanWgkKPi8KKe4UaV5sMmtE+t+F1LXoCUBprJEWuX6KqOmwnsXDhwn9J0+KqqgaNo/P3Im+77bZFzz777OytW7d+Urc7WZxgumKqCdHRsBcvQx6VayI86qMf9R686Amh4UhA5NpSVYFVI7Uv6G6rLXoSAefzhW4resL2+IJp1qxZv8RYFzUkQGeCpY568/nnnx8+4YQTNiVSHfCESjJ9e6hj1NSkjxJKoqInUSIFjwGi6YGosTn5oCvpqQJEOQrq3+NqU3VCnbY1aaQUHvCoFRV1RauRLI5gAfA2xjhd983ihhh6/eLt1jQ3L1i/fv2/+T42Umu7ageUmBaiaAX38GsiRa6evEdraltqp0c+l06xJUVP+KI1fRdbdaia1aPWENHrAP7yKJEVUZ5B0rUXYIyLGxKgJ4IBa9euXXXdddf9WVL6r/d9aKwPYFMeYwQPXdGiw16vQsml05RLOZeEXUJ0AF6nqehJVLHQydeLDkgJr6tAmk4A2tKajNARrr322qXQtTs3bBw9EwxI5PqHefPmTU1k+5Lvo4imHlUaNZqrTUboWxqZK3wx4LpZTZKJwvMM1NDrCw5PrI0+WUzTgT5L18QPgH2l+Y21bqc0lt/DmCaCdW4H0ReCwT62ffv2q1IHTtuyZct5ui96sJoHduOoi3ivauNh2jzGbT9dip6oPqgDqGiqU6aSz6UYr9OPDy8QXeq9nnnmmT/91re+ddWaNWuq7F059IVgAApebNy48a/mzp3740Sygz7gqE7okg7UWDMgJ/V0ylREfk8P+amRFCpR1b2kvkNPvPCSAhF6XdWyn5xMfP4awiZybcMYTpky5Z32o8vQN4IB8FFt2rTp0tNOO+0/kpIaph3VvJ0kpBtjm+qLecoaEBGwJMFWwakxitcivLQnC43otO0Z3kRpvbQIXI3mVtslSC/BrzB2kydP7j4/B+grwYDUwFdffvnlP28iWQ2iqAgFpQQjaj1lLVcQJLp2DlFNC88C8uwd1TvdHcPj2I6u7iFCY/I5fdc470EujBnGrqeGBOg7wYB+k6wE6ufMQd/uLoq0F8FrOsYXA4R/E1tNHb2sJjUawhdETZhIcgETQjCAJJszZ866SCfrgq4VEiMJEx1TUi4gF+rCawM6JWNbVPAE0DplvUSwemZ3aQgTdK7xaXFCyAVMGMEANDwpjZ9Oiv8TvrrsCg9TVj0nVxYzqpflMeptOpnbkvTakfsrCt9WAjEAsqvBl/CKOqXh1lgtQqHvt87lmFCCAVD8H3zwwU/fcMMND0R2si7wzGzAK8MAdDrnHNs6jWmlnlrdTKED25Ql5Xa8mvvqdbyiTkkladi5YIro52oxhwknGAATRiLXl6+99tqdkcW/Bp59nPsAg6fJe3koj/X3j3KWIkder1UWuWJUetXqhB6wqNGqTeSChR5G1H7ZudpwSAgGwBibfn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</Swatch> 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AM3M4bqaKW+26IyWENlIFWCbkqg+wyTjIEvwPAA7Ra+ZyAM2fOrB6vxV6KpBTdoSgBfwqbflNc0IJlB2eMb5kPz0OaCV65WSB3uru7bYLh+xaBGNdYFbSkmaUukWRS/Ulw24wcAB5fowWNnISyXlaIIEMmHHBaluyhxP7SQBNHkgxhSeEsPLLIyVhCTEzHbUHKQ8sXf+PrFJFD/H2XwwiGL/MEKXGeJ6U8kmkNj+wyBJGMJBQSDSFVJkI6AKUhAnnrBScAopZQg1cGQZZF5RDJsByqA4Fv6mJ5xfI7TyPBiZUll5Sa0XWVdOchh4Bgz9LxYQTDN8VaF3tuLq+AFhaI7mEieOAVJRXZXlJl8sErCQ9waJ7uaBCKkJEc0gsnOzJznTXZo+g/f/BFmkAesTmkMEIOQV+OJBhuXgKz5qrIbY1iUlpDKU+K+iMyXqbmMGjXlXh1Vh4RrDK018QQSGVbK0/Ji8Q0mVCELCeSSJ70iZwBK/zDwVd4sPpfhVyizVOqBMNNLyBR9R3XfBbwzKXulbPEswH4E8wZlUleJN4BoOPSZopib96j9xFInVrvOsoGJL2VpPy5R00ayfVqllq0nB/5vKdMJ8fVc6I0KLb3hcglOLQHj3MVebWWARHCqqDFcqnDpQj27mEiiGRkjxDJpCSJYldZcnnLYqJN7jwposW0tPpp0gMhwy1eiEYL5Vi2lHZcEw6WZrLOVYBcGk4w6OCr1B5oilkcpbVUJ4UyEJ7KrNSvIZ4cQZKJq2PqPM0z0wY0u9Zd2CojvEnNfpVlEbQgqMxDlumRwgpJadD6gxMUuQRtW4vfhwh27NixKTDY862CLGRUhGWAUjm0XkwSKLs9kQcvOGrNYM3b0sIwVr4RIskdQRrhdEz7rpHLy1NDREYtLXIJOTV9+vRTQwQ7fPhwF5xs0/S79IBK3FxvUHg6i2RZSMnEJYo1y2XdvPbJGW2liRwgz6PTJJKlnixyae1E8DsXnu1oSTE5GaM6AtqQU0CwHUMEGxwc7PJUm0cUb8bIPKyOIZLhsSzJiFSa9OALGTMelOYx8bplJHV0zpqYJKkpFuYZ4V7fa+BSRiOmpoZLoV2P+SKn4Ou/CQb2wHxLyshKWunky6i8imhk4zNcLm0hQ1gGRYlImt3gSRurnrV0sAbLHpLgdhi2Sdvfw6pjxj6SY5dJL/OXm8Twesil1jwNcgoFBRn5nVrBMkOP7RlVqola7XpWyeoA0D07ahiCe7clBqkFyzD2VJJ2rafWvEnoGeBRna1yMnXn53gdiPReOVYeTRVOtcIgTgZJMEcm9jwYrUKaWMfj0XOHWpwHG8Xv3VmQ++R7toX121KLFiJJ4OVHn9zQp/bxW0ae/RqZJPKcNj4ynUVserLbIqu1mXLl2jn9/f2TW//1r39dAr9btIKjRmQawhsg0xCZeP40O6RtRQOg2SHauyIjacmvDQzWulGLg0R1srY452k1GzIqS2oLfkyru9bvmn