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Clay Paky Axcor Profile 900 (Clay Paky_Axcor Profile 900.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Axcor Profile 900" ShortName="AxcrPr 900" Company="Clay Paky"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>24edc2a8-9e6f-4efc-95e1-8ef0e386c159</Thumbnail> <History Date="21-12-16" Author="Nic Morris" Comment="Created (prelim - attributes only)" /> <History Date="25-01-17" Author="Nic Morris" Comment="Updated with function ranges." /> <History Date="07-04-17" Author="Nic Morris" Comment="Changed Blade All Rot to locate at 50% and inverted Iris in response to customer request (non-standard implementation)." /> <History Date="07-04-17" Author="Nic Morris" Comment="Added 'Uniform Beam' channel and revised frost channels to single ranges and renamed in line with 03/2017 charts." /> <History Date="07-04-17" Author="Nic Morris" Comment="Swapped CW and CCW prism spin ranges in line with 03/2017 charts." /> <History Date="07-04-17" Author="Nic Morris" Comment="Revised Colour names, ranges and Anim Rot ranges in line with 03/2017 charts." /> <History Date="07-04-17" Author="Nic Morris" Comment="Changed animation function to variable range in attempt to fix customer bug report." /> <History Date="07-04-17" Author="Nic Morris" Comment="Added Atlabase ID's. Revised blade assignment in line with Capture." /> <History Date="07-04-17" Author="Nic Morris" Comment="Unified macros across product range." /> <History Date="07-04-17" Author="Nic Morris" Comment="Changed colour index to discreet functions in line with other products in range." /> <History Date="08-04-17" Author="Nic Morris" Comment="Created from Clay Paky Scenius Unico (note Draft charts - assumed colour ranges the same)" /> <History Date="12-03-18" Author="Nic Morris" Comment="Updated in line with '02/2018' doc (revised fixed cols, functions + macros + added extended modes)" /> <History Date="12-03-18" Author="Nic Morris" Comment="Added channel counts to mode names. Added product thumbnail. Added Atlabase ID's (currently missing extended modes)" /> <History Date="12-03-18" Author="Nic Morris" Comment="Added gobo swatches." /> <History Date="17-03-18" Author="Nic Morris" Comment="Added Atlabase ID's for Extended modes." /> <History Date="15-02-19" Author="Nic Morris" Comment="Added RDM ID's (note there are ID's for AXCOR Profile 900-8K, 900-5K and 900-3K. Currently using 900-8K. No personality ID's but should be ok as all modes have unique channel counts)" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="17232" ModelID="864" /> </RDM> <AtlaBase TypeID="baeafd0e-d5a8-4eee-997e-cc25db757dc4" /> <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="0,0,0" /> </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"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Split" ID="8,9,10,11,12,13,14" If="'Colour1Func'==2" /> <Condition Name="Index" ID="15,16,17,18,19,20,21,22" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="23,24" If="'Colour1Func'==4" /> <Else ID="25" /> <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="18~18" WheelPosition="1" Colour="180,0,0" /> <Function ID="3" Name="Brilliant Blue 485" Display="'Brilliant Blue 485'" Dmx="36~36" WheelPosition="2" Colour="0,0,255" /> <Function ID="4" Name="Green 5054" Display="'Green 5054'" Dmx="54~54" WheelPosition="3" Colour="0,255,0" /> <Function ID="5" Name="Half Minus Green HMG4" Display="'Half Minus Green HMG4'" Dmx="72~72" WheelPosition="4" Colour="128,255,0" /> <Function ID="6" Name="Gold Amber 555" Display="'Gold Amber 555'" Dmx="91~91" WheelPosition="5" Colour="255,100,0" /> <Function ID="7" Name="Navy Blue 440" Display="'Navy Blue 440'" Dmx="108~108" WheelPosition="7" Colour="0,0,255" /> <Function ID="8" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="9~9" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="D Rd/ B Blu" Display="'D Rd/ B Blu'" Dmx="27~27" WheelPosition="1" Colour="180,0,0" /> <Function ID="10" Name="B Blu/ Grn" Display="'B Blu/ Grn'" Dmx="45~45" WheelPosition="2" Colour="0,0,255" /> <Function ID="11" Name="Grn/ HMG" Display="'Grn/ HMG'" Dmx="63~63" WheelPosition="3" Colour="0,255,0" /> <Function ID="12" Name="HMG/ G Amb" Display="'HMG/ G Amb'" Dmx="82~82" WheelPosition="4" Colour="128,255,0" /> <Function ID="13" Name="G Amb/ N Blu" Display="'G Amb/ N Blu'" Dmx="100~100" WheelPosition="5" Colour="255,100,0" /> <Function ID="14" Name="N Blu/ Op" Display="'N Blu/ Op'" Dmx="118~118" WheelPosition="7" Colour="0,0,255" /> <Function ID="15" Name="Op - D Rd" Display="'Op - D Rd %.f%%',0~100" Dmx="0~18" WheelPosition="0" Colour="255,255,255" /> <Function ID="16" Name="D Rd - B Blu" Display="'D Rd - B Blu %.f%%',0~100" Dmx="18~36" WheelPosition="1" Colour="180,0,0" /> <Function ID="17" Name="B Blu - Grn" Display="'B Blu - Grn %.f%%',0~100" Dmx="36~54" WheelPosition="2" Colour="0,0,255" /> <Function ID="18" Name="Grn - HMG" Display="'Grn - HMG %.f%%',0~100" Dmx="54~72" WheelPosition="3" Colour="0,255,0" /> <Function ID="19" Name="HMG - G Amb" Display="'HMG - G Amb %.f%%',0~100" Dmx="72~91" WheelPosition="4" Colour="220,240,255" /> <Function ID="20" Name="G Amb - N Blu" Display="'G Amb - N Blu %.f%%',0~100" Dmx="91~108" WheelPosition="5" Colour="255,100,0" /> <Function ID="21" Name="N Blu - Op" Display="'N Blu - Op %.f%%',0~100" Dmx="108~127" WheelPosition="7" Colour="0,0,180" /> <Function ID="22" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="255,255,255" /> <Function ID="24" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" /> <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" /> </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="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" /> <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="132~171" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="172~211" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="212~251" /> <Function ID="5" Name="Max" Display="'Max'" Dmx="252~255" /> </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 %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Anim_Rot" Name="Anim Rot" Description="" Group="E"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="0~124" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="125~130" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="131~255" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>43a4c811-1be4-40ba-b326-43b5da94304d</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Small Dots)" Display="'Gobo 1 (Small Dots)'" Dmx="19~37" WheelPosition="1"> <Swatch>de5eb629-26c2-4df9-abf7-967e65241d51</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Plumens)" Display="'Gobo 