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Pearl River XRLED 1600-W BWS (PR-8193) (Pearl River_XRLED 1600-W BWS (PR-8193).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="XRLED 1600-W BWS (PR-8193)" ShortName="XL1600WBWS" Company="Pearl River" Version="3"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>a91df3e9-1a38-45fe-b973-ff417296f01f</Thumbnail> <History Date="24-12-25" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="24-12-25" Author="Nic Morris" Comment="Created from Pearl River XRLED 1600-W BWSF (PR-8194)" Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="98a10bcf-8fc1-474c-b042-af689c5b8570" /> <Control> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~255" /> <Function ID="3" Name="Pulse" Display="'Pulse %.1f%%',0.0~100.0" Dmx="1~127" /> </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> <Attribute ID="CMY_Macro" Name="CMY Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="2700K" Display="'2700K'" Dmx="8~9" Colour="0,0,0" /> <Function ID="3" Name="3000K" Display="'3000K'" Dmx="10~11" Colour="0,0,0" /> <Function ID="4" Name="3500K" Display="'3500K'" Dmx="12~13" Colour="0,0,0" /> <Function ID="5" Name="4000K" Display="'4000K'" Dmx="14~15" Colour="0,0,0" /> <Function ID="6" Name="4500K" Display="'4500K'" Dmx="16~17" Colour="0,0,0" /> <Function ID="7" Name="5000K" Display="'5000K'" Dmx="18~19" Colour="0,0,0" /> <Function ID="8" Name="5700K" Display="'5700K'" Dmx="20~21" Colour="0,0,0" /> <Function ID="9" Name="Macro 1" Display="'Macro 1'" Dmx="22~23" Colour="0,0,0" /> <Function ID="10" Name="Macro 2" Display="'Macro 2'" Dmx="24~25" Colour="0,0,0" /> <Function ID="11" Name="Macro 3" Display="'Macro 3'" Dmx="26~27" Colour="0,0,0" /> <Function ID="12" Name="Macro 4" Display="'Macro 4'" Dmx="28~29" Colour="0,0,0" /> <Function ID="13" Name="Macro 5" Display="'Macro 5'" Dmx="30~31" Colour="0,0,0" /> <Function ID="14" Name="Macro 6" Display="'Macro 6'" Dmx="32~33" Colour="0,0,0" /> <Function ID="15" Name="Macro 7" Display="'Macro 7'" Dmx="34~35" Colour="0,0,0" /> <Function ID="16" Name="Macro 8" Display="'Macro 8'" Dmx="36~37" Colour="0,0,0" /> <Function ID="17" Name="Macro 9" Display="'Macro 9'" Dmx="38~39" Colour="0,0,0" /> <Function ID="18" Name="Macro 10" Display="'Macro 10'" Dmx="40~41" Colour="0,0,0" /> <Function ID="19" Name="Macro 11" Display="'Macro 11'" Dmx="42~43" Colour="0,0,0" /> <Function ID="20" Name="Macro 12" Display="'Macro 12'" Dmx="44~45" Colour="0,0,0" /> <Function ID="21" Name="Macro 13" Display="'Macro 13'" Dmx="46~47" Colour="0,0,0" /> <Function ID="22" Name="Macro 14" Display="'Macro 14'" Dmx="48~49" Colour="0,0,0" /> <Function ID="23" Name="Macro 15" Display="'Macro 15'" Dmx="50~51" Colour="0,0,0" /> <Function ID="24" Name="Macro 16" Display="'Macro 16'" Dmx="52~53" Colour="0,0,0" /> <Function ID="25" Name="Macro 17" Display="'Macro 17'" Dmx="54~55" Colour="0,0,0" /> <Function ID="26" Name="Macro 18" Display="'Macro 18'" Dmx="56~57" Colour="0,0,0" /> <Function ID="27" Name="Macro 19" Display="'Macro 19'" Dmx="58~59" Colour="0,0,0" /> <Function ID="28" Name="Macro 20" Display="'Macro 20'" Dmx="60~61" Colour="0,0,0" /> <Function ID="29" Name="Macro 21" Display="'Macro 21'" Dmx="62~63" Colour="0,0,0" /> <Function ID="30" Name="Macro 22" Display="'Macro 22'" Dmx="64~65" Colour="0,0,0" /> <Function ID="31" Name="Macro 23" Display="'Macro 23'" Dmx="66~67" Colour="0,0,0" /> <Function ID="32" Name="L4 (Medium Bastard Amber)" Display="'L4 (Medium Bastard Amber)'" Dmx="68~69" Colour="255,100,0" /> <Function ID="33" Name="L10 (Medium Yellow)" Display="'L10 (Medium Yellow)'" Dmx="70~71" Colour="255,255,0" /> <Function ID="34" Name="L19 (Fire)" Display="'L19 (Fire)'" Dmx="72~73" Colour="255,0,0" /> <Function ID="35" Name="L26 (Bright Red)" Display="'L26 (Bright Red)'" Dmx="74~75" Colour="255,0,0" /> <Function ID="36" Name="L58 (Lavender)" Display="'L58 (Lavender)'" Dmx="76~77" Colour="255,128,255" /> <Function ID="37" Name="L68 (Sky Blue)" Display="'L68 (Sky Blue)'" Dmx="78~79" Colour="0,0,255" /> <Function ID="38" Name="L71 (Tokyo Blue)" Display="'L71 (Tokyo Blue)'" Dmx="80~81" Colour="0,0,255" /> <Function ID="39" Name="L79 (Just Blue)" Display="'L79 (Just Blue)'" Dmx="82~83" Colour="0,0,255" /> <Function ID="40" Name="L88 (Lime Green)" Display="'L88 (Lime Green)'" Dmx="84~85" Colour="0,255,0" /> <Function ID="41" Name="L90 (Dark Yellow Green)" Display="'L90 (Dark Yellow Green)'" Dmx="86~87" Colour="180,180,0" /> <Function ID="42" Name="L100 (Spring Yellow)" Display="'L100 (Spring Yellow)'" Dmx="88~89" Colour="255,255,0" /> <Function ID="43" Name="L101 (Yellow)" Display="'L101 (Yellow)'" Dmx="90~91" Colour="255,255,0" /> <Function ID="44" Name="L102 (Light Amber)" Display="'L102 (Light Amber)'" Dmx="92~93" Colour="255,100,0" /> <Function ID="45" Name="L103 (Straw)" Display="'L103 (Straw)'" Dmx="94~95" Colour="255,250,230" /> <Function ID="46" Name="L104 (Deep Amber)" Display="'L104 (Deep Amber)'" Dmx="96~97" Colour="255,100,0" /> <Function ID="47" Name="L105 (Orange)" Display="'L105 (Orange)'" Dmx="98~99" Colour="255,128,0" /> <Function ID="48" Name="L106 (Primary Red)" Display="'L106 (Primary Red)'" Dmx="100~101" Colour="255,0,0" /> <Function ID="49" Name="L111 (Dark Pink)" Display="'L111 (Dark Pink)'" Dmx="102~103" Colour="255,150,150" /> <Function ID="50" Name="L115 (Peacock Blue)" Display="'L115 (Peacock Blue)'" Dmx="104~105" Colour="0,255,200" /> <Function ID="51" Name="L116 (Medium Blue Green)" Display="'L116 (Medium Blue Green)'" Dmx="106~107" Colour="0,255,200" /> <Function ID="52" Name="L117 (Steel Blue)" Display="'L117 (Steel Blue)'" Dmx="108~109" Colour="220,240,255" /> <Function ID="53" Name="L118 (Light Blue)" Display="'L118 (Light Blue)'" Dmx="110~111" Colour="0,128,255" /> <Function ID="54" Name="L119 (Dark Blue)" Display="'L119 (Dark Blue)'" Dmx="112~113" Colour="0,0,180" /> <Function ID="55" Name="L120 (Deep Blue)" Display="'L120 (Deep Blue)'" Dmx="114~115" Colour="0,0,180" /> <Function ID="56" Name="L121 (LEE Green)" Display="'L121 (LEE Green)'" Dmx="116~117" Colour="0,255,0" /> <Function ID="57" Name="L128 (Bright Pink)" Display="'L128 (Bright Pink)'" Dmx="118~119" Colour="255,150,150" /> <Function ID="58" Name="L131 (Marine Blue)" Display="'L131 (Marine Blue)'" Dmx="120~121" Colour="0,0,255" /> <Function ID="59" Name="L132 (Medium Blue)" Display="'L132 (Medium Blue)'" Dmx="122~123" Colour="0,0,255" /> <Function ID="60" Name="L134 (Golden Amber)" Display="'L134 (Golden Amber)'" Dmx="124~125" Colour="255,100,0" /> <Function ID="61" Name="L135 (Deep Golden Amber)" Display="'L135 (Deep Golden Amber)'" Dmx="126~127" Colour="255,100,0" /> <Function ID="62" Name="L136 (Pale Lavender)" Display="'L136 (Pale Lavender)'" Dmx="128~129" Colour="255,128,255" /> <Function ID="63" Name="L137 (Special Lavender)" Display="'L137 (Special Lavender)'" Dmx="130~131" Colour="255,128,255" /> <Function