3Kfrd88pOfvKS1ubl5ZpSBRSw+KJH9JsvQOkLmQbNci8bzG+BeObLOWh3l71KSeVJFO2fljxJZWzEiB94al1I7y0sX5Zsxifbs2TNziGCSiVmV4el8aSRa+VvE1sokm4AHaLXGynytWS2vs8yCyFDm+Xv9KKF5zJ4DxMvKTBatjjxPT/Jr0MbYstHwN3KrFdTOTDNHpyDZ0Kz4l3lYDbK8UjxGS63lLj6yA2pVd1nDuCQfmZd1D5X3iyYdPBJIyZZpv2efyTwsYeDUbWZre3t7x4kTJ8IZYRmbiUJcZFSbd42VD+9oq07aYEhppEknCX5tNFhcskevZdbqq6ngrNYhh0p7zkHrP288KI22pwfVC8yaDgxTnJcR/bV0Il2rNdgacF4O/sn1X9zTspC1TbyO9Bwa63wWlA93ZLSAK5VTr0SmfKJzkqgZYRFw57xWaGRHlIEleiM1p1WyRMJ5dhidywYoKT9qh7XlEm+jJ10z5WVIKO0w3h5Z36y0t2xSOY7UB5oUiqDZX4q51NEKB8+VleOJPC+hZEZZki/aXyu6kUyxGtmBpfaCVT9KZw2uXA8XlSsldCNfFahB0yBS9VvIvI9Ti3NS/tC2c5Fg7RoDPYPZq6AlAeiYXADnkUsj8NLK1ul0ndUJFslkO+U5+VtzNkrUlqZW+THP0Nfqo9U1Oi7PZR0zPnmtPANJ2t4q7RDP6DUyGfE7YxBrldTyiuzD6Jyl2iwHhvdHqUcWQauLFlDGjZWlmrPGiecbqXGZ12i1jX9vlRW0ZrKXmaaWpNrSrpVptRlh2WH45BEt8+Fq3CKsNlj0XXpTsj+stmjGccbusghBAWVv8DN2r0zH623Z0fSd19+zU62+kGla5cFSyD0dCBajPdWrnUdYAUkCf2hCprGOc8iOzKogq+6R6pDExPbxBZbaTWaL2F7+niTWJptlr1nwbF763eoltgzfWhAZvxJRJ2rGpUemyGb0oOUbzeAMMA8kkrbzoTcGJSrNIw/9th5vk3vZavnSOYvIrdoFJY3IiGpNxcjvVl6YRvO08DjfZTEqI+s5lcCagFmVyc/JNfqWKsz0dzatTOfZd1553vUj9qYoHYTIqJf2kVdJbZZpnUw3uunhXFl3q568HqWGbak0z0poCzJ8E0niqD2aKtS+83p7t+vkuFikbM3u/WlV1NO/dF4zFjUjU1aUwNeHyYZSehmg1PLSzABsP93blHWT9fNI5g1gRDSS0NraMMt4jvL0JLmWlrfDOx9dr6nI403sFTGyQtqFdJ4PmBVpJnJJ9cWPaRW1GizP8Xt6NOstaagdo/TaRPM6N2P8Uv6WGuXntYg+SWgr0p5R0bKusm/4WGpt1ISHnKhyDBmZjyPB3oNGtmc6TyOIdd4SrZFNYhHKinhb6TW7ILLTZF2s31z6aXloUlQrMyOJ5ATgZXjjFE3cqM0eeWUbrDQwSd5rBQ+mHxrxKa3ztUpLkkQ2mFW4BYvAVidxQ5+791F+vO78nDYrLZvDI6c22bRriKRawNV6oCKyBz3yyInn5aERyNsqQtEQ/SjBTmZFf0btWBWLGkN5yIHhHcLViDYAWv2985o60CRPVG/rnJzlmlT1wCeMlldG4mTPW+cyxHTyPYkE6y/1VrzKeCrSy7cWaBJLq1PGiI1mvZw4GQng2TglEiUyTRoJy36VQkWbQPx6/FuyZEl/K/w7sm+fuoe+iizTtfS1kFZeq4Eb+hnbRtbNuiZr+Eb5W78lrIeOmU0z7HdJ3tZ12nlOnFJBIHhwpHVwcPAIlzwZ3arN5AxpLOnmlZlpEF7P7TAii5Q8Vh010lgq37NRrfaVmh1ZRFpCS+8Z/54Ul2YMHbN4g7+RW62LFi068tOf/tT0UPjgaDNdejda50bnNWiDn/UkecOt5zKt9mpk12woy07UDHyPPDygqhn6tKUCTSKeJ/5F+4d5bc5ATtRIffK2I7da//KXvxyA7wNN4tlI3lmyEJ6prKh81FwS0pIUGrQXKEhDn/Z25WqSl6nFoTQSZe1QaZdZEoHKlZNLSkDt3eYcVt3pe2SDaqjFpvM0lUSl7QPIrdaOjo73p02b9gY0tLp9QC161xK3jTRIS/IqtSEoby+oKfPXymw05LOSmsMQIdIi0bW14OKLL34DuTV0LxIacZATzCskUjcRsazGajNdKye7xFiTsJHHlnFIZHppk8g6ZCUFnfOelbRsRllO1hHJpLP6UZoVipQ/iP+GCAae5Gv79+9foRlqsoM89ZGBpiK1gfGIzAdB26LSM9y5mo/qJq+p1YbJktR6lC0igiatNUdM1qleElr9ib+RU/h9iGDNzc17rcytQkoqSJWR3kct6lMOAr6oYfPmzVXpZj1raHl4BEuFyCfTZVoLkacZ1YHA9+TwJogmCLISKlvXqA85iFNDBJs1axb+OA1/bVZh2u+ooIzH6Bm3mkTVOkxzJrKgjuTv3eF5Wircq7usfwaUl2cCeBK55JzmtFjlWKo4GPvTFU79m2C4l2ZnZyeqyS6tICvTjBHtiVfvPJWndZwcBMvu02a8pwa987IseZ13jZWvlacXcKVdv7VJ5XntGQnstaWk/mDgv4acwt/VBYfQoJckwRDec2+yUXLG4Gf03KM8n3EY5CDwtWCkJkttRGm4am2ldJaNqsGSxFYdpBdL++jzxZUyHGMY2UOI+r9eyC3uEcglOs9XtL4If2voR8YQ1Mglr7dek0zQVj9kBs6qSz15ZcwDedzqJ3ncIpckq6wDLkKkG/t8YSS9JAy3EeU3xLV2WMFmrX78HI0f/y3LMcb/RfpSJRjMilc/+tGPvvPPf/7zwqhw7ZjnYdVqj5RAa3ytjoSWt2YucJLJTud1serKB0V7SxzfoxYJJV+aRenotTuE7KSKzIHoGk2yw987yCU6XiUYvlvm05/+NKpJ9YVYUYFSREd2gJVWq7yE9SQOv47fk4zyi+poPd3t2Tya2qK/zJvdtPcE0FPs/F2c/LU7fMl4LSaCBr7+K8qzYn+9RO8pQgx76AMatVUSzJJUmuHv2SZZYzgDaeiTK+95TJZXSAOjSR7PuZGS0korydTX12fuO0uvs0FpJZ8yoheEkaFPEgvz42kQtE4uenA2Oi5Vn9W3PD1yiB8bRrC5c+e+CBedxHdG8gw0wnCD1DI2rYrIfOTgaJ6Rdh0Hl1j8UTbtWYGojt6kkuQrfWclkct6exvmZb31hL9PCdsFwqDp29/+dlUqylfvUN0tMvH2We23nC45Lvh76tSpJ5FDvJxhBMM3lc6ePfuFffv2rcgYvN7A12JYa+rMM7JrfTMInwyysyxj25JU2TfsZt+sa+XDSUblI8n466bltfx929oWV3ySWOaE9TAMT0e/29vbX+Bvu0WMeC5y8eLFTxHBLPYTNOZnbB3PQagHsuEUvtCIxOuitZXXcdq0aemXmFqSKXqnZXaiyM2Pucrkr7Am8IWYFOqInICskJBmB3JHphlBsJaWluehQ9+CC2fwTHimVmHys0Q0W2LZAqWhDUOo4yVR+KNsWj1Izcv4Ew0M2UQWqHzvhaW1vq6Z1KncZZuuJ5WJE4BLKfwETTSUBm00lJy0GFO+6JWHIghcWmuEpGt5wBfU41vIHdmGEQSDxpyBjyceffTRdZSZZQB7xMtIPsswtoxKmQd2LnYeHzDZYdzYlWXycj0SIWqRTPW82IuI6b2MQubP42K4DB7bhzYaqkpOyhJppr12GcGP4d9tt932RIU7wzCCYIiurq7HN2/evBoybzNLFrA8NHnOu74U8sY331KAG/o006zQhgS37SLVpqHkZV4E7VWDpa/+4ytMSG2SjSbvfCD4Q8oaebQb/RxsnE8jZ7Q0KsHggrdAxP6ClvBkPC+eTpNIkV6PXOEsASnqLb2qCKRuqPMbKZk0MklVrvUPSV+UStSvUbuk+pQ2GpdmlI52iNQcHRmSofOcE8gV5IxWH5VgiEWLFj3MY2Ia02WHyMrxY9Y1FvGyxMJO5PEiesm6ZYB7S3q8d39noOXP16t5hMpIeLqGG/JW3fjdADQjKIaGZOUTkDsN0j7jNpZ85Q7nAnLFqrdJsGXLlu3bs2fPK6DLe6KGc3jEiOw0baZ4wHSa7aTZJgRuvMtj1vUaNAlHeUqJQN/lAPE0UeyJIB/EjVQod4DofibuDsntVGkOyF2utXrQ+c7OzleQK1b5JsEQ4HauBynWkxloy9PwZmjkOXphD882yKCEVJ69hNBiSFLNUJ35OZkH/+4Z1rJMql+kOjEdveORq17ePlSh+EeThD+UotUJOWIW2hQQrLu7exdgmBSziMIZb5FC6yyZni8vkQPEwWNT2m0V3tn1eHMIGpDIJuHH5LssZRusp52sEAF9l+EUUntUT89Gk7YX2WjocWK+GNqQabQQD9UBiPgKckQtrAKXYIg1a9as//KXvzxMTVqqTTvnQSNQ5noydjm0WzDaW9okuD3D97rQVifICUJ/3tt+NfLx75aE4+XKa3i+nHBEBt4m694nt9HuvPPOIbWJt564I4B/eD2eR0kmH0mMpBciJFhra+uuBQsWPA8sX14aSvU16FwAAAq7SURBVJAqQROxcoZ4s56Oo/SS4PEjtMtIonmBUGkzyfJlXTmkWozUvZY3wtpXzbPDPHXKJwN+0u0pS6qRU0TXy4WbCPrkt6WQE5H0QoQEQ6xevfqeb3zjG5+Hgts8e0vC6gjNFvE6lIPfXJbGqeYh8tlLnhQvj3tMWl2jSaWRzJNKWlqOknihVJeaNqAnwz07TVOdfMUGgu4EVKT8aeSEW9EKUgSbNGnSm+AtbAIpdrdlqHoGvhwEbwAjclnBUml4c5XJO8yqp6f25W+r3V47PIks62LVQbP56Lhlasg+jxwCGUdDtcn7vWLjbUJOqBkIpAiGWLVqVd+99957A+6GqHlKsmEcvPGRdPAkhpyxXHIhaIbx8ziDtbfIZsqVRPLUV1alyfMWkbMaQjoeVp50DPsC+5H6LrLR6JE5dCQq2uP4vHnz+kZcYCBNsKlTp75744033vn4449XF5Rh4/g7CDmIDNEepVlo66400Fp1BBntmo0SIUMSKz9NukvieN62Vp48buWvpZdk5eqP7lUiNKlGcUa6z/nVr371TuSCWXGBNMEQy5YtewYY/xwUdC11rtw0hEu1UhJZICIjeOQZwaUX7yBSi5rEjNRhpj7ye0TayFvWiKCFKzRk6i9fQkbge8BGdho4TM/19PQ8MzAwEJZHKCIYZDx46tSp2++6665FUKkLqIIIrQMbRTCSXtRwSTIp2TxyZZEx0jXJ5CGbxjMzLMJZBMxIb+49Wnba4ODg37u6um5HDoSNYCgiGGLKlCl/vvnmm+/YvHnzz+Bns6wofXLvTNuGKQvNsJcqkINshpIXeCIiInpOSVY98estcmjEtlQuP249mibL1ZwDAvUZfdJTTKAmBxcvXnxHS0vLn80CDBQTDAGi8mkY5GtAVX5T6xhPFZRAdgAHqUZOPn4vrVbJJeHZUxEyEisiVKYsK8bolWlNPiklK6p1C5Dr6TBjBTURDLFy5cq7165d2wWDOUeLjSEyHSzTyxmmEYjA42E8HGFJBGsSeJ6gNlk8pyU6l+mjbBhEM0MyE8BySuRnBW9edtlld7sZOqiZYMDsEz/84Q9XfP3rX/8tVOgcLlqzMSBtz3Wej7YZHJEIz/GYDV9qohm0kYEt4TkrkYTJqExJSO8Jap5Wc6oih8E7xuvA01XO/eMrX/nKChxrtUEJ1EwwRFtb2x/A4L8V7LGfWx6aJ8WkbcZ/ywctuGHvhSwa5b1K75ATjn5r57U6RCGPyKTwnAnPi83UTUtPwLEFc+gPauIk6iIYAu0x+Pjso48+ei+XQPWAe41EKuk1atIrCkcQNALUSkrPPNBCDfy89p3XO6MqvTppyDoxQK7/roxtXaibYIju7u7v9PX1zQCjfygqV2p7SViqEcEll7S7OEoII9TCiOv5d67K6JxlB2lpMqor23/8Wm+zY6scfpzXccGCBdtwTEviXRYaQjCMjRw4cOAmcGs79u/fv1DzULJSgqs/a128XKFpdZ6F0lAEP1eSv+aBanUgu1ELSWTLqhWyrI6Ojld7e3tvAoFRFO+