2 (Plumens)'" Dmx="38~56" WheelPosition="2"> <Swatch>5206b69f-6cfa-4aae-b249-a8122008e545</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Clouds v2)" Display="'Gobo 3 (Clouds v2)'" Dmx="57~74" WheelPosition="3"> <Swatch>90b8cb29-7641-4e7f-be3f-8e02731584b7</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Thin Shafts)" Display="'Gobo 4 (Thin Shafts)'" Dmx="75~92" WheelPosition="4"> <Swatch>a35e65ba-c83c-40f6-9b2f-2ba7d181e340</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Oak Tree)" Display="'Gobo 5 (Oak Tree)'" Dmx="93~111" WheelPosition="5"> <Swatch>4e6cba26-d840-4ca9-81cb-5538426c28d6</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Water Lines)" Display="'Gobo 6 (Water Lines)'" Dmx="112~129" WheelPosition="6"> <Swatch>f471d64f-530d-40a2-be73-66ac8ebd07d6</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>43a4c811-1be4-40ba-b326-43b5da94304d</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~150" WheelPosition="1"> <Swatch>de5eb629-26c2-4df9-abf7-967e65241d51</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="151~171" WheelPosition="2"> <Swatch>5206b69f-6cfa-4aae-b249-a8122008e545</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="172~192" WheelPosition="3"> <Swatch>90b8cb29-7641-4e7f-be3f-8e02731584b7</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="193~213" WheelPosition="4"> <Swatch>a35e65ba-c83c-40f6-9b2f-2ba7d181e340</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="214~234" WheelPosition="5"> <Swatch>4e6cba26-d840-4ca9-81cb-5538426c28d6</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="235~255" WheelPosition="6"> <Swatch>f471d64f-530d-40a2-be73-66ac8ebd07d6</Swatch> </Function> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" /> <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="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="255~193" /> <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="190~128" /> </Attribute> <Attribute ID="Frost_1" Name="Frost 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade TL" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade TR" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade BR" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade BL" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade RT" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade RB" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade LT" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade LB" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Rotate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Disabled" Display="'Disabled'" Dmx="0~0" /> <Function ID="2" Name="Distance" Display="'%.fm',4.0~100.0" Dmx="7~255" /> </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="Stop" Display="'Stop'" Dmx="128~128" /> <Function ID="3" Name="Adj +" Display="'Adj + %.1f%%',0.0~100.0" Dmx="129~255" /> </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 Standard" Display="'Dim Standard'" Dmx="51~62" /> <Function ID="6" Name="Blade Slow" Display="'Blade Slow'" Dmx="89~101" /> <Function ID="7" Name="Blade Fast" Display="'Blade Fast'" Dmx="102~113" /> <Function ID="8" Name="Gobo Fast" Display="'Gobo Fast'" Dmx="114~126" /> <Function ID="9" Name="Gobo Normal" Display="'Gobo Normal'" Dmx="127~139" /> <Function ID="10" Name="Quadratic Dim Curve" Display="'Quadratic Dim Curve'" Dmx="140~152" /> <Function ID="11" Name="Unused" Display="'Unused'" Dmx="1~1" /> <Function ID="12" Name="CMY Shortcut On" Display="'CMY Shortcut On'" Dmx="63~75" /> <Function ID="13" Name="CMY Shortcut Off" Display="'CMY Shortcut Off'" Dmx="76~88" /> <Function ID="14" Name="Output 900W" Display="'Output 900W'" Dmx="153~164" /> <Function ID="15" Name="Output 600W" Display="'Output 600W'" Dmx="165~177" /> <Function ID="16" Name="Output 400W" Display="'Output 400W'" Dmx="178~190" /> <Function ID="17" Name="Fan Full" Display="'Fan Full'" Dmx="191~203" /> <Function ID="18" Name="Fan Silent" Display="'Fan Silent'" Dmx="204~215" /> </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 Zoom" Display="'Reset Zoom'" 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" /> <Function ID="5" Name="Unused" Display="'Unused'" Dmx="1~1" /> </Attribute> <Attribute ID="Frost_2" Name="Frost 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~1" /> <Function ID="2" Name="Full Spd" Display="'Full Spd'" Dmx="0~0" /> <Function ID="3" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" /> </Attribute> <Attribute ID="Col_Spd" Name="Col Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~1" /> <Function ID="2" Name="Full Spd" Display="'Full Spd'" Dmx="0~0" /> <Function ID="3" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" /> </Attribute> <Attribute ID="Beam_Spd" Name="Beam Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~1" /> <Function ID="2" Name="Full Spd" Display="'Full Spd'" Dmx="0~0" /> <Function ID="3" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" /> </Attribute> <Attribute ID="Gobo_Spd" Name="Gobo Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~1" /> <Function ID="2" Name="Full Spd" Display="'Full Spd'" Dmx="0~0" /> <Function ID="3" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" /> </Attribute> <Attribute ID="Function_2" Name="Function 2" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Base Freq 4700Hz" Display="'Base Freq 4700Hz'" Dmx="12~12" /> <Function ID="3" Name="Base Freq 6000Hz" Display="'Base Freq 6000Hz'" Dmx="13~13" /> <Function ID="4" Name="Base Freq 7300Hz" Display="'Base Freq 7300Hz'" Dmx="14~14" /> <Function ID="5" Name="Base Freq 8600Hz" Display="'Base Freq 8600Hz'" Dmx="15~15" /> <Function ID="6" Name="Base Freq 10000Hz" Display="'Base Freq 10000Hz'" Dmx="16~16" /> <Function ID="7" Name="Base Freq 12000Hz" Display="'Base Freq 12000Hz'" Dmx="17~17" /> <Function ID="8" Name="Base Freq 15000Hz" Display="'Base Freq 15000Hz'" Dmx="18~18" /> <Function ID="9" Name="Base Freq 17578Hz" Display="'Base Freq 17578Hz'" Dmx="19~19" /> <Function ID="10" Name="Base Freq 20000Hz" Display="'Base Freq 20000Hz'" Dmx="20~20" /> <Function ID="11" Name="Base Freq 22000Hz" Display="'Base Freq 22000Hz'" Dmx="21~21" /> </Attribute> <Attribute ID="Frequency" Name="Frequency" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> </Control> <Mode Name="Standard, 38 DMX" Channels="38"> <Import PearlRef="CPAP900S" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="268" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="8fd79526-e392-4d97-b032-9c2c2958e677" /> <Include> <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="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="9" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="10" Wheel="52" /> <Attribute