ID="64" Name="L138 (Pale Green)" Display="'L138 (Pale Green)'" Dmx="132~133" Colour="0,255,0" /> <Function ID="65" Name="L139 (Primary Green)" Display="'L139 (Primary Green)'" Dmx="134~135" Colour="0,255,0" /> <Function ID="66" Name="L141 (Bright Blue)" Display="'L141 (Bright Blue)'" Dmx="136~137" Colour="0,0,255" /> <Function ID="67" Name="L147 (Apricot)" Display="'L147 (Apricot)'" Dmx="138~139" Colour="255,128,0" /> <Function ID="68" Name="L148 (Bright Rose)" Display="'L148 (Bright Rose)'" Dmx="140~141" Colour="255,0,127" /> <Function ID="69" Name="L152 (Pale Gold)" Display="'L152 (Pale Gold)'" Dmx="142~143" Colour="255,128,0" /> <Function ID="70" Name="L154 (Pale Rose)" Display="'L154 (Pale Rose)'" Dmx="144~145" Colour="255,0,127" /> <Function ID="71" Name="L157 (Pink)" Display="'L157 (Pink)'" Dmx="146~147" Colour="255,150,150" /> <Function ID="72" Name="L158 (Deep Orange)" Display="'L158 (Deep Orange)'" Dmx="148~149" Colour="255,128,0" /> <Function ID="73" Name="L162 (Bastard Amber)" Display="'L162 (Bastard Amber)'" Dmx="150~151" Colour="255,100,0" /> <Function ID="74" Name="L164 (Flame Red)" Display="'L164 (Flame Red)'" Dmx="152~153" Colour="255,0,0" /> <Function ID="75" Name="L165 (Daylight Blue)" Display="'L165 (Daylight Blue)'" Dmx="154~155" Colour="0,0,255" /> <Function ID="76" Name="L169 (Lilac Tint)" Display="'L169 (Lilac Tint)'" Dmx="156~157" Colour="180,0,255" /> <Function ID="77" Name="L170 (Deep Lavender)" Display="'L170 (Deep Lavender)'" Dmx="158~159" Colour="180,0,255" /> <Function ID="78" Name="L172 (Lagoon Blue)" Display="'L172 (Lagoon Blue)'" Dmx="160~161" Colour="0,0,255" /> <Function ID="79" Name="L179 (Chrome Orange)" Display="'L179 (Chrome Orange)'" Dmx="162~163" Colour="255,128,0" /> <Function ID="80" Name="L180 (Dark Lavender)" Display="'L180 (Dark Lavender)'" Dmx="164~165" Colour="255,128,255" /> <Function ID="81" Name="L181 (Congo Blue)" Display="'L181 (Congo Blue)'" Dmx="166~167" Colour="0,0,255" /> <Function ID="82" Name="L197 (Alice Blue)" Display="'L197 (Alice Blue)'" Dmx="168~169" Colour="0,0,255" /> <Function ID="83" Name="L201 (Full CT Blue)" Display="'L201 (Full CT Blue)'" Dmx="170~171" Colour="230,230,255" /> <Function ID="84" Name="L202 (1/2 CT Blue)" Display="'L202 (1/2 CT Blue)'" Dmx="172~173" Colour="230,230,255" /> <Function ID="85" Name="L203 (1/4 CT Blue)" Display="'L203 (1/4 CT Blue)'" Dmx="174~175" Colour="230,230,255" /> <Function ID="86" Name="L204 (Full CT Orange)" Display="'L204 (Full CT Orange)'" Dmx="176~177" Colour="255,240,200" /> <Function ID="87" Name="L205 (1/2 CT Orange)" Display="'L205 (1/2 CT Orange)'" Dmx="178~179" Colour="255,240,200" /> <Function ID="88" Name="L206 (1/4 CT Orange)" Display="'L206 (1/4 CT Orange)'" Dmx="180~181" Colour="255,240,200" /> <Function ID="89" Name="L247 (LEE Minus Green)" Display="'L247 (LEE Minus Green)'" Dmx="182~183" Colour="255,255,255" /> <Function ID="90" Name="L248 (1/2 Minus Green)" Display="'L248 (1/2 Minus Green)'" Dmx="184~185" Colour="255,255,255" /> <Function ID="91" Name="L281 (3/4 CT Blue)" Display="'L281 (3/4 CT Blue)'" Dmx="186~187" Colour="230,230,255" /> <Function ID="92" Name="L285 (3/4 CT Orange)" Display="'L285 (3/4 CT Orange)'" Dmx="188~189" Colour="230,230,255" /> <Function ID="93" Name="L352 (Glacier Blue)" Display="'L352 (Glacier Blue)'" Dmx="190~191" Colour="0,0,255" /> <Function ID="94" Name="L353 (Lighter Blue)" Display="'L353 (Lighter Blue)'" Dmx="192~193" Colour="0,0,255" /> <Function ID="95" Name="L715 (Cabana Blue)" Display="'L715 (Cabana Blue)'" Dmx="194~195" Colour="0,0,255" /> <Function ID="96" Name="L778 (Millenium Gold)" Display="'L778 (Millenium Gold)'" Dmx="196~197" Colour="255,128,0" /> <Function ID="97" Name="L793 (Vanity Fair)" Display="'L793 (Vanity Fair)'" Dmx="198~199" Colour="255,255,255" /> <Function ID="98" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="200~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </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="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Split Gel" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" /> <Condition Name="Index" ID="17" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="18,19,20,21" If="'Colour1Func'==4" /> <Else ID="22" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Dark Red" Display="'Dark Red'" Dmx="17476~18247" WheelPosition="1" Colour="180,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="19532~20303" WheelPosition="2" Colour="255,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="21588~22359" WheelPosition="3" Colour="0,0,255" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="23644~24415" WheelPosition="4" Colour="0,255,0" /> <Function ID="6" Name="Pink" Display="'Pink'" Dmx="25700~26471" WheelPosition="5" Colour="255,150,150" /> <Function ID="7" Name="Amber" Display="'Amber'" Dmx="27756~28527" WheelPosition="6" Colour="255,100,0" /> <Function ID="8" Name="UV" Display="'UV'" Dmx="29812~30583" WheelPosition="7" Colour="180,0,255" /> <Function ID="9" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="16448~17219" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="D Rd/ Yel" Display="'D Rd/ Yel'" Dmx="18504~19275" WheelPosition="1" Colour="180,0,0" /> <Function ID="11" Name="Yel/ Blu" Display="'Yel/ Blu'" Dmx="20560~21331" WheelPosition="2" Colour="255,255,0" /> <Function ID="12" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="22616~23387" WheelPosition="3" Colour="0,0,255" /> <Function ID="13" Name="Grn/ Pk" Display="'Grn/ Pk'" Dmx="24672~25443" WheelPosition="4" Colour="0,255,0" /> <Function ID="14" Name="Pk/ Amb" Display="'Pk/ Amb'" Dmx="26728~27499" WheelPosition="5" Colour="255,150,150" /> <Function ID="15" Name="Amb/ UV" Display="'Amb/ UV'" Dmx="28784~29555" WheelPosition="6" Colour="255,100,0" /> <Function ID="16" Name="UV/ Op" Display="'UV/ Op'" Dmx="30840~31611" WheelPosition="7" Colour="180,0,255" /> <Function ID="17" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~16191" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="19" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="49087~32896" Colour="0,0,0" /> <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="21" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="65535~49344" Colour="0,0,0" /> <Function ID="22" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Iris_Macro" Name="Iris Macro" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="11~74" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="75~138" /> <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="139~202" /> <Function ID="5" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="203~210" /> <Function ID="6" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="211~218" /> <Function ID="7" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="219~226" /> <Function