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Clay Paky Alpha Profile 1500 Q (Clay Paky_Alpha Profile 1500 Q.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Alpha Profile 1500 Q" ShortName="AlPro1500Q" Company="Clay Paky"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>8dd840a8-1082-498d-8bb9-556db3e7fbcb</Thumbnail> <History Date="17-09-09" Author="David Hunt" Comment="Created" /> <History Date="23-11-09" Author="John Rogers" Comment="Extensive update in line with Clay Paky documentation." /> <History Date="19-07-10" Author="John Rogers" Comment="Edited blade Attribute IDs." /> <History Date="16-09-11" Author="Karel Bartak" Comment="Edited Macro Effects and Autofocus." /> <History Date="19-04-12" Author="Locate Fix" Comment="Updated locate, power on, highlight and lowlight values to valid values" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" /> <History Date="10-06-17" Author="Nic Morris" Comment="Changed Atlabase ID's to CMY versions. Revised mode names to reflect settings more clearly." /> <History Date="10-06-17" Author="Nic Morris" Comment="Added physical Pan/Tilt limits. Standardised conditionals. Increased wheel resolution." /> <History Date="10-06-17" Author="Nic Morris" Comment="Added colour function index. Revised colour index ranges for full field control." /> <History Date="10-06-17" Author="Nic Morris" Comment="Revised colour macro with discreet function ranges. Standardised shutter." /> <History Date="10-06-17" Author="Nic Morris" Comment="Fixed 16bit raw display range. Revised function functions. Recreated palettes." /> <History Date="10-06-17" Author="Nic Morris" Comment="Revised speed controls. Inverted zoom." /> <History Date="08-02-19" Author="Nic Morris" Comment="Added RDM ID's. Added product thumbnail." /> <History Date="20-02-19" Author="Nic Morris" Comment="Added gobo swatches" /> <History Date="20-02-19" Author="Nic Morris" Comment="Created from Clay Paky Alpha Profile 1500 (identical except for RDM)" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="17232" ModelID="416" /> </RDM> <Control> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" 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="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8,9,10,11,12,13,14,15" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="16,17" If="'Colour1Func'==3" /> <Else ID="18" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="20~20" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Pink" Display="'Pink'" Dmx="39~39" WheelPosition="2" Colour="255,150,150" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="58~58" WheelPosition="3" Colour="0,255,0" /> <Function ID="5" Name="Aquamarine" Display="'Aquamarine'" Dmx="77~77" WheelPosition="4" Colour="0,255,128" /> <Function ID="6" Name="Orange" Display="'Orange'" Dmx="97~97" WheelPosition="5" Colour="255,128,0" /> <Function ID="7" Name="Blue" Display="'Blue'" Dmx="117~117" WheelPosition="6" Colour="0,0,255" /> <Function ID="8" Name="Op/ Rd" Display="'Op/ Rd %.f%%',0~100" Dmx="0~20" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="Rd/ Pk" Display="'Rd/ Pk %.f%%',0~100" Dmx="20~39" WheelPosition="1" Colour="255,0,0" /> <Function ID="10" Name="Pk/ Grn" Display="'Pk/ Grn %.f%%',0~100" Dmx="39~58" WheelPosition="2" Colour="255,150,150" /> <Function ID="11" Name="Grn/ Aq" Display="'Grn/ Aq %.f%%',0~100" Dmx="58~77" WheelPosition="3" Colour="0,255,0" /> <Function ID="12" Name="Aq/ Org" Display="'Aq/ Org %.f%%',0~100" Dmx="77~97" WheelPosition="4" Colour="0,255,128" /> <Function ID="13" Name="Org/ Blu" Display="'Org/ Blu %.f%%',0~100" Dmx="97~117" WheelPosition="5" Colour="255,128,0" /> <Function ID="14" Name="Blu/ Op" Display="'Blu/ Op'" Dmx="117~127" WheelPosition="6" Colour="0,0,255" /> <Function ID="15" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="255,255,255" /> <Function ID="17" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" /> <Function ID="18" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Random" Display="'Random'" Dmx="1~1" Colour="0,0,0" /> <Function ID="3" Name="Medium Bastard Amber" Display="'Medium Bastard Amber'" Dmx="2~3" Colour="225,200,180" /> <Function ID="4" Name="Medium Yellow" Display="'Medium Yellow'" Dmx="4~5" Colour="255,255,0" /> <Function ID="5" Name="Bright Red" Display="'Bright Red'" Dmx="6~7" Colour="230,0,60" /> <Function ID="6" Name="Lavender" Display="'Lavender'" Dmx="8~9" Colour="180,110,240" /> <Function ID="7" Name="Pale Blue" Display="'Pale Blue'" Dmx="10~11" Colour="210,245,255" /> <Function ID="8" Name="Sky Blue" Display="'Sky Blue'" Dmx="12~13" Colour="210,245,255" /> <Function ID="9" Name="Tokyo Blue" Display="'Tokyo Blue'" Dmx="14~15" Colour="0,0,180" /> <Function ID="10" Name="Just Blue" Display="'Just Blue'" Dmx="16~17" Colour="60,140,210" /> <Function ID="11" Name="Lime Green" Display="'Lime Green'" Dmx="18~19" Colour="220,255,100" /> <Function ID="12" Name="Dark Yellow Green" Display="'Dark Yellow Green'" Dmx="20~21" Colour="0,190,0" /> <Function ID="13" Name="Spring Yellow" Display="'Spring Yellow'" Dmx="22~23" Colour="245,255,0" /> <Function ID="14" Name="Yellow" Display="'Yellow'" Dmx="24~25" Colour="255,245,0" /> <Function ID="15" Name="Light Amber" Display="'Light Amber'" Dmx="26~27" Colour="255,220,95" /> <Function ID="16" Name="Straw" Display="'Straw'" Dmx="28~29" Colour="0,0,0" /> <Function ID="17" Name="Deep Amber" Display="'Deep Amber'" Dmx="30~31" Colour="255,128,0" /> <Function ID="18" Name="Orange" Display="'Orange'" Dmx="32~33" Colour="0,0,0" /> <Function ID="19" Name="Primary Red" Display="'Primary Red'" Dmx="34~35" Colour="0,0,0" /> <Function ID="20" Name="Light Rose" Display="'Light Rose'" Dmx="36~37" Colour="0,0,0" /> <Function ID="21" Name="English Rose" Display="'English Rose'" Dmx="38~39" Colour="0,0,0" /> <Function ID="22" Name="Light Salmon" Display="'Light Salmon'" Dmx="40~41" Colour="0,0,0" /> <Function ID="23" Name="Dark Pink" Display="'Dark Pink'" Dmx="42~43" Colour="0,0,0" /> <Function ID="24" Name="Peacock Blue" Display="'Peacock Blue'" Dmx="44~45" Colour="0,0,0" /> <Function ID="25" Name="Medium Blue Green" Display="'Medium Blue Green'" Dmx="46~47" Colour="0,0,0" /> <Function ID="26" Name="Steel Blue" Display="'Steel Blue'" Dmx="48~49" Colour="0,128,255" /> <Function ID="27" Name="Light Blue" Display="'Light Blue'" Dmx="50~51" Colour="0,0,180" /> <Function ID="28" Name="Dark Blue" Display="'Dark Blue'" Dmx="52~53" Colour="0,0,0" /> <Function ID="29" Name="Deep Blue" Display="'Deep Blue'" Dmx="54~55" Colour="0,0,0" /> <Function ID="30" Name="Leaf Green" Display="'Leaf Green'" Dmx="56~57" Colour="0,0,0" /> <Function ID="31" Name="Fern Green" Display="'Fern Green'" Dmx="58~59" Colour="0,0,0" /> <Function