ID="Anim_Rot" ChannelOffset="11" Wheel="53" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="13,14" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="15" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="23" /> <Attribute ID="Frost_1" ChannelOffset="17" Wheel="141" /> <Attribute ID="Blade_TL" ChannelOffset="19" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="18" Wheel="50" /> <Attribute ID="Blade_BR" ChannelOffset="20" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="21" Wheel="81" /> <Attribute ID="Blade_LT" ChannelOffset="22" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="23" Wheel="109" /> <Attribute ID="Blade_RT" ChannelOffset="24" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="25" Wheel="79" /> <Attribute ID="Blade_All_Rot" ChannelOffset="26" Wheel="111" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="29" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="30" Wheel="139" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="31" Wheel="140" /> <Attribute ID="Pan" ChannelOffset="32,33" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="34,35" Wheel="3" /> <Attribute ID="Function" ChannelOffset="36" Wheel="60" /> <Attribute ID="Reset" ChannelOffset="37" Wheel="59" /> <Attribute ID="Frost_2" ChannelOffset="38" Wheel="169" /> </Include> </Mode> <Mode Name="Vector, 42 DMX" Channels="42"> <Import PearlRef="CPAP900V" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="268" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="0f2b9b0a-e1f6-4376-807d-9d5c0db9d222" /> <Include> <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="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="9" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="10" Wheel="52" /> <Attribute ID="Anim_Rot" ChannelOffset="11" Wheel="53" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="13,14" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="15" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="23" /> <Attribute ID="Frost_1" ChannelOffset="17" Wheel="141" /> <Attribute ID="Blade_TL" ChannelOffset="19" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="18" Wheel="50" /> <Attribute ID="Blade_BR" ChannelOffset="20" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="21" Wheel="81" /> <Attribute ID="Blade_LT" ChannelOffset="22" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="23" Wheel="109" /> <Attribute ID="Blade_RT" ChannelOffset="24" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="25" Wheel="79" /> <Attribute ID="Blade_All_Rot" ChannelOffset="26" Wheel="111" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="29" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="30" Wheel="139" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="31" Wheel="140" /> <Attribute ID="Pan" ChannelOffset="32,33" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="34,35" Wheel="3" /> <Attribute ID="Function" ChannelOffset="36" Wheel="60" /> <Attribute ID="Reset" ChannelOffset="37" Wheel="59" /> <Attribute ID="Frost_2" ChannelOffset="38" Wheel="169" /> <Attribute ID="PT_Speed" ChannelOffset="39" Wheel="28" /> <Attribute ID="Col_Spd" ChannelOffset="40" Wheel="29" /> <Attribute ID="Beam_Spd" ChannelOffset="41" Wheel="30" /> <Attribute ID="Gobo_Spd" ChannelOffset="42" Wheel="58" /> </Include> </Mode> <Mode Name="Extended, 40 DMX" Channels="40"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="268" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="67993e04-567b-44b1-8965-4d0d5c84a436" /> <Include> <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="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="9" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="10" Wheel="52" /> <Attribute ID="Anim_Rot" ChannelOffset="11" Wheel="53" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="13,14" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="15" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="23" /> <Attribute ID="Frost_1" ChannelOffset="17" Wheel="141" /> <Attribute ID="Blade_TL" ChannelOffset="18" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="19" Wheel="50" /> <Attribute ID="Blade_BR" ChannelOffset="20" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="21" Wheel="81" /> <Attribute ID="Blade_RT" ChannelOffset="22" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="23" Wheel="79" /> <Attribute ID="Blade_LT" ChannelOffset="24" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="25" Wheel="109" /> <Attribute ID="Blade_All_Rot" ChannelOffset="26" Wheel="111" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="29" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="30" Wheel="139" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="31" Wheel="140" /> <Attribute ID="Pan" ChannelOffset="32,33" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="34,35" Wheel="3" /> <Attribute ID="Function" ChannelOffset="36" Wheel="60" /> <Attribute ID="Reset" ChannelOffset="37" Wheel="59" /> <Attribute ID="Frost_2" ChannelOffset="38" Wheel="169" /> <Attribute ID="Function_2" ChannelOffset="39" Wheel="25" /> <Attribute ID="Frequency" ChannelOffset="40" Wheel="26" /> </Include> </Mode> <Mode Name="Extended Vector, 44 DMX" Channels="44"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="268" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="76762541-4a80-4a10-b2d4-73f3ef278593" /> <Include> <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="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="9" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="10" Wheel="52" /> <Attribute ID="Anim_Rot" ChannelOffset="11" Wheel="53" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="13,14" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="15" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="23" /> <Attribute ID="Frost_1" ChannelOffset="17" Wheel="141" /> <Attribute ID="Blade_TL" ChannelOffset="18" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="19" Wheel="50" /> <Attribute ID="Blade_BR" ChannelOffset="20" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="21" Wheel="81" /> <Attribute ID="Blade_RT" ChannelOffset="22" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="23" Wheel="79" /> <Attribute ID="Blade_LT" ChannelOffset="24" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="25" Wheel="109" /> <Attribute ID="Blade_All_Rot" ChannelOffset="26" Wheel="111" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="29" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="30" Wheel="139" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="31" Wheel="140" /> <Attribute