ID="8" Name="Open" Display="'Open'" Dmx="227~255" /> </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" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="6,7,8,9,10" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="11,12,13,14" If="'Gobo1Func'==3" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>92730706-49b4-4199-8618-ef3993ba7c98</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~43" WheelPosition="1"> <Swatch>1165bffb-7d0e-425f-8fba-e38ff42a3b88</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="44~71" WheelPosition="2"> <Swatch>2de3cc42-bf1c-4077-9bed-bdb2cc12805a</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="72~99" WheelPosition="3"> <Swatch>c89b94c4-bdd1-4123-8b1d-903cae6ab730</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="100~127" WheelPosition="4"> <Swatch>4658afa3-d0a1-40af-a1c1-ef4dcf975a7f</Swatch> </Function> <Function ID="6" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>92730706-49b4-4199-8618-ef3993ba7c98</Swatch> </Function> <Function ID="7" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="176~195" WheelPosition="1"> <Swatch>1165bffb-7d0e-425f-8fba-e38ff42a3b88</Swatch> </Function> <Function ID="8" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="196~215" WheelPosition="2"> <Swatch>2de3cc42-bf1c-4077-9bed-bdb2cc12805a</Swatch> </Function> <Function ID="9" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="216~235" WheelPosition="3"> <Swatch>c89b94c4-bdd1-4123-8b1d-903cae6ab730</Swatch> </Function> <Function ID="10" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="236~255" WheelPosition="4"> <Swatch>4658afa3-d0a1-40af-a1c1-ef4dcf975a7f</Swatch> </Function> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="151~128" /> <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="152~175" /> <Function ID="15" 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 Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>92730706-49b4-4199-8618-ef3993ba7c98</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~29" WheelPosition="1"> <Swatch>101d434b-6563-41b4-80ae-a928852a6d7b</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="30~43" WheelPosition="2"> <Swatch>fa110cd2-bed0-4d2b-9563-16d28d0d17cf</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="44~57" WheelPosition="3"> <Swatch>3458ed44-3780-4fa7-a4f5-b362ef885092</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="58~71" WheelPosition="4"> <Swatch>01f4f58f-7b1c-4259-aa04-a1e17e35701c</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="72~85" WheelPosition="5"> <Swatch>8362a01a-ad24-4b5e-85e7-e658dc82d182</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="86~99" WheelPosition="6"> <Swatch>742aa718-af40-4069-9aeb-92abe2081f86</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="100~113" WheelPosition="7"> <Swatch>f7964cf0-9bb7-4513-b8eb-61e1ca16a9a0</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="114~127" WheelPosition="8"> <Swatch>6b73888e-c1fe-4a9f-9293-0b0a86528098</Swatch> </Function> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>92730706-49b4-4199-8618-ef3993ba7c98</Swatch> </Function> <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="176~185" WheelPosition="1"> <Swatch>101d434b-6563-41b4-80ae-a928852a6d7b</Swatch> </Function> <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="186~195" WheelPosition="2"> <Swatch>fa110cd2-bed0-4d2b-9563-16d28d0d17cf</Swatch> </Function> <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="196~205" WheelPosition="3"> <Swatch>3458ed44-3780-4fa7-a4f5-b362ef885092</Swatch> </Function> <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="206~215" WheelPosition="4"> <Swatch>01f4f58f-7b1c-4259-aa04-a1e17e35701c</Swatch> </Function> <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="216~225" WheelPosition="5"> <Swatch>8362a01a-ad24-4b5e-85e7-e658dc82d182</Swatch> </Function> <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="226~235" WheelPosition="6"> <Swatch>742aa718-af40-4069-9aeb-92abe2081f86</Swatch> </Function> <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="236~245" WheelPosition="7"> <Swatch>f7964cf0-9bb7-4513-b8eb-61e1ca16a9a0</Swatch> </Function> <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="246~255" WheelPosition="8"> <Swatch>6b73888e-c1fe-4a9f-9293-0b0a86528098</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="151~128" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="152~175" /> <Function ID="23" 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="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32896" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48316~33153" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="50372~65535" /> <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="255~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </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'" Dmx="255~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Animation" Display="'Animation'" Dmx="11~20" /> <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="21~255" /> </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="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="5m" Display="'5m'" Dmx="20~39" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="10m" Display="'10m'" Dmx="40~59" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="15m" Display="'15m'" Dmx="60~79" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="25m" Display="'25m'" Dmx="80~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="CRI_Mode" Name="CRI Mode" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="High CRI" Display="'High CRI'" Dmx="128~255" Colour="0,0,0" /> </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="Fan Standard" Display="'Fan Standard'" Dmx="47~48" /> <Function ID="5" Name="Fan Theater" Display="'Fan Theater'" Dmx="49~50" /> <Function ID="6" Name="Dim Fast" Display="'Dim Fast'" Dmx="51~52" /> <Function ID="7" Name="Dim Med" Display="'Dim Med'" Dmx="53~54" /> <Function ID="8" Name="Dim Slow" Display="'Dim Slow'" Dmx="55~56" /> <Function ID="9" Name="Gamma 2.0" Display="'Gamma 2.0'" Dmx="57~58" /> <Function ID="10" Name="Gamma 2.2" Display="'Gamma 2.2'" Dmx="59~60" /> <Function ID="11" Name="Gamma 2.4" Display="'Gamma 2.4'" Dmx="61~62" /> <Function ID="12" Name="Gamma 2.6" Display="'Gamma 2.6'" Dmx="63~64" /> <Function ID="13" Name="Linear" Display="'Linear'" Dmx="65~66" /> <Function ID="14" Name="LED Refresh Rate 1200Hz" Display="'LED Refresh Rate 1200Hz'" Dmx="67~68" /> <Function ID="15" Name="LED Refresh Rate 2400Hz" Display="'LED Refresh Rate 2400Hz'" Dmx="69~70" /> <Function ID="16" Name="LED Refresh Rate 4800Hz" Display="'LED Refresh Rate 4800Hz'" Dmx="71~72" /> <Function ID="17" Name="LED Refresh Rate 10000Hz" Display="'LED Refresh Rate 10000Hz'" Dmx="73~74" /> <Function ID="18" Name="LED Refresh Rate 12000Hz" Display="'LED Refresh Rate 12000Hz'" Dmx="75~76" /> <Function ID="19" Name="LED Refresh Rate 15000Hz" Display="'LED Refresh Rate 15000Hz'" Dmx="77~78" /> <Function