y0BCCIXDDi1WrVn3hkUce2Q2S7FKNUBHJNMNeLm3mwT/L68u69nL2avZMJF0sMsiJZZHLsum8elN6zQmxvGcvXzoHdu8fN2zY8IWpU6d+YCYuRMMIhsB7VPfff//y++67bzuI7FnyfDTwcikOj2tpXiNfzpu1+zTyaO+ZjOrOB9az5+TGKl7+khxyVSydy3iunmcsf+MnkOvwww8/vBx+N3S3uoYSDAEVPAoV7UaSAQFmWa60cl11JSUSiKtHIh4thSbVSCi1t7w6yHSRsaxJj8jZsMgpryUCyPCL1R5t8nghDKrHRRddhOTqxrFTG1sHGk4wBCcZNKAqybzBtQx7KdF2VLYHcMqufvdsqcwMt/LVrsteU+LhydBIpi7atdIM4NdXJNeokAsxKgRDEMkeeuih50GdXUrHNY+N7jdW7tgPeyABwe0uvmWkhqw0swbasm20NJQPHfOkiZRYXvky3xLIsjT1TMdnz579RzRpRotciFEjGAIrDob/lWD4/xJItlDOIPrNpReuIZf3GUldRuTKIApJiPqbqqxULdfq7XmEzDg5WnsRnZ2dr6JT1mibS2JUCYZAwx/c3iu3bdv2JDSylzqAG7Lao1YyUi/3IS1BJA0k4QkZu9FC1jbKqsxs3ax8+W+Mc2EoopHeooVRJxgCQxggma7fvn37W5s3b76XiCKX4si4l7yJXQs8mypDIM0u0zy+bPnZcrPHMiqVtwMj9JXAeEPiXBHGhGCIykK1++Dvd0Ay3InlHHzQU9t/i0s0K1KvQevwem0dzxvLQIZQPI8y46Both7+plCOXEBA5gek+8dtt92G9xafbkSEPosxIxgBG3jFFVcc2LhxI67tn8PXfJPtxY9x7wfhDaxmV0VEsIhjqc0MOGmixZYe+eR1VhzL6xvMf+bMmW/iyhdcnFDUkAZgzAmGwIauXLmy6/XXX/8x/LwZiNQsn2m01neNFjK2kJUmo/YaWafI4Kc0gEEw5rfg2j3o85qX3NSDs0IwBK4xAmn2LRDXLwwODj62c+fOC+QzedZ6/whR+nrIwPPWNsjN5l9isFvlew4DfP87qMQ7GrEioh6cNYIRcCluV1fXbvi6Cf6upeP1xINqjYVZRr2VbyOkViZEUlImXgdS67nvfve7t+PzE3VXsE6cdYIhsCN6enq+dObMma/t3r37JyC92sdK5US3sjIB11pVZL2xMfkd6nH81ltvvbPyeOGYeIkRxgXBEBUvc9u8efN+BZ/rt23bdjvtESuNfE01cJSonEy60VC5pc5HUJ/TCxYs2IRP32PccSy9xAjjhmAE7CCwG1Zefvnljz344IM/OHTo0HJJrkxMKDPo2UGMCC1Vq2U7yXPedZq3qNUBd7nBjUiye0WMNcYdwQjYYSDmvwhqc/GGDRv6gGg9njqz1IYFL9Itj3mhBuu2U+Y4EaeWOB1uXYn7c2W2UDqbGLcEI+D+ZEC0Zdu3b1+8a9euPrDPeuSgR3aUxGiHPDwkwwtqHK9iwE8IYhHGPcEI2KHwtwwk2gKQaHhH4Dro/CEbLUsYS7rUKkU82y/j7VllKgsCTgOxfoG7OXsb7o5HTBiCEUCi7QOJdj10/Iy9e/feumPHjluOHj1afe0Nh2fs1xrhj9JJ1BNuwNezrFix4gl8ycFkYx/68Y4JRzACdjg4A7hP1QPgNV0D6vMmINo1MHDneUSz7lFaNpi83srXQuRIKL9P4hvvQA0+2dLS8oL2epaJhAlLMEJlAJ4D9fnc22+//bGDBw9evXPnTnyBxFVgr13oeXeWp1YCLSKfCQ6TGqykfQffFIsv88T3LcpX4k1kTHiCceDAwN+zS5cuffbAgQOTgGAL4fDVoEavAuk2HwazusdsxgbLnkdo5HKW6qBN9RrU8yX4/iK+45q/hvjDhA8VwTgqA7YH/0AyrD127NiUw4cPdw0ODnaBhJsPx+ceOnToM/DZgumj7Y8sWMttGAamTZv2BpDoINTjtebm5r2zZs3aO3369FO1tm0i4UNLMAkcUPjbAV930E31/v7+yUC6S2DQZ+IfHJoJ5OuAT3yldAdIwHOBPO2Y1rqTgLdngJzvAYH64dDJdevW9UMeR4DIQ38f+chHDgCxGn/fa4Lg/wCJP107H5lFsQAAAABJRU5ErkJggg==</Swatch> 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Jzex+f4ABe+waLgFOqvdtL99xzD1qr8GqFgXecRDeRTadb8JTg/DsErpsAOgICUTkjaLbK1JN5g/cjql6lhG75jposnLhciaffWB5hOiIJyE8EeP88J2TFJ598MrH01ltvVfp8mzoEyGodAF/PuVTjO0mp7HM9QecyI8lkKk5FSOOgOil0y6VLyirf/nNvVl3RLZJWIZ8PuFUaGBioDNGYPA+j9TwuK40uGTDBVG6PIEklpV6WmwMX6PqT5gQIaYJwAbhVOv728cpQDUbtwExE070fRSqIc90pP1BEiWWL0P3kUpKkl9zVRtUpDwFwq9R/tj/oYZskGdfNpESibXLcTUpJxUseE9KufFau4BucrAFuwUyRmoMhP4YxzZao03255Enozs6+Itc/YdoMcFd2muBkiwz8/O4qobRuyBY5uM2G0pbbimR5ACvNIFkWJChH2LhB8YmfRoI9cKukBunOUA2avEWpnAsdjcQp74DcgdJvF9+krxCNDAJy7iypQUqcFtNUyQOQOoDtTJEETKO6WbkjlCs56bihg3GQbjNRrSLTURGgW9pcE+nSJoDa+4pcQ2GKJLIBLZNpwotgJv8jDnnKb7NTlJ/h5fOKGBVeBMiDctdnw4mZxrN1IlgcsaTF3VahJyJxkknTRCgPU0K55wTjyyOvoeS6bHIfuDSehRXBojwmOaJ8kjhhdEc8pPxLcFcSSLEQeoJMK1VuJNOdX3KXJ9dlM837t5Zg0uQQB+mlKesSyTqR0oWE61+6yq9JiSEzypQLyaL0Xvke90DhZ6BZ3msswaQPUpz3AoFvf3XBFHIJ5NHOHNQO91UiJBXtPBQuSfacrLM4RiVt4TCVp84yoj6SYLIjuvLE0t+KIGeOqaQfl2w6v33ePt+Z0g/PO0bXcwFl/tP13bY9XaBsFgMoA3j55CdPFH7wn0eZnlJVVdWHphIxujhCmw7aPFy+LJLPFr3PCWYKQOWemrZFTE3LS1zcZRR5eYAKDWjag8iP4DBBovRd+T0gK+kFbkGCfap+jMZWdCZUCmweJSSPgbjFX0oxKRF03pdxJJOBErw/NogijazIlpZeF+WcqAuqJcmcJMYxIT4tqYd9RhHoviyvCkgDn22kEWAKpgBslwFOiLilxYUsUakqk8B0DEdnvCbkeawGbkGCXcroYoMPg7va8EGQgQk2NjTbOEZdwIXO0ZHvWm0P07lnAj9jTeMwXh7D0STQkYznAcvRVfxSqXJMZepXpzA02mVKqaA7dKUHFpewLm7wbE4dJEIcS/G04S6I25Hm4ZnqC3CrNOWBKf1pXkSnN+gGT0a7hEQUuXh0dRLwuE+Ca6K9uAAQHVlxDT45eW5Z2XbWyyS4VaqoqOhP+0K0PJp8w9O68agB0y0vfGfro6hzO6A8ebCFyQpv2sHSxJS2RhlJlYcOBm6Vnnrqqf4lS5akdhG6MRo808Om97m5gpRv30LsOikpIU8YfGDSBcl00balLbYNk60wDkUJxdOhtra2v/TBBx/gqQ8MCxAbKcEfGjdLuMwml92lqQ9k0pDpCQg6kvnoYLra3q7np76J9nhmIPm8cjoGG7j77rt7S6pTn1dVVb178uRJr/QBNrCxcEspEMqFNy7XRBpKM9fpbLxAfBPtyXsrkjQDp8CtwaOiCRMm9KVFMBcjHycZJ1jS1OdRcYiEEJuMqOCWuP7zkwm0Y3uf8nO6IOg8AE7h9yDB5s6d29PR0RE8wzTNMB9S6Jab0JDuLSGkGfcK0aWl1IHMOGQnTCqJdNHjWQOcwu9Bgk2dOvVQWhdyJRdJMcxoniA3tHWcD4IppN61PcC0tJsyOdJZZtQu27c/eZKMODVIsJEjRx5SnfnicspZDl3ACySkBTnQSQksv883KLrKHtwNKm6X7QoTubIoVQgugVN4PUgw5NJUN9uj1u9MMx2aYFL403QODOWQR4f1SL5GhQ84yWQeNDLOcunle/04iaUrOZOGARZcAqfw+ro/WEN9w6stJ1sKQTCAJ1OJyv8V+pohwRMekymEe3+AXKQGyPwRceCTIapWUVR7lFGHSBaKbOASvb5OsKVNS7tbNrf8OnHrAUE3neYxki1cikJxmOx4PEDGRveSsaccpmcTtdzKaCRqPwTJwCV6fZ1gpVLpsGr84uVA1T5C+38XJYGcaSPADZ0Az+YMApFvli7XGSegJLKJTLokfLKmkCt4naQEy/RFcIn+vk4w1Japr69/NYS5ImRlV6mPFSE4Q5cuNK7CGQc/FJfpy02hgIS4TY90NYoCD3eTQTC+AIeoThFwg0++uvG9oexhISu7FoFUJidH7rgoySDrNMrCCJTJET/SEwOIy+BI4B7CcZPRJBFluT7fFQgc4n/fQLCGhoZu1fCly4FqRsal5y4CcVxBLuRk1qANCE8ZqoOu6oaNU2VUkSqZcC/uecrc+tQvOTE42Vy8McAdcIi/dwPBUKlUibiuJFLMJiiUh08B5Uo0AFmy41KG8lhPW5gKVBE8Bn/wNydXiHgEDnCHV7sFhoStKRG3y5dgpqKb5FFAMOXVL0eiAToDq4Rtrtk4Uslr2nr0yn5iSTZFI/l6r4A78r0hBLvvvvs6x48ffxZV5H0uohPDuBlZB5FAEqAIO0QfYICpcJcPKIW4TPfONxK+0UFxO1JAV/FNEtnmWuAMuCPfH0KwmTNnXlHr6I7W1tY1sa1qILfrumRzrsGgRVtKTUWo6L54qZY40AG3THcF4L0QXqlxOUVMcJn04Ay4I9/XRnYvWrRo25YtW37lczZpshNJv3fbbNAhTR5JYQog4VKZu2LbQreDDOXurItH0C2BPJcIN7lYSsovwBnd/7QEq6mpOasUtv0uuph0mtPtmgiuDy/tszMX6GxVcmlzcZak5yODkUPppTwKXAdTPhEXgCvgjO5/xtwU69ev/60twaJyT8i/feP1uLtLlnBJtgf4en/IJHshYPLmle7iHD4nAOCK6X9GglVXVx+ZPXv2nw8cOPAd1wtSJ3kspAkuEsk3+MMHtvGULlkcgahMjrrMQUmhS6FA0GXx5te2GRdwBFwx/T8yu86GDRvW2RKM+4VHiWQJW3Jxl51QuTJM0C33HHHFP02QtRo5uHMldDIo/thhp6EScPLKTRnB9prgSNT/Iwk2efLkv9pIMdkZHcmkBEgyQ9PUw4hciMwGdAW4ZN1r2uKbioASSEUwLaM8VI8Ufyp3GAq6ZZM8iF0BboAjUZ+JTUD30ksvrbv11ludl0kCvxEZkuVKkrQSiwC6SrI6gEScSJA0/NCbQFIPjocgIL5DSxIFhhBRYQuT3ydJRnawkFJbt2y6pOcixEkvIJZgpVIJUqxTSbEG6ysPG9rRrHUnwMUYqasky6Gr5Ebgu2Jabqgd1Mfm35cg6cdrOfLEcllk2PbxWAEn4qQXYJWjVTH150pUf8/WLqZzP+YBsGkgyqszDtL0II9rdEc0EnzpkR64sniXTlqZEqVIT4s0SWYL2L3ACZvPWhFMMfW95cuXt7W2tjbbdkJ2WK79vlHTOgkjlXKXuEKAD6zJl8q2PR6CBsgyxqQmYMnEEokfqbuRqzjaAvE4+YuQtBhcACdsPmudZXr9+vVrlRR70pRu0wZRoVS64yDTZ3UPmWdJdJFeSYkvQe1Ax4JuxQmLjQM/Tnpn2j+9XqUJhi9bXPJzT5Q8SIa0mOCC7eetCTZ8+PCPVq5c+dNly5btjf+0Ga75vCR0Bsmky27IgcLySBl75FIoEx4D0MFARr6MUn94v2yy7WQBcABcsP28U6WPpqaml5Ry97JS+B9171o8bIjCI3UIXHqZKl6E9LA1gZZHAk9kp5Oq3OjKQ9p0KMJBP8YeHFi6dKn1d5wINjAwcPXYsWMr1FL5bXXD33DuYQz4UhBllyEpZtr12bSRth5DKQC4NJL2Jhevi7yhJux/r1u3boW6r6su33MuhlVdXf2Ptra2n6ilcrf68xbX75vAdSEy0ka5l+iiaqSREuDGSy75QptNKAWAzozBwe8r5VqNIXEVY46xd/2iV7U1JSL/0NHRMUstlT/2+b4JusAKGrS44xraiUkjKcUdAnGDHwJ8o6HbSdO96Yoo5FlfOwpqafwvjLnPd73rRe7YsaO5rq5uhtpV3u/bhglyZyeXurglRVfr28dS7QPpEaoDXypDZHJME2rX+B7G2vf73gQbMWLEx/v27Xu8trb2b4oQX/NtJwq2u0NdjlUgK1LJ6wFRifaKEq0eB9XP/8UYY6x920hU8XbSpEnH1dqs1LFle5K0I8F3gDp9RUowXZboPCvkJiF0Ft4itsDYYoyTtJGIYADWZrWznNba2vqLpG2ZqlkQbIrJ5wGZZywO0mzBA3cxMfL22gWam5v/w1fv4khMMGDz5s2/VIrgGKX0P+bzfVMdIcCmyCne1xXQSgM2g29DDp3ZoihQY/kixrSlpSVxW0EIBvuYmnlPq5+xSrzX2X7P5Mlg8pfihOJLItfBgJCFS3X99c20owMvpJWmO5ItlFJ/+Lnnnnva1d5lQhCCAUh4ceTIke+rwX/91KlTk+K/ccN3h9QqIpCJgkdOS6Wemya4SUP68Ycgmo+3hgmUhqB/Yvr5aG0wfvz4dzCGw4cPD7Y+ByMYgDOqPXv2NCxcuPAv6sGNs/mOzO2u2+JzH39AJnWTn5XeC0DRtv8EKQ3pyChrRV9JrtO7d+9ucDlntEFQggFKgv1ddfRhG5JJZddEAmmukLYm3ezXETVh3qvrrzlpQ4TUyXqTWeMauR7G2IVuOzjBAFeS8TSOEtKJj7IB8sHlxkqO0Al1dUXXk4ImGa/+m6W0TZNcQCoEA4hkCxYs6LTRyeIMkwQ+APRbVwbG5RpRkDGfsnyyDj46H+XoyBLQubAspkUuIDWCAei4UsgfnD59+isuu0uOuHpHfPZLJFXqpX5E5JKH6zp/+yROj1kAu8VrCn1QnUsiVYIBuAG15X1w1apVL/jayYCoRGu8gi2d54XYMUoPD0JU5kHfg/QsDauwc8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</Swatch> 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5g80YViAYudXV1XU6w/fv334VPT58Q6Bh8AeswVmdrwrAHwLpnykILj2QsFbUiLefofYa4HlkS0dOnLDtWaoenSC8rv4fe2LQKJg5waWBg4Hv4folgJ0+e/Pjo6Ogt+K5X0ujh0coLCshMjG09kAT4kyVpUq4emiykNFIeSWYZebV+BsinziQdA09KPJdQUYVdE9jSZ3XZzY7xB5fAqdmzZ//9EsHGx8e72mjzTx3rpYdHL98WryjSRGOw6aFWpJCMzQJSJ4FlqAVEVdBlWTqjJ7X5Gv6MPbc1Omhi6VRR8p11wSZLsangVCDYyCWCDQ8Pd8kvVifEGs/bAIrLi5GsDHgk08OO1fDsK9XQz2OVx2C/ouUi0yTPen5OvWlNQKoMcCrgQ4KNjIzcknKR1SA6pwK7XlgP4nMFjSCZgKWI59rhLWC8e3gdbE2A8oLNQoDnx/TarOykJ7VAOCVK/iLvxKzG4uFBHpAVfq0QSycKytQXmGTa/sZSSFvR5VqBbOfCyeGypEctDnapD6cgtyJtY/fhmL1mK/kTuMSp9tDB02L7NloNyy4b6622pvsADw+eBbxWaEkmvtPUTD9s8NTPo4+n2K6sl0yrIUIucW8BQi49C7bIU0FyXcorduLEiWnt06ZNmx/+n+KdKEZUhpUX1MoME3vrtQW8TEinWCmUmGhZDnl2NzHJtFQBYhsgZOlb1vrSmJtJ/tdBCFUh1wSm/O1vf5vfHio5L/UKS1JJR0mH8JK2mCunnrMey14kdeK6x/QbGUotHVOuYQmUov94wyLDc+Rb0s7apqZKALfax8bG5mWdqH1l3Jgs4YQ0AB5ecmx5RMN1bAEvE1aItbd5u7WpqGVm0Zlx2DYoUiSWlE9gkSsr+oSJJc9QJeu9BXALSv68PBdl7ZihCajjxOoNLWWZOEJ0a5bo7VckYP+rduJbZXnZh/T9uF4WLGIBVSfXBOa1hwrPjZ3BCruAJYGl6PPiWg0eUstonCwlW0snvdmoHtp4vyKuqwW9JM8K//G29hPoGS7rV7qOVcmflgpwCxKsw/pRz8a0LuINB1ZncDnc4bUmnePIUYEVxaGljZZqqeBzPUmCTw68jPl2pbwsCaevY1RcknW0hwpGJRhgOYQFltLL0QXsdxRSWotxi0LreLKFTaxsK0aNETNlWCTTnWslmRN4OlqWlLOO6YzWVSMZuNUeKnWddwIqbO2UwQ5xjmgV8BvJYS9sOtD3yQuRXhK/JvAC9jyyId6N1xjoPbN1ZKz+36u7dT+JtpD6WaTS9+f1BrofUBeJv6tocOJ1GCJvzDpLE40fmLMxW7awWDBhGdB2Om3E9dxC3hCatT+k1qksb4BnvAWsfQW0jmg52GP1qapuFtrhxlxZpi1HsdavgHovWmDdy5p98RDtObilHIa1MDbLvmXlV7XsV3qNqdRTP1cM2rBbYSPrJGrebc1yMjdS8dQSJCsAkKHP1zFvlu7D5gwd1StI1bus+mTByrFWVXIBpewXaZEM8JzJZYEJoKVGEV9nSip2T2JKfbxwbEvvypM8mYnNk5gqkwsobUtlPexYb22Zki1llXmKl8CKwLAs+1mwIkXyIGsoZttjKxBLUOqm8AJL39ALYYFaG8ny2Vl+0RRoIrLiH9sriJ3n4r/kcGuWonqGKNdrxNaDtgqxBKUTTMjF5oOUqXwtDRfzCkhGoNi1fC4jZv8TiMTTPkQmk1zruaC01d7auqbViCUolWA6RhzQ0ax6ab+su8wr1XQyFI9k3kzSIpZIXW+7F2u41bk6uHxZ+Cv1xZ+V3optXTzR4KxGrTQsMtrDg74Le0XZBctQZQXc8VusO6eW4dMK5rNmkmLmACwXEuffyBrStWnBMoFwhImYPnSMva67kC4ruKDKALcgwT5oSzC2FoXXKSzR5G0tO+GuNZNkG5pe+sXgoauI9ODz9bDIdbKCFxlF4uzrPXvPgQ/aQ2OfCDrKZ8ooTRsCdcg0nxNbtVTmIlI2uAI6NVVsEYdMFMrI2aUXlHgRwYwUl5RVbw4AaOasE9yCBDtTZqGc5yEW6qJjzQHRWbKy4njlaWiCxMjFxNdrB/i5agHPML3EyRIipC31qeXzJKvsTeIL4Ex7qMyJetzciiPTYJLxd21PKuMNTCGX/g6kSLE8uV511K8XnSK/F3l2lL9kyRJkTJo81gwpBm5Bgh0vs1A2XFpSzPMLamh7Uq0NZJErprRLBIg8h9RBQ87Jk8ROSBuTTLXaCoVcUqcmpeY83t7Z2Xm8XqWnrCm01ijyb3lI5t2Doz20KcVyTOvvWUZbjmLV0EO+IGZMBcogAhudY5kY6wVwq/2mm246XnbBIsXw99xzz0V3wdUhLpapASSzkvzKdbEohFjSu6xr+RyUEzPach41AXsCLELVo6M9F1qZumQqQpsfb//kJz8JWXqhLbI2sgik8ax4MYYerjyDqKXfoOOykvd6q3S4nikTES7DG+Z1cGYsv1mjIM8g7dTAofLCpz/96aPtc+fOPbd8+fK3QuO46QNqgW5kL0IzJW5L5zCVc0R51siSThb4nh4hU65vFmTCIbCifVOkGBuji+iD4BS4Ja6iP7ZF8lPUAh3KYynZljVbl6Hj/VNCcbzAQv4tdm0RgpYFHZWinzlFClnSN2uotwzRBWPPwKkPfZErVqx4PdxwXeqVVuU9yGyMSeatA0ypvI71slIbZNXT0veyzs+a9ZUJq5MBHeDodTirDvolsxbkWPeF3sumjryxdeAUPi8RrLe39/DQ0FDyxSw+s6AXXlgGTyDW6fI7d76nzFoGXP07/+b5Evm3ZvkDLduabpvUmbVWJTwpxpEwQi5ZgZ9yPwE4hc9LBJs1axb+Od9GWQ5jFbbeLoY3pdfpOQV5Y9O12SBrONN6laXreSYKkV6NXFhhrTdggtSaZy3mo5VslvpFzBkhfH6CUx8SDLk0u7u7Xx8dHe2KX/chOHeV9cZzA+igQ21msLJUc1nSsJokniKrkRIB4f0mLpuqRZHyrBBgJZyXxckx/s52Mf1MTOpagg3AJXAK3yfjwXp6el5OJVgqrLcN8FZZM1Id5JYia5XhIeZpqCWaokx4945Z6VnipQyhWSpPnhkouCTfJwm2atWqfYODg9/NvLrt8pwUuqIxpVn7GPWGDHJ+lntJ3y9F19LlaB1MpJWgiqt2dP2l7jrPGurNHhDPY8H7f8bu6ZlsPIBL8n2SYB0dHb8LhbwXCrwhdjH73gRePquYnxHIcg7LuRZJdPmeSUIr/RZ5dZK5Zufd0sNczJ2m968U8OzaegZLp0rJ05EQgv4euCT/TxIMe8uEi19OMVfo2aCVntLSpfi3VD1IQy/jt8qOlcHEtBK5MZopuayQcA9euoQUlG3rA4dknyLgspj8zZs3P59CMCGI9zBe8hAmWxYR9HUiabwZqj6eFZYTi7eqypDIecZi4EmPPIt1bawcIWjsnJSZJDjE/19GsGXLlu0LNzgTGthM6cSw/G/WukIv16hVFsNLaWRlEtQSSDL46EzNLL24XpaVPFbfeoNngzFDMo8E7GvUsPTV2AJiD1nh2+AOOMTHLiMYdioNFRzOa9VHxbOURQ96ub7Akkix6E7Wl3Rd9CSCj/OqbLlvVfb90cmUs4zEOgujlQadEZsVeipObAgGd3i3W+CKZWtbtmz577wE40pJ51q5wCzre8qiBo78tFYDyXHr4fU2OAw9w5VPvbeSPFsjwe41IUrWbFm70XiY9GaSDM8SkApwRx+7gmDTp0/fG270drjJnEJ3aUt3FGetlgY8sa0lDsBDnRxLGV40tFRr1rpEIZkVfh6ri97SJnYut0OsTbLSRIEz4I4+fgXBli9f/o/+/v6fDA4Oft8tLQK2sVhZBFPCirVyunbt2itENqSM6GSymFVnbc7S/ywvgXxKZ+I+9crnnwpv3wGLDOxG41Tyns/VKs8ipZTpkRWcAXf0cXNld+jQZwPBtrYl+CYZ4s8CtDM7j36W5d5hcol7Q7wGsY25UhpZjmvlOY8v0rOOFxlu9VDJQ571DNYwyc+h6yj1jHlU2F3m4Dw4Y/1gEmz+/PlvBzbuTtXFPGLFdAZ9vf7dMqhqu5XeahCfklIS0Hn6s5Rkr36iPKdIMGmLWPIXIE+0q5BMnkenDZVzrOfRAYgasf0tAXmZYyoCuALOWL+5uSkee+yxH95+++25lH0ZqgQxY6vA8iXyeaJw64gGbYLg65lk/Can7FXk1T0VuM7ayIpXsEt9AB3L70k5lmSANTpoZ7al7DMkiZ430UJ5+A11jEldcMX7zSXYbbfddiQwc394a3vcktv++XA8VEnluKKxaxksrQArVMZ6i7VLKLbA1WrslBlUlsLM5VhDM78MQjgsirE62Mo8pEnm3YcNr2yysJ7bUiUEKflfwRFwxfs9ml0nMHdo6dKlUYJJx4LlWYtPPWlgkUpgSa3Y8Os1si4L8IgWc9inIGUhrkgaqUcsqJGHJ00yb9KEe1vZFLMWyQhEemXNnsGRWDlRgi1ZsmQ0RYoBEPP6bdBSIctiH9vRIqZ7eLDWM6bkhJC6FzFLaNOCNpJ695LYOisZDKCHTiaZzsUm31nZ92ai3jOw9PLqD26AI7GyMvODPfXUU0OLFy/OJJiltFoPo6WUzsfF7h5A8vDHptoCq+Fim7uLbuKt2yxKMoA7VJtDPFjDq3zX2SEBCToArJcP16L9pH05jEcklAXt8/WWumVJLyCTYIsWLYIU2xukmNtTnvNbp560hj4MrVwOwHodkCLWPcs0W+UBrWR7Q5N2jOcxU8QU8tR6A/LcVupNLl/q5r1MrPBr36aYelgCsglIcqXpvgUnsqQXkJThMEixLUGKfaktYhfzSOZ1jDe262l+zDCbIhWsYVJn