ID="Pan" ChannelOffset="32,33" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="34,35" Wheel="3" /> <Attribute ID="Function" ChannelOffset="36" Wheel="60" /> <Attribute ID="Reset" ChannelOffset="37" Wheel="59" /> <Attribute ID="Frost_2" ChannelOffset="38" Wheel="169" /> <Attribute ID="PT_Speed" ChannelOffset="39" Wheel="28" /> <Attribute ID="Col_Spd" ChannelOffset="40" Wheel="29" /> <Attribute ID="Beam_Spd" ChannelOffset="41" Wheel="30" /> <Attribute ID="Gobo_Spd" ChannelOffset="42" Wheel="58" /> <Attribute ID="Function_2" ChannelOffset="43" Wheel="25" /> <Attribute ID="Frequency" ChannelOffset="44" Wheel="26" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Reset:1" Delay="250" /> <Set Channel="Reset:5" Delay="250" /> <Set Channel="Reset:4" Delay="7000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Reset:1" Delay="250" /> <Set Channel="Reset:5" Delay="250" /> <Set Channel="Reset:3" Delay="7000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Reset:1" Delay="250" /> <Set Channel="Reset:5" Delay="250" /> <Set Channel="Reset:2" Delay="7000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:2" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Normal"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:3" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Conventional"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:4" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Standard"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:5" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Blade Slow"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:6" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Blade Fast"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:7" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gobo Fast"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:8" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gobo Normal"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:9" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Quadratic Dim Curve"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:10" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Shortcut On"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:12" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Shortcut Off"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:13" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 900W"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:14" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 600W"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:15" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 400W"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:16" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Full"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:17" Delay="7000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Function:1" Delay="250" /> <Set Channel="Function:11" Delay="250" /> <Set Channel="Function:18" Delay="7000" /> <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:2" /> <Palette ID="2" Name="Gobo 1 (Small Dots)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 2 (Plumens)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 3 (Clouds v2)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 4 (Thin Shafts)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" /> <Palette ID="6" Name="Gobo 5 (Oak Tree)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" /> <Palette ID="7" Name="Gobo 6 (Water Lines)" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow 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" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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mRsDqESTvYaF7SinpKb18yY7vMOKws5j0FQVISICssy0gacMDbBGKTWsDA+d1oNkZXn9DbMyolsENm7IDe3lWL1hcwE9MmukUkrIiIiMEgElYH0HdkLEOQuInUgz1mGFbVkypd+tFRjBSE4CwqG0gpoNMbgBVFZzlBK4y+poGA5z6xuFasWPHwypUrv4CBmzdvfuPWrVvT+ul7KrW2gA/0b4uUiXPa0rre+d5OICJhtQDjn1prXiKS96jevqK3r+rtcTOOnCn4pnpxnDeFJC2QUtaS0EoaLQSXkFxO9rnUvPfee5fv2bMn8fjPz89vOnLkyPZz5849NTc3tw9jmqQ+0g9v6+0P+idH1JHZ91ejn6sdRMLyCBPtg5WE7PLdZniv2UBU29Ri7V7wllQRSEZVEkOLQIsM1hnQp+W2YcMG9fTTTyfPNXFNacJa/c4779x/6NChxCI+efLkoxcvXtyrLS8Q11tmAz7U1wKy7mdjdNEvImE1hCEp5kzBaQsn+tdVak0BcKTjAofFteyODwgYSCcgYZAgqlpMVcHPh/Xm03Krg7Nnz6oPP/wweb5jxw71la98Re3duxfZ+8nN5u23377rrbfe2vjRRx89NDMzg9/9BfNfYXX9Tm/v6uuDpUJXInk1RySsiIiIwSASVk0YPxUsK+RQfdEMI5cHawhYVfeaMTjcB+OjklYVLAqkLABcosHy6cK6wXf4XGrW3YfXXnstea6Xg8n5eOGFF+DbSsb0MhE1k8v00nC9ftypUldA8ie9fUNvv9fbb8zYOyaX60r0b9VHJKyK0Bcd86NAVIjyPafSJSAAPxWu5kE60lnUjLIbABOU5CWXZl2RVgiQfjosRf/whz/cPhfz8/PqwoULSaG3Sn9vCh/i2kBiKoIte80Yloi/1tt7hrjgtKdsTkRJRMIqCX2RgYQQ8XvSDMFfAYsKznVmTQ/KmrLBGkESliQpWlr0IfVt/fSBClYfM+qpngGQvGBx/Sp509QUUiROa+K64fqQiDsRCSsHJjMdQC0arCdYU/vMGJaBiPrhrjpYkpLIK3vhWFs1hCOFtLoQkIH1DXcBKxte19uv9XWGKGNS2xgz5/MRCSsiImIwiITlgHGoI1+KiglwoP6FSk367WYMDvdKaQrSoQ0rpcsQfUR7wO/K3xPI+D2ZTAzFCAZkaG3Bs//b5E1TU5C7mY2OeTciYVkwvios9ZCZ/i0z/LxKfRDIeq6d8Amy+sd//MfkORzaTIIU2k619zuiHzBQgd8TDnmgICiBmxwL4BFNZJIxfaP7VZo5fyr6tu5EJCx1O/mTzRjgq4KfCmT1ZTOGxM9Vjv9aGriwZZoAnssyFKBvR3aebIxdMjPJkPpc+B0RpJCEBZSMpOLmh/Is3BwfMGOPqZS0Xje+LeByTDpNMfGEZQqTcbE8bYb+SqUWFZaDTGFonKGOixtkJUtNQAi40LEBfS8P82RjSKrMQJ9U0KICSFQMRPBc1Yik4mZIwgIbwu0A4nrFjP1eX6cnYoF1JKyIiIgBYSIJa4qtXVJfAvwIf2k2AOkKyJ3JbEFVB1kpA7S8ACwp+lwW5snGcLmDx0n2tTFXDcCj/D0bpn7Qiuc1idw+qeH/3/qyhQJqkqU6qU75iSMsk1vFhqJYBv6NSn1WjAhiGTiKvKo6yJKNsf1tYwKjt1mF1kDHJI2bJa5ROufhmMcy8ecqLffBdXx6EnO2JoqwTFkN7lovmiGQ1ddUejfzalHZcDm08RzkwDq9UMjAJRsjHc0yJUO+f4iQ5UhZUjYAnehyDJA+LM+BCdaqAogiwjn/kFqUcf6Fvp4/mbTynokgLLMExO0TUT+Q1F+ZP+FCQL5V67Iv9oWOi3woaQ22oxn7jqXhT37yk2Ss7+hmE8hyJJeF5aqhlBYoI7/8PYEW9LpwM0WqzYvmEQBx/Vxf2jj5lyZliThqwhKlNTCvUff3fb19U0/AhzG4Y8eO1Zs3px2g5N2xDeLghc4LeUiJoy6/DTb6tYZwDFkoKkdiBJdpCzjOrILolq8hpt6wrAcXLsjr3/T2G9PNevSlPaMmrIiIiHFhtIRl8qt2mpdIAv2e3r6urastL774YnLcP/zhD9XnP/95tWzZsiV5RrhjtnGXDEHjqQ5ohfA5EFJ0s00U+aV6+E1Xm8edKnXKo8wHPlgkm+K6nx5zvtYoCUv/aPBLodvJd8wQHp/UZLVRT7Jl//AP/5AMauJSWBLCxcWLEaY/SAv+mbFOwirIiqC5SGyIkMEQ13G07SpoAMxdEBUi3PeoRYmj/9DX8/uatGZ727MWMRrCErlVCGehSPmHevu2GUNkcI2eYFPwwXzrW2mJoCuHhiUzZSfh2AuafbSlt88REQIZ4Ltxg5IVB4SMhAZajkS/FvoH3GXGkEP4sp4OaIiRnNQxOeRHQVimFpBCaXCu/0hvL6nFFvCl6wCrtJGyFTqHFPkri6zzUXYyu84RIaNqfamY4juxpMX328chI7uhpJw4QBWIx8xrpO6AxJASkcgz6/lxfiy1iKMgrIiIiMnA4AlL3z1Q8Y7wLpVAYV19U6UKC0uOL6u4V1oLuNuWzaNxSQpn5e4MFdICAeQyroz1kSe7bKtC9HWusP/wWQaU6V4HXEUgZQe5huvVYuLp60auZr6XPfOIQROWybPCD4Q6wP9lhiG2hxyVO3Sr7Fo5gPk1nHxVIoQu/46twDCG2jtOaMBWJADyjq+M7DLPV1/naqjR2wyw9Axzgk17QVyoRTw69DytQRKWPvEso4F6I+4mP1aL3UkQ6s3MXLdJixPFp89pAM7aSmh7QnfZfr5PdFizSJ0tNnaFjwva8siM/xQDmrhu+viirjE4wjKKoCxU/luVWlYwZ3g3KSxclt2Fma3tM4o1sKVEq8C5kMJ2LuDvY7BEi0DFWTsa6apZ9AApSokif8x13Oj/HQOQYh6ioungCCsiImJyMSjCMtnr0Ab6nhmCgx21VbUkYXgnCznsPnRkObQlpEU6VkiJbFe+F1FRqbQInBNYfcBlQisL+JmeT4eGlhU/GMIyZIVckx+olKgACPdjfV5bv6pMFAtwXUhZkjF5/hhbpsX1eWMixpE5tGvDJZFN2EXWLVwDmB+4qUOthHMej/+q59XHQyKt4AnL+KwAdK0BWcFnxQ4ja5t+fpUoln0h5UnGuCwGl0yLhEw6HRNpRRRXDPBawPXRUm0mSesp8RpAVvzHeDIEn1bQhGWigZSJxTIQlhWtqs4gLzZJJFUlY/LkdQHp5I9WSX8oiubVuZkU1Sx22FmbcwfzCCU7yM16GQNmiRh09DBowoqIiIiQCJawjHW1U6WpC0Av1hWQ55eq4qMpUjioUmgcoA754EH/YpFkcp2cvbwia6CHvo+YR5hPsLBoVf2bkacJ1soKkrBMBjskYJEUygx2dLPxTlZlmof6yhOyE0qbmP5ZOT1jkS7uAySoqpLJZZBXZA3IiHSHEVPMJ8wrZr+DqH4WckZ8UIRlVBcA1AZCdx0Z7JyRrXSzcTnO5d8AXxeR/C5c+LJRKVA24zsvRD4W6eI+UORH4m9W19eYl+LRk9QOHfG8iEBS11SqqXUCA6GpPARDWEbPihIxKGTGEhA6PyzgbKX1lstxTvi+iPL6/vF7ypBjXoi8ihKoS6eqryXlmJa4WccCyMz/QI5HdufBfEMXnit6+6/kj1NT50LS0wqGsCIiIiKKEBJhweP5rHkO6wqqCyhkbr2paZfJjbKOcVo0KgW6TBzNEtajcxhoS9s+b1/K9AZsC7bj22Xt5fWRLHLaA4H6GGUndMw7WFiUWH5db8FUpQdBWEaDHaUDzGBHlTkkYlrvF9gXmpBkXsRJEk4dnSpMSn5mV9r2Rb0Bibbz06TPkvtl/z0vSljktCcC1sDHfMO8w/wjYV3R8/O3oWjE905YpuTmCZVqsL9khiG+d4eeVUQKdiB2Oeeb6lTJMpGmkcyyKKo26KrZhcv6lY54IC8g0mHyZ5vAvMP8e8m8vqy3WTRsDaGEpzfCEk1OIRWDrjZoGEEN9t6JNHS4IorTpqln17pSLifzkOsiaf3KUiq2pGdXJcBeMhctKQcEzD/ORczLC3q7rOfsnzDQZ8pDJIaIiIjBoBfCMvlW95mXL6nUwkLNYOnuNpMOO38MkE1gu0Cek5nO5TI+p6I6u77gqv3M8/HZPjBaZUAZJY/AwLmIeYn5eUZvMxjQ8/dkX/lZfVlYuNKfM8+/r9ISgTU97csgYeePAV0uweRyCRn3dhIsE1jL7FNeEKFPuWmX/0z6+AB5jLYPjMm9QJGSR8DAvMT8xDw9Z8Ze0dvFPnamc8LS7Exdnu+bIci3IkrYevrC2NAk0sgExrqOYml92GTFv5eVShlqb8A8FQ8cM32KfO9A/XqYl5ifmKckrHMmcjjX9c50SljG0Q7FUJiY3zTDyG4fbfpCqGCZCCcUyMdlJWFCuuoofRZyy/0ZUqZ70RJvROKFbFTMOXtKb+f1fH6/awd8Z4RlSm/gt/oLlbYgeqjrfYhYhLQCCEbB5GtaUW3XJw5pcvsuim8DLZRdUZAAwPw9qrcLqDnssnQnkkVERMRg0CVhIe3/ayqVjNmtt9UdfndEBnindS1tqE6AOzVzjxgVK5LKGVhEzAnXMbI8B6jjQJeWD9CGxZpXdtWwzIlzFvMX8xhWFiKHlxvvdEm0Tlgmkx3Yo1LfFUpwNmT/j+rADyTN3hBN9FCR1xQDyIqK2WkVWWUsoTnKq8B1jE0mvU0kgG8Nf34HI7eAnBt19bwssJQO8/kUsuAx2EUmfKuEZfKtHjAvv6VS2Rik/TdystuTDI+cMIw2RdIqB9n8wFWs63ofI3+yZnGMHYCkHBCPsa4fyEUkhM8aSfodXZFbWswAj6Pm92L+Yh5jPqOT9FkMoqt02/lZbVtY6Dz7tHkOQT6U4azMfnsxXJ1nZM0XncORtNoHz+9QnOV14OsYs4hkwHWHmMeYz5jXn5gx5Ga16gOITveIiIjBoDXCMv0EH1cpAwPQjl7X9HNd5RIS9hod6NvSaqNtlC9weZPXIMF+35D9Un0hTx2DuW5A02uhqGqgScDAAcxnzGvO8U/1vP9Dm/0NWyEskXOFNS5LcJB41jibvUzCIn+sEKRoy4jT9Ums/E7mFGWpLkiFgrL7KSNioSZ/9g1ZEQA0XXqyaoC/JcDf00OU0AZlzTnH0ZD1pJ7+x9rKzWrLwkIUAfrQcLR/3ow18l0RZTrPhBRSLyNOx+PhxepK+rPf73viy4vZDruzqFruaxZkQETW0nWtYhoauizw5m/J75Ea/y3cxOnLAjDfQVq4UGd8fYGEV8KyNK6w86gZXJ/9P6qjKJwOhJCBzIlLa69M+QqJyi6aJXixtaECKoupm+hacX8ZDeNrLk9wDL5D+UNA3g3Bd/qHq9kJ0GKaCec45jvm/bTmgoMY8F26E53uERERg4FvwtpsHiFk/7zykHNlw5UbY0MuG/tC2fwm+//YloldjAy0tazyUc/HfbSdvnwufVqhpEN0kX3uy4Kt+n0A50JbS/FlGuZx6/z8/PPaqnpPvzxp/nzW53d5IywRFQRQ4PyoakmQb6z5PzJg4IIreTOiHrJ8bYAUQvQ5wbsu8O5inuA87tixgy9Xffrpp4/q78X8fx8Dmhf+7DNq6NPCQlSQ0QKk7d/l8bMHB97VsjqwEFKDvcgZO+QmBzxGtskKxQK2LVqAuu1ddAwaMhgB/853vpO8PnfunPrnf/7nu9577729t27dIhccUWnNoRd4ISwjygdVwn1maLua8K43ef0HJeTyNcuyGhKyGjFIAu/b4Y6JxnONCWefd7wOTa65LTSRoWEE/Lvf/W7yWltX6siRI8tPnjy5/cyZM+SCdzU/nPcl9hed7hEREYNBY8IySaJoCYTmi180w15TGYYMn34L23oJEa7MecoxA32nmwBd9joMFXkpNFUTTFetSl3Vu3btUvv27VMHDx5cr3/zhAtu3LgBXjiEFmE+kkl9WFggp6dU2mZ+mxmLksc1ICe27a9qoayiFcjMeWq0ywkQwn7bBCqL5/n3kG8KPpAXkS4rQ2MnqIKs9u7dq5599tll+m8JFxw/fhy88JZKo4aNu0fXJiwjHQNANhU7BVGv2PmmAaaFrrmdFtFCWUWrkMcSmi67K7Gy7WTO0JAXkS4rQ+M6j1u2bEF6g1qjYYbBC+CH9zVnfISBJhI0TSwsLvtgXX1db59TE9D5pkjwrklejVw+2hZAaJO+CKFrtOcFRUIoSu8bZSPSdr4X5seFCxfU2bNnyQXgBfDD7/R23IzVLtuJTveIiIjBoBZhmeXgw+YlzD0kjI5eo90lHmjDlwLDWJNjXXDJ73Rl5YRuCbaFomLsKgGegmsVvAB+AE8k9YWaPz6ouyysa2FBjeFJ8xyKoveqCVgOFmlxAVkKDBF3wler+4jqyCrGln8HPPjywAvgB/DE/5ixY6pm44rKhGXSGO5Xab0ggMaorZTgtAXphwLK3snLhMOrNhAdA+paSDyXWfI7Tc5hiFpc9nmqakXmJXlWPbas2kbCs5QR+AE88XXz+oCmkZk6aQ51LCxktcPzz/DCYKwrmXsCcHnXt4jeECEnD3N5XJG2rIimzDZ3ye/kdZ2usk9ACNFVl5Bj0TnK+v+A/Axbr6zsMXa4HKaV9VXzGvyBcp3K2e/R6R4RETEY1CEsSMaguHmXeT0YZ7tMluNroozPyU7sdC39JiHpEOC5BGhdZamjus7pTiMNzOdZf6+iSuHaJ4k+JW3o/5RL36JzlPX/AfkZLNYGAvb7gSfIGeCPd/R2uOqHVCIs0xT1UfOFWzlc9Uv7QlayXFmfE5MhAUwke6LikYqaY0465HKOhJOVfJh3Xsto81f1Bcqmry4tLjz2lV/lOp4qx5jXxILlT3xdFmxAzP/b8nkBT5AzwB+/0nxyomrz1aoWFtahkEF9TG9rK/7fwUOu+XHhM6mTE48+lyFkojeBj8BCl63uo45YCttpv9M0IObv0IHePjkD/AEeQZrD8ey334lShCW02iEbA3ZElLCwXrALJce+4MpK591qLMeYBR9kIsPqAKwEea2Eops1Fric9qyhlFplLS8pyRngD1pZpzCgLa35Mh9Q1sLaaB73qDQJbEPRf7BPEBCCFlIb4PGM7biyIFtJAXV8eXZJh636WedaybLapIJEXwTYZdccF7J8YBId7hv4AzyCaOEHZuximf8Yo4QRERGDQSFhmURRysZ8SW8PqAI1UVpXMiIH0ATlWhno0iqx7/qyqNhXVK9pcuBQ4GNJJ0s66BOUn1/1nMl9kooDIWhxcd/kfnG8zLXnunblOI9xINFp8Ad4BH6sJPtd08ylMomkZSwsRAbZKPHJTZs23aM3dflymlnPRwman/hhpInJqBojaUCXS0R7kknZFh9LhabJgUOC7yWdjyTGvH583M++IPdNkkrZa8917XK8TKNbvs8VRe0J96i0vI/cghSHa0X/qQxhoRX1U8mbV6zYsXv37lXPPPOMOnw4TaH45S9/ecdFWRSCtR3xXUVtZDkC98eHBSRr4mhV1sm1GRp8W0g+90n+zqGU5tjXH1D2PLmuXaDs9VvG79gxUK6DdjtPmdeYHIURw1zCMqoMkD9O5E71AW7VhDP14x//WH3yySfJe44dOzaoidhGOYKsibOtyqopAF1GVpmHAzSNboamehDa/hBN9qvpMbmW8TJKKDs4dQDmZVFW/UHNNyeLVByi0z0iImIwKCIsqIpijZmk1G/dunXjF7/4RfWFL3zh9hvyVDezEgLpkAWGnmdTVMRb9bO6SgXhd3HfJyHhddLh8ju6Ekc7BNKlWK4DnkHz1Vw10iLCgv/qC2vWrEGil3r44YeX7969e4lov6uiXjr4OCFkNGNM6ghFNXFl4PKBETzPPslERnElYfn+nojwYPsdOyzNcQHRwvvNc1hBiBjWIyzjv0I6w55NmzaBuNRjjz2mHnzwwaStj635LA+WDj52TQFkNGOMYf4myPOB4XVeI4AqyAsOyABEme+xyzzGmr4xZuC3qvJ7ZfUzaKidtcU8Iil9m+adI3l+rDwLC9moMNN26qUgNLDUE088kZAVLmiZ2+Jy1E2Lrik8qDFe0EX5SLQq85yZeYL/PgUBfQUHXGUeMn0DaPo7hyjAN8nIkwfn71PTfbHOPOIDwTeoL8xUI41O94iIiMEgj7CQ2LVHm2gw05LM9osXL6r9+/erN954o1DhMNSwsm8UJVDKZXCf8BkccNWllW2+WeU7sGzFZ/L8RndCf+BvDthy1nL1UMN1waqZxP2kt1+rKhaWaJB6n94e1+vJe5BrBfzTP/3T7Z2KF80iQkygtOGzPXuWthP9bUBdnxv9JFJ22Y5kdlna1WYfyiEh7/op28OwADCQUBB9H/xYGHD5slwWFju2ImEUrbzWwbIC+BiRjTqWpd1SSUZuyvjAyn5H2+3ZfZCi1K7iBCBhkbwogwK0acVXbes2ZtIq0i/zAPiywDfgnXfM2B2a7y7C4p48otKurbmFzhHNIZ2WgMyN8bWkHEJ79jKNKaiu2UVZSd4yiBhz6ZUEo/yArdpbpYdhDsAz4BvwDk90KcKKiIiICBIuwrrHPO4SzyNahF2way8JfS01XN9DhOCL8eln84Eh9qF09Ygk5LKuTh9D6VKQ3yFXAw0tdPCN5J0T9huWENbU1NRKlTrbgZ1qUWk0KNiO0CY/REjoKrLa9HvydMWa6DLZfpIy390mOvDbeENeF22C3bSBOr+/y3XBz+Vjw/kHvsGHJhyk+ejDhYWFm/INtoWFZNHt5jn+U3AdnV2OUJm8OXbnZwiwk2X5G5TRZcqDvIvTXyKtTRJIV762PL9NSJBzwq5gsNGEdLMsdLkaaAjwDXiHHAQ+WhLpswkLNL3TPN+sWmjhlWWylrWSXI7Qhnkgg4WrdTnQxnJSoi1dMYCfCUuASw+O0bLqaunqIlBXWUpXFl8W7PZmbVuCLa4EwDfgnZ3mNfgol7AiIiIigoVNWKDmh83zu3x/mUtCmCi7rHM5QkNz1nYBVz0f0bC2qxTaussGpiZwh8UnJXlCaZxblGM3MIB3yEF3HMRtwjK9B+Gdf8AMrfe6F1ZjCteS0Gdpx9jhKo8h7EYFQz2XVdUE2toHQFYxyETWEHTEinLsiLYURT0HwcA75KB7wEsLCwu3+EdpYSHTFNo095rXKyvveQ44wbIcgvY6vM8OJ0NAXjidY3QUd3EuXb7JEFIlfIJWpe27s4+vyE/blsULuFJW7O/3iRaCYOAdchD4CLx0u7ZQEtYmlZpiXAp6d7gXoW7GbJlw+CSiK4dw1lJfRg7HkHZCZDXOLUotkGU8rv/va9+6DDplBcEarJbAO+Qg8BF4yUlYEREREUHDtrAeMo/eIc1EKXIncznKJKDJ97k+u0/nZ5dwnQcbbOvUtlUj/Wn2kpBL0rHnyZXJhbLzlYaefsPaTxmE4CPPRU21XHLQHXwkCQtZplgzbqix74WQuTs4QJqRPLCyjSmmjZIpYKuZ8nsmATwPedGgNnwWLoTah7JLyKVRnp82pDKepthp+hm4cUcdtAAAIABJREFUHPx1JGfWrVuXbHNzcwkH6Ufw0ZJqm4SwTEkOPhVRwtX1DyEf0mkps5eBsmv7SREGLEI8DxEho6w/WkYYH