ID="20" Name="LED Refresh Rate 20000Hz" Display="'LED Refresh Rate 20000Hz'" Dmx="79~80" /> <Function ID="21" Name="LED Refresh Rate 25000Hz" Display="'LED Refresh Rate 25000Hz'" Dmx="81~82" /> <Function ID="22" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="90~94" /> <Function ID="23" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="95~99" /> <Function ID="24" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="25" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="26" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="27" Name="Reset Zoom/Frost/Focus/Prism" Display="'Reset Zoom/Frost/Focus/Prism'" Dmx="180~189" /> <Function ID="28" Name="Reset Other" Display="'Reset Other'" Dmx="190~199" /> <Function ID="29" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> </Attribute> <Attribute ID="Fixture_Type" Name="Fixture Type" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="Moving Head 5-60" Display="'Moving Head 5-60'" Dmx="40~59" /> <Function ID="3" Name="Profile 35-60" Display="'Profile 35-60'" Dmx="60~79" /> <Function ID="4" Name="Profile 15-35" Display="'Profile 15-35'" Dmx="80~99" /> <Function ID="5" Name="Profile 5-15" Display="'Profile 5-15'" Dmx="100~119" /> <Function ID="6" Name="Profile 60" Display="'Profile 60'" Dmx="120~139" /> <Function ID="7" Name="Profile 36" Display="'Profile 36'" Dmx="140~159" /> <Function ID="8" Name="Profile 26" Display="'Profile 26'" Dmx="160~179" /> <Function ID="9" Name="Profile 19" Display="'Profile 19'" Dmx="180~199" /> <Function ID="10" Name="Profile 10" Display="'Profile 10'" Dmx="200~219" /> <Function ID="11" Name="Profile 5" Display="'Profile 5'" Dmx="220~255" /> </Attribute> <Attribute ID="LED_Cal" Name="LED Cal" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Calibration" Display="'Calibration %.1f%%',50.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="LED_Cal_Store" Name="LED Cal Store" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Ready" Display="'Ready'" Dmx="0~0" /> <Function ID="2" Name="Store" Display="'Store'" Dmx="201~209" /> <Function ID="3" Name="No Function" Display="'No Function'" Dmx="210~255" /> </Attribute> </Control> <Mode Name="Short, 31 DMX" Channels="31" Id="8d732aec-fcc7-4ab6-8246-f907a8cb8f55"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="1f6d49ae-9da7-44d1-bdb9-49b1204df4bc" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="3" Wheel="7" /> <Attribute ID="Cyan" ChannelOffset="4" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="CTO" ChannelOffset="7" Wheel="8" /> <Attribute ID="Colour1Func" Wheel="37" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="38" /> <Attribute ID="Iris" ChannelOffset="9" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="10" Wheel="49" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="13" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="14" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="50" /> <Attribute ID="Animation" ChannelOffset="17" Wheel="53" /> <Attribute ID="Focus" ChannelOffset="18" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="20" Wheel="51" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="21" Wheel="79" /> <Attribute ID="Pan" ChannelOffset="22,23" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="24,25" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="26" Wheel="25" /> <Attribute ID="CRI_Mode" ChannelOffset="27" Wheel="39" /> <Attribute ID="Control" ChannelOffset="28" Wheel="29" /> <Attribute ID="Fixture_Type" ChannelOffset="29" Wheel="28" /> <Attribute ID="LED_Cal" ChannelOffset="30" Wheel="26" /> <Attribute ID="LED_Cal_Store" ChannelOffset="31" Wheel="27" /> </Include> </Mode> <Mode Name="Standard, 36 DMX" Channels="36" Id="65346f3f-4ec3-4869-93e6-6799903c715f"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="0b71323b-a366-457d-96e7-ecc12fd5dde8" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="7" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="6" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="CTO" ChannelOffset="8" Wheel="8" /> <Attribute ID="Colour1Func" Wheel="37" /> <Attribute ID="Colour1" ChannelOffset="9,10" Wheel="38" /> <Attribute ID="Iris" ChannelOffset="11" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="12" Wheel="49" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15,16" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="17" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="18" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="19" Wheel="50" /> <Attribute ID="Animation" ChannelOffset="20" Wheel="53" /> <Attribute ID="Focus" ChannelOffset="21,22" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="23,24" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="25" Wheel="51" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="26" Wheel="79" /> <Attribute ID="Pan" ChannelOffset="27,28" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="29,30" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="31" Wheel="25" /> <Attribute ID="CRI_Mode" ChannelOffset="32" Wheel="39" /> <Attribute ID="Control" ChannelOffset="33" Wheel="29" /> <Attribute ID="Fixture_Type" ChannelOffset="34" Wheel="28" /> <Attribute ID="LED_Cal" ChannelOffset="35" Wheel="26" /> <Attribute ID="LED_Cal_Store" ChannelOffset="36" Wheel="27" /> </Include> </Mode> <Mode Name="Extended, 41 DMX" Channels="41" Id="b3697af2-7af0-4f6e-bca5-b1e11bcd48a0"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="52f903e0-8b7d-46a3-9722-e61ece445975" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="7" /> <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="7,8" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="9,10" Wheel="11" /> <Attribute ID="CTO" ChannelOffset="11,12" Wheel="8" /> <Attribute ID="Colour1Func" Wheel="37" /> <Attribute ID="Colour1" ChannelOffset="13,14" Wheel="38" /> <Attribute ID="Iris" ChannelOffset="15,16" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="17" Wheel="49" /> <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="50" /> <Attribute ID="Animation" ChannelOffset="25" Wheel="53" /> <Attribute ID="Focus" ChannelOffset="26,27" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="28,29" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="30" Wheel="51" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="31" Wheel="79" /> <Attribute ID="Pan" ChannelOffset="32,33" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="34,35" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="36" Wheel="25" /> <Attribute ID="CRI_Mode" ChannelOffset="37" Wheel="39" /> <Attribute ID="Control" ChannelOffset="38" Wheel="29" /> <Attribute ID="Fixture_Type" ChannelOffset="39" Wheel="28" /> <Attribute ID="LED_Cal" ChannelOffset="40" Wheel="26" /> <Attribute