ID="32" Name="Mauve" Display="'Mauve'" Dmx="60~61" Colour="0,0,0" /> <Function ID="33" Name="Bright Pink" Display="'Bright Pink'" Dmx="62~63" Colour="0,0,0" /> <Function ID="34" Name="Marine Blue" Display="'Marine Blue'" Dmx="64~65" Colour="0,0,0" /> <Function ID="35" Name="Medium Blue" Display="'Medium Blue'" Dmx="66~67" Colour="0,0,0" /> <Function ID="36" Name="Golden Amber" Display="'Golden Amber'" Dmx="68~69" Colour="0,0,0" /> <Function ID="37" Name="Deep Golden Amber" Display="'Deep Golden Amber'" Dmx="70~71" Colour="0,0,0" /> <Function ID="38" Name="Pale Lavender" Display="'Pale Lavender'" Dmx="72~73" Colour="0,0,0" /> <Function ID="39" Name="Special Lavender" Display="'Special Lavender'" Dmx="74~75" Colour="0,0,0" /> <Function ID="40" Name="Pale Green" Display="'Pale Green'" Dmx="76~77" Colour="128,255,0" /> <Function ID="41" Name="Light Green" Display="'Light Green'" Dmx="78~79" Colour="0,0,0" /> <Function ID="42" Name="Primary Green" Display="'Primary Green'" Dmx="80~81" Colour="0,0,0" /> <Function ID="43" Name="Bright Blue" Display="'Bright Blue'" Dmx="82~83" Colour="0,0,0" /> <Function ID="44" Name="Apricot" Display="'Apricot'" Dmx="84~85" Colour="0,0,0" /> <Function ID="45" Name="Bright Rose" Display="'Bright Rose'" Dmx="86~87" Colour="0,0,0" /> <Function ID="46" Name="Pale Gold" Display="'Pale Gold'" Dmx="88~89" Colour="0,0,0" /> <Function ID="47" Name="Pale Rose" Display="'Pale Rose'" Dmx="90~91" Colour="0,0,0" /> <Function ID="48" Name="Pink" Display="'Pink'" Dmx="92~93" Colour="255,150,150" /> <Function ID="49" Name="Deep Orange" Display="'Deep Orange'" Dmx="94~95" Colour="0,0,0" /> <Function ID="50" Name="Bastard Amber" Display="'Bastard Amber'" Dmx="96~97" Colour="0,0,0" /> <Function ID="51" Name="Flame Red" Display="'Flame Red'" Dmx="98~99" Colour="0,0,0" /> <Function ID="52" Name="Daylight Blue" Display="'Daylight Blue'" Dmx="100~101" Colour="0,0,0" /> <Function ID="53" Name="Liliac Tint" Display="'Liliac Tint'" Dmx="102~103" Colour="0,0,0" /> <Function ID="54" Name="Deep Lavender" Display="'Deep Lavender'" Dmx="104~105" Colour="0,0,0" /> <Function ID="55" Name="Lagoon Blue" Display="'Lagoon Blue'" Dmx="106~107" Colour="0,0,0" /> <Function ID="56" Name="Chrome Orange" Display="'Chrome Orange'" Dmx="108~111" Colour="0,0,0" /> <Function ID="57" Name="Dark Lavender" Display="'Dark Lavender'" Dmx="112~111" Colour="0,0,0" /> <Function ID="58" Name="Congo Blue" Display="'Congo Blue'" Dmx="112~113" Colour="180,0,255" /> <Function ID="59" Name="Alice Blue" Display="'Alice Blue'" Dmx="114~115" Colour="0,0,0" /> <Function ID="60" Name="Full CTB" Display="'Full CTB'" Dmx="116~117" Colour="230,230,255" /> <Function ID="61" Name="1/2 CTB" Display="'1/2 CTB'" Dmx="118~119" Colour="230,230,255" /> <Function ID="62" Name="1/4 CTB" Display="'1/4 CTB'" Dmx="120~121" Colour="230,230,255" /> <Function ID="63" Name="Full CT Orange" Display="'Full CT Orange'" Dmx="122~123" Colour="255,240,200" /> <Function ID="64" Name="1/2 CTO" Display="'1/2 CTO'" Dmx="124~125" Colour="255,240,200" /> <Function ID="65" Name="1/4 CTO" Display="'1/4 CTO'" Dmx="126~127" Colour="255,240,200" /> <Function ID="66" Name="Minus Green" Display="'Minus Green'" Dmx="128~129" Colour="0,0,0" /> <Function ID="67" Name="Half Minus Green" Display="'Half Minus Green'" Dmx="130~131" Colour="0,0,0" /> <Function ID="68" Name="3/4 CTB" Display="'3/4 CTB'" Dmx="132~133" Colour="230,230,255" /> <Function ID="69" Name="3/4 CT Orange" Display="'3/4 CT Orange'" Dmx="134~135" Colour="255,240,200" /> <Function ID="70" Name="Jade" Display="'Jade'" Dmx="136~137" Colour="0,0,0" /> <Function ID="71" Name="Mallard Green" Display="'Mallard Green'" Dmx="138~139" Colour="0,0,0" /> <Function ID="72" Name="Fuschia Pink" Display="'Fuschia Pink'" Dmx="140~141" Colour="0,0,0" /> <Function ID="73" Name="Glacier Blue" Display="'Glacier Blue'" Dmx="142~143" Colour="0,0,0" /> <Function ID="74" Name="Lighter Blue" Display="'Lighter Blue'" Dmx="144~145" Colour="0,0,0" /> <Function ID="75" Name="Half CT Straw" Display="'Half CT Straw'" Dmx="146~147" Colour="0,0,0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" Intensity="0~0" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="0~131" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="132~171" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="172~211" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="212~251" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Open" Display="'Open'" Dmx="252~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==3" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43f6cd12-b356-440a-a40e-caee283f3b2d</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9c0f3cd2-7637-45c6-946d-3370efa6d89c</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>aa32ff43-1072-4ab3-9e4f-0ebaafcb1eff</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e4674762-cef0-4383-8dcf-f856dd2d9d43</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>27424da4-c6b0-4e9d-8bba-d313a83d201f</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c2b5b760-7d56-46c1-9b28-b3b9e773d9cd</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b1dfcf40-d8b5-4afe-8b23-da02d77a213a</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12f58e55-bfd2-409a-a568-67d964962c16</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="64~71" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b3fd8a3d-e0f5-4ce9-8252-a45093a018a5</Swatch> </Function> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43f6cd12-b356-440a-a40e-caee283f3b2d</Swatch> </Function> <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~171" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9c0f3cd2-7637-45c6-946d-3370efa6d89c</Swatch> </Function> <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="172~183" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>aa32ff43-1072-4ab3-9e4f-0ebaafcb1eff</Swatch> </Function> <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="184~195" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e4674762-cef0-4383-8dcf-f856dd2d9d43</Swatch> </Function> <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="196~207" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>27424da4-c6b0-4e9d-8bba-d313a83d201f</Swatch> </Function> <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="208~219" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c2b5b760-7d56-46c1-9b28-b3b9e773d9cd</Swatch> </Function> <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="220~231" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b1dfcf40-d8b5-4afe-8b23-da02d77a213a</Swatch> </Function> <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="232~243" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12f58e55-bfd