8dFhwvoNLuKX9BTyLD1UoA2gUmcrk7UeLvV1/AxsJ5S+YSEgu+fKcSdtwnlwItoAE0giWJBifxocHHwm/D0cOy/FIarPZWhy5XHzxPxsnHZAwI5ur061JixOJVnMyyCwhk/AIpkVR8b5wryXnqU9ztdrLgTgAjhhFqKQnKP1kUceGQjD2dfOJqTbLNIZWZIrZuoQqRNLTSDQJKvVwZsFi2T63hY8QypLJUCCClgf0+WzN4LPZ3ee9o6IJBT1gNSXd8GF1OdPJtj06dNP7dy5c+Pq1aufzz47P/Jkp9b2LxnS8GfpIVrMa5LpMj0pURRCMt2p1r10XSzIrNMbMi27Fy/asHRlAXtH2FQhAAfAhdRnz5Vles2aNT8Pyt1LQeG/J891WeBpdV6bE8BvnhegxzYx7ghtWxNS17r2UEOrD5yHX+6XR6LJMS9wkt1kVnt4LiJejsj6GIC+BwcuXLgQe9TLkItgoeCLY2NjD9xxxx1fCBW4Ps+1McQ2trKgZ5t6+m4tm9dSzBu29P96OKp1KPWGTKsOKS8bSzOdl1/rWpZHhP26MnpoB/fE8Pw/P/rRjx7o7Oy8mPakHyJ3nvxwg/EgJjeEofK58O81ea/3oKVXilNcnyNhxlpB9pRoQDuwrSFTht2yclPwjJsDMyXcHBCJaynaKdKMzUB6WNbnyP2EXCK56Hkvos/R93mftdBGDPfee+/PgrjsDZ3zzSLXM1KHROu8rP2wpcHk01u0YM30WPqJ2ylryVYecPkx4mrC6XoKWNdi0wRH+nr3kRnj/Pnz21588cUrZs+hr/8LfZ73GYHCO33s2bPn4XDTrtDgNxctQ8DDI8+WsoYjvTgW12gFNxaaI+Bhi/UyQIaeemXX8YjmLWwRWNKOof2wTBi+F98DyU50zo9Arj+hr4s+X2GCzZgx4/T27dvXLVu27GCoyCeKlmPBs3Mx6aycEZ4fMPWe2jrOnVjv5CfWy1Qrob06c/vyywRThXph/xd9jL4uWoea9ipauHDhH8LYfH/Qx35aSzkeLGd51rAIWLauFOVcz/QavV6yyAxarwJPxYR0mpw1ih2MV2Shb9HHuQsn1LwZFsbmwcHBW8Pfd4qWwcOaQHcmEyu2tD82S0vdlqXeRNKQDk3NuQbwQhdriOTFMAK0C+ulAvY/yu+hP6YN1QEAAAVMSURBVP+zqN7FKGW3taGhof7wNswJ7F+b91ohBNttNKxhKstkwDqVPt5oAgksCcVRI3l2wAW89Q4S9gNo0wU/u6gAWpcNfbkLfTowkGywd1EKwWAfCwri+g0bNswNJFua93qtZHtI1UliPtFmkEtLqFiqcW2Li0X9er+J20w7u+Uaa19MItfvduzYsT7MKHPZuzyUtl8kEl688MILX+7r63slkGxh3uu9oY3FeWpclb62WRJL4K20Arh+tZhsLP2ULfhCai0pJVxqglxvog+nT58+mbykVpS6ISl8VE8//fTdXV1dB0KFb8p7vUcEPp6XLM0mFxTprCV8RZR7gGfUrEZ4EpLXqXKQ58SLeAx9l8fPmILSt1ResGDBXw4fPryyKMmuRmTF5wNZ1notyb1FMZb/UU9udKw9yIU+Q9/lfLRM1GVT+I9I9k/opf88HKa4gAA5j5fwMXRKUjZa62hcbTusJ7mAuhAMEJI9+OCDe4voZFcTrPAgIGVo1NLKgrVzr9bJrGVw0LkwLNaLXEDdCAag4kFpvDMo/r8qMru8GqAnLymJXYA8pAK8GDkvKhezxQmFvlSdS6OuBAPwAGHae+eGDRt2FrGTXQ3QAYesiGt7VdaaUL7GC8xEWZIRyPoddi6YIsqcLXqoO8EAmDBGR0fvGxwcfLsWi38rw7LNZfk3dXYiLyUoH+NcEnyOABZ6GFHLsnNloSEEA2CMDR+PdnZ2vrZ+/fpny3aQtwo00WR2yMZPJlbW6nDLT2tZ7eG4hm8R7p8yLPSpaBjBBHjAQ4cOHd24cePzZYT6tCo4LElQJOWVXmpnLbFDyA2iImp1XBdBwwkG4EH37NnTFcj240Cyb7SVGBnbSmDp5aVGSCkjQq6LCBZEPFctITe1oCkEA/DAIyMj3woPPxyGzB1lxvi3ClLJZelaWTNFxNAjzLmMiIha0DSCCdAAr7766iubNm16puzVSlVHquSyFPuMIfGliQUauWPoy0bTCQagIcIss2/37t1fDdJs+9mExb2tDm+pnmfdtwyuejUVFsVi3SKWluVd/VMvVIJgwMQsc9f4+Pivn3zyyaEwnX6gLWeO2FaFDgCMSSzAGBLPYzk/VlzD7phn3WK9URmCCdBAYRq9KbyFOx566KHHY1l9WhlCHAn4s3b/tRzaWtdClhskIknNFdFoVI5gAjRYmAT8+xtvvNEdiDaQkgSv1cDWfQ2dw9Ug1n7k50pJodRMVJZgAuQnC0T74pEjR7r7+/uvKqLpJWRWeDfAazFbhViCyhNMgAYF0Q4ePLhk69atj4ZGX912Feho3gpzhfNIFY5szrGEu1VEyxBMgAYORLvv6NGjc3bt2nV/eJu/fbaGbW+qjCDd3sYOGtjkwMtDX3W0HMEEaPAwGRhYsWLFD06dOtX7xBNPrA9DSu/ZhK0Iq4xAqjPYtWzz5s07Z8yYMWxtz9JKaFmCCSY64KW+vr6X3nnnnWsPHTq0KpBtXSDbXWcztoeuCgKp3sNOsdjME/st6i3xWhktTzAGOiYQ7Rf4C0Pox86cObN03759q/bv33/X6OjoLW3V0dnOd3d3v97T0/MyNlDHHte8DfHVhKuKYIyJDvttV1fXb8NI+r2TJ09+fHx8vGt4eLgr6HAg2+eCYr0gfE6pc1UuBCn7Vvj8YxjOX+/t7T08a9asw7Nnz/57ne9bCVy1BNNAh4a/kUC4ETl24sSJae+///78Y8eOzRsbG5sXDs07cODA3PDZEYZYfF6X4LZ6NwxxH4Qh7kT4fmblypX4PN7Z2Xl85syZx8+dO3c0EOxcvZ6r6vh/PV4ac3Dh7+IAAAAASUVORK5CYII=</Swatch> </swatchLibrary> </Fixture>