ID="LED_Cal_Store" ChannelOffset="41" Wheel="27" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom/Frost/Focus/Prism"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Standard"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Theater"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Fast"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Med"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Slow"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.0"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.2"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.4"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.6"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Linear"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh Rate 1200Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh Rate 2400Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh Rate 4800Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh Rate 10000Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh Rate 12000Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh Rate 15000Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh Rate 20000Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh Rate 25000Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Speed Mode"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Time Mode"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store LED Calibration"> <Set Channel="LED_Cal_Store:2" Delay="6000" /> <Set Channel="LED_Cal_Store:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 1" Number="16" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="7" Name="Gobo 2" Number="17" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="8" Name="Gobo 3" Number="18" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="9" Name="Gobo 4" Number="19" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="10" Name="Gobo 5" Number="20" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="11" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,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:1" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:3:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:3:100" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" /> <Palette ID="7" Name="Frost Full" Number="47" Page="1" SetControl="Frost:2" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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LvWDRCuZycMA7xGkl53BAj3tvwyGj0wIGWxy+++OJPXnPNNbbz0OKEwRK0xWFRWVmVRA4GSDDCmrBrFuYwRxCkDatcJBLj0VWnn3kWnXLqqTRz5jQqLy1mvzHmCgLPP/cMHdi7R+wnSvv3HaTde/YJUs1SRVUl7di2lecYgjh5BqGoiCFzMPnmudzlfegWbh6XBYkj4nKVDVKNI5tDPJYWJA16hgQjdRGCN4/JGZU0qm8f8ob4D+yBWPwE4eN1ZYdijO2EkG9Gx8bcvv6hBy666Esbb7jhepuIZ3FCYAna4rAAeXH2siA7XIOYYa1Dwlw8GqdUUYpKSkvZUnf22X9EJ520gFPoIHcApYIASwSB877GTqGtoko+cLCN2js6ucqtb2igF1/YQh0d7ZztDDdFJjPGZKldI1xF+xGWJIzPWdzA4/yn8taBpEHWRakiGh4e5gXIBEseUocGxbPMAYkDFC72B3kE7wVkjZZwNMxg+yJx/8jIKP+Nij+dTl/2ta99/ZQrr/zWJ07E92Dx7oYlaIvDYnBwYERUmSl0B2KCCSpQhO6jcuYxVskiKispo5PmzePGlOqaKq6sNVB9wwHS0dpGv/7Vr+j5F7bz5BU3EhWkXk+/ffIJ6untVcFGPpMuLvBaZzOyipWWO19U6WSCkUCoaHQBwTLUoqCvyFrOP8zT8NAwxZMJlXhHys0hxQ9kViOm1FM2OzwXWjtOCNCzy8pKBNGP8ETxXC4Pp8n5F1/81d9dc83VZ73NX4PFuxyWoC0Oi6GhoV0N9Q2nYlFvbHSM5QJY5+JxOWcQrd8HD+wTxJen+QsWcBa09iLncxl65D//g37x8JPUO5CmtCC7bHaMm1HmnjSXfvObR8QJYEiQZISlChAkHmN/NXTrbEb8nVN+aJ+0nuyr1DpNutouR8pKh9ZwT+nJiCpFNKoXichZh6TavcUJARU7W/Ny8iQAQk+nh3j7uilTqX9giMrE81GF4ziRdd3S2vH+C/75n39/y803n3HivhWLdxssQVscFk1NTZefNP+kn+7evZvJs7+vn4bTw9Ta0qqkiAxFBPG1d/VSc9smes+pp9KffvwT9L7T3kM/u+8e+tWjT9NgekRUommuUuumTqWoINZHHv41V8COI1u3ITtwSp6XYyJEJTvGjTBZSnDOhmxWkYl2Hk/8jqhK3dEthRT4ntlSRzL5DsNns+JkgePlySy+zJPWDS44IbBzo6+PhgRBV1dVU0d7G7eb94n7MUqrpqaaunt6eCGyu6f/9M997h+f/t73vnPmifhOLN59sARtcVjs2rXrF0uXLuPFOpAYtOHS8nJqamnmhTdUqlHX4YAkVKW79+4TRNdNN3xrHTV19lE276kFPZcap0+nro4O2rlzB1feqHBJ5WpAwogyXzqUy0gyRQUNuYOjTZXUAXsfAFJF0p3RnzVDK6eHGhCu+76NPDMqjh8kz40trrQH4mSAY8QF8k07z0KsFe+jlwfZ+n4xZboz/BzILnCZDPr+Gf/wD5/77e23f+8DJ+J7sXh3wRK0xWFx2223ZR999LGxuilTEiAuEDLkjcqKCq6mdVJnMhmnVDJB/f29dMdttwgSr6RyQeTgx9KyMqpJJmnXzp3U2tqidGK5f8gR7KogWUlH3Sg/PjQ0xMl4ZaU5JmcE9se8GFfLcuFQziiUrdyyu9BXoUj6Pt15qFu/UTEnEwlePJQDaGUFzal64mTBlbQ4cVRXV1ObqKDrp9ZzVQ0Sx8xEyBwp8T6wD1T36eHRs774pS89dOP113/07f1WLN5tsARt8boYGBhoO2nevJndXV3seEAli+nbTZEm6uzsFISZpeF0mgbjCeoVhDYqCPDss+fKGFFyqbOjk7Zv2yZId5BIJdO5qL7RNOLIzkBQNPbrR3xlo/Oou6uT5QVUsTgp4D6QqnZnBJo0mZmFDP9w7yKosItEJYxKHMeZU5V5W1srk74jeB+kXFNTS13i/cKhAm1aSytD4n0iHKpCnHxmzZpJU+unnvuDe+7pTiaSmdHM2Fh3Z9dAOj3ckcmM/scVV1xxy3H/cizeFbAEbfG6EFXvf86ZM/cCSA7P/+EF/pkfEQQ5c9ZsJs+e7i6uPkFiFaKyLmpsFMTnU2dXG8sFaPEGibsRFRgKclYxotzwgjZD31OLhKI6jsVlpZzHolwLyxQzZ86kkpJSlfvs8XFJWVqLz0GCXRiGs1UljRNBLBJVC4TEOR7QvNGS3t7WxtsWl5SIXwJ9VCrImXNDysqNwwQkXSIebxTvcfr06ewWEcda1dTUTHv27uUTFnTw+vr6c775zbUXjo2Nnr5x48b+4/4lWUxqWIK2eF0Ikr1+6dJlF9TV1QminEF79uyhzFiGyRWjrBoaGgWxZlkGYMfDwADt37+fSRs+4qhqJGEYUvXYlMyVs4sgfhloJLOefdUJ6DJhHziwn/cL6SGbzZmIUj/QM+SufV/3DZIeMKthpA5xmxcKsQU33cihs7DbwZPdIU4ocHLgRNPV1c3XrhrxhUVNkHNZWRlb8SB5QJNvaW0VJ7F2nlwOpwuaXDDslqhhwbRpDZvFjflvyxdlMWlhCdridbFmzZrXHnrooZGBwcEUhr92ikq2O9PNi2WofrmbT5AdKl4EKYHMQGA6z5ltcrrBRBGqJFJPzgv0Q9GgAthPAqTuBENhmw4e4Iq3rm4KEyQ/3/fNuCveq9Y6eF3Qk7fDVTbaU0DGHMLkcDs59GwsWGIRFGRbXVNLQ6Li7+zq4oXCNlFV19c3sIQDoKrGgihOIHhuh6iY4ZUGceP4htlKmGEy7+7uwT5OuvzytZ+64oo1dhiAxVuGJWiLN0RTU9MvBL/9eU1NDTW3tLAEMKbIl+kWIRueJEWQqnZbOOqS4QU57UEmsLDZt6+qaY9TOeSQV+i+qJR19yJIHyFN8GMvXnIKa9PG/xwCT/FWi4LaP83k78nymRcXVTWNdD68ziuvbGXNGVY6vBfY8iCztLY2U92UKUy2aEOvranj9wW7IXRw/IpACh+qexwf9HmM/oIDBY8NDg1ydT2toeE2cSCWoC3eMixBW7whnn322b/81Kc+1T6WyVRigayrs4uJC64HBpOeHNCqM5eZBdHyHZoJKDcN9GBAxvJ7MkJU78vzuSMRFTK6ETXhw93x/HNbaOHCk9klomHiRZ1wR6GvLHwe2+5Q5UfF8Sh/Bw8bQIU8bfp0amluZq92fWMj+6uj4jmQbtAyjvtBvvilgOp+WJCzp+x9paJylicCcY5S2nYsNsI6PUi6t6cXcxlrv/nN//Plb37zG9cd9y/KYlLCErTFGwJ2u7Vr177vYx/72I72tvYIiG14ZJgX2Hw1WTvCurDUdtnGxjMFHaNumDZtR2dq+Cqy1JG1s/JEu9IQzVUrCA8hSBKS0rFYt3Xry0ygWKiLmtZyRfy+Z/zPxoZHIFBXhiGxFDHK2yHfo7mpiWrrankM1/59+3i/2CcWNrnDMI+FwSTvU3c6wrddUVHOLeFahsFJBBY85HhwFS22A8G3iF8cCxcs+D/ipHWDp9ncwuIoYAna4k0BLfr666//4pIlp9yCRcD+gQFRRY8ZKUHqwnr0n9SUfTOOStE03+mrKtqnvPgPqe05VhQkCFsbGleQkyGqZ1GLGt1Y7wnPxUIcyLqhoUG6KcgJJq94pI7JN0SNBUh0JmK/0M+hIWOAABYf5VSWEiZZVNO1dXVM4CBYDMWFzS/GckuEt4F3GlUyHxNa1VVnIhYgOadkJC4zRQRJd3d3U3tHR/Hll19+rTiML72d35nF5IAlaIsjwpe+9KVb77rrrvMbp007r7e3l9u+Ma1bQnqYJVTucmhYa+BV9nVRK+7OUcSLSN4WRI+KHFKEE1UuDGR65KVeDemBd+EEeRxIwcMC3sxZM6mktEy1eMvXILWIqB0kOSfPvueIG5FdkaOyioaeDodKZ0cHxeIJqqyq4EXJKnaNZDl7BKFMMZU/Eo1GuNqGDo1jjHPSX4T0MAH8DUkEj2PBcGgoTa+++irNmT37gr/5m79Zdffdd6ffju/KYvLAErTFEUNUz+efNH9+i6hcp2DRjpPgAlpUY6iCsHw3JHP4MT8Y7Oo67J4AAYPIcmgbh1yhnR9EhqT5b/E6WosmCowhkEL27t1LDY2NPI3FDYUoSeud3AeeD0mCY0nFSaCnt0dUuyneZ1trKxMyxnDBiQJftO4shEMDhAuCRichqmo4Pnx1fDLgP8aVuc/vIcLvC78CeMHT8fiXxv6DB6Pz5837V/E0G1lqcVSwBG1xxFizZo23du3aM84888xdQ0ND0QMHD6rgIzeYEegohZnJGdp0xDzOcgAq7TFimSDrSU81hshC3vBUxczk5/mG/DVpu4qkA88zMWlCPx6bOsbyBAbYam1cSxwgTxAryBKTW6ZMmUo7tm9jaaOqqpq62fdczgFQIGmQLLYDKfPteIwtdh2dHaYxx/dk1kjSS5Ef95XUETHZIb56ffyNin1kdPT8Sy65ZNFVV1217e38zize2bAEbXFUECS979prr/27D37wgz94/PEnuGMQ+i4QMbpz4EBmwiJPLbTlWBZxefCsHD+FxTc4JHxTlxLb9qSm7BiZQpMeL0CSDkSSMgoq+eaWZo4LnT5tOrsuiHRUhzTxQbJA1Y/jgWVw/vyF3AjT3t5GU+vrqbenhwm2vLyCpY/KyiqKcEUcZXkDGBocMv5uvKYcLJBnGQSWO5A5wv51xyOfJPhXQhZ2RXFsjbeKuz98vL8ji8kDS9AWR42vfOUr99xxxx0fX7HitE8//fTTPNoqy/nNeeM71gyt4z1BbNCAsZAGWSOTyZmNsIjHFTMmcLs+Tz1h951a9fNVKBLryvl84BDR01TE/iFXIIUOFe6MGTNVw4xnCB4+aHQ2Iq4U+Rs1tbXcQZjojiuZo4arbHRAglATomqGfQ77gZsEcgpOJI46XjlMQGZJw+0h5RNHtqRTWGaRJykljdjAf4ujgiVoi7eEv//7v//MT35y/5nz58+f8QoHIg0JwnILcjF8IzP4im0lPFcQXwQ//+WAVzl521OdhYKcHS8I4ie10BjqClR8zaFHqJrhtkD1iswO/L13726qr2/k+8NdhuUVFdLPPDzM2RlVVVWiYq7kXOuuzg5KFRVzZczhTIKcQfq4oIpmaYObcxxZufNxeDISFc034j68nnIRmvfu+TJpD6Tf29MbvfDCC8+56aabHnm7vieLdzYsQVu8ZfzhD8+f8Ud//Mf7+gcG4k0Hm1iPlhWkcmsoctYNKhGlU0f9KN+PhTssxvEoLJC740mnhnZ/KDgqf4OvQxO+ISvodDtUulKrRqi/R83NB6misorKSktDk74lSeO5g0NpghsFLdzJZMpU0DrEX5Kzyw4SXHLZXMHCo5RipJMb71mP+wqkmmBbeKexz7Q4MSRSif8pNrAEbXFEsARt8Zaxbt261k2bNv3FkiWn/IeoXB1UpXJxTo+q0pkYuupUzSqubO6IKVLVRE0h6SLcyh1uOgnX0trZweSc95QtT9rtcLLoFFUxFh6RSx12eMCWB9JEJY2AJ6TYQcbAY6NswfNNjnSER2ZF5SJmKPhJHpMn36UndXDySZ0IdOekim5SujWq6FgkajOkLY4YlqAtjgmXXnrpz2655ZbrFy9a9OWnnnqK9WhtZ3PccXkZagislkGwmCfJNS+nanuOcWiEE0Sd0D8FORxK4x1T01LkxspHDd1bVL3IdkYSXnlFeQFJY0oKSHN0dIRT7NC56OUD9wXYVp9EpJ7tmzODzv3Qnmw9TEAPJNATWxzj+1bNOXksKBbNXrly5ZwNGzbsmfhvw2KywRK0xTHjggsu+MpDDz30mZNOOqkeIUFIdkMrtbTXBUTtmMQ5/KVI2nUMoVGIlNVqnLrtqKr10JAk/IWFyJwaj6W1a1+F/IOEe3u7eWgtLHUOZ4VIkk3yZHCf7Xe+P2qClnhWokq/i3GDSlQufpImZ59PNDrYlCtvDLvNZYkK3odv3ie2x/F18vCD+L+Iu06f4K/BYhLCErTFhGD79u2bzjvvvOuQGQ2S9qHeZAsAACAASURBVPKeihsN2rTljZB04QeJc9ieZYI8GZ9xOFhJj7Kicfth0hab6OxpbhfP85hEM4nF911u7QaJY2FQdhTKRT6k10Vz0gqnpQjtyED1jJmG0KJ9tSjoq0Cn0JHxccJux4uFviT4sEwiZx/6bNdDkJLY3/tWr1594bp16246jl+JxSSAJWiLCcHg4OAjCLKfO28eEyFkBy1nSPcDGQI0FjXlEYbUEVcxoiA3062nJ6jwP35Iow5kEFe3kosLql0nJz3P5KsJ36H8D8SMYrEPGRyOGlwrFwSj/BzY//SYK/ZqC/KOxWPsj5byB6njKXSq6AVROfUlaFGHPxquEvxCQKh/LBZRVj2HOjo6b1i5cuUvN2zY8Nrb9R1ZvPNgCdpiQiBIaQyuCHTiVVVWUVd3F1eU7BkmSbIgQ8dxCi6yHdwx1aaeQZgxLdVkQpakQK0kDNXIEqrNZdWLVmtfjqniJUPIFiBcDz5sn0Z9meNRUVGp2rI9VTUTZVEFq0oa1TO6B2Gxg4Si3SgmoU8tV/o66tSX/mhtv4O7BFIPp/3x+0pwpyLIGyekvt4+p6am5iLxhAvfxq/J4h0GS9AWEwJBdlUDgwM0OjLKKW4xni+YU4tncoHQEDMFgf4mTIkoIG00tyAg3/OC1UJVDbOvWJvmHF3J6iU5uSu0aUPbltqy1IqxLVfGJKt4HCPcHXEmdMgSeW60QVck9oEMDlxkpKlenFSyjCFnorBwjsVOz9eperIVPCGIGZU0ApRQRcvqXj5b/P3z4/y1WLzDYQnaYkIgKsYpI6JiRIXY3dPDJFY3pY4KF8rkT//wQp/O6OCFQhW2ZEicI0ilzGEUZ0/Fm5oqnFRYvxs8n4OLYoJgHV68Y3kCFberdGRX6tUD/X3sgUYYUl5p5qydqwqYU/Qc10gtGtqNXTisVvq69WIiFgxh3Vu4cCGVlBTTSy+9LJtalO8bz33iiScenejvwWJywRK0xYRAkGM1qkStLw8MDFKqKEVlZaXG9RDQ7GGer4TlQxYTxXOhacugJTXD0Jd2PV1tKzMyW+vCK4lRnnSS4IGuvmonx+qhWeLL+Wyxi+cScniA56u2c48r54grBxDoVu4wwnGmpN6ZGQOmZBhIGQMDAzQ0OMivyLnSyimSy2Zzmzdvzk7EZ28xeWEJ2mJCEI/Ha9HuzQ0dqurF9BUkudXU1qhGkpyxwGmCK4gGBUIEq2ULqSlnTGi+I4UK47gItGxStzVRq/yPRFzqv+wq8bjCZuJVXApZRlvsTIXOZC/16/FkHD5uR/uzSRG5knI8tXi4a9cu1tMRaYo40gi7TVhC6X8bvhaLdzgsQVtMCGKxWHVf34D6GZ/n0U9MUK8+S6ecsoQT4+Cw8KnQyaFJ1lMZypoIC9qqFUnmMxnKosU7njTVNi+6oapGtauCk/SkFtNurRYPvYycAgM5xc8FyXiOo9Vk1WhyGAeIHzpWP0TYOhxK2gVVle4Hx425hkPpNOvilZWVprouLS1tPkFflcU7CJagLSYE0Wi0CgtsYQsdSAsLY7/97ZP0kY98lB0a8AvndIC+agrxeTHQMz5jCncLmsR/1MxslaCR0WGWLlBRmyneqrmEKdlRnYzhXThS8sj5OUmkINS8WnB0fbNgycFN5I1zbYSNdepv/Vigycj34qj8arGfMXFCwKBZLDYWFxWHJo6zBe/Z4/VdWEweWIK2mBCICrUCw1b1IhkgfdDEGcm/fvghev/7z+Kf+HAyeHndFOKZMCF4hOUinR+qrIOq1VTTnseuCPYpI6tZELP0IItqGtu60rWh5yPqBDxN/B6zqG86Ex3doeg7RiLRI7xY6vDkUFtHV9VafDEDan2uwmX1LN83bNbyfUonh3GhcAXPJ4/bTsT3ZPHOgiVoiwmBIN5SnUynq0QlaPBtEOrvfvc7WrBgIRMWUuNkhx4FmrQgNrgfOPJTSSWesdrJwCV9AuDZgmNjPIE7DsdFJGJcEo4nSdpo0YrgPdLSRKGmLLOn5fY6X7rg4jjGpsdQfmwT7KScJ576FaDfF04eeD4WIsvKyygVSfKTXYcy119//XNvx/di8c6GJWiLCYEgqBITvB+aKGJGV/kyv3n79leooaGRUskiJnN2SyCVDu3asSjLAmGN1zHRo77pJjTeaJLde1jkAxny1G0lmXBl7rhGKtHHoKPogr/V8etkDWMB1K3dmnjJ3B9EVQf+aB0ygvvRmYjjgtWvrKychkeG2bLNnY9oWknE24/jV2ExiWAJ2mJCIMixSAcNaYL1VGVsOkjENbIoWltaREVZwQ0cgB4YG1ETsrnlWlTC+Duqcpa5u1CQN089Ua8ZcKbHo7Qi+QiTvO/rNnHfBDH52kNtSDpYjCRylbfZDcWZOqa9Wy5gBpNdiIxJxJwAdKxoeJETlTdshkVFRVRUXBzSxB3r4LA4IliCtpgQOI6bNDY1rUr4oTW0ULUKku3p6eIJKJA7oMlGlK0N8gDyMuTcP0mYUZ5okqVsJiMX8lhz9kgrzLoiho3PUx5mvtvXU1pCxbPOzqDweSPoDlRPlIuSINmQLVC9UTU4oBCylV1b75TeLK6nTq0XJ48xKd/w7EZ2rBzOCm5hcQgsQVtMCAQXRT0lZ8hOOU9lU4QX1zQRElenCMvPJBKsIYNUUVHD5SHX8HyKieo3GouxNIJQ/awgagTqI/ROvSr/66sBhnIdUAbjs1/aDVwThn+dkCfDD/ahoTNDjE9bDRSQD/oqbzrYoROcJswHYRYnxfOmTZvG2dPbtr3Ck8x92flY+KIWFq8DS9AWEwLXjcR8o0GHXBfqcd2+bapXdUMOas0zSYNYESqEHI3iohTPBcQ+Yc8bGR7m7UHYCNfHNqii4TPO5x3zGlq+YJsfYkexYGdypUlpwUFXo54MHrbkaQsdvx8MsNWLik5w7DqTwyffBD7x5+BI2pYSi4OxYHyy0NNZHCWZWFgcCSxBW0wQ/Ei4+UTdZ7r7JMlpIgy1faOVW00jAfnqsVVMyGqRT4/JChQIFUNqVAdFzHylHBfaWpfLhyawUFABG8KV1Mr9JsolYibBYF9oajFrh07h4qV6fZZCnJC84fmBswOZ1HCTuE7oxGALaIsjgyVoiwlBLp8PtWwrK5tepHMCMaDA/YAnKr+xx0SdZecDE6YiXTONBQNade4GKcJ0jIvO+JaVmcKk3QULhoWCRDDBxQ/2p6pbzuXwZS6HzEoNQvrltrJrkChkKNHv2jTZ+OqYpAskot47TgKCtC1DWxwRLEFbTAi8vOcE8gbuUQzq62tZPcq2aieoeklXo7LCzotq2rRg847JFJw8xkrZ7tRe5PPd0G11MqAwMatFxPDink6kg4MjrL3oylhnSnNnoUqf4/2oKTGBg2S8NU81vzhuyMoXVOH8uGtLaIsjgyVoiwmB67pxzw/lVZBueZaP62wMKUHoZ+lFvkD7JV2dhpLpnJBTD5TraoIv0I4LJ4Frr7JJ0lMvHZwo9OtrrTy0L/VcefwyRlRLN/o4jU7Nx+ebKtsvIOyCm8F7sBW0xRHCErTFhCCVSpUUTMXWmRp4cLxEPL6A1F5iw2ZO6F8qJLzQXY4K+3fChE3apeFozYGX+bxQA42ubAOSltAShKzAlZauBs96moRJKyOqGteNMHrx0cg8VLBIqs8QQeVuYfHmsARtccz49Kc/HfniRRelTCch6WxkIt0KrfnykF/3BS3TZBYEzX0qStQP/c26dPg2BSRtKnUCx6pYUrRrs8Dsq0HhSh8O1vmMNs3tKk5Q5RfkgWgNXTejkKyefce0wqjnUAERBxW3r88ZlqMtjgiWoC2OGcuWLfuAq+M2TSdh4IHWkEQdqp91Na1K62CqCpmFRHiIMbEbqXBe2B7HBanPmgc/Ry1G6n2G7X4yKjToInSdcfzo+0biwCNYqAS0pCGDmDxTketj1xWyVk6Mw0NX0kZbV5fQQqSFxZHAErTFMSOVSi1BIL6cSOKbRTVdeYabRAJyDJOxvOgRVqSqWLg2Tpo39+mzzz7befDBX5zR1NwsY0pDdjbJ174cCEBkKlwtY5iqN1Qrh8rj0IKfrKpdzgWR3ZCaoD0V2uQrnQZPc0OatTKmyNsc1BRkSXMEaoikZYeibla3sHhjWIK2OGYIskximrc3vlFFPw4VWK356S47k2FRsKCmZwzKFDmeSej7+772ta99NpfL/Y/Kqqp7nn/uueS27Tuora09lHtBRl4I2TQC258iaGMuIW2FC1fSupEmkC+0b9kLuVPMySG0rWntVsl7vMCo9wNiVzo22wT1iqSFxRHAErTFMSMajaYgQejkOn/cT3ipEwcrZkZr5j8cU8nKP4PmFI76JJfn9q1aterHX//613+1YsWKn5977kfP3rlzJzW3tFBHRwfP/RseHuYp3vBSZ3O5oHr3Cyto+VLyeExjTYiUyQ9yqvXQAW5dV5NSjM6NnA8KiNrX5Kz2Ebg8nNCvCHksshnHwuLNYQna4pghiDQBz7CvfcCuo5o08iFBwVGW6GAxzxC0dnmoBUU96dvlStoxbPatb30L01c/vHHjxs8uXLjg+7Nmz0q0tbZRb28v9WM469AQZ3UgfhTTXdChiFZyHBtIMcdZ01JPNta5vBfkTpMpsPl95MW2GPzKGrS2oZDcQMsrRoMm4l8Q3D2o9iHlEPwVMfr1+F8XFhZvBEvQFscMQUqJtCDHgHzU6CjHM2Ss1wI1zzlmgXCcxDHOoRGLcQZpAS677LIfXXzxxf8xf/78Hy9btvRjHe0d1NndTf19fTz/D/kcI8MjNAKyVhdM9kYkaTYrSZrD/TFcwBC0DPtXvwGM5lw4O1HZ8Lyg2jY2O/WPbPsmtVhKgQatpA5Ah0hZWLwZLEFbTARiqF4DkzAZQi70J1Nhk0p4wdB0AwaLh1xNu27A4CFcc801I+Lq42vXrl0yZ/acny1ZvHhOc0uzIOl+Ghgc5GoaskdaEDamuaCqZqLOZHiai66m86HJLYgrBUlr2cNTE7pRSetMaBqvXStZI9ClMZfQDbRqXTUTmcqcbAVtcYSwBG1xzBAkGgURmvygEClp8nLU/WG3hpE4SIcLucZqp6vu1yNojTVr1mwVV3M3bdr0ucbGaevmzp1b19XVRX39/TxqamhwSJK1IGlU1VxRj43y4AAtg/AQW5B0PiqlD0gaodAnVNpGw9YrfMo2p02Dvpnkov3S40k48Enn85agLY4MlqAtjhmCTGOoUk1rtXY06I493ijwPOtKWUsZRqUOkbO+RHge1pvj0ksv/Z64+t6VV1756bq6qZtmz5o1o6+vj3AZ5Io6TUOCsKX0McIEjYnjGAQA6UMSdV4NrZVEaxYJc/kCu6CmWpcccyIyPYzS52cWJoMqOmhY8WwJbXGEsARtccwQVW4MsoHOSNYw8/rMgiAZtjZVMpHpFiz829XkdlSWtK997Wv3iav71q9f/5HqmpqbBckuKC8vp5KSElFFl9FA/wClh9