2-409a-a568-67d964962c16</Swatch> </Function> <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="244~255" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b3fd8a3d-e0f5-4ce9-8252-a45093a018a5</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="72~113" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="118~159" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </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" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </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" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43f6cd12-b356-440a-a40e-caee283f3b2d</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="19~37" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b7446f26-eea6-4ca7-84db-b826eb8f9646</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="38~55" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>267ef1f9-138c-4186-8bb8-864827ab93a7</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="56~74" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0df04b6a-d7f1-45af-aa73-2a1f6aa08d68</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="75~92" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7942d4e4-7084-4dd3-97c9-591278c1b8d3</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="93~111" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c460001c-bfd8-4cf1-8e17-67d3d0931d2b</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="112~129" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>11e39bff-d162-4277-a407-eabce5332b52</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43f6cd12-b356-440a-a40e-caee283f3b2d</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~150" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b7446f26-eea6-4ca7-84db-b826eb8f9646</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="151~171" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>267ef1f9-138c-4186-8bb8-864827ab93a7</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="172~192" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0df04b6a-d7f1-45af-aa73-2a1f6aa08d68</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="193~213" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7942d4e4-7084-4dd3-97c9-591278c1b8d3</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="214~234" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c460001c-bfd8-4cf1-8e17-67d3d0931d2b</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="235~255" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>11e39bff-d162-4277-a407-eabce5332b52</Swatch> </Function> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </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" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="128~255" /> </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="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~190" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade Up 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade Up 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade Down 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade Down 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade Right 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade Right 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade Left 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade Left 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Framing Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Rotate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Macro_Effects" Name="Macro Effects" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Standby" Display="'Standby'" Dmx="8~11" /> <Function ID="3" Name="Standby Black" Display="'Standby Black'" Dmx="12~15" /> <Function ID="4" Name="Macro 1" Display="'Macro 1'" Dmx="16~27" /> <Function ID="5" Name="Macro 2" Display="'Macro 2'" Dmx="28~39" /> <Function ID="6" Name="Macro 3" Display="'Macro 3'" Dmx="40~51" /> <Function ID="7" Name="Macro 4" Display="'Macro 4'" Dmx="52~63" /> <Function ID="8" Name="Macro 5" Display="'Macro 5'" Dmx="64~75" /> <Function ID="9" Name="Macro 6" Display="'Macro 6'" Dmx="76~87" /> <Function ID="10" Name="Macro 7" Display="'Macro 7'" Dmx="88~99" /> <Function ID="11" Name="Macro 8" Display="'Macro 8'" Dmx="100~111" /> <Function ID="12" Name="Standby Black" Display="'Standby Black'" Dmx="112~135" /> <Function ID="13" Name="Random 1" Display="'Random 1'" Dmx="136~147" /> <Function ID="14" Name="Random 2" Display="'Random 2'" Dmx="148~159" /> <Function ID="15" Name="Random 3" Display="'Random 3'" Dmx="160~171" /> <Function ID="16" Name="Random 4" Display="'Random 4'" Dmx="172~183" /> <Function ID="17" Name="Random 5" Display="'Random 5'" Dmx="184~195" /> <Function ID="18" Name="Random 6" Display="'Random 6'" Dmx="196~207" /> <Function ID="19" Name="Random 7" Display="'Random 7'" Dmx="208~219" /> <Function ID="20" Name="Random 8" Display="'Random 8'" Dmx="220~231" /> <Function ID="21" Name="Standby Black" Display="'Standby Black'" Dmx="232~255" /> </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="Function" Name="Function" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="P/T Fast" Display="'P/T Fast'" Dmx="12~24" /> <Function ID="3" Name="P/T Normal" Display="'P/T Normal'" Dmx="25~37" /> <Function ID="4" Name="Dim Conventional" Display="'Dim Conventional'" Dmx="38~50" /> <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="51~62" /> </Attribute> <Attribute ID="Reset" Name="Reset" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset Effects" Display="'Reset Effects'" Dmx="26~76" /> <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" /> <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" /> </Attribute> <Attribute ID="Lamp" Name="Lamp" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="26~100" /> <Function ID="3" Name="Lamp On (1200W)" Display="'Lamp On (1200W)'" Dmx="101~179" /> <Function ID="4" Name="Lamp On (1500W)" Display="'Lamp On (1500W)'" Dmx="180~255" /> </Attribute> <Attribute ID="P/T_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~0" /> <Function ID="2" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" /> </Attribute> <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~0" /> <Function ID="2" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" /> </Attribute> <Attribute ID="Beam_Speed" Name="Beam Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~0" /> <Function ID="2" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" /> </Attribute> <Attribute ID="Gobo_Speed" Name="Gobo Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~0" /> <Function ID="2" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="3m" Display="'3m'" Dmx="7~7" /> <Function ID="3" Name="10m" Display="'10m'" Dmx="26~26" /> <Function ID="4" Name="20m" Display="'20m'" Dmx="51~51" /> <Function ID="5" Name="30m" Display="'30m'" Dmx="77~77" /> <Function ID="6" Name="40m" Display="'40m'" Dmx="102~102" /> <Function ID="7" Name="50-100m" Display="'%.1fm',50.