M0JippTBvPKMlDyh6KpEMODkBPG9cuFR2o5GnSptCJCe9Ze6ZNdR3mY9nRaGFxJLAEbXHMEAQdYRnAIZV/XFg1sjoLkTnkGx7Pun6wL5KatEOJRIJi8fifrlixIrZ58+bs0RzTqlWrHhZXC9esWfPe6urqn7W3tzXu3buPiRc2vEQ8zseW4TFUDselglxHRocNUUsnisyr9tS0cm2xM15uvd7nOKpJBvWxjkWVHZWOEzHvkD3SYHsLiyOAJWiLY4YgLo+taN74EVDBiqFp/db9zo6eiF3o4tD2OrRbx8TlwIGDFe973/u+Ix7+u7dybGvXrn1OXE0TFfX/WL582Zre3r5FO3fudDs6OwjdjzgU1qBV9yNuY0I4dOg8N8sQSxza9eGGFgCDrnNf3a/EC0fLHSDkkMuDb/jGLm1h8WawBG0xIfA939jH9LoeiA5zBrEo54e0aBNSZGI3wpJHEHgEaQFOjLb2jr++4IILLr7lllt63+rxodFFXP0Y1fg555zzOUG4n81kcu9NDw0lu3u6udklm5OLho7jFkyGMTY7XDuKkNUb0fEgZsQXe/DcUENMqB+cTIeiraAtjgiWoC0mBFjL0xKA0WgFaVdUVjLJomHEGKBNjkVhhrNE0I0om0qI9u8/EEkVpW4XD/75sR6nkkpuVRdauXLlnJra6uVDQ0OLM5nMgmQyOTORSC7r6e1L4QQBsma/tGey6uS/2jKnYPLszP3KmaI0a0d3FEqXhyVoiyOCJWiLiYCPalkTlqvC9qUUEGGSbm9rU1a6oLOwgJpDDR+8GOegapVVaC6bpY72jk9efPHFjddcc03zRB74hg0b9ogrXH6s7/vXf/3Xpx9/4ndnZNPD5FFOVdWh/BA+0KBJ5fUEC1+b8sKt5vK5ttfb4ohgCdrimJHP50eKiop4IU0HHQGyXTpHRUXFLHWMZUQVHaZlxw16VbQwyzKCo2JEg86Xjo5Od8+evQ+Im+893u9HELEvFxOz/B7g+OD8DKVnBHqyF6jsZuEzCFYK9eEUSDr4WI73e7CYHLAEbXHM8DxvuLSslEksEnEo4kYKczYEamvrCJ1+eiSUqZcLRmBp14fKljYMl2fSb25pXf6Vr3zlU9dee+39x/kt+XB1yA5Cj9vDw5PKCwpmP9DQw02Czrj3pLdluJagLY4MlqAtjhmCmNNlZWWUy0rNNhKNcK6yDLp3mNySySRhm/7+/vHiBsNMHeGwIZkUZ2x5JIfJZjMZ2rp1252CrH/qBYw54WBPcz7HDSyQW7KqkcVkhOjtKBBqTObG6+odwf2RSDR3vI7dYnLBErTFMUOQ11Bd3RRBZDmKxmK8YBhRBK3tZqhCKysrORuDm0D4mXpGX6EqXSAP6OYP5Vnu6e0p+6d/+qdvi0f+8Xi8F1Gd/6/q6toz+/sH+KQAjKkmHMnIvqnstdvEVbIOp9kRhboLiUx3YaikjrqRzPE4dovJB0vQFseMkZGRF8vKStkWx4FChBZtt2AbZFzEo3Gqrq6hjo52Cvccmuxk9Q+0Z095qvPidlR5j2XTSJ62b9/xD5dccsmGq666av9Evo/Vq1dPWb58+ffuvfdfHXQW8rHh2AVRmxZudacjg0KMd1s2rfiGyCVRH5qLhD+jUdcStMURwRK0xTHj+eeff3TFihUmFS48ESVsRYNMUFxURMlEUi0YSugtPJV5wVWpeD6cIWA4N6IXHeX4qcGhIXd4eOTn4q5TJ/J9LF269NkHfv5gIj08zNNPNMnipKBfn8dYkT6ZKNdKRL5XPfdQ2+3YzDLORujw/dExsrA4AliCtjhm3Hffffn7778/LQi6GHGdbkT8Dyty6P+02NUhCBy2O1TRJiRfkVgymeAhsSWlpVRRXkGlZSXU19tHr+3ezWStU+KweLdt+/ZTvvzlL3/2uuuu+9FEvIfb77jjZx0dnTNaW9v4b4+zOIjPHuzmUNvpZhtZKeP4cTKKFIb56zXBw2Uiie2icUvQFkcGS9AWE4LRkdE+3/OLpdWOx2BxFXzIeCefh8wyESNlTlfZ2PY9S5dxJjMWEvsH+qmru4sX6LAN2r5zal+cmTE8Qn19/d8Vz7sPnebHcuyC5L84ffqMP/vxT35aMPGE5Q12c2RVtRw0qWjvHJoC2VZoGlRUfKppmzy0io5FYuljOV6Ldw8sQVtMCASt9QsmagSJSnnAEVV0RGYrh7cThJbL+Wy7Q4ehJnCQ20svvcjyR1blNOsRUiBAOCqw8AjiR4hSWXmZIGyv+IYbbmq544472sUu+nI5ry2bzzZnRkf3jI6O/uHFF198GtX9Gx33unXr3vuepUuvu/POHxitOTwMFvnRqNjD/SbjCRfHZbJGHAo9P9Tcoror8V7i8aglaIsjgiVoi4lCNxYGOU85oog14mrGChnrpFUNE02qq6oJoUV6uRDt4Fick75inkfIlXMimaDS0lK26RUXFVNFZQVNmTKVGhsbqaa6qk6cEOrCpJpECl4sRsvfexr9+7//uLe9ve1RQfivistusf8donJ/eePGjf3Y/vTTT//1j/7lPhdZHHLMFRkbCTwayIzWk8FNnrXjmLxrthXyYFn1N7kBQYfeM++WtXVHEHR86Ph/HRaTAZagLSYEohLuQIMKciuiXoS7BKFDO07G2M7Cs1Gg2xYVF1NqKKVyOtDg4nKFjCS7RCIuiCzB1TIkkRKxLbYvE0RdXlHBlr14PEbSbRHsGFX3cHqYtOPC9/zK4uLST7m87wgTalFRin7605/5/QMDuWeeeTZ24MDBYMCAss7pKd7azcGWQKVJEwUpfDjeiLjkxHvwVaoqZ0erUV/8TCdoZonF4jjZDB7v78NicsAStMWEQJBsa01NDbW2tZqgflTQJkSJZGEaJmnc39DQSBlBbhhJhWrVEHQ8LirnJDe4oGouLimhkpJirqRxjftlxCfoUiXNeb4ZBOup8VOeGUWlX9Wn3l6ugJ2nn/59rLW9PXg85Mwg5d32QhJMIG8ELmccq25SMScFCjzdmphdM7PQ90Qlb3I/LCzeCJagLSYEo6OjB+sbpnI7t24sQeg+CDqXCxrnZCUtySvPtrtiKi+vkI/xmKmc6kD0ZcOLK+cU8iAAUXVziL8gRexJTz2RurEkaDmdOy9nC3pqYrfan7bAAbt2vSZOJm1SmihoxQ7kCCxQcmUdDjsKCep4GxFjAZT+7yA6lYLOQ1xA4jieXG7f+vXrXz0uX4LFpIMlaIsJgaig9zY2NNCz3hY1VcXlcH5UxCxhhIDHkVCnu+9AhFydKu90jLsRo7JKFuSMSnZUVNh9JKvaosFBQjgTqmxY85LJFLeX65FUmpT5dfKhOYOqkaSru5t2794t40wprI8XIpvJmozrQ+FzGztOGlypm6hVOqQl3An9XVRc1DEhH7jFuwKWoC0mBKKCfu3UU98jSOgBKS+4kgyjynmBnI4wE6LyzJsRUqHkTmVX87wMk7FxQoj70eqNmYLI+QBBw6qH6npIEDaeU45FRHEfSyuumjXrUCAviNfDyeLFF180VbrWloMgUU/q0GJbzuI4ZPyJljfkk3BiCAYVuKxxOzSumnalVxoniJLiooHj+DVYTDJYgraYEHR2dm6rr69n8vRUparlDCzmaZlDp9W5EfikA98wWBJasqNnF4aylk1nngpeArHrid1uqN0aE7r7BwYoFk9QUSrFC41Y5IOnGkFLeF1Uz9lseLyhIulx+R94XngAQdB0EtA1fiWg0ufmHNU9qS9mfBcWJ12cMMQ+XCxQFvUd1y/CYlLBErTFhOCGG24Ye+CBB1pd16k3qW5qUS0ei9OIM0Kkporox3Sjh08RZcVTswuNW4KUTY9kaFI4wE4xqvYt67FUTL7pYerv6zUt5+yfjiVE9d1H6aEhrmjDcEKOC52jkdETYEieMPSw2HCtHRMnHjxN/zpww5pzwcXlqj7qYAxYYu/x+xYsJhssQVtMGNrb2x+ZMmXKXzU3NctWb1dW0bLBJFZQuTrsHZaDZjlkiIlYywvhjjw5WVv7IoJsZb1oJ5neYWHBN5KJfI2A0J3RURockFKIH2oxd/Tr4eUdn7My8tDFMUWFZQyVt+fLY3RCRT8vVvo+e7rxfiNsK3QKKmhe6ET8KhpUxIkqGnWfOK5fgsWkgiVoiwnDyMjI8w319X918GAT67Jwc7hMvrK9O+zmkFDzB/lmMFFFPuKpzjsKsi9UketojpYzsYIkvPyhU8LDljieyi0IEzo0PNGyOjYih7rh8HGGQ/aDwShBPCquuYNQHbuOWJVukxBBuxHT9l5ZWenfcsstv7rpppsm7DO3mNywBG0xYRDE1jV79izavHmLmq6C/3n5zKhwZkAC8EI+Nb0gqCvaIISIzN+8ABeYixlaaJB2Pj2kNugkJP046Y5AeR8seHCGoOJ1SE/k1pW4dGBgnxnlOikIO3JkFa2lkIiqjvVjkDBwwfGyg8VxlLQSFZVzTIYkRSO9x5obYvHugiVoiwnBj370o80LF5582jPPPEM1tbXGWQHCivgR5rV4PM7ZFoXZHL5qk+a/qECADrVXa27UYoeZoK2DiTQxjwuQk6H6qoLOe7yQiOOQ9mevIOCIo0WVh5po3I7kzgxJR0JhUJqMUS17jsfOErmAGOETUzyR4JOC60a2TdDHbfEugSVoiwnB3r17V3V0bJ6ZzY5VTmusn11RcfK5mWxu7tatr8jFPUFicnBshnwVoBT4hyUhai040J/HOZTVouD4jAv1EGnrW+Hjvqmw0QSD+1w3JFooC55esITbQ5O/hpn6EkqoA8nLrOicqabZ3udFJEGrtnU01uCCZ7lR9zcT8FFbvItgCdpiQrBq1aqHcL1p06ZPlJeXn1RZWZmtb2hgu9r2bduNU8JUnep5BXovhSvmwxC0JkkdZmSkDYdJMawjhydry/3obkS4PQJbnZmDqHKm5fRuvJZvLH6kFiBd3WUIf7cgX5ZgMG9RdTfGxH04ybBjIxJleQNWPzTUcGaH4/zLcf0SLCYdLEFbHDNWrlxZOWPGjMsXLjz5c+87/fTirq5uXoj7yY/vZ8I966yzqKe3l7Zte4W3R2eftDv7sktwdEQQWfIwhEx06KJfaLHOkc0hAZmSZt0g01nr3L6s0LUkId0bpEhWtooHrd1qDqITvJarxm7hCFAtOyoDOqImv3CVzI0rMtsai5HQnuOxBFfbsXhs7Lprr9lxfL8Ji8kGS9AWx4Sbb755zdy5c9ds2fKc09raTjW1NUxQHe3tVFFRQdU11bwdpqjU1dXSzp076YUXXlQZyj4v2qG61LnQmjwBWd26pgrWerFjhGbHNJOY9TtfW/bkc6XPmgJbnm6K0eysyBuVPE4WgUdbBx+FLH/yAJl4tWdb68+omvEeXPUrAdW01J/j/Lq5bO6Rt+HrsJhksARt8ZZx4403Xjxn7txv3nD9DbywtmfvXjr55JOpurqaDjY18bXXqSeOt4OhdQAAGC5JREFU+LxI11Bfz23a+/btowMHDvB+uCINZS0Xtn97imjDnXyBvKG8G0zaehCt0bI1OfMmUmt2C7pggiYXLOIdYrDwdSJd+JWJJ5cDIHWQtW4rl78MXNneHovyiQfVM1whkYjzrYn75C3eLbAEbfGWgEkkCxYsvPq7372dmzp0tgWuOzs6eZwVYBpJHNm9h0U4ODnQ/t3Q0MC34ayQ00zkvoOBs8TsyBO+nUK5wzeh+vyX3FY3k5C2e2h3RiB5yAI6sPLp6lkef2Ctky+lXiO0YMjVMkKeVFJerLg40MP52OUipJY+cIHc8+1vf/upW265ZcK/B4vJDUvQFm8Jc+fOvfXRRx/j+YGQBkCwIDoE6u/bv5+JDlkZY2MZlgKYAD1JhqhWYWfTxIjFOZk8FywYajnBVY0eMuEucohO7YduOMbB4Qf/goDVlBZSbea6WvdMm3iewtKJ9GIHC5K+bpBxZDqf2kg6NVAtqwYV00ijNGhU2nhOf38fXXrppRvFQ5dO/DdhMZlhCdriqLF69er6M888c8WWLZtZttDV5KxZs5jAUD2DdEdEdQzyZm1XjZPiYH10GeoI0ILGFd8QfV7FhWqNGa3ikA24KhW3k6kUyweGsMetL4Z6UJi5OTkPxAm5xGxBpvJ3dDui9lSbdvFgn6wtx+JmwVE6OeQGiCbV7hMegivu7+7qoh07dvD1lLraC8gStMVRwhK0xVFj4cKFt/7qoYecjo4ObsLQqu7iJYupublZEHKOrWWDgwM0OirnDGo7nW9auU2PNemp3oDjyoQ42DxcJui8UitkBQy5AIFHqWyGZk6fQTNnzaaZM6djwjft2b2H0+qknc7MNKGSkhI+Bo4vdZ2gM1G1oyuDHsnYD/W8go4X1T0ojkv7t+GpxnvH7bHMmNHZHXEfXClz5syhRx55mHrE8YDEt2x5vujyyy//2hVXXHHl8f+GLCYLLEFbHBXWrVt3yvnnn//frty0iUdSoSJFpVxSXES1tbW0fft2Son7h9JpQXiykw6IcDh/QNCesqw5brAAqG1sJpsj1L59yEXwIWJEO7s6ackpS8TlVHaEPPnkk5ROy5msMVTc4kRBaqwgXtvhBUmpVXs5z3iqXd2tSNq54eqUEJUJInVxyDC66YUzowXx43UqK2to2rRp3IwjOxU9Ouecc+jee+/l5+7es5uWLVv6dbE3S9AWRwxL0BZHjM9//vOxv/zsZx+75tprnSFRxVZUVIpqNk0NDfV03nnnsbThKtsZbGYsbWgPst6J7gbURKvuA/h+1zWpdW5YX/ADYUJLHqhoUaE++pvfcJXc2tpKvb09vPCo5wnq7TlLydPB+pxIrY5H/sOVemiqd/haW/3w6jxWS+wXgwHmzZvHFwywhfQhU/tkHva+vXtp+ozpdPaHPkR/eOEFGhocoqeffrriq1/96ueuvvrq7x2v78hicsEStMUR42Mf+9izv3/691XPbdlCH/jAB6muro4qBUljoCusZHv27uGFMZ13pMk5HOsp8y/k/gJjXAiGFB1TTUt52NE9KGozWY2za6Szk9ra2mh4eBiJekzQuuFEukA8M7jW5RmCETm8VmnNOBHwBHL+f4NjsjQcN2iM0ceLXwKYoQgLYTKRFCeIHn7NpBpwi/vwGaCLcnBggJa/97208ORF4vhaaeeOHfTqq69eu3r16gfEL5H24/ttWUwGWIK2OCL86Ec/eqi/v3/pY489RgsWnmyGvVZWVfHCHo+egjacKhLXg6Zt2gxu1YuDnmr/8JWubAKWJQHqKGgzRRsPuLpVW+c9+7zImFft43okluvq6j0ms6aVx9l13dBpQJ4o8o5nqnfPzweWPScgZ32SgFQTcXX4f5TzRHp6emgoLd5vMkUJnouYZHkD8xH1nETIIHChoFllFmvls6Cfl2SyY3tXrlx56oYNG157W79Ei3ccLEFbvCl++MMf/nJwKH3ur3/9MBUJYgbhNjU1U5vqFqwSJD1lyhT2NaOa9dTwVic0/qkgulM3UPs6lMi0mEhLmyZvUnq03l9IHuEYUhUvbVrAWfOOMynKyd7awqczNlR1rgg/OBxH+aPlC3oINM2r48Q5ACcDV05GgQYtuw4zFB2J0kh8RNoA43E1xDYpflEUq1jTHH8ulfFKPnm1iyq/t7cXsw5TCxbM3yGq6L8V1fQPj+d3Z/HOhiVoizfE7bfffkcikfzT7333u+Kn+sk8lcRTDSnZXJZjRffv388zALEgCFL08tLv7JnBrFRArkE7tmcW5iAJGzfFuGMwfX+anHV7N48/CRbwdMQnqt08WslRvUc9Q9BmUKwOQQqylcYh3G2otoVi4uRJN75Az85FcjzIltPsolHWn1G9Y+ESxwLShk8cxwSChrtFdxlu374z0tjYcA/CpS699NJPT/w3ZzEZYAna4g2xdOnSv77sspWsqaL6MxKBqCQ9JSGAsDCsFYFBesyTqwhZyxuAqaSVssGz+niyiVx8K1gINASp+6yVYj3O9lzQJahfg6RrhEDWrD9HyIt65jW03KL9zOG8jXCCna7uKfS6pLoNPSWhYPCtpxL6cjlxHc2z5BFPJvgktX//AdXyHZOTvbX3W/z34MGDON6/WLVq1c3r169/8nh8fxbvbFiCtnhdIKXu3HM/GgWRfPzj5zOh9PX3SdLNewUujJgKEAJAhBFRSZaVJfjvkRG5eAcPsx+qmlF1RiKybRpTr0GagXs5XMNSqKxWYUfKVaGHArjkmvAivT3PKeTmFFFd++LxiO7+lq+Vy+UNYYatfkF7uHwNnEhKiou58h0Qvxi8vOw85A5JT4UoqQB/R5E1dHhsk1C+aLxPHLoe+qVHYuEXSV1tzc/FXRUT++1ZTAZYgrZ4XQhyKYddraGxkSqrKplUSnpKqLmlmYYzw7xgxkl0ObkY5itSlHkUETOnD5a0mNJnUXmjEseE7e7ubvGzP6haC5wbal9h/UHnNvMWcl1PXHmq+c8pYHU9j9CYNWD/cyRZ631GI3rxMpzV4Rc4ULQ+Dr8zGlKwDyfisPc5mSzivGds5alfCprYgwwSR1TPCVmpuyqYKetzwBJ+lcA7PjaWLX9bvlCLdxwsQVu8LkTF29/Y2ECf+fRnqKuri9LDw6y9zpgxkwYGBgTJDtDI6DCRTqIjaWOL8ITriJkqgo47uB2inJtcQosXLaampoP0u6ee4kpcZ17o1DrIBzwVXOVlAEFCXWFruLqlmly0hBKY9zylH4OTc16+wFsd9mdrHZufg4oe8wZ9+Xz2UKtFRiwwlpaW0ZzZc6ijq5PDn5h09espktZaudHd0eSSw/sSpXJNNVVX17BXHMAiq4XF4WAJ2uJ1ISro/qjKvcBP9+amJurr76eT5s3jahg/8V1RTXpq1h/INKJIUzZtwN0QY9tZqihF06dNo127XqX77/8J29TwfJ6EnfdMBR0gLHJoKaXgL/N44AEhc79ecAzrygX38VX4XifoHAy9anh7/I1FUCz4DQz0U319A9XV1lF3b4/yWvsFgUuSpPM8GIBHX4nPoaSklBdUsY/XXnuNPvCBD1BJackxfEsWkxmWoC1eF2vWrPFefnmrauSI0IyZM6lCVM6oiEV5zU6FeCxOJP6bKiriwCA9sQQVKUgJP+FhxTsoKub/+q9fstUM7g9tbUNzCSQSTciBhqwlirDMETS26E6/YFtzr3FnBBaRYF+h5UBVtQdVt0ZBg0zoPpyk0MaN9zacHqa9e/ZQV1mnqICruXEFnZTQ2sPB/ZFoij8jnmGIRhcO94+wlo37XR2PamFxGFiCtnhDCMKByOuCnKAlNze3UCqVZJJxI3JAaktLC3cVptODVFpWzoSDn/7Qm8F7O3fuoN27dwtSS7N2y4H3IGdBZp4idMa4a0NcISlC2uPGEWrBAl+okj7khtqPtvyFnhOQPclmmdAzNVF74kQyhhmEyRTfiWoa0g9iVUHQFZVV8lcDFj+jUuYZFe8xm4N+PUqlonpm0lZySlW13J7lFAuLw8AStMUbIp0eGhPsnOKKWFSBVZUVnIOR44VBSTSQKFA9t4rqGLMHy0rLuIqsEqTV3t5B+/fvY7KGswHSSCWme8PRoaZ9a8047MAwfKkyl02ft44CdUjNCVQLc4cKGKT/kN5sNS3FD2x1BUY+7bLzA0L2zf6CWlpbB3FiQns7Kubi4hJe8ET0akV5hTjxpCnuJWhobFB8Hj18Hz4rv9g32jwCpUpLStRJzj0u353FOx+WoC3eEAMDA52iypvBC36i+gXpgpigrcrQIZ0uJ2+PjQrSio4wYZVXVBg3BhYOIXUgYCmTzZh8jrlz5tDChSfT8HCaf/a//NJLvJimSdNlWSFxSFD/0YAdGJqgQwuIugrHLwO0aY8MD3NVz9W1qdKdoILXDhC1AzwnEo1weztHmaqHW8UvimnTp0sphySpw2bH18qKV1NbSyUlxVIKcQrPKRYWGpagLd4Qg4ODL5VXVM6QWRRyekgOVV/OVSlvDjs3eKSVLoBdTYGOydtAtRwTRAvNWRMva7qJBCfR/e6p39K5536Uent6aZ+ouPU07TBMxXuISZoO2e71mgO1/U556ai0rIzKy8u5449PPq2tPMJrfHuh1sLD92JRVP+aAPD56PhU7mrUswp5MTQqOyCVxOHqzA9x/corW227t8VhYQna4g3R2tp656JFi88/sP+AXNBS+Rqu8hRr77K2rzmmA0+GF/m+mmKiA/BlKSr3IS4NDY10yqmnUk1NDVeVCGOSlWihGCy90Urm8A8l4fGLeuPlizDha9sbMHXqVL7+m7/+a8LMwBkzZ9DePXsDSYWkh9oPLUjq5weuP+39dpXTwwuFNDly0TDimpFevvkY5H7EL5SXju1bspissARt8Ya45JJL7t+y5Tms5EUc1cZtJI1QGJKj3Ai+4wWPq4hQznjWM/sUsWl/MxbZtm7dypnKIK/3vGcpPf74Y0E2tCF+MlLD4cQOZ9z14TbgKt+XJxNXzRFMp9N83z333EMlpaXU0tLKVbFpP3dItYPLrGiuekOvpuVj7VxxI9rL7cmFVAwqYFeHy1q9ScVTT8SxiF8VDxzTl2QxaWEJ2uJNcfDggZ2xWGwR8oyhE8+ePVvZyJS8AbJxHOM15soyVP1K/dUN7G8knReuInAkzjU1NdGuXbvo3HPPpaefeoo1XcANSSf8vHHXRwK1BMm3EWg0Sxw/WqwxEaavr5fb1H1fxohqpwVOMKh8+3r7yHMFOXuBFzucE206IHVlze/d44VJEL2rJsnw5+PlTQWObkp4wcVnkLvppptePdrvxOLdAUvQFm8KQSTPlJWVLoLGiphNtsZxBSiJT2upBS3XSqaQUojUYz21+OaH1GVUmplchhfyOjs7EGhvZgpyteyGK9a3CCU/AFPr69kSN2vWLBrgpDkXJyCTT/2JT/wZtbY0q0abGG15bgsPADhk5JY6JlPhhwia35eolt2Yq2QeaQ/xzEnJ4XZ5nAxyuWzzsb05i8kMS9AWb4p0Ov0KwubnzJ3D1SN8zHl2WgS2uHCbh3R26D+VFKJISpMVJANIDqicUU2ClDEWSi7QMe0T6m2tbR9O2gjf93rSB8CnErUwh+Pu6uziRhMcBaxxrhs1RIpBt/A1g6CLiotlM0voDWopQ2rSofv1p6HOPHnlcsG2PDBX/XyQi4geOz+wKJlMJl54K9+JxbsDlqAt3hRDQ0NPJ5NJL5VMueiWg10O0oZ0b+jKMUSVyqMsH/NNBOh4exvIfmR4hK15eoVv/759avtCYgyatQMyDhPyG9bYZkHPZ592dU01dXV1MgHD3odhr+j0w7DZF198kTsgcQxd3T3S8scTZeVJBxkhHAylPdyhNnAmX5ITynlh0JXuFs8PaTtq2/TQIJXMmQNp/8W3+r1YTH5YgrZ4U6xcufKptWvXnjV1asOvli5dWobqE8lu7ji7GOBoh4dZPHRD0oejJA4qeJ4eFKvnuOrsDN8vdIdovJngMb6a1lWvfNBnrRvo7e+n2eKXAfzKqWQC46h40RA5GfqMwYudnqsyNvQJwzf780NSB+vlanFTN7PIVnJPZUdrW2KEli1bjio9ncmM/stb+Eos3iWwBG1xRFizZs3vV61aNe+kk+a/3N3dO6Wjs6PAuSCHsYa68kiTFt8okCrMY66e/ReQuM7IKMjSCHvmQm69cDUdxiE+6QKCplBFLxPnMF/x9NNPpwd+/vPAjWJeEj8HpDHO0UKGPMMUVPFae9cnFenYkC4Ozq8muVgK4L6Bgf4to6MjH7rvvvtGjva7sHj3wBK0xRFj/fr1neJq6k033XT74kWL/m7b9u0OFtDgZQb0dG83RICoirVmq4OJtKdYRpNGlFMjoFu9DYsavor6JCp0gYy71mzNexjXxMIVfSQgUKOPi9uIUB0ZHaF///GPqbqqWlTP6XHzE5HQF07Dk1V1RLkzwkMLwrMROekPmdjRCAdGyWG2UTkWLJe77u677/rKBHwlFpMclqAtjhoXXnjhP6xdu/b6uXPm/NfChQsbIRlgoW/x4iUcw4nZe6OjY0xOJt3OkdnQJhdDcFnEiRgrGhDY1LTPQ8ocCB4qkCy0vKBGaZlqWt3QJwPuddFjrkLZ0XzqUI0okDNAmuj06+npVVVu4L0u2CdJucJT1rqIkmd81SGouxTRbYmJ54hZnT59BiUTCe5UnDp1aq64KPnZG2+88d+P5/djMXlgCdriLWHNmjVbxdW0jRuvvHrx4sVfHh0ZdVvbWqmluZmr0rKyMiba0fwoEzBsdM3NB7m1u65uilkA1C3k2lvM1asbTpnTV0FkkSmAx8kmBWH+5CvpRJK9O67JxdgB1V65soZDxY0d0hATrtq5mGc9OSIIvYuHxlZVVrGnGvvE5Jj5CxZwKFQikRREXcZ2vlmzZh50XecsQc4HJ+xLsJj0sARtcUy47LKvffXilStva6iueWjxokWz0Trd0dEpKuoerhpRMaM61YjHYiaHw+PJ4Dlxn8ONIBoh44ZcYAulyumY0DAOzegIkb1exgv7lcc9v+AeJVUUSNgscciFPpx40NCCXwn864DItK3jFwKIGZeioiK+DA70jxUXp6669dZbvnF0n6yFhSVoiwnANRs2vCau5qxdu/aLNTW1FzY2Nsyrra1hRwS65WBh0/a5srJSnr5SxAH/skFlaGyM5LxBj8bTp3RzBFY2eV9Q/IZliNeFrogdRy0Sai3aOaSqDqrlwG2CJ0AGQYNLKllEo2Oj1NfXT+K98okGtjwQNzKxuRMRnZNeflc2l/nOD35w93WeHmtuYXGUsARtMWFYs2bNjeLqRkwDF6S8KhqNf6a2trYRecjTpk2n7du3s/8YRBuLxuR0kuFhGhwaUrqxO27BLTRrkA7n1ggSoPUEbhPUVBBoJCd/a6LXXeimGg+FJ+l6XHuXPUeeJDA+MBFPcuDR4MAAb47jR1Rp3ZQp7A0fGx0ZGB5O/7SoKPn12267rRX7ue3WW4/DJ23xboElaIsJx4YNG3rF1VdxWbVq1fwzzjjzxcGhweR7Tj2VZQ9MV9HyB6aT8AgtIDQZxaeQDk1kHBSHgx96nta2tRNEV83hSjy43zevFYY8N8hFxnAV3dsnOx5xG3MFQcoI3o9Fo82i/v/bu+++6+EJ+xAtLMgStMVxxvr161+95557nuho7/jozld3ctWJGX4YoIquRM/L56LR6KDrurFUqqg4nU47CErK53I94r68r1g075Gn4jn8XD7vsSLic4SRj2tRIYt/MZ6VWdjLe5xBDWnBLDOKPwUvO640ysGE4UTFJY6CPuK6iUg0lhLHEofsIv6GMtEDDdxx3ag47oqRkVFll4uxNo4Mj/KyMn/27Fnv+c53vtN94j5li8kKS9AWxx3d3d0/mz171kcRK4qhsa/u3Mnacy6XpdNOe++9P/vZz/4W261evXpKV1fXv+3atatu+vRpp919993pt/tYr7322u5rrrm26k/+5KM///73v/9J3HfRRRclSkpKRu/4/p2q1dsV1X+OJZmZM6Y/edddd1lytjgusARtcdyxY8eO7y1btvxbosAtNctvjnQ/pFKp5/V269ataxdXZ5/AQ4X08pFPfOL8ittuu+1Rfd8NN9wwtmbNmgxkZ+kqkT2E8D/7fuSSE3i4FpMclqAtjjsE2WW/8Y1vfOR9K077/f79B5y+/j52PuSy2X8T13ec6OMLY+3atX843P2i4v/788477+4XX3rJ7e/r4zFdlZVVux544P5n3+5jtHj34P8Cf2hG4d+GNgYAAAAASUVORK5CYII=</Swatch> </swatchLibrary> </Fixture>