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Adj-" Display="'Adj- %.1f%%',100.0~0.0" Dmx="0~127" /> <Function ID="2" Name="Normal" Display="'Normal'" Dmx="128~128" /> <Function ID="3" Name="Adj+" Display="'Adj+ %.1f%%',0.0~100.0" Dmx="129~255" /> </Attribute> </Control> <Mode Name="Standard (CMY), 39 DMX" Channels="39"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="252" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="1" /> </RDM> <Include> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="33,34" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="35,36" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="4" Wheel="37" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="9" /> <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="13,14" Wheel="18" /> <Attribute ID="Iris" ChannelOffset="10" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="17" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="18" Wheel="79" /> <Attribute ID="Blade_TL" ChannelOffset="19" Wheel="80" /> <Attribute ID="Blade_BR" ChannelOffset="20" Wheel="109" /> <Attribute ID="Blade_BL" ChannelOffset="21" Wheel="110" /> <Attribute ID="Blade_RB" ChannelOffset="22" Wheel="139" /> <Attribute ID="Blade_RT" ChannelOffset="23" Wheel="140" /> <Attribute ID="Blade_LB" ChannelOffset="24" Wheel="169" /> <Attribute ID="Blade_LT" ChannelOffset="25" Wheel="170" /> <Attribute ID="Blade_All_Rot" ChannelOffset="26" Wheel="171" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="29" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="30" Wheel="50" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="31" Wheel="51" /> <Attribute ID="Prism" ChannelOffset="15" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="24" /> <Attribute ID="Macro_Effects" ChannelOffset="32" Wheel="82" /> <Attribute ID="Function" ChannelOffset="37" Wheel="29" /> <Attribute ID="Reset" ChannelOffset="38" Wheel="30" /> <Attribute ID="Lamp" ChannelOffset="39" Wheel="58" /> </Include> </Mode> <Mode Name="Vector (CMY), 43 DMX" Channels="43"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="252" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="2" /> </RDM> <Include> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="33,34" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="35,36" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="4" Wheel="37" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="9" /> <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="13,14" Wheel="18" /> <Attribute ID="Iris" ChannelOffset="10" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="17" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="18" Wheel="79" /> <Attribute ID="Blade_TL" ChannelOffset="19" Wheel="80" /> <Attribute ID="Blade_BR" ChannelOffset="20" Wheel="109" /> <Attribute ID="Blade_BL" ChannelOffset="21" Wheel="110" /> <Attribute ID="Blade_RB" ChannelOffset="22" Wheel="139" /> <Attribute ID="Blade_RT" ChannelOffset="23" Wheel="140" /> <Attribute ID="Blade_LB" ChannelOffset="24" Wheel="169" /> <Attribute ID="Blade_LT" ChannelOffset="25" Wheel="170" /> <Attribute ID="Blade_All_Rot" ChannelOffset="26" Wheel="171" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="29" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="30" Wheel="50" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="31" Wheel="51" /> <Attribute ID="Prism" ChannelOffset="15" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="24" /> <Attribute ID="Macro_Effects" ChannelOffset="32" Wheel="82" /> <Attribute ID="Function" ChannelOffset="37" Wheel="29" /> <Attribute ID="Reset" ChannelOffset="38" Wheel="30" /> <Attribute ID="Lamp" ChannelOffset="39" Wheel="58" /> <Attribute ID="P/T_Speed" ChannelOffset="40" Wheel="25" /> <Attribute ID="Colour_Speed" ChannelOffset="41" Wheel="26" /> <Attribute ID="Beam_Speed" ChannelOffset="42" Wheel="27" /> <Attribute ID="Gobo_Speed" ChannelOffset="43" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Lamp On (1200W)"> <Set Channel="Lamp:3" Delay="6000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> <Macro Name="Lamp On (1500W)"> <Set Channel="Lamp:4" Delay="6000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Lamp:2" Delay="6000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Reset:4" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Reset:3" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Effects"> <Set Channel="Reset:2" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Function:2" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Normal"> <Set Channel="Function:3" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Conventional"> <Set Channel="Function:4" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Function:5" Delay="6000" /> <Set Channel="Function: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 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 1" Number="20" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="11" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> 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</Swatch> 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</Swatch> 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FBfSkWQsnJHduhXQKtqNrDZy9wdsQo2GAi5TygIgyvetWr+hpuN4ImFcLGNYhCZgOJOkeUMDW1WFXAptOcq9qLE41sBG1aojiO7qJhp/FTHvOYx0wE7ZKXvOQkSpO0Fij0DZvz/2mcWedFwCc+8YnJwlZ8kRUFfwv5LDKPSXQuCr/W93zd61436v24LIQsEr14wVS4BAeKIPF2BLIAWmz72vTrlgZrVjNis2ktbVh29rISx4B4pYXk7PA2eBx5Tj4WIWvxRyJWAjpLvyNTrIFWYNKiUkR3NpsImVnJCeFFg7Oui9vii9JpHO6ETnIbAR3hew+FlJkhL/yzNFgQXdNu3vvVr371JOqvJM7JSnEGVlHApocc7Na6KaaHmfrjH1duJChtJVVDo/jSaq3sQOXQrUV929veNlrACLW5YYS6BGE8hh/Ji9CMoA2WLWDATEu9uTwHWQYCjsQdI1wRpTm1tFksRpAWExywHgXsRmZKh0XUNJgcRnMAr7B5JYUrwk575jOfuT7f6eGKWnFXtRoovgmz0jcqM0KAgMGvmV8agylK67zsfhkLWmSlwT90r4ses543LJuDYdhKoamYrJCZjXz2jQRsevbPXgu7y26dCZF3s2hYZX2KzI9kNm1kUcY8HA6tio2YbLbQ/A/mrAZ0whABU06N3a9NRNQ/+YQnPGGDyEvgIb+34DGYCwHeDAWDlojFBrOCayIy568VsFeQnaflZyuVNBhSdSFn/+ju4WQzJXko7ItLk7jsfANx+RNDptoQAr6O+acRyFK1T7VE+de//vXe96W5kLMl4RK1id7ykVCqEpjovlHoY4GkppH5nLXv1AcFADSONBSKYyxK5C2XoCJgZIbsbJCSKAnYQiZz6CQS8bSSsxGoDklZzLEy6yE+jGaNVMBoSU6vHGAJfb2GFpHwKOnOYXNY6DwzwPG3oxctXEAj4hj5U7QvZxtNMXRuhZImwU1MdI/pQ41gVfiUKRnLFcG7Vd6P7NQFbHre4i6j7ySDhfdA8vkPfUAlIBIRuPJ0LZQ6kwhpTcD6oIjPAuagafl4pbSTsF0f5qIhgIjm36uI3cWxp4kloAk12sRziBG8As4ddthhsklFtTGthNuapVtcI7M2ujTPTNjuc5/71DIfu5Ch9LzLXIOZ/zjXeYtyXUzJWOGKYFap9dh1XcPvf//7jf6N1qRtxo4059PVnHMcUGlSop0tB1mCheVrEkougI0jpzcUtHEpsc1M4x+HJvIjEOCzjnmXScnHuDPf/NACdUN2yNDb1t9z9gu7d3NARBfD5nmAxxF2D5lTmoITqlJgTMCA7ee/lUAj1nKUTERuJtAEgg0aHCG8FiAomWfWhcYRdWhpCZQOeVam4sqQoY0FbDq8pL/8oAEO4Jid2gLHuSVgtXLpmoCVqiQQxYjJUsqJ1vFwa8lgflGE7xy17iw1ZMsCLYPSmQd80xiEpVCbVhGwW5ClODwl1WBaYeY641rJdAuoiaFDcvN5pzlqGqL2/4wkyKGFrnbIAoFRg1WDqk/m2HdmKufV2osG+mde4YqQKcH7pcWJtDRerFBJQobI0if9JRWwueZv8wtyYi6CM2zBEJ7UqzwitdsqFemLPqVKSqgJXl65ylGWjSjhNre5TbMTG+xgkd5qtN0NwTWvec1JaY+00iJAi3FbYrkQrX3pS1+6NkuDLG0kYFXzyLlUrcksvP/97y/+Tq1khNlMxyaJDpGkdjx/pYZWxQLBFC2VgMTNQXulrDvnlN9V4pdUtYqAhzRWrFXhAtGn4gM5RPX1s3JpEdwJqSPNOYb5gSBGgFQAWZrk5iYCFh6mkG+70m+C7mOVDBZFlFjyjUpTY/AwqXCl4HyqqqzVapVoiAjCMqYGKj8cgUZVgZpD5ItELAnpamCMS1ECf5C1oHVo5dqBFEMhNUioNNqwFJ5rRcC2I1PBfP4tajDqoJp7FE2BHSvZyTTkyCMq+arWkSgYcKmVUoUmtMhLD2sMjCiIsJNLM+gtpHr1WIK0GpBTZCHU5yu/wXMhn+cdq450lflwXtO8kxxlWtBBtGPsiCqALJGpj6YCVkX60G95y1tOtE5+CgZhSeeecp41UrTQav50nmIN2PMa8kQsU5wO5qVVc+1IuGKpy0qDNVAG46IZ0rInfmjNTxwL/hO6gpDNW22MgKUY+HkNbCBgVfPoS6bUg+I2zG5eB47I48jHBpCew5masMtqAiZV0Zr9kNeQ222R9FXKkk8QjMLVOhSrBhvKjvaZ8YwgvmO8B6/+LqfIj43ugII+90Lr15pfBE2yEq3JPCn4ld43psRYGwFV6ifShr7n2KLEEmQHek4TmchUFLCqristZo3rsdtoF7tlyKCN0kkbgHOpFfipSWo54Ll2QghGCNvTEqMxwuX/MTNMF+EnHDT0InoPUvhu/CYUSt9oAm4En1HwZUPneUp+scJMzwCvaLOtoH85kanNwhfSElTdJvmEHKiZNoQlFSy1oEqyDzXOqlbkJ8LrO8Qg9wVjD6AcnurbiCHCRagk7I0zsIhjD8caC5ZB1EcYWqAtRYbuvxVtsyrKdFyVCohlYluyRYPp66rSz7kmoSFaPY3MW6sDOcIgk5IGY05qDbm4s1aO0wPNa7Iw8shANf0xH9cnXJphNbRoHJ63FBwJK6yXTO9zsH2/PuECtXUEf42DTF2ZgG3T+q18hqmuoUX0AdJ0JVOHQiideWh3m+fQAi3161//eoN/k87A3cQ2s5Zw2Txq/+32RXUOSZTj4WjfvgO69JhKkrfOEIfVaJmbEdv0ChiNIFymcUSGpamFs0D5SQnyfyWgFvrSMSVuKz8SGc2SCxdhsrg6ZxbZvEKTRzcAf+j+W2eMi84IIQKaP1v7vvxcczg2AfQLGAjtcUm6tWuHPI2BSktTXHLQNqUpO7RXLJnhWNMw8mA5+qoGCFB+RqTMgorbeVIq6rBUG9BSyrIJFWon5fjkBvsOsAfWwSYWUIgicVg5bBLPap5IfYUwEbCt+37LF6p0k8wEidJSNJM64SlQH3E3K/3VE5gLmMhOhFcDraC6IIW2N+OkhjaZ2hhCfSYMyUiQMNqonBbjbtMM8UtT4McIqWLHnNjmuwqiVKuW6uLGQKQqp1jSlph/VMwczT1bE7C5CgxngQgohxBbe1kOKSEaBmKDSCn6tBA1akOiOx+MR7hkBIaYRFSNznIbo0attMB3nIVB14PIHHouuUshcODoS9fMMv5KQaP5YPpKW8P70DA4O/6t8VKqfq3DwM/cfJAGWyRESSVuTZqmxJ3xvZCUIkCC6QvnuUW0ifC+BCU3hC99iMzhEOHinCNmLcI8UwWZPMHDLJ3v8RxLJjM/IlpWha8mQh4LmsnURY0dNKX3Lgkazcz0uzx3/aWCIWStzd4zHGWiwVZ0Em8p9cHJLjmtJuNE06KyNBYS5gNX+Co1NU5zpdWYdqP/3xIuBCVhZpoXUTEhQYzkJCTys2OnOdJk7pkGyQst+ZQmGo4d7osOwu/Fc5rQOSJ72l5FsaCuBn6m7yGAInCNwO88BGz2SbojIXorldlQ9aUmD34T7cVEqA0HecU83K8NbxNIpBEjBxof1eLx1LTpKaAdFgka0P14X4tKM485AFVKCv8lkEkzKTSMzcknnKcRmosSBY7Quk8ZBYUOtcwN/016kHBXvsuWSz0UfoNPCjuPzS+hNNvV8TMccDxcnDVG2PLmWg+mdICnB58e+gDGDJT8vAi5O+81NP83CwgaX465YTZ996E+lBQaV8DCpxBo6D/1nBYBFgXX5jIWAVlcq2AhfPLDtc2yIgLmJjyYUh09p7E0dkjFquOHTe2JvplCxTyDTyBKHTP8pjTEZxJavorduGzhSiFqswG0mNGyQxqO4cADD5xo8bxL3XuIrkceCt8L3KcAg4k24bq0hukpIzlWRMA8lFINGdRqxvgpHn6EnGKpw6fU4BHHYqbw8Fvjl9JxSC1wauOmEFzQeu6N6S/lbfvA50Fm09YlojgH59xGyUcp0dj828pM1blB8wuOIj0yFEsXMGRj7ZBN5q/m8KZVCkqE5AVLXE1pJIAHkPp63svRNjWgAtIu8RLQDDg4/k4pjRR9LJSE7qIxp35wsHWOa2gdUiTA1KsGFjikiOU4r3/96wd/9hjgxUScfFSTh4ZgqQKGM+LA1w7hRN4O8T84+HJ0JZQ0GG2QAm9Ta513b31FfWrf+CCtMm5ag7PrUh4jshqz0yXxRcM20RAB4b+hfHIHnNnlDti4/NhovlTyyoLMO3yZOyKyt+HiBPHWOIOlCZgv7oHVwl3mKu+1K4EvFcdn5sBi58ltyNv8W5/DdJdGsEfw/5jqMdMN0QlMFdeA9m6dcpuCmZOLtWB9z0bWQvScd8DzkVpa0DNzfwoAmGTc3NgyJJtJhG8zaGVrFR72DQGeqN1ZCELmpJRvjBD19BXraZalCWphMq2U+xsY6rylrXX/GlpaEIbPMjqTZqah+WoWfOi5RoQsDtXrO9OS0903YiEHq2JdXNaI2dO4MXaYoOcuatXUUxoYE0HAqIAiF6ZU2k5Rp1SjGErgG7QmCkr6DimA4zfVei2h1CUjtZSy7ha61lxrMfv4riE+UQtMJvOqeXWokEVzKePRSjHFqduznKEUgaEXaDF3OMKx37clXAG/JmAo7aKAxdQBRluUNSQpbIfwIVpOrp/3jSFiuvoc71J1whZbbLHB36VCahUgqiD6TmzD/NdAQJlA36dFmvIBBRIqdYeaSwlo2qFVwUuLEMTaEJYx8BxoToqhdFrejDidFND/xfg6CpSFwO7iofqA77IrWqhVTUTQQEprZgHaIEWr2iD/3RI8+NpmYF5RJyI6ZGPLlNJkzG1+0lwLkvxKpVpVIoR2EQIW4bnza2u53ZH4EQGrTozFuYhI5OOkKTTLthxCznCf1lHD1FfH5LMaPXdN5FOQW/VrQzQyIaoNYYm1ZWgG/lBfvyZLIGjpG+WpMwjfJnJGC7QEjIlCSKeJcM8AfaMpxGWDRP/KZ1MYXuV6kdG5jyu7IGU0bw9lwGlRgxXBCfdFEZBqnjiUlVnpE5M4pNp1yEENpdNyLTIHXujdQj4IuHaAFHjokt6tk3dFgvySeBxhhKEnaUGhtnoL1jrWxeZkUmtVuxFGF9B0zH1fhMdMqrbgcBOsSAIPnQemEEAkaMxm9Hf5inKlpaLOkZhosFNbv2FhI8MtbVMTME2rrXAffOlWLhDsrFK3NxOD2+k76yjvp2wJGMKUdsjLf1IojMRgcw90FtloNkB+DB6zLp3Sd24Qf42P07ovJCaea+gZ20qth7gvJUhRMbGCOG196Ae+pfTQAgTs1F4Bi0fBQTxGuDSHvTbELcWQGaP4oxoIpwcSy29Kcy049cjE6F/JAjRminbHHXdcU8BA4FKZwTD43nF5NBerIIlcO6cRRO82rBq5lQIiVomSDWcT8D0J2px9n/0ClmoE4bOaofxkjWjL+zCk1ao21ISpQDkQ+ChgpVFNtBJBTst0lDjXBIxGVDO27APqCZTcpQmQhLolYMBEKepbRA/EGNjEiFO+5wKaiicCRqfL1xTZzNzBVR+UC1jNueUkcoAjL9VyViNqDzS2xKcVlDWTjOFOBUxCueb3WHTplUVEYq1ZGzYnvomAoS36QIsJmgjjSoMPN/ZgrQLI1CmbBSfx70EADIYvhm12Pr4pJppLp8Gm02tSiChlAtRwyYNVhpVtgJoPE8tZ0kXE9POJ8miHgImeYu0+To3DXPNpMO42SW3m2FAoQW6BLys3KLjAr7X8MMCBpQImkEK+WguuhiiYu1I5P2i1cTLZimwoNVUUMKZJGBwn7Gg28EXTioIakyxUlu7gf9QG1+XQ1Y27SpsrqOrYVpbXjSuIy99bMBEJUCBcqhykp0qgNQkhzRKHq40FTd8SMDlZPo06f7nA2rE3KVgLFiD6rUhQVFEKbgMhs8kk4ykEpK+o159tzEXPzxiIiemLAiaXUp0wbRZ8FDCLhSqIHBJmupbO8eUtnl03NM+FNkD2pcLAd4tVADk5qharJLxKSkR7fEbgwCq1qWkx5JJUC2MAABRHSURBVKLqB8x4K4daAg2v1KbWDe4ZxY0RtZbn1xd1C2I89yi4JT8Rh0UrurxfXsJD8CgIyXNRMKFbIYGb5OeigDWzqnkhHCohCpgvmB+pHCHitKBje/cw3v4vrskDSZtlcwFjgkvAD2HYNajaFAICWq0V7bpPfJYmXz5ZnwAAzcWUtc4p0tkUm0fia1+2I0KAEgVslrOQuBC+kwv4sDaRXHBPHnFeTGQqFTDMXDFRJllME+W7EGgpZrREGahqqI1trNEdERY4d7yZmLxSQmmOnV3qEmIqCItGCVoknuZRm94Tv4/iRlozZiZoSQtFSKP/ZHFwgt6rr4I0dyEEPUO7ldKoekiQ1AffAXnsotH4xzjGBVfBkqX/J2BmaYYvTaUVvVz+gjGOcVJgmsjm7zAvaWtYhMWvtVNZOGZsTNOohc7rvwmqSoBa5znOCXFJGAiZpL0KilqFRYT7YlaG1Kz1IZ0QaVP5DkMbeNN6OrnOIcHBmPty8W+5EIuaSB1wEpnyh7TkwUE91TAKPxIFLG/751CWBIz2kAwu+SZMHa5nTFK7dF4Q4JQw0TVhlVeTHZDAFRRI/ch1DpkVsQjEGbfARPVNz0mR+11chkUJWIRnI0uiPIpmW8ActPWHPqUCZijXEzb+3XWIapR6z2kBqrZEVVDHhLJ25LF0iLr8oQdK1RZG+C/CanFZNJZSZouNRNSg0ZoDuygwcXEIHk1PQEpDiGvg33rm0YQt6+hqnyFNpOdURD20y6mC9QPeUgFzLghvvKi7pWBEIyLCPMRGLdS6gyw6M5Vrl5iK4B9J1ka+ByHJn8ujTuattfOZST6iS6VmaRdaJBxZrVF3GSBMsVoBbcKlqAUmJZgamfpHPa36c0NboE1PYchxzgAytP6MmfUC5myZIMVUW5Wu0C5FG+XRjMYLRGqJrmCScFBpLk/OLlZMcHZFSd6Tf+FnBEyUleYtaZ/W6R8ENvY90hr8rnkPH0hhM6AxpMSE+bRuXmGRQ0CSTtWxmXy/kjtRQx4k9VVJWIc47pMp5cPR1mO6nDx7PaIzCtkH4zlFkH+qUoWqgKErfGieEvHAVV/WzsaRiqHl4gmqHOe0fJh6Tg9WBz9PBWyI34LYtehqrvhZFneWA9JzqCzw/dK+R1G1TaK0pgQaVy4xLiyujp8ztjE2F+I+eoOFyU+qFVTws/jEzN+QAMPnmKXh/frG0WfYoNwlFzC204pUi8drjQgG/4pESgdI+YKiOBGLhcFN9dXC5+1Vtba1FHwx3BfNIfWDkuADzjOzQZ0U5zefrsMUa+GvCZigI064FuTg8mi/MQ4+5MWZtZNRIkrCIJUUW+qkmbgkMgJ9Fb3yoSL9ESOiyM4GA3Y3EDAnlYYHaQDo6HMjOZ+K5Goz2O0gZlLEpz7d6J9a9atsfp70ljLpg4fnHnwG4bL7dBQhGUvnT/fB/7dxUuHydw8dav5QPHYnAmEsx8p0jR0DlR4bCH2n0NngLT9N5GwdfAeBEbeiNTyPInDeVC3NluGE9LRbKBlm7T4zHUyKYyI0aVieQjoFl2P3KM5DZGp6jVFWRKnPrjVOKIWmWySpiIiwKyXiIxLqIa35KdxnWk5ssVtHFvpdmist1NN/4BKEtOrFSmDy08ZilkAzSAuyLH2BAIHin5r4KOBBQbVMrwJJLseAyHKjVrGSgB0fLtt9ppNFpU0kc2tJY3XpolB+mXZ5vhnaQHooOr8l9r90aGgJNIQFFQ0JLpTpCA5oNHVffX0FKXJz1irHYcLxbGk3NwGnyQh5PmFxCPIOb9UerWmE0Jch4J+6L/6gtRAx8n8FILVzo1AlnlvPlG8yc3z+jxsJWFBx/w6LdET445Obd1oBp5pmcuO1Az2x7h4EHoxtt4NQGUYEqLwoNRvYla0jZFL4XIEEjeF+pH4428wBDefsQw5sHwh1mjlQ2ctcSJpzCSy2I1/8m4VLtZ1uIMIlDyry7vOdcjBl0RRH5InsEvrGr9PingXSWsDGv+Q781X5aDUhG/DZR5Cd/B9rsavqPKNshjXxZWDiEHbKX2pCZvfQLPKDeB4PlIPONyvNgJD76+tYSmHhqfVYk8YUCNslsEV0NgDWutX1TRPm5TE0LX8kks4ln8rGwQtGzTnUvKfwGelYBGatrwsd+syj95To5qfaEEy+4IhbY/NZs5IZ7jmXCHdSrOgsClh4eD8OD85sxZkPiZdoZi7kMGu8jwiN+qV6I5lYy4fxqzjPYzQBTUozGgkpguMfqXUnFO5N8ljlJkFSaZr3C/h995b7JzXBYto1xhAqlIbvPssZ5gKSvJOeBikdC50CR1aaFJnD5kpLtmkvAh0PtLcG+XPumTL+DjJT+kGLfeM0zCxgQOqF6nKBNfZauxUzwndr1Z8j/DD0+dTCPpjxIIJjEgQZokAVBFHl89UImHa6OElZxkIwwowP4YyYJaZGOZCSH9qbT9PXYleCjYb+yOvW+s5Dh1L0XUJp1ofNziSjkGj2tAWRlrdpGqg6mFUBC1/0C2GXmk1ZroceCCrZ4hKy9NzGFFQzYhIx2mLfOcocdGaqNhClBDlR/J3IFQMv9OZroDRoOb4UE0TYYnAwBBaT5pOwj70LMgrMcSwIICjSX0NHBtAk+VlNNmc6jK+GvmEpEaWxUp6n1jcazGah6TXzEnjDfhvlPB8mK7Uf9uUPJBjnEjAgNHZBTcCAGWOyONK1cDiegsEUoUTGdAJx1jmxAgmmlpng0+DXLB6WW9TYGgcJshbITxGe4CHvDrehaDCOtNSXgGXoYaei6nyKo4W3oYbwZ0NOxmXua8PjKAKfJ/Ci7QksIrmnjKd+rHHXI2BhQT8+rxZjJji8Irc+CJfjXNbaiWsg6pRC4cSPqaGnpTDqIj7m1sPjdzENLkLBZ5LLFBCk5hFFoZGEGe2r0I1VGrSY943H4LRgc/m9PNcowhsSPce59y0QUimvVgUyAbTBaWS55Z58Lu3VzH0NyYDOpMWYhFg5OeYQTF8KxWA+AiGo+RS0iA4nwosmGGMyBR00IJ8Jd4VSoGn4UjqfhnQ/tUBIfW+tc/m0nxIIFy2a501tuNr40RxSca28KzeAn5mfMdDCgGKBpvaCXgGbajEEWr8TMAVmXt03gnEW0DT8I76SaKdWO46LopFoMuRhrWm3BoKmnAijjaXnmPMVmbYxJcQ0g/cS6jM/fKZW+iWF6Bj3l9d58Rs1BbfOx0zBOa9BBC091KcJmf/SxMgKju/TXjC0hkPuQ3a611P1kO2moQ+mBVyWByfKIwS1Yjs+gocoHUNgxnZpC8nj1D+7XATJFCoOxMlJFsfsAsEhTHw3QiA36D6HjIJKQVtynpmsHDQ+N2BI00kEF8QGiQKCg1MFYgQUQnWIwHNPBmY52PFBgysGCViQ1G+HXXpY+GNvrNx3Ku1YUO1CdM6/KIdmLIEp5QzzeZhWZ3v3pVVqQIy6amdazgu1bzXNTLgEI0OzFhGEXCWFjcCXGmKac4w4g/IwMjHkF8cMAUZp81abIwFFQn1JXcLg91SxKmXmPPs3vgutoNxGRKcKIjrafiZqQwa2GHi+lBSNwSEcZAs51FwtG3wkPiOtVUrp0IyeS945NQZD2+Fy0NYDx59TkQf1/tYUgwUsSOwfgxbbr8sKynLgquz8ErHqAaMZDGsrjdPGQrukKzjeTJf3QWEI8wkbDsfPRZnMZq1XELnKt0GqMkUI3Vk12rzgLAsmsOG1MeK+J39sTLXroiBNp0Zs4DHS+5GFoe89doz5seHSVFiux+nWpSsQp8pMzI6AaL5EhkMP/wT+AG7HxfTiaTD+aAbajc+E1CTUtQMdsNv8E9EYIWM6Z93lY2FgC59OAFITLNSIvCz+a0xZ86JgvXBepfMGCrD2x455/1HfKEjuGUGLIbTYwGoexIPVsi9RTKCYhNL8UqYrd8hVMJQczWhWXSJHwqZkGVmqDBgHhFGvjee0wH5Oo0kfifbUiM3iq7QgEMHuu1RstFI3omRajf80BgIPvJyswzznWApeBAGe6QCoVdrnjJEduqO3THj/n4UvtW/445vCVf12/KoSe80/8+/xbJ98tDdzosTZQ4wzRpk7Gorg+n5oBCSpS+bfg0aMDknHMAMW3qUwUGpEamhsKXN6vxhvtfbuEd3RV7vGzAtEZDbG8HcYdv+PUMaDWbkbfUWIJQgk5B8Hcn6Eal9rP/ZzZtLJ4YOODkJm2MG9e395ClEZx7uVLgIRqIt5zXNmBAzDzCEleBhzl/B8lmOF5QkRri55N8EBNn1oUKDSU0XukEk5EufMO3MkDzpGsICpF7Cks8X4oegZLgCt3jeS3TOysbgrSpZGKKM3WPNRNzzFPEYfZaETfND5d5z7PuHqA6Fz5U2+zIX0DXNM+CSMS4dktYAD4ugyo/y1/LyjEkSyLeGyqfiKKjdom1mmKDKxKkiU75QmAwmc/FyVCJ/UpkQ4i8ZjPtQzUZakFW2G3gR0RH8pRwUzC1iQ6D8FLaac5zPh2vgYtAytg6TmhXynCzFJOxCWkoBFzUgYa51GFoNvZjMgeFsjx0WxTE1Jeyo69PNZHXd8luAAAz+ky5qppsldC4TZCrtb61nfYK6wJXzw14KQ6aAts58JUAUWlUrHvMu/xQeHfjArQu2YdrNZzl0E70n9p1MBvaf6KmM0044cO9nvI25LA04IDt9OFFg7bYPfhpIpdYoTkDH8G+2kwkM9mrJmpnABMyLmxd7WeJ43mDsunvpjGgAf1fo94XBefhwhwsRnHXnkkRPW3sLxh2iSPjCLdjqSMB2/KXjgADN7JSBuRVAui4omyIvqRFkS1hxhznUJEu0lAcN7iSj5nX1nFEkLuY+VHvjbgxfM6nelWBTxcmC3rgupXyIGgG+Dl5H5rznDzJxoiobJ/SB5Qg5wbHztg9/j9OLp8mlAzB+eShqmdKip2q90zGUK2pFr4F5adIiiACU0a0jAnIh14CLeaCECNuXHqArdDeOSaAUwLZztmnDZ8ZpFSgdV4YVEhUOFK/1/zDgmvcRqE2ROuzRVCj4WHqtWUszscfRV0tbqsAyoY5Jxeq3Dt1YIyjL2GMt31bAw6ng6PEWYKI6eOZkm1JawLs1J9Z1pE/RA7fvTenmSWiqE+RVFMcdMFh5OKil34hGwfEWMfw6d0CLCfI4G365Vs44fk4loHbUjOEHOIpCH9oAuASold06Hl8yLheYmpvlKdWNqd4fXmkzB3GipquXjNNH2DazLHXICpZgvH49OowjtlTPnlIT2Ob2M+ahNJgznJEhJGfTW1J8I5lVFSG3kO/A9VYyIQFcB+tJ2HZNnHIKFJ7/CDf4kPPwduxmEjGNcEy5RWToMuASLnjLyBMKi1mbv45A0muCM0obTWFrMbOV+kfo0ZGWqYYdkEGhcgYtgpkVd8AEFLEPazxYIwrWjtVv0Gy8luzqrkDEl8eCtHK0R5BF8t7QWTbjfd2IFX4vWyOdWSL+IIEs1UripVMCGTu+RdaAZVYfUoOKDFp71vMwZsDThgqWl7xMhk0kd5JMxTVJATESuFVolwRGEhbaKxXpDWWt5REKS9w64n5KA0Ww+K2oi9zwUqJOWgAE/cIUEjM+167KEC5ZaHzIVshuHPxo13RtdWjRD7Cwgbis9lHTo6Ei8UxQwVRP5qSSV+5z4armAIVr9W66h8Fs61+PMsjGzXvl+iiJbfpv35SrMOSe1D3bszov2uXIsvQBp6vgTMpPaBvFkODBCImJEZDJ7QyMrFIV8nAoJqSNOOWe+D6Xxn7SoxS5Vz8YTafFfYwRBFQRt3Gqk5QO69yUKGJ5rj0VGizWsSIXblMLQ7clmtT31KQiUBlmOP39oqBlCjEoNKcVWFpTPHitBfrI2GrxvZDiNNLASdD1ov75O7dLnEnjaduznZXhBuA5cFM/VhxUroZx+oQOCoH2xWzeJpTdBDrGMegwImZJr1xAoWJwVfQfclzCrZkLoytu2mpIbkLjeexHpnzFY8Rrdae4Sb6C2f1CpzzLBR2udX9Q6Ko/g5yMuh2DIYOLS56oSGVtHNoWSm93nTVzPgpUvAu/WV2GoJUNtK3udve53TvDVascRQm0uFoXMhM9S6Ng3/6L2uT5z5ElprIYpdvvPU3IzD1ZFwGD6he8zHTp8aNeo8V8WmBwJ7hpUatTMmUT72JmvEa0aMzB3Ywz1UYEa+n1X2iTmWDUBi5iaTPlLDlO1W2nREKUpzosn+Zagm6nmUM8qXNAacRDzoLNoxgRyXPvMUkO/aKy6gMG0kQT7KCmoJqZdXD4n8FtquPp6EFEey0DeWEuYUDOqRGQJWsOGe6ApVu/qsSsVJfZhTQgYTB/IW4Ogmc5raov2uJlmxPZBh3ifcCmdrh1FOA9wXBpXaE4VtT6DYNXO1RwIsyJYgIOWTZyOxZoRsIjpA3pYWAh+men/g6f6DAUBk++rmSoaRW3YnGaqCPuoVVExA6TiHjl0VsRKY80JWMT0gd0mCJpDt9VaL2xV5Plcorl4wJWaLs43DaOaoXYE4RqCwYAHDxmhtJpYswIWMX2AN1+GoOGakJYzEperhU1CsCLWvIBFJIK2fXg9IFyGxi/FR1uD4GMZK//81sDdtYhNRsAipg/4bkHQNJlomdurm/HYm00AcrdHhOvw2hz6tY5NTsAipg/8oCBohpgaY7DH9LXdI7b2IY+EfFZ9ckLpeJZNCZusgEVMFwCx+O4gbE6CunW37gAJJ8j3n6KwNmBsta4R+dkT8yPxNmVs8gKWYrowb3MFYTNtTuUhgSNsWoHWis/GpzqpWydUIozPr0Rt1mrgf0rAUkwX7JPT64lB4BTr7zC9CJsMt5LUmcoTRgCZdnK4HAVCqBzH8blwf4s7UHwN439WwHJMF/Sj02uCIHQ6Yc1a3ya5NA9vPn01DqcvbSU9Y/y1CXunTV9PTa5TwmevWqPjauP/AAtMFNMlov9vAAAAAElFTkSuQmCC</Swatch> 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k+IkTRJCgopORblCw3+dWvfrXV8x0QOIRL5UnlBGuePyaIauWCi5nD3c53ibu/CtNK/r9b3epWZaQompT45QshWV7YGGDFTKMivLYhBRTywhve8IbSvxQ1Iji5JMqDrLBCSL6b7+H8A0jpXFUBKxCYIeDSMgSb+vQI3cRRUN+12mqrlamVurIVDnsVBkw4z5FXhm3QmtIrosleBKNrEUCbEuxIzYdC6F6yAS0LORQ5eh2SsWBuCAq9SJjij1imUOcuUR652FVWWaWcKlm6GVoSh0v7+KEkWJoz3c71zskEQZdSPdoEdzmnXaSZJ7sDVlvXEQw416wDrUl6hnKuU04Vz3jGM8pSmm41V6YnK7P5QR6rmQTkZZ1YKZ8lqW66awK9jeX1SDNDNNOlKRB8V0GC5/AnuQdIGPlLq6Z8Rh5xTxnr4FS6LteEBVuvmIHcI0ExIsg6IEXTSh7g3FcLEQOiUzqRMhjYY489SpW92nrpFre4RUkyy9zqYFCjENH7QZVkBGAOuWoOK7nlNkkv3TQ9ESDNDsk0b3EdEDmAZFJJEvSmTBZL2U64ECJTFnpGpkpcwqkzcoJNHXXW65e//N9K9bBOpoKqblRdEV6HPffcs0xui+ZYKBJAONQ5DGITwTjhufVEsli5HTB1SjWxmCJBJDbtEl0tTGkCKcLrTjvttNoOQaZdWQaFkbIOj3nMY8rok5IvuPnwhz9c/m0GasRgHsGmPj1CnYQQ6RSWxeACn6S6uMNFZ6W6gd/E+oRlEJ1qDBcqfqC6HC2HWv0qlCerhc9VecvaBAymOsTynioflOd0I4CcpalQIGKqrEKCW6UHa+cmkbRn/STpOfukmU9+8pNdr8OEUA5mEKzVwu1+0a1+3LTFoYU653qnnXbq6zNYOemUkCJMlbS26PkKTWU+CGqqq4L1ND0p+8mnQdbK9MgimS4RmWwiUd8NEu8ceuSsm/JZqf33378kNksuiDn99NNL+YULQJAd1yr2EVAO5krp4qi0m4l9G2lDVbBgiMWJDVTTJvKJz33uc/v6DDKItEokspFVVGbAAlT2WFeYgw/YVHxIo1JC4zl5NMeS+Zto0ft1S/nkkB4y/ZIm6kAf9B0IyaZLJGPJWDjknAErthZusWAcn/GWbA6JKPjLofLghS984bwafYOWw9TZ5NzXwTSVV0ogmAR3LCSRkjIlR81ZoFuECywLhz93zgGJY53lINDYWNK9rhMiostVRv5RKZCpGPHabv7SJ3BqbQRbY8onUsKA1jV1M71UK1YtmM0xaCtKmlLe/5XTb+oiAYB2BXXN4Xr5eEA0JSmwKoNAkIAgfMS8fwbCkiHqrHusSAogmcT5DGGNmSFYdb1iAHmq0kXeYE6DXQMzCEgdUixRegy0K4NsihFE1ImWHOleMFWSJlTKDgLRpqrVkCvCl0N+oqsbTaYBRJuiXwtHZhyzQ7Am/ataF8VxzuvjEaJXN8Q68ItygrFY6rZYsqYOPP228xylR6wsBYc9JxmR1vSr4kJ2IO+/wYqFa6EYYIbUfCgJNngT1BZQbSaSg3PMr+D40qfyGnmDwVqwSMJ0U20/MGBV8HmIpHUdaaSHmpbhi9jICqyPxPOgPc3Aog0WDJCMqKqqVik1uLGiPJzfZYEuy82Cx1TJ9+u3UHFCWN2ZTbXAMCC6okvli2SF3BxtF7tpEwN3rHydw9RHqOQY06Dy0p8qKOAEyrw9AQvAslWde6BdIRICi2zVZCE8UhE7u90g/UCUbCqMpXamQ9Ggsp4qlPtUyW7KVNM2Y1hlZiwYKyUhzUGOcmV6lAiMBsbisBJNZTpgkF1oh2iKZsXplResSzEJ7av9L5o2WnB+ggOkpMqrVK2D6I5yTw6RuFfZ4SCaRloKWVWhmpZFxLHu0WO+llNukYWuTtnOMQjmZmC1WN8ZUfBzlBZs5WmfRUDxHAvCcpn2ECsHa0Xt5+QaSOImTYtwqdITsfwcF5plcSCb+ndSRD6FDlpizPdp6j8GyEfN71URAv00JVHp6rtKyuedHsksoXNZwJsLt7HcbkawMoK13hZzEFgmRl0nnlarHfgaoeYr1AttSU99BwddyoaFUVMf1ohjrEJC1GXFDkUdQYfpwd8NcpT9SBmDQHIdad14URLNonEFcrBoGrjwzfij3W6ECWLVVjeFHxamI4loIb/pLaBOPnyxJr2HhXOoGzMwRNQYGNqUch/RI59HamdQmOpYQuklUxyxM6Ja7yfSU6kaazJNpcRiWh5LI8J0k3ADkCY0uW6wAETOlE9Z11JUKwQ+aGh7qi1mBTNJMGDmJZb5Fnwz4Lf4u7uV/9QNoj4Kv4NT7O4OfwshhmkFIJFsIO9whzvM/U1imiMu+pQX9L4Ufw66ZLSprSodkB0QzxTvJpISUumRv28V/DjWyefn8LrcuVctUhekTAszSzAwXbqoiEUEjdp8g4dA/cJ0igjyjQZjGGdYqopMUPe5iKe2zI1AomBFFBoGBCsIwjKzcnnJDjLIUxJ6TfEsc1O+s253k6gwif+zqLOEmSYYGBTN2YigoX+ZEgYF515bJCXTw1gvAYjaNBpVHaS5yCmCjqqOZqrmsAOJQ729m4WjHiulWDtTr+kUOauFkDrt1CWwlVVHsOIa9ep+OGnMPMECQS7+SLV3Q8Dg6evK5/IoZ8lasBJx4YddKU4DE70hZ1NVrSoMU6Klb26K+CyFh0Ewz+GgO1gsU5oVQ3F+CgoRhlyjxg1IGXw1QY5oWM4xltcRVxHTNNyP9RJlxkLjScgaC4ZgAU6ySDFIxrK4WKImpSvdKkb7AeefPyXfybFGgJiavL/cqIK/pvQUAoluOfssLavmPTn21SbFBlt06z11yeFfCWRof3xMLQ3kP52PG4tl5N+x6r6n6RjZTP36XvRjvbynAIofOInVUwuOYO46YTi/iq/DYnTbeQ3IEQZKlGVQOft1gi0dS/QJLI7D4JJNwmKYwhChVzJbAaPnKnBUyqw4UHBSt9CEJMMP852QzcJahOF/gsiV7xbL8fhoCBkpKRUc/UB2QOkTIOqkCGa5y0xpYb3Ab2nqasiCCOfpYioU5OuqfhNi1jX2FUzwdXIBli/EkhFGrUxiPQi3+njJA3aDc5E75f8hJQeeTtbUWEUulU9lOqTgB5RbV9eB+o5umqaMQh20Z48AYpT9LgfAFQgmpl1QBKsCWehbLJtUS7eu0KYgF7oO/CzaFIuFTNE/AsgcpmfWwntYbS0X2SuaNZXyjWIJm+yE6bxJyY91jkqsQ5Gn/UmT5dvseF8BBce+H0Sla6DfooARcTWC2R52vPLzhOCC8ydMLaHwVyG/p8KB00/Z93O+UqkKg0rtRx4ryPM7HTH5PCya9+GfKQjsBWRgyehkfDJ5VVOxdQR1loTVJHkQhJFe8KLSQgCQ5yqV9PRLMNN/Ln9MyIJdimCD7TY1A+BLsDB1K3wo3cjBSnjsp3cpjcs0SgGPOnwEsnyNxJBXZVgwYqCRhfPOT+rHGrCGLBMLySLxyWhyfCILQyJiDCCvaZW0IiI1rbN+ps5YlNJPzjNQXSiTW+cWcVVYsAUBkZTQntXIa/DJEZbeG3g+1CDJXnc1XYqPI0qUp4yaf/4Nf4kDHm2UqO0qVhFcjlOQUU3KS7A7B+U3ebTJ8ZcjVeWBoFR8UR2imd7dMD4vfEbfUUMWq719Zz4iwVhjYI5/U3+OOrDeUlvRTbuqs7WE0oJdMolPGhUcaimZcKwlfMkTIinWZthKTlFp1N+bulgIgx37JLGI/C3Wh6TAAc9LtK36qRJMhSkZRcmODESeTxW9eY1pnYwhamTF6F4OBCDDmNICUknIheimaDqW9NcgzYl9TySrq+1vEZcsCIJJXrNO/Cxr/hCLEj6O8mAXHoFMqRx2pFD2w7/JVy8pMHQ4h7ybszIhskLeBUjU5z1oWcgnMc4Hi5VR0XSO1eXvuUn4Y35HdkWXvm9emWE6liwnLRB7OfiDfn+vD4JV+/K3hIVBMNEbEqhI6NWEzpTEd1LRarox2Po1mK6alGu+GksTXZqRDJHrqlur1Qx8NtFhtcMzmURqh/qPFKQPFtjfgc/FkiEXsrhpAMlkAPzf62InEuQXXHDyWbGmvQG6IZc0moKiMaMkmEV0PNuZWBtZBwTp1tQj2grQppCq6puwRFVycXLzLs+caSRkucBA+luvfhfAhzKlVUVUzjsycOj5a4gkC8BChaNOhXczIBCSmV75ZZx6BM838kIKJDVFD9MTv24pXovAqYtWShf+7+muN3oz0T5gEDD3/Bfkqit1kTrhcNOwAvJ5LA6/yCPNi4VEQO9F6IyeEBx7hOhlLQy2leV8QaTM67ukh+RG+Vccf9MjiSL2p/Q/vpGIEMlU8zpH/pbzQlIbcgV5EV+QgYSDoqmfWUu4ELciVaRQakEQTNQn0nPB+Tih7ajHN9WJBA0afwPBqsv/3f1RCcs6GTCWRWpG/hEZQ1vy3gbaNBUWkMNt2syXvIHPkRLik5n6YscOU7Y+YvKIXoeM1X3DnW9IDp7P36LVmS6RDHmRU1IbWD3RaLeeY73QTQscE8riuyDY+cUMdJjuBb4VC2EalOw1oJxzZCJV9DMFuIs5x7HUC3lMQxxxCj1rQeSMZDrfyf+i1YAo0lRKaSchVBFSAp8sGsLJQSImstZB1BhFlRDTpfOJnrFe731EuOQNljE2bh0G1fZXLQCn5gg2E/2ve8HdzLpY6CBhPYxPoWxaLjHfr1GxoLIXg8gv838rqQOW8wfBkBnBBAWc5rrdSCJfifTOlyU0LYok66o98vblASTz3s7XtO09uQIiSIEC6ysf22vbwxy5H0ovbBklp3KC8Xin3uWwG1RAdFu21i+QiTXM9StRKm2JPEALQ6hYCMtqaAgn7ZS3LZCXNFU1yQXUeDcFS2vlOmKySFVUe20EBC8iSb0pTGnei36GHCJd5O22VU4VXAg3pWvY8r5GuPQ/gumlmeZ+Jm0mOh22Abk30ZiyG/4aq0SLyvtN5OkTPp7pEgn5TaHI5wSja3nfbs6zUmjlQpR//l4dwbot2hW8kEyIwKZM0SWhVUDB8oqYmwhahcXNdd21W8D5OOWHvB7MOqfllmCmE3c/wrBIBorWJHK03MzdHa3DQSGjCE5lBnKFzyIYyEGw7BWdySWyck17kHPWY9V4HZynJXfh5PPZ+F8sJJ0t7502I5hbM5cTTPXa3ss+d+GDFYhSFQ67nB/RElnC8ebMm24kovMUTHUnDSIoXyYsGivWT0K936LAJrgRyCVRl++Gcf69uiVOCXPNOXKC8fpczanv9jFumPrypDOtiT4WlodliAJGzrS69yadiSVTYRH+W3RMFPWpfo3K17oOiaNCkECGEamCm2QGgUNzEcQcwewtkwaBaZt5uWJQIJKoMFZDqyQgTVDK+TV5NOq5vSIs1oRupWwIcUkGrCRnXr5SMECRJ4hS8cdFNPKEBHlVR8v/PwNrIk+NfYqgWpNvo+qZJZhKg2HTHZLJwv3YHFSxIu0JKVRKkD1EaVJSvZLIpk1CKsHW9Eibg1jYQUKQGiIEE3ujN38T+HlRRtMN3iv2Es9hmmbZVK3KGAgC2t5vqQvmnWCVYOZO2dyZaOmUA0H4S3J4vRZ51EGkRYqIAUKi6GpjMAbVhZQLIY5INO+b7zw55Mp9aFTkAJUVTV17gOjbtNg2QA4xddc1x+MCRA0ZX1Md2YTzjgHcmdccbR7B7FSaTL42LjNlxeQcRUwirV7tuQmUFHZWgTXJn08iML2xXiSIcfRwqCbRkQ0REI2vhDxIlteEVdGtCYubgG/HMgVoauQGVhKIsaHb8S2nRC44Kd/tFuqWrR1RzBjBlA67S3U57DV9qfwkC4BpJ5ZpBUyJjnHBOZm68voqU68KC/4YSC8plGyK+Oo2fkBcfTnIEVEixN/j15El/GwqVOMPChcFGHpVTBFHVP9QRzCL5TRzr18jP2FwxKOGisreDXyRXKF20aVo+s27sT4iMxaFxTTAVV9Gszc1aSEXSC0Z2LyshxW1RC1WWpv+6FUc/jpUy5dZJkJv3oJJuYp3yKQAAAswSURBVLXolbgaYIXpd1wGJM//NwXgzDILLZchWLpz/p3ujkPTj/tO4KR6Io+YRH7dQGvKlWoCZlUYDbBu2pabVpTOcNhFYaGXGTw/Ww6Xv4c8KPWeKBs+nLwmS5lnAvh7ec0Wq8ay5jVogbx+zTRONqmKsrF5Vw6RKnfAlDwDOBR3qn9sWtm9NB2WOE81N6lqIpr1EjjrksIB5cV5UxSRHvI0FeZR6WPltBSSwTcdiSajHp4oKy/pPCKdIxL1WmJtJMz5QIIHZAxQ5fPt9VRCKKuuK5wUgEhBIUuTtsXJZ5Gri4gRXjnQoH35xwx3zdK6f9QSLDHxsmTFji+m7Ivlaw57dexTMxWLYGlB7naRHEsi8kSGvNy6OiCsFUvAKuULLkSJ6ru0aAI5RYQ0hRFjw8n3nJxgdZD3rCMYmSOkjiaojKW78b9clxCORYxujkE3oxgzjseZun90601BvJkawURK+UpkvkYTTE35ZliiRxUIHODYFs+0lg+CldIGOzY3QMKmDbU40yQJVQgsHN+MzyW6jS6Jpkyl2fmWN3XnOQrcOCyW5LdSnvhudRt0TRiNQl8jwRIjz0t3iaKoDZue0yYImbm+lCeiq1D8R2QM1K12Zl2sqWQJgPNuaontY4AlqFtTyVqQNqJUyGv4SZLQQTBTMakgEtJtQlbCSisl36ypKtop4jRcafpnr+46tiCbCsHyfXhMZ91KfPOt+Lq9nykwly0sms0T100bLUC+EwkrxoqIbvPd0PhP3QhWTZyPAlGjqhC50GF7no0J+3f7Z1eCpYt/5rSsGOda6oYVCyI0oddStgCxU9ulEF8Rl4Lfz15HLCoLGOchRWRRSJ7UVu1AXK0TTn0XAcK4kdenTQGs15ndntBPf7CpWDGkUXkqEqsusKgCUYiYvdopyUNaMKIIMGBdYj8EY61Uwcr5AYvK4pE2InWFfKbROoJZwFFdU8lBJ4+YXlm/bnscqfPnRzrfQVZ0t4yu1gt6EqxjxQhoi8ZySgPACh8XNNqQd4PpQjql2/YxYECrBAvlvxcsEAmChWzB0c4jQwSrpoXU7kdjuwByWp0uGAHWkD/VJAoLUNwcdDTJedHkIL3BWsCJvawX9Nvh0PIVfcMnqou5s7tFjzloSSwROcLijSawRCLGkClMkZTzPEgIsDgsKT8H6nqzRnVGoNp7X5JbVUV1iZlINMgFyCtT4bl1JLOIREUul4F+R/OjvUkdTWCFUBV0r76WNPVFsMTUHyYrdkj6cddRzqptSPKSD1gRkWRd/TmfySBS6iEqKeQLqxClqReL/F5srhCfVf0biHatHLJ4V7SnMLEum1BXR49wIkLCbjWaVU/PXYg++SQPkTGZJSfqhHAITvTzxEF6tJpHti0WQDdEUyAnXHBQ1+RDfjMIBqLCKsFYHA3n8mVpec1WVDJULR+rR0+TxhFhImgd6FkQbaEC5AcRqumymlYijxB8o18FNLVVbxFMcX8+RTEAwRJj/5ysGGl92Yq3GYSIjU7FilT3D0IwskVUZkQJcg7E4rznAUCdE163z7jOiL2APKZywQIi5yXd1gawVNWpnstAZrFuILIWLS8/q8MuuNDvkwftMi3bfEI6thjwdVMB4mhmQvLIScbqIE447NXpyvSkk6Fa+7znRVgtCH9slGVgok7JfJ+nvCcnmRSXqZ6vlkM+lmWkt/H3qhvQtwxj373ioIKBCJYuyLXpIixJP2qT3H0Hp5Ygaovpg5UiT3SrEeO71JHMGsUmgonuWJaqBclLd6LHaTdxtl8ITBRIVst5+JHOMZrhBeQi+XpSYRPcQll5x5JrB9y9YeA++en9f5lI5soriBp8s+wRIDcpRKc9BZCDAGpVT10pDCAZoZQzHz5Z3jCOWJkr+uF3SUFV3ycQnazHVT2qFYFkuLxngM/n+7K2ObmRiq42QSDVzsZ+0BcOtRFD+qCj0mBsln5cdleBloBcCvvy3qyglkqFqrtahUPTGkWyBMvHkpnWcjHUgCGPv3H4aWPIlnd0hlx3CsvRz75HSncsCOmWcUBwWpfq1th2BviRHPsJE6qKw4z5MC8cZacPYRAPeNl63zFD2K4QL89PVqGygYXiBDcp/wRbvk1eiRDgXyGYBRqsBWuST6n+ltejqS5Fyn4SzVJTbgzvzXlvKj1iDdWZ8b3yDoQTajneBHLE0PLU0ARLjL4y3eXKec5OR6td/ek8TXsD5SBCIo8Bbap+NZUK7av7TYYyr+cDRJl2gFqfr2aKvSH7BS2MjkU4JpAqva7zn1R7WOQR0zTi51sDThiStouN9bBvMNJeRemDL0gDr4jqyFHepxcsA1PRqRDQtLX++uuXBKi7sxHRgJgqm1obKa3ON/GE2Jw9SJNPUxABwSgw/Sp95lexyqLUumVoLLAaLxW10k5NZd8TwE7GeJQ3GHkzrI4/ZheBPUZ9r25Qox6dnhEOkVg2vpkep3yVsHKCAJbKIDaVTFedc5KG+rAQRqvqeGzlPCrcKBx5/qCiRzdL3s0a+GPEWt9nElvuNeCdw/pdOca125pVByTlrXs9cVxw4XWZcShjFvFJ6Vi9g2DUbg3b+u3fgJAxTUonVSszfM64QMWP1ksWnFh3UFfTNUVy6TE1lpUkYyFYRx/T+FRo9ohez28DfBfiIz9HMlhOMq+t74V8gEkQeYGhqXaYDeSbIKKV9nFDyGXS3RAuF3KnCEvctxtU72rC2PaL7DRP2ST9qLa5e2FWi5Both5xlL2rcwnDdVY2NG5B036PhFwShhuBpaXVNWl5E4KVwZvkzUtGxVg3JO3kK9WN2exwzV7Pn1XEwg3kUibTaz3mMBCF0vWshgJOvcQ3/3JKIPItGiTP2A/GvuNtOsHLE8nsZrBgSaZ2XhBAXc+bBY8bVo8HwWCQKX3MQK4NjN2437iVLZUXOsnk+Wym0HYTEQ6+8mcJdQFG1HpNGK2RC1rbszsjmXLrqflkw2JSHWqIrlJcChO7tXhqCXyuRW2RC1rdFL5DsvXTj9TLqUSXsw45VCudJlgVERAtbjJun6uKVgkGHccfyQ4vJqiTLSRMgVx0ru3GGS02oXWCQUfCUIei3qVVxX8FekLUste4dK5emAjBoPOF9kxEs/pUmeZEtr1fgTlIXO80jvTPIJgYwQKd3KU9KtX2t17qswIlRA+LR01cD4OJEww6VRhqyQ5Mh6ZeE62MvR7BrHFYOnYdpeRmFEyFYND5wjt0mg4fXEypxn85hhr6nSc9JVYxNYIFOlOm/KWFvQtitdICgNU/S4apoR83pk4w6CwksfJ1q3Ro7jXzi3tnFBbFWrt67KSixF6YCYJB54Ick4imlbSuLZbHzfT+lTMEJRhmgP3aFk4HxcwQLNC5QLslovHL7Eg18a4+CwxScbv32yti0pg5ggU6F2zzRDQNSPVCmEqnxRmGxoD799NCaZqYWYIFOhdwoxVEm8OCIFZg5gkWyIi2bnrUT2nL4vrjo/GxtJU/oFvD3VnEgiFYoHOBt0lEs8jEkrkdixnZ9qYFyN0emo6lTX3oZx0LjmCBzgXfLxHNXsXaGGzXeZy5rQgHhEauxGfVJyfVbc+ykLBgCRboDABh8YRENj2VNi2u20Bi42LhbA+tv7l+AvKzJ1e3xFvIWPAEy9EZGN3fjktk0yVFkSPCIds6xez4bHwqCy2Rygae506iNmsaWK4IlqMzYF/tHPskwukUt17nQDYrLOwj032r2dGh75I21BcX15FKy+xz0vktu6XIcojllmBVdAb0jM5RIpFO09W107FGdlgUuUrnUSOyXmkr6Rk7sevDeVXn8ZLsuCh99tS2oJ02/h9+qZYnxaw0SAAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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3zzz9fJ4osw1KAS3DqZTfBYgFOVy+gl0CRev311+snCPkMuqkoU7u8gHji7Nmz9Wsk4X5VFtUISxEs8uHRgHQx9OheYofu4C9DJYmp9BhJAeHiI488ol8TDCdOmcFZXlzQnDJXp3CFswjAMFmobimhGGwvtFS5cmV8TLgCKCkZN5igGP8cdgmeetsVGClawkQhBQua2oDmVA0xxtCOxHrHUHe6Y5OQCtUoPia0VIUWkWKoRLlK4mqcPQe6ebKMOGdmVaS7RVHdmn2nqQx7SNSHW9wlpj+x+gCYTeKZJ8uZ3grFAjfRC8xQiYoiDmDU02uasBXHRei4DCUBpxpAsLpJHB0PPS0IUDcwqwwS7/MDeizIZDz31JVg0rEMnlE3MYKFAb0KNz7qoRL/m1FzkAXN66hVHGmbNJAbWSg05gHZJBhgqCStLKqECXIjETkCXCN46uMIRlMEJbfISYahCVYn6bMICmaVFHWzPavEHqQoiVHPUuaJNZGiBpOdCBZVSBJ1IJj93PiYQBYPujFcCLaGFiIHSJ1N4is5AKSWxQEykRBalhFqZroHA+QcktHNuj1hQY+Fp94UJkE1gUsiDtcB2UkoddOGkJET3YNlfmkNFBcs6hBWo49jF6kQoMozRn1UCSVuoFYgg8mrJDtOMLlBoBAQa0CwkmUx0w6GSm7QuHHjAs/y6AmNYoNgOxlEcWmxUOwiyS5D1E7XnDgEIAjDWZBhhrKT1MEyGUPMTllMNA4Q/GddgXJF2RAM4IAlc9rPUEm+I5767777Tv/N7BHlRhxgtkrNsnzZ4OWCsiIYQyU5lPRmXhSw2D7UiDC2D/kCiAfjMOqZrbLQlcXCvKlEWREMUB+CWSXui1LAv0WKHKDYG87UuFLHsBnd5abyAVVFRjX5lSg7ggFsGqoZ1qtXr+BnIKLRluFDY8bIggVxgFIKVFwshTTIdsJGL8qSYGaoZFaZb6gk0xxbyxj1BLBNKfGoQSEVL71rWhA2O70sCQaYndFT5HrhKcWEp97YPuRcxlUAjhLpSJQiWMg9tYBgxCYy7wvLB7KTGCopqGuADo11rgGZQAxVcRj1kIpeE5JVI3wDwVh/tywJZoZKyhYYJapxaCJNpjheFGXK8wF7L3eNomqAxRBsnrT4K4rEBALhVCck9MOsEdcERj0JGyRuxAHKOOG8NcAuNEqNtCNkZv08CJatBR4DwGQCGVDri5KWcYA4HsvoQWx6Ueq9QnicuZTeTDvyVcD2gUWmB6s2IEnWFJOLGuj4KR5sSpKj+DC5BNh+iCbLSFyYD7oHm5v0WcQFNPxxeepxgRDf/Oijj/Tf6PndpZ9w7JK6V+ZZ4XOrDcEw5kmLi6tACb0ksmuAN55arbk+JdwlhItyh/AyQvUhGKlxUWchGVC4xfRWhJ6efvrpgsYyEw+qB+VbSDQNCFlaXRNspjSmNOmojxQBCB21axd64RJPoMQ6MmtT8ohCKcVKh5IdzlBJGl6AMkmRI4QnH07NrCE/6jexSchLiqR8ACUwSZRFGYprwCxfFxfiLFDCIlxEBsxiXBj1XpJ0SVwhY91LfDJDmAG3TKholoqIYPh/kMQA7A00UJAMxUOIfDtPoGAwytQ4jHp6H1wPLNgAKFrcr18/z9/HfcHiDu4M9wB1udIEOFUZi5yuIqgwjd0BqdwgkZNgLx526rFirxAzLLJ0byDQtVN6nKWC4wCyZ7PuN7mN+Lj8rD3E5IPrQGjLBOHJMiLXIKOAU5UEmxLFEQg0F8pKwZtNCScaStRJkybpwifMtlCZhgXDTalKiraAwNHInjEFeGiCVN5B0cGDZwrcYZshAa9VK7LazFFCc8pNMEL81qoc8vQiqvMCbgoXl0a8kPAOFxfNVhDDlzJLBJbjAGtuY3che2YophcKk6TL7JNCe5gP9OoMnddcc43FM44FcOk/glFLUy4OXZq1SofIUoKI1aiRhfebhj1CHS5I57X6DivHXnvttb6PGwTUyMBRunDhQv03Nhga+zAgNMPv5WFjqKQ+BqWj0lA+1AemwyleuPVg1La0RjAblQix1+iNaOjm8WVRu7WQ0hNZDkMsaWdxoFu3brr8FDBJujaA1x+NGr0XPSOzUYbhDNUOq6yT6iYYNcatrCKA7cOyKzZBeXNWAaF3Yghl+m96DsCQjBvEdtXBQsBBis0IWDSKntZm5R1cKxTqY6hkyGT/GQorVdardxNsqjSqrIW2KKMsDoe91rZtW93MDQa4PWwu3l4MBKlNki7EZvZYu7ZdSR2TI1QXZvLAiIAzNo5MczcCJJ3Aoanmj0qCsbaMdMF0baHcFbgmWDI4SsybN0/P1AyoRm18bVGD4iREBZjpMmRRkj0KYuMDcy9cwWSCFnd92gDmxgtmnSKQq8nHkROKYEyro1x7GpsElQJqVcDQGVfVQfT8JOmaCji4YVgF1zYmT56sTYAPP/yw8r04KjpawjD3H7kE45HhzgXSEcN2NO9RAtmxO5+QFP+4hg0Mb7KCQJMmTZZSqdoAvRaFXPCDmWxvHlaOQygpA0Y+3FlqvaClCMZKpfIjxqiAvRjyk6irADKBQP5skieYWfK0255U5AIdGWtvA4x6Zqs2y13y4FA6yujHDDDuW7a0vghxVBjjXu0W5LtC1C8KRLCePXsG+Zov4NUmKwgy05ssXrxY92Lc/KiqP3McU1SFEJTNcpoM9ayoyyQl16mMgZ0hcoGHc9/IRzBWDp2vKlaR9wzqOpRaC9IWuPATJkzQMU1CQtR5YAjB808EwOZSxsie8dTjVAXs31ZviSCRh6JQ2cy4Z4whAWeqrDpbhWDyFP0lw+QQednLz97dq9TGAS4+wxYLZkE08g5Zr5EFHehh6tQJX7gRWREzYur6AxyeNox6/Hc9evTQ51sMaSgd4AND4E7um4WMCIRJOGA8zVEZthiykgCTCmaS9DJmuUDWdCT/EWVCGDDk4+QEzZs3147esEC2TUDbS7HfNBDMKDtKgNhjXjFbXoIJE+dLL/aU8miL4YeK0jVRCgSX33zzTR3gpmQAmTqI+FBp9OrVK5CHHbmNe60kPPdhjHpcGxALo90rsMkYouNWUyCYxCTA1+deeLUInoIz+f5R7Ir1Vx4IhmuC2U/SIEREaIXS5igSGN5YZxKfEkkVfkJIiAbN2kQGQeOb7ANPP5MEvylqEIzvERlB3pRb0wIdf24PQ8/I56iSTWFhXuf2lqg0jE3J+RkTwAB/n8eey6B/oX8UJJj8uDekFxsvL5sX2zOORwrFpgH0MMTw6NFY9pgnEUMaTTziw2LaeAOGJTz1JpfRgCwhIyj0Cgqs4IylREFQUJTYFCZOKcbDlUL/LNXn91FFCIbjz6yGkSYQp8S1AFFmzpypQ0u4MnBY0tsWcljSYzCry/VFAfxeLDHYunXrksenV6DXZFKQBjsqYvQp9s+iBJMLPqFYL4Y7IGoHZ1AQVpkyZYruybB7sCfQa+HQJH6YLyX+qquu0ilmgJgfRekw8k15JwSU6M2KpdNTe4zjMFxXA9B7TSj2AS9Wa8FeDP8TsyLiZGkMY5DRRFAcRWifPn20bcFwQ4yPIdPtymAo5TMAo5pAM/oy1oUkbxGSEmxmCM6nMKXXYvU43A+5w2sZo2jvBUoSzOnFcKC1yv0fF7VNmzY6Lof4jtdx1Tj1A4ZxsnxIQCHENG3aNO0URj9GVWp8Z6aMuSmnaWqK8eCQdofgD5uOTCE+616Q9OOPP9ZDL45eA+Q7fAY9V5nWBBtdqvcCXufdCLxIb8k7leIJpzF0oGHiYnsxqOMEQxs+MnpbCMb0Hz8ZQykEMbMmCEQupRtEDui5GCL5HM5WhlrKEaCwxU1jei1mm2i3cI/guqHXZOjt27dv7L85QjCd9ST680QwYeqH8iQPlJdFVzngImPf0CjAyw1Bm2/Dq24DxA9JBWPqzzmC2bNnV/6/Q4cOeojLB3poAuvEQZFvU1uMB8o9xcfBi9/I3bshHIRsOGnLaOgcCCe8fNCP57C3tKOVx2qIzMS4WYSQCNgyXWc4Crm4UmhwfOKJuDIIMWFHgoYNG2obqpAtyftEB4gaMGHAz2RWZGOyg1MXz38+ZyzlBMqIXIjhenv9sGeCCWN/lItMHpovZxBDyqhRo3TDLiEoTcZQXDmLhcB5MFNkOGMygPy6lP3I56n7ypBnQLIHvVax1UUGDRpk7bxTgDPhgtcP+419jJA2UtqhPr+nQbgELzsKVILU2Gr4rOJK1MgF5MDT7wc4XJkUkJWO7YWvq9iqIvzmMqo5wb0f4ecLvggmzP1XerGu8pKVogLn5OPQRJVKw05jYsDMrGnTprGlnAUFQ6zxlXkB9VkzXmPCgBSurv/6zIT2Hb2V/X8hJOsmL6maFtr5hQ3EEENDKYqthjIiI/rzosBWs6HASAEgVTfuvd8vBpIHyIEeE5IhtbSa8UDwFmOZgDVFP+jZiHWS7Z1FEIMskzW4H+KeB/liGFE5Lgsywa3nUTExwJNOg1z4nRhCcZamMWJQCHFlO0UM3BGB13oOTDBh9E9ys5HzYCVH5r5HckKWDQ1XAtUDyXCmRFKagb/MlBXIMDAe23Ovg+4gVFqMHPhdIVkXeflomP14BbM3fGu4FnDgMoTijU9S7FgI1KlIY0lMn+jCPQ6zg9B5V449RlwoNlE+OYMEq2mksJlejVpjacCCBQvKoXL0jUHtLjdsJfZdoCqykI6ytD/PIJCM45NG0B15DvkBcVU2zAccqxlfUW24qrinoWGFYI5/rKO8JOgYvPpaSJigOxJj4oq0Zs2aeVpe2RbI07Sd8R0zSF3v6NffVQjWUpOd4imk8UyUtr2t/QYBEwMqDdIISpMMgr0WR+EQhm2UGhkFFYxbuIuXhIXVBUmdeCW6MXK94lnKrASQ4jB8UleMTCOSOZA9E3+0DfRx7uViMoaPpbXyE2f0Ausr3soJfiYka6ZSRDKAbw31Lc2UmGIIJTxly7dGGXJ3RZwMAXI1497Z3nEkSyqnlWQGpI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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>