3nkEbVs2TL11ltvJRx0+PBh8NHd4CeW6NDCWqtSaQeYX8vu/Fi/sFU6+Tgp1tGkQZa4jHXJPpQyHp+gK4YWFC1LtvIDinLUaJ1hGf3000+r9957T3366acJB2nCAh+Bl8BPSwgLuQ/3mcdOooMyvwUA0+7YsSN53rQLcUS3KOpDKVukj/V3zVMzGCuy8r+qpDXIFJxnn31WXb9+HVyQcNDy5cvXz8/Pk5eSSGGMEkZERAwGJCw4ubaqBg73Jn3q7C7EzCiOy8RhQC4NZAMO/o59l650BVkSxXMRWqG0b9junSaZ7tqiUps2bVL33pvmja5du3bD7OzsEl4iYSGbdKta7BFWCU361Lm6EHMZEWKHaOkkBCKpLr1o5WSctMa5MtscCFGGug3Y7p0qkM55zP/169errVu3JmP6+TpDWLd5SRIWPPJr6+ywq66tbLZrVsmOJAQghIiYXYYAhEiqfcCWnAEmhahsyHMx5lIlH7CtUsz7LVvSZtDr1q0DH4GXFgnL9ByEUwse+VqCfU3aPg0lN0VaggCJa1IKtmlZZtXPATHVYhHxXJSDbZXu27dPnT59Onl+8+ZN8BHysNazN2p0ukdERAwGICywGG6fML+8pjSU0anKCokzryWE9b4tjQPI3JOxtnqSqgP8HemfHFtBc0S/4DL6448/Vjdu3EjGLly4AD7CchD8lKz+QFhonIrZ552wyoDE5Op1Fsp6P08aZ8zigTtNu3gpuysTA7toZhoxOXDon4GPwEu4+JIGz5Kw1tgf0BRlZF+YcEelRL63LbGxOhiKn80X7Hbxrqzt0LvIjA22xlZIN/SWsYSfSFi4QmvXEGa1fapS0CzDvfaSo2+QQMdsTUnwGLMKWwF5LvoWW2yrF1/fkCk0vHnI6HmbEtgBAbyEE3GbsCIiIiIGATrdN6gGPQhl7RBQJXGUf5M97UKrJaSUC/bPlhAZo9ppGWkQSosAOC99+rGkr81G0+ahfcHO+aNMj6sX4JCOqwaW8BMIC9Iy61QDDXcfferKNhxw9eJr2+x3yeIAtjhdKEvYSQN1t2RZkPybbO4a0o0wDy7pYQkeM7YhHVcNLOEnL4QFdJUox7spIGsPu1C0tKvTSVhjy3QnKUu/nZ2xXdY/2Tby/FdASJZgFZTxl8rfZizXngPtEFYXoCQrL0BZe9hVxrnMzGUkc2wXCwlI9uJz1cSFQNR5qpfAUAMltqshL6AwgNZdTQBeWqsEYUVEREQMArSwbjNYWfTBwFl30z56GtLnhvPw5S9/+fZ+jCE/xtU8NBbxdgsmVANZCqZt/A5cYvP7ON+6cLvwu6HrDpw9e1adOHFi5dzc3JIlIbzvyHFYXuWDPTdPbIy6PQ2bIEtWR0Y8hz6xQy/i5XXn0p8ChhrFlQqmJC5X4qjPY5LXs+xu7aHXYKXvpjG0f/9+9dOf/nT5kSNHwE+3o4SrzGOpshyXagEPiGgr1CrLeAC7lIfv6YogsmR1sF+8yOAHCnnCDx22Fpdtfcsb6dCiuHm+RDvZ2gfk9eyKSjZs3eWEbD7LWt2bNxP5dnXy5En1yiuvgJfIU7eXhBB9L0VYsq6OB8LHtp2buDhdd5W+7qJZsjqSSCdJwE5CRu+6SDvJatEeWqa7TMsB8q6NvKV5G8vBohK0Oq27isBzIWt1z58/n4ytWLECXXTAS+Cn6HSPiIgYFqSFVQp9FwK7rKlQcoIk7LtR3p3QDmAAfSxxm8DOh5IBki78m6H72qQzWya4ShlpIM/aavv48rof8e+AT9+Zy2qbmkoXe9B4R59CZVlYeNK5rExd2GVAQCg5QRJVGknaAQz+P2AIBa7SYSrdAnJJSExAKYkTTHi2o9x2tUSfv7WcW668NnlNtmkYGJLikhBPwU9LCKv15qm+MJQmrGUspKwAhvz//IyQJ7ksjXFd6HX8m9LXE5IPqi5kKY0EawQJ+Vt33fAkzxcIdGX1k7BgYRlrCwOJ+wr/IJ2htIXlkpKR43zeJpp06fCJpuciK4Ahn/e5/C4LnyF2GTVi9JU3qEkKYLgannSRLtP10tpeieBa55IQxGWeM1IYne4RERHDQWXCsn1Idl4In08Cmp6LvgMYvsAkR1gAWVaWlA7KgrQqpH4+l1GyV+VYrCxXIXlWh6Yx5vdJvxiA+TA3N5c8f//999Xs7OyS94Ow5vW2UPYLXFIyQGj5Ll0gnotFTBvNsLxmI3xfFqSkivTnyaxrfsbQJmtesxU7aIRSL5erAOfBdj8MHVJMgL6z+fn5ZAz5WCdOnMBT8NMtPAFhIa30s6pfMrQLpi3Ec5HCx3kISVmhSHYZqOJHIjHJjHGA/QxCvrEVSfj4cMYXXD/gpyWEVdrCivAHasXnIaRmHG1Dng9XWgSXTm27HFxpGhJ1Uk7sEiLCdTyS3IC+1W2ZkuEqwAaKzoeHBhrgp6Rep5aFNWbYJSVAWxGZomUUIC/SsYPnA5C1c13npOXV1AF1U05sFwL/v308tlAkayT78hPnKbpy/wjX+bAJTy6DS/6W4KfbhBURERExCEgLC2bXYDLefUImKcoEyLbv7NH/tRTyfEyLYt+uy5TaLAIu+5vbCdI9q37mIu98SJVgl0JwiQoV8NISCwt9oW+pCSUsW9NKdicJPdvcbsgxJmG9Psm8j5o6F0JJkC5C3vmQNaUEAw+SgHOOkRHCpH89CeuaStMbBlOi4wsuTStChpND606SJR4YYl3l0OCK6EmHMc9vFwGAIYDnwPbPAVnWaoUcRPAS+Ok2YcHUumoeg29E4RtlTlxo3UlkYqGcUHauU+h35rLwLcddplWcdHoDPM8YZ2BgTAmseSgqQZOlUy2cD/DSnIpO94iIiKGBFtZtBps0ZN098t7TF1xysi61Uxk+HroFkNU/oG5BtGspDbg+004tACZxyS3TKQD7nMmCbBtZ/sAKc0quACNhZf0YOLk8waFkI7vkZF3vGWLj0CzIch3mRVE3H+ASrcxxZi2lgazPrCNlhO/hfvZ9zfhAUQla3jFmZfhXSAK+Y0k40YSV9WNgopAgpCJkRLdwlevU1c2Xcj4uJ7Ar7F42UmenxtASnPTuSXkZ/iV9gHcQFrzvs+ZxIuH6MWzB/xAuNpkX5mprFVIL+a5Ai7KMNdmmOgazuQFZSkPCGpvKRBWUzfDPwBJ+ik73iIiIwQCEhRwHUN31nvclKLCzc0iQUhyA3Ycv5mHloyghtAns7uNElvzxpKFBIjB4CRcyeOo2YV3iQET4yNLeHlOme1kwUlVm+cv3ZrV+bwMhJx+HiA0bNiQbAPE+vS3hJ0lYCB1OZHnOEDHpdYh04FaJ4GY14uXnkfTakPQJLfk4RCBw8bWvfU1t2bIlef3mm28uaMICLy0hLDizcAZ7Iawu5VwihocszTAZgKgSXMj7PDsPyydCyeULGeCBv/7rv1bXr6feqXfffRd8hAghyCA63SMiIoaFFQsLC/NTU1NX9PPLKmWxNV18sd3OqQ+httAQrc07MS1E/Wx/Hf9e5fzw82yne1vSLXWWrpMK/Cbbtm27/Ttcu3YNfDSjtyvgKYzRwoLZdUGly8LWCcvVHUVOUqmVM+YfuKi9OzCp5E349tW15fuz5Yt5PUdlh/LA+Tp48KA6efJk8npubg58BF6a43skYZ0xj5vb3Km8bsdSw5oXwJgdy7Z0rEvHfFLIe+hwlXjJsfj7FQPn62c/+5m6dSvpN6GuXLkieSkBCWvW/GHW/hDfkOURgCsfZiz9+oqQp5UdAnmPrSauTQxJITRU4BwhlWHFipSWNHHdwUvR6R4RETEYkLDgdD9tHtnyK+ZjBYAurU2XT21sRbxtYiiSxiEDTVT1Rg6SvJSAhAXn1lmVRgrZ8mt5GzvkWuvLiny+ZxL68YWkxeXqxUeJnVjEO87lsVSYAAK6GZGDwEfgpav8Q0JYCwsLN6empjAj4JFnTeG6NvbEJeciNZwAioKNPaoitYIAl+xJldKTJijqxTepNXEy/YalNWOwNm0hQyCgmxE5CHx0CfzEP0gfFvIdEE9MHFz6ol2Hg2rjjmKHlpmjQgz5QqiCLO3wPuoD22xtNVTY6TcgLGltyhvr0K5Xu/kKEFBEmk528NGM/IMkLJhfx7SlhUe1ffv2rU8++aQ6cOBA6zs/yXVxWV1+ia6Wxm0qGQwVUu1U3kikUF8VxdMQQIuRxdjyt7ZXOUBPxHXZPB4TzxPEKGFERMRgYFtYR/V6MaHUlStXLqxfv35q1apV/ezZBEHqXGVJxrSNIumVrpqHhgSXPLN8zvM0pGUhj8dubgpUbHDaFhAh5Ik8qnIsLGSTYs14Di/0Tt88evToqsuXl7y/d5TpKTdUuJbG8njbPEZ8Jn2JrknK7+4iANAW7LQNoomfME82ZszXaouAg/2ceQ4+mpN/vE1Y2rK6NTU1Ba/8CbzWJ/PK4cOHV4V0N81r0TS2Egi7OBxo+xhdKScEHc1DK+C1m0O4LAset+23cdUH8jn/H0neniehXquyRtXuCyB7AvR4U0LO1Qnz/AJ4Sf7R9mHhrMMMw4n889zc3OabN8NoplPUookYQ8jdVRwOSMugjYs9q4MQYHeVHgrs5hBZFhZgL4OyCFxam1nLQTsKJ6/Vtn/HPOTJbEvi7vGmhC8+ap7fYS1Fp3tERMRgYBMW2G0aT7RldVFvO1QgJTqyq7Grp5zL7zJUZIXTaWm1WQxdN8Uk1KzprOYQ9ntclperoBkoo8WV9Zn2/vS1xHb1BQigJwAc7heV4SC16Hy/DZuwkLB1xDxHDQ8EtFa3tHOVwIQ92S9wDOTkQlF0KrTkTVfWdChJlVl+KNd7XP5a3/WBMvG07/KzAPMfwTfgHXLQHeoxSwjLlOicNi+nVZplGgRh8Y4gJ3NXnU+GjDZr4GRgQPragFCSKpmuwX1yXTNtlD9l1Yn27XQPHOCbaZWSlpIlOYTLh3XBPB4yz+8t+hZXuLgN8zKr64l9F41IQcuHNXByQvr4fXjjcLV/ZxlL35Yg0zUApmz4TGvIgsxrA2RZD/cnktUdAN+Qd5yITveIiIjBwEVYNFE+Uam0wy7lkJrhcgB3LFd+S1ZuS1NIHwDlT/CaZvbQwu4ulMn/ybMk7aUa7+52+keT3wffIa2HPOXYMo7lNq10mXvE/bWvVd+WOS07mT7Acz6Ga7QFoMkE+Aa8k/ljuAiLHaCPqzQf4kt62yjfIPOEsBzgBZCXt+PLjzEtuqjQxJcXxhjMbDv/h4QgNanyLvq8pRrR9PeRkkB2Iqb9Hux33ue7tLi4bz5uenbpky1L3RaJyGtVSiaP4RptAchoB9+AdzK70N9BWAsLC4l4lnG+f6S355RFWDI068oc5nvaiGbJyAZDsmMSVQPscDpvCFLWJO94y0QTQ9LNz9Li8n3T47XDDHWiLRIpE4WTQRH+nwkF/Fbgm9PkIBfyfFj4gA/0dkpvD5mxZGkYipMbP+5Yf2AZTpfELP+WBXvp2IaSqbQC7RIP+Z4y0be8nKW2b3pdw64v3ClkqIE6qSADr1mcN4/gGfBNpsMdiE73iIiIwSCPsJC0dVileRFPmLFkaVglVBzTDJqjqiVpO5ldS/amDuAi4UHAR7djmXc3tMJrF2RtI32T0nquk7tmfyYwoHwvqjFMq5RvclsNZhIW1pFTU1M0054xw7d9WXJSuJYEbSTjRZRDnr4W4cMBXPQ9PrS87Kz/gCdeIRhZpcM/K/G5yrIw6zObCgLILIC2rh+D8+YxcT/l+a+AoiUhPux9lerSAA8r48fKq/oGfNxdI5qhK19N0+/Jkme2Ey2Hbq0zapoVVZXvKYqsFn1mk/paOwvAtb/YPw9VDPBfkVvAM+dz3pugiLCgTQMz7ZB5/QW9LTl6VxEl0JVSZlPY+T8x9Nw95PKli1y+vlAmiFA10NBGYEIW32d1UWKaTcO5glIccgt45krOexNEp3tERMRgkEtYxo+FRK53zNA39IbF7RLJmQCrvkvBlbBI35vsizj0O3voKLLS4/nvFmWWk1WXrg5ASuaMWuSW40X+K6CMhYV15bvm+ad6g0ZWEAoOTeFKWMQkkUoDwBDJeGgY6k2vCtro9F3mMwMFpGTAJ+SWQv8VUIaw0IX1sHn+nt6e0tv9VfcuJOT1ZpNZ/GPo8BsRDuySK/qeZFoD62LL+n+zyrhkzW3VYEUZDTEPWQBIEAWfkFuu57z3NgoJS5tpCya9ATigt31626ocBdFDAc3dvIiNrJVrYPZGNEAbBdFdSSG54NLMb5rpbn8my7hk+VFVUilTxdDwnCE6iEYTmFQJt4BnyvzH6HSPiIgYDMoSFvvbI7kLBYqPqtT53hpC1QiP6AY+FRyKpJCq5BTZdXtVLQ3bV0fJ7ybFz74FAcpWMTTIi0M2O3jkQ2U1Si1CKcJibzC9NITW8lt6+6pazHpfVuULy8ClEe6z/VBRlr7szybfH9E+XLLL9m9TtU0WJxs/z14SypwiIOvzXL0GJYHWJRvfqrw+Pq+lKgZGAZEsCh45orllPuf9d6DqkhAdWUHlH6s06x1YX/EzCiGjdxJ1SgxcKMrSH1vC4pBQpOUl26kDRdeEFBqkXLTrOxmiB7I+z74upWXk69oMDZ6jt1fNI/gDH3ou571OVCIszYbXtZX1J5Wy41NmeKfy1AosL3rHMZ9Lw5j/Ex6qaHnJ9+d9XtF7y2aLu94Xkq5Y4GDeFQD++BP4pOqH1HG6nzFf+IJ5jRSHNTU+5w7kRe88JKo5MQn5P5MMGd5nU4isKGFdn4yUggbijc4JkBPLcMAfp3Pem4kYJYyIiBgM6hAW9Gvg3afG7B69Pag8LAvzlgPR9I4gqijeuuSmsxqm1A2ulPWBTTCwHIS/6m3zGvxxNfvt2ahMWCaRFF7+35qhr+vtcyqgch1XciAQfVPho4y8M7Os+bwItty07B7O74zXRatAGQ6Wg78zr0+WTRS1UXdJiDyK98zz36s0L+sB1dDKyrtYy/oZsvJ3+Lkx+hc2ZMoJkKXFVNdf1MRn6arbkykwMf3FCVpX4AlyRq6qaB5qEZZRcThqXv5Gb3v1tkU1dL7nXaxlzXZXQTNRJ4cnoltUUUvtGq5awKZ5WBMAONuRJAqeSDijjCpDFqLTPSIiYjBoQlhUB4Q8BNamWBayHVitpWHe3bWsnyHPOU8lBqnG0OddMcvXBsjl8STeuUNMN3EVL0f/Vyboo0I3Z/ADeKJQUbQItQlLNFw9phaXhfeaP69tslNtXqyh9FTM87UBcnk8puXG0AMiIRJpoGD3ZkQEwQ/HmiwFCR9LQrAm2BM7tcuMQeTPe41hGWQ1NODfmjhsfSLP1wY07XoSGmSNoIukPTU1iAgDICZKUoEXvFhXQGPCMmkOkFH+ld6+ZIZhaW3M/l/tgU5Q1pzJ8ariaGVQV1WiKK+sTInKUCC7sLgKmomhH2fEbYCcKH0MXjheN43BRnS6R0REDAZeCEuT55y2spBj8boZwtIQGfC3VUmLHMy+/Bcys1kuq2RjiSbfYzeYlMqkwNh8Tj4g20ZlWVehocjXBnT9G9taXPZ+AWWv7xaVVyEXAxkqcsF74IcmHyjh08JCMeOvzXMsDVEUfU+R7wLw7b+wozmAD0J0NZiUagAAL4Ci5NQiXxv3vaFQWhCoopgQgn+xTPIx0PWNaaejJb3cL6Dohpk3Hz3llOE/oriZXFCryDkL3ghLs+gNbWV9ZF6+prfdevvK9u3bV2Hge9/7nvrBD36gtmzZ4vz/vu+6bURzpKWQ5SynVhMvoKx9cPna7MxpQArLjRm2T68PwioSDwT6DIbIBinSqq+yX1JvzL6GPWh7oQQH8lOY/wkXgBfqfFAWfPuwLppH1Bk+qbcH5ufnUbKjbty4sUw/xwEgFcLz13YDn9pKrqWrnTnN9w0dZbqwNJV48YEi8UCgSQv4NlE2SNOSwADTFSA99YZK5//F7LfXR3S6R0REDAZeCUtov6PX2H69PXb06NHEzt6/f//GJ554Qj3//PNq9epghB16xaRkTrtq8GwwP67P4/aVSiId2hNSscAcK6wjMe8Pkwt8oy0LC9XY8J7un5mZ2Y4BfTHueeONN1bih9yxY4datizNKw1hKVAWbSxtJiFz2takCqmg2d4HIE/aJg8uhzaPyUeUOu/6s/c97zPk+zwor97Ex5nnICvM+9pqDEVohbBE81WENh/H2KlTpz732muv3bd79+6pzZs3K+aR/eIXvxiMNIe0FLIaTE4374jrDF/3GU73AalJFSokuciaU4ms0q6s5Fi+B5/FxOW6/sm860/ue961l3eMNa5dTGK0mGdEEPP9lK8kURda82GJqOEreH3lypVHDhw4sOnll19ed+PGDTjhk/cNKW+pbL+2uksbEhVVMQF+fp/h9EkBzyl+P5xjl6Uhfwc5sbNyzfhILXn5/6qSd971x3SQomsv7xhrXLtQDUXZzSvm9Ue+o4I2otM9IiJiMGibsNDV9ffm+SPnzp27/z//8z8fP3jw4Mpbt1Kf3NCckS01mEzAxECpOS6XhMQYiqFDBs4vEpmLfG3yuvWZ8pKHrOtP+qbKwHWMFa9d+K4QXIN1xTleqYtzHbRKWEaZ9Lh5uV+T1PZTp05t1ts2VULNIWRfThvOcluvy/5biPk/Y8QQAiFN97Hh/0feFXSukCAKR3syx33IxxSh9SUhmyVq4npfP/xcpSJ/L+ptU97/c7UFB3z7clqsqaq0D0CVpL+yvgZ8Np2/Q7Jkh4a+k2Pta6jlGzuigG+qdD6/X6chal106cOaUanpiBb3sLAoRXNHUhbJissjoK2lEZdhdrSky2zzulnKRfVidOCT4MaUPR8ayuSa8T2+I+KuGlfW5wIerUUSE0T5QFaYzzO+PrwMotM9IiJiMOiMsExuFiq3f6HSZeE95k877P1giNiV5yQLQPHYZOmGOxNTCKSF1XV3nbpJfy7Yd1scF46FYW+gjeOxl9ZjzNjPQ5XkWN/nxFWUL39zT9+JKNkx8/y/Veq/Ot1mzpULnVpYSNfXpIWGiv+h0mUhsEGljVhvO+GLoik0t9ltt6rJWyR5w6Q8D9XrpSBzY7Bl6TAV5drIpTRg5wO1dTwuORa5rB4yaVXxDfWRHMubLm+40m3AG1edOWIBznQkiP7SvMb8PdRW+U0eOl8SGrE/nL1/M0OQU96nUknlUjIOTWu+ZDIfLRDXe7qOykk/SJ4OU5YPRFqmgNzvNo4nT45FWqlDJS2Xb4jZ4ECdUhs78t3U6iIxuW66nn5vWFBwssNfxTn7R5+ifFXQlw8Lvw7T+UFYWB7iFlGq207ZJVRb/78tyGLoOkqXPvJ8qiBPjkVaqUPNG3MttXA8sk1cFSvSFfkmAXpevvkEut9ATRhkxTnb2w72QlgmP4tKhK/qbatK0xwew4C+KFbhB3TdJShwB9SNuBQtwTjJeBF1SWpNW6nzvAEunxKf+0CRpds1gfqG6/qTPlS5/C36zbIi3yRAXmtVl9G0vLl/soax4e/NEptPVLoEfFUZ9dAu8q2yEKOEERERg0FvhGVpZ4HBsSxchzF9Z3j4Jz/5yQrcddosAs7yGbnM9CGA5Rbcb+nbKOMDi6iGKhZkVuSbFpt9/ZW1srMKohv+3pibrFD5L5XOz9Y0rqqgdwsLWbKatA7qpy8rk/2uf4S/0T/YffpEL+fka6M0J8tnNNSQPJeTPD9yeRhKSdOkoojcmgSSXCkVDX5vdL2B1PGr5jXm5cEus9nz0DthAfpkzGrSQqeN9WYIqQ7f0if6Hj0BW+0gPYS6saroKrxeJHg3JHHGOvB5fE0DQZ5+c/imoMWO5qf/14y9hfnZ5EN9IgjCMsAZ/415DsICeb2gFmsOh9m5YsTgHbwoFWOoS1CZ+8ZkTIxJcil7fFlt3ewAT0/ni8mfKLNBAwmQFediUOZ4SIQVERERkYtgCMuU7pw3LyG1CgsLTvinzRhed2JlNS0zyerQOzY/UlltsKEeK4MYANNfMCbTBcoeX5UAT8fnC9YVm0i8rVLrCvMvmYtdl94UIRjCApjfYfTgIQy2Ri3u41dVSmCtklZWmYlsIgDkKSW4ZHH4OWOUOR6jHxCQxyWd2XV+t0ADPCAjZKyz0PR/q3Teneoz1yoPQREWYWoOUWgJCYuVZhj7CkmadW18Z1GZiWwiAGQRDsPXJCxXZxNgqNnfkwr81j6i0oH95tBkf0dv/8e8xnw7FkL6QhaCJCxAn7SbmrSm9dN/N0MgruV6e0qVLOGpgqIyk7K5Mnnh69BVQ11ihsDYlrIRCUBWKLnBEpBzbBrzrr9dKkawhBURERFhI2jCMlbWJ+blz1RqYcGH9aQZ825phYq29e1dvjtirL63MiiSrx5gYOGqeaR1hXmVzLHQrSsgaMIC2OdME9ef9MO/ctg8grhAWo0d8Zz4WU00WXRdVO5gJxNmRQnLJgfm9Sr0IYOb57uT+92loGEocMnL2CCZD+CcYM5wGQiArDCf/tR2L0GfCJ6wCFPC87F++lOV1jop80hHfCPSshtMAtKSKdu1V1ojQFaUsGxy4M6c1l8+VCXzfHcEpWKAIcvFVIVLXsZGVyKPDcFo4AG1mMEOy+pQKCU3ZTEYwgIMacHSetkMwYQFacEc2mDGGhGXLCCWaQ1lxdpk+Bqom4dFy8cl4Ux4VpXMRVPRxKrICgAAXQUBuuo12CK4EkFpDe5siAbSwX54SJYVMSjCioiImGwMjrBwVxCOeKgg0sraa8YgtVy7YFoqHsglYZU7uY98G97ZXfK3hI80iSLfHdGVSmuR3j7QUgursQGJn2zBBWEBJIUiz+pTDAzBwe7C4AgL4Mk2eVr/T6Uyrox+fENvm1evXr1869atycDatWvV6dOnK5NOn06drPIYAAAKsklEQVTUrpZgZRtgNFV5LQvpU8vyG7XQEcaJvpujNgAkYqC68FvzGktBdLo5GnJSaBkMkrAIkxF/RKUCY6yHwnr9m5qwtu7atSs5vkcffVQdOnRIvfnmm+ry5ct97W4lFEm38D1Vo45ZYEBAOthZigKyokXTdjSsDFHblmVb+8OSLCDL+uR7AlKkACFBzwodbuhgR20gym3me9srTxg0YQH4ETRpnVRpDRQA4rpy48aNl06cOPEgBu67775VmrzUtWvX1DvvvKNmZ4OR98lEkXQL3+NLRVSKwJH8pHJlSF2j29CndwHHSksOx+/6LlqmAZwXOtChFPqqWioRcz7U2sCqGDxhRURETA5GQVimC8858xLm7xVtTV3+5JNPvo2BK1euPLJnz541GzdunNq0adMgLKwi6RbAd3jflZLRdSZ3GRVTWjXc5zbBc4ElcdFv0BOQugAfLgNR0GBH2g8c7cnJCU0ipglGQViA+FEuafKCs3Hm1q1biaaPXhp+5+rVq0+uX79+48zMTKuSy77RdYV/34oCcilMf5rd4q1LVc4+ujlXACOByF7/DzOGx/dDkjX2idEQloTRiEdW74x5ffbChQvfv3jx4tP6+RY10uNuE1Vatrv+r3SS51lt0rIE2AUGGFAZTBeAcx03ZHZk3m/Gp4eWvV4Fo524IiseAHGd02NYNn5Tbw+Z8dW97NzA4KqpK5sLldXtuMiR7xK8G2ChcRsgGUEvDpFAdmRmk9NBpy0UYbSEFRERMT6MmrBEs1akPSBxDiY05Jf/yrzlcZXWIHbi18rSeidCtSBcRcBlkzddCqxl1R/q+NOaLF0DB/xV8Et9ZF4jjQeZ6zhBl8aStlCEURMWYX7MC5q4/kc/Yll4zPzpb1Ra0vM5tSjF3BqovABkJSGG5qMBAcikSZnYWabw2lUcLJNTiabHLGV4AJY09aHlhX1pov/uACo7zqo08vdzM/YLlaotzPn4gqFgIgiLwI+rSesD/fSCGTqqUtLap7fPm7FWGl1w4nOiuggrRKkSEpOduNq0jtG3ZI2U4eFrkgbR5nmV1jPltKVUUQ3ioiQMcFil6Togq9+bsTNDrQdsgokiLMComJ4wLxFZwXIR5T1/aca+qDdEEr1aXGVkSEKUKglxn1yg7r59I+hCR98OLGAf5JIZqGjdgYjgvnjHvP5vs+Fmy8j3aHKrqmDiCAsQP/ZlTV645cLcPmTG4N96XqUWFzv0NPZxlSmSDbGQlomado1f2fKYLAXWLguq2wTJSlp3UmCxgtVMHxRKy6b19oZaLDeDVXVizOkKZTGRhBURETFMTDxhmXwtaARdNEN4Dinmb+nty2YMOjWrmnwPC2ntAmMJOohDsjakAivgcmbn7a98H2AngQI+nOF5WvptglFQl7w0l6kAHnOiqShcPmOewwyDqwI+K0YEL09KFLAIE09YgLkYkitdkxdmJlIfSFoAloiP6g0x8+V1v4eTHxhKWoMUNAS4PCybLpAlGe073UDK4wAkkLaVHYp8fNu3b08e9+3bp95++2114MAB+WfIveDgkeD8hhkDWSXX4BAljNtGJCwLRtEU0UNYXNNmGLVaf6HSFIjtZmy9qujb6rtOrwma1NR1cdxSHgdgSY9PCR4XpGUnSeuzzz5Tc3Nz6uzZs8lrFNxjTKW+Kmq3IdiDVIXX1KLYHiKCs5PqVC9CJCwHzMUyo4nroBlCJPF9vT2n0hQIANHEbXpbo1pIg4ioDklaLOlpO3FUEqJM/Zifn1fnzp1LrCrg9ddfXzhy5AhUFWC9M/qHZR/KarD0S1wSYy+taYpIWBEREYNBJKwciLvdWW1t4fYME/5dM/aC3p7V226VZsoDKKYerLVlt9YK0adWhK7lYFxF2gCMdL0kXDh16lSSiqCXhmevX7/+oUpVQH9l3gZXw+noqyqPSFglYS6qo5q4zpsh5G29qdJl4tfNGGoT71VpRHEQxCVr75iJH+VcqsHho4NLAdcLysAY6fudSpd/IKnjyZsmrKzGByJhVQQvMiNdQ9/W78yfYXE9rbddKiUuIGiri+Qku0tLC4vPQ9J0DxQgKSZ2gqhwQ0PCJ3XV4bcCUV2JDvX6iIRVE+aig1Ag0h9Y6oO7JwqsYXF91YyBvJDHtVZ1pApRBSSkrLIWkJh0XHcd5XQpXASmwICoH1rMIY+K1RLwtOMmBvcBC+2vxFyq5oiEFRERMRhEwmoIc9dMClK1tQWnKsx+ZAfuNm/Zazb4t5AGscGM105A7RJli59th71EXYvIpVYK9CEZY4H9/aBPhTQF+KneMhuA6wDugtloVflFJCyPMBcnCqpBYEfNMHwXiAphvYVl4uNm/AG93aN6dtCX6VJTVJAticVXa/m8ouKuJGMs0JEOaSK6AEBUWP4hMx0+zdNm/Gr0U7WDSFgtwFyst7WMjJwNklChwb3HjH9Jb0/qbadKfVwArK9OLS9Xlxr5N5BNUX2jVBX11Vq+qEavbckYA1hS7D4DH9W0Sv2UrK+B3AtSXc5FJYVuEAmrA5iL+bgmLtyBPzDDiB5BwuYplZIXAAc9lo3Q46K0TasE5upSQ2AMRFNEMkXLxrLqpFU+syVwqYebDeW06UgHScGJftiMAzMxM71bRMKKiIgYDCJhdQhzN05qxrS1BVNmWqVyIq+atzyi0iUjtp1mDBYXfF2wuFqztmxVBcBXlnudJZwUDsxLa/CgwACrChYVfFO0nPDhH5iNHZWPm/dci/6p/hAJqyeYix75O8dNVx8ASahYKoKkqDEP8kLEEb0UWQIEAtuoPDvs21JVqEMwUodL6rTzbzUVGOg4v6wW9c8gp4BcKUT2uFznsg/LwkRZIUb7wkAkrAAgJgOiizNG3oZKESAwOOUfVKkFBsDXtVNv9+ltsxlDjQ0kb6BF32nUMUtihcDfpIpCGUgdLjrsKyaOgpygjQ7C4ZtAUvAj4j+zyS7ICdYTnOosu0KS57yKCA6RsAKEmSyXzcvLRhEV6RFkA1hYICtoc+0wY3iOVIkt4n2bVBp5RHkQsuxbITJaPBs3blTPPffc7fGTJ0+qmZmZhHBIOlWXmCWsPhATCB+BDUT0eN5gyoGAEKE9wl1VaboJSOuCeN+1aEENA5GwIiIiBoNIWAOAufvPqcXcrhMmqx7W011mDI+wru5Xqb9Lmcf7zTisrfVmHP8PTnzUN1KrfkrVtMDosL9x48aSJd+bb76pTpw4sWQJVwMLZgPgf4LfD+eB+VFY8sGqgjUFXyBr946Z1xinWYfH2Uns5zcWRMIaKMyku6gWnceIPOL3BBFtMkN4hHMeS0SoR9xnxvEIv9g94r34f2vMttqMgcxWik2ZR0QrlxAcSOv1119Xhw4xbUklZAVpYHvXzYZlL4njptioDYUl3jWzkahBTFjKwd/ErHI8Qh0BS7sZJZbS+H8xT2pciIQ1IpjJeVktTtoEmshAMrCmaGGtNxtIirWNIK67zUarjZYYN2U+B6SGa4dpFiCuZZqcpj766CNppZGcPlOLVhKICvsJIrpqxubERoaDNXTJbDyeWfOeK2pRFx2PV6PVNBmIhDUBMJMZ22X7b5rMSDqwqtaIRyDLwlpl3rdKjK1Qi9YXQSvqllq0pmBBXTePeRbWNbVoZV03xxEjdxOOSFgRERGDwf8HLeUzGA4bECcAAAAASUVORK5CYII=</Swatch> 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</Swatch> 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</Swatch> 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5F248EiQJoYp8gq3/+53/OXgGe53e+851ZrihJ7K9//evM55zjQZu4V90ZyACBoVP5vuq5isB+vXyil0P6/p40677R5DWpEhpFIqyGoB9kBHohMdhpVoGkntHLw8PDwyAutX79+rXbtm0b2bt370zg/M9//rM6cuRI7f2jMQO0Pmh5AAiGo/HGIhBp5TCWRDD4DsTapzw3kpUkSrwHYUmQxEhYAdcAHQ4sXsQaGWeERQyiOqCXv5h1n+h7fky/ntfEdbP62SUUIRFWJAitFIBRvt16eUr1SAp4WPXU5/ds3Lgxu+6vv/561tj27NkzQ1KHDx+OQlgkDpAIFjv4DSL529/+VmsfZcQBxN4nIM/NtU8XSGKSUAOPZ4E+32wkd/Pmzctu3769+ezZsw+Oj48/i3WapEheH+tHgTcQI4030ghjPCTCSkhIGBgkwooA3aNC5AkR50Nm1bNmQbyK0gQE0bPSK7qHzlb8/d//vXrttdfUypUr1bVr17J12l2sfTywfOgS4ZUWCF+xDkvdWJaPpSPdsxj75Da5fx/rKtZ/d+zYkb3+8pe/VMuXL1/08ccfrz1w4EC2kVOnTu28dOnSd6amphCg/8j8Ba8H9fNxRhtZ8QKT8xiJsCpCP4TS/QNRfc8sIJ0H165du2nDhg1LteuQxadOnDgx01CXLl2avervgxuND9AYGYS2Y0rye8RzYrhoPscDtLnP2EAn8NRTT2Xv4crfd9996gc/+IH69NNPs07oo48+umf//v0rjx8/vv3ChQsYZVQTExMI1H+IRT8vB82mzmryuuHaR0I5EmEFwog9IUugNZUR1eLFix9Zv359Vk/l/vvvX/b0008P4QEfG+tVQvnVr37VWkMFCUohZd73dcmSQXwEr2m1zVXITuChhx7KCEzf7yz+CDz77LPq888/X/Dmm28u//3vf38/1mmrC88DshVgbX9oNkXyGksC1HAkwvKAqMqJ9A64edDovGDWPapdus0PP/zwsu9///uZNfX888+rxx57TG3dulV99dVX2Y/0w1zbHZKKbqDO9khaHDWrsh3+B9vAkkeCktikNqoqpDwD75uwUiXoYpOQuT/dSWWkBaxZs0bt2rUrW6etriwbQRMWshMwskgrHAB5va+XD/Rzdcisu5jK3fghEVZCQsLAIBFWAYQynfqb5/Tyol6eVqaki+59l7/wwgsLEHjWFlb2o+3bt2eB9IULF6rdu3dn6/A9rAFYGVVgK7oBCiGrCDNlHAuo465KrZUrZsZ94DWGDqttV5TXynVuBO716tWr1caNG9WyZcvkV3yGdpvPcBPhR0KX945Zt08/axClJuV8CRJh5cAE1VFfCq3hRbMajIRkWQiQMjcRDzFGjX7+85+rtWvXZj/Cw0vQfZBKbHvUzgfYDzVVBIWQVYSZHL1jY6/jXjLRGdtwnZN04WKAx0mXsCugqj/nmCgORuVXuIcYKmY1jsdVj7z+qp871O5SKTDvRiIsAROrYvkWCD1fMssjZh2U65nugKJJNPhnnnkmG/ErAhqy3UsX9diu/9sxoppCyFmB5LqjdyCRQRz98wHTeqQ8wwatZ3QeHsSM5wzxUG4IgmI8Y2+bBc8ihKiXUmxrNhJhGegHBHY83LzvmVWv6uW7qpf/t5Q/4+/lUL0v8bhSRurCpXOq89+mk5VjgJ1FlZFOO2DvA1wTDizk7ZducWD6EUV3sLZkrinwR9UbUTyhSeua7wbnOhJhJSQkDAzmNWEJuQKCT4gj/Fj1XEAAcQb0egsdf62lmI4NW5hZ57+D4NZVsW6JqhILuoWAjP3RSqMFVtFCZcVZxEfXmXXQcsHaelM/p/vNugvz3UWct4Rlguo7zEdoql5TvVHALWYdqi3kVvdsWwvUFGIQr6u0TEHVz9qoc8xVS+zQLQSk5qwqAeKa8dhxTOZYGNsCkDQPVxGji2+Yde+jFtd8DsjPO8IyUgUEQRDk/DuzGq9Ip0BNKqdFZaMLKm+SgiyZgs9tHwsaL6o1yP1WjOl0Gq5OqgoBUqIiR2gpT9HbYCfJDhWDQFvNOsS4/qCfYRQSzHY232QQ84awRCE99FoIrP9E3VGrI9iOB8S7XnoXhtax73/5l3+ZcVX6FTRn8J4jjoC0Onl8g05csaxRluORbiXlKda1QueJHbFEEWT1eFZ/q0yqD2rNz6fCgfOGsBISEgYf84KwTPkXzueHwDqsK6TerzXrBvI6sGfuYqCcujOJQXcPY1hYFADb5Xg4eMBQg7insPopq0E8C3/aou7EWhGUPzxfytcMZEP1hakCirgU0iB+YlYjuA6FMdIlZrmAAdNFRYWsex7iXtIVa7JWex2QtOTxxahyWlSJwueYACZ+t3298ipleFbQQHuFQhmhDI4m4vP/NiOJ41gxlyuczknCEnIF3EyIP3+m7qTXIJC5xPU/Bo8Bpr0gRhTbgrGDtzIXL2SkyQ52MwZiE2BRI6gipAxBWambUJTV+vL5PzBIMg4L6GSR3vO4+YwOGc/5f+jlv7IfDA2NzVX5w5wjLFOvarv5CE3Vz1UvyL7erMs9Z6n8lrl/RZD5Y74NkmQCMkSjqTqzTF6d8jzNUNGxxCr9knecQAyrpi4Bdkk/VxPsdKHXgrcAi4shjrcwm89cDMbPOcJKSEiYu5hThGXEoAiuv25WwbrClEwwmxfk/Q/Im1evDDIxNlT/xKB57Brn2J5vTKyN+Jes/c4k4S7F2nxQN3bWxHEA+r4t0tcSJWteVnfmUsTr7zB7z1wTmc4ZwtI3B9UdUWEB8aqfmtX4jJSHUn2VT80jF0gOIfGfpuMoXWlchCyxQ/d3kGJHrtmlu3AcgIlbLtDPIcTQz5nVaAvopP/DVH1AIP5q6wfcAAaasMwo4ErzEebNf1e9UUBKGEZc/3MhVp1z330BTe2vbmC6KcgaXFVidv2ClCIA/eoEXDXRANMBDC1atAhEpfTr41NTU0v1grbx71inmwrSIS4P+gjiwBKWISs8Od81q36pehorKIHrz5U1wPANTFeVU9RBzEqn8xmuTm/dup7S4b777hu5ePHi3hMnToxMTEysMH+Bluu/dLP5ZpBJa2AJKyEhYf5hIAnLWFfIasfsNf/DrH5Z9dS/A3lO/YCUPzQhaYDVJuUeLA9d1RWuOjBSF9TJyVhcP9zCsgEezNIE/OxnP4OrPfzb3/525+HDhzPB9M2bNxEeQT4tZuu5iHWDaGkNVOM2lRYA6E2g9gVZvWzWQTw3UOfTb1TVf/mCDUwOMtRp6FUHRiSqVhzFeUg3rB/VOcoGeFas6Hl/Tz/9dFayG7NT/+Y3v8lSeA4cOPB3N27cQPvAgmnG0J4uDFq1h4Fp4IasKP78kV7+ybxynVdZmIR2ICsQkGDqNvQYAyNtCGX7DU1U2byYw8PD6tatW1kb1/dj49GjRxHjJWkB7+p2dW6QSGsgCEuQFauB/k+9/FD1LK3aRNUvV6MphKTmNAVaV7ICar9nuCGJAlL/ZteIty3PmLKGKpkRVbB06VL14IMPqu9+tzcm9cc//nGhJiy0oZfVnXaPdvX2IJHWQBBWQkJCAtB5wjIBdlhScP/+p1n9I7OuUL3uixixkX7ClUztk0so5Q9NVS6InfxcFXIaLoAWFK0nABYU8x2R58nfseBeDB1WncyIUIyMjKhVq1Zl75csyVIP4Y1A+/Aj8TNYVrCyzuND1wPxnSUsQ1QARgMRYEfM6odmXTSyAtoUjTYBOy7jm5pjk0lMwqLIUcatijoER8pJ1OORJZsBbttOeOdzIK+fq35VVVTJjIgMtBsmSaM9oarDlF7exQqMIHaZtDpJWEIUCkC6wAA7L3Q0sgJkbEOOBA0KquYDNikcZS0skEHZTNd2jAjHErOsD++vy4qU956WD46TZYaALndm7HQCZ0uSo+1oV1NmAd7vsri0k4Sleuk2VLBDuoBgOwKGjYwEsja67G3xwHa9QF4dyEYMNOUO+jR0O+XEmpSh9nHQDXONClKywN/Z9dabgD2lfQypB7ZXwfVGe+JgFkvR4PUDZYoBdg1dJayEhISEu9A5wjJVF9C9/dKsekUvG1WDOiv0srb7gd4PvSx6W/ZcTVQf7ReKrI62YccQZb6hvN5VLZOyUtdcj33Jqbuagus87HW+oBfAeCEQGM5Au0L7esV8Rjma67od/qWLFR46RVimnhVKwvz34eFhiNyg2N2ssXBiYqLxDH+7LIt0EYGYbkoo6MK5kl7tip58L79zba/uudj6pVjIGwSRI2xAP9TmMeA6vzodCF3qslhhAUBam817tLsrermm2+OnWNGlmlqdICwxZyBmBfnZokWLXrtPAytef/31Rehtr1y5MhNraIo48sqylNWvihmTyAPjbCQkOXJlHx/f2+cREy45QNNoeoStLQGxi7DqdCC+scISkAvQ7lCi6bJespl4dPs81JVyy30nLDNhBGuwo1Lof1u7du0DujFkJWL+6Z/+ST3zzDNqcnJypkeVk07GJK08zVBZ/ao2en66rfaonhxut90q+zxigr26fQwxUNU9qotB1+NFAtod6sn9N3Un8A4X8XgXJrboO2ElJCQk+KKvhGX0VsxvAlCD/ZHly5eP7NixI1uB12XLluG3swSIXZoGvU0xIM+T1QNwLWgR+OaoxbBgYirY7ePp0oBAbAxI3ipiyY+oXnsEcGP+l26DZ/utz+q3hYW8AUzBxQsDRlp24cIFdejQoWzFxYsXFcmLkBN08qHOG73Le0CaLq3SNHDMcI1l2RO4yTinPJeUhMAUlaqEUHRNZRwvZNozWYaGOqy270sbaTMD5HZiLgReBNzUC3p5Sy99bSx9IywzfTxmZMakERSJgsCG8KB+8skn2QoQ0a5du5wz5coHKy9gudOabJRgqgZQFgsrq6FUtdeUKuUqjZOBePm5aDskqLrxv7xGR6IBQho9yVfm+fXDupKdANHWCGgHwVnTAbRP5Bpe1O32I6zQhtb1fhxU64QlRgQR2PsH1VPZbjDrZlJuZH5c3sPvmwsn5Ql8UCTxHDOzuOSVZbFz9WxU7TXz9Ea+cOnHihBLsZ83yiWV86HXQnYg2Fa/rN6i0diuwlXZNRLYHtE+0U7PqZ61hXZ8sB8jh/12CRMSEhK80SphmUJ8UqD296qn+7jrONjDstcui0PlBZDZc9v1uF1BY9nLA5wGvsgygTtIC7CqS9hG7930DDmM/1TdNq5rF2KJtnwE2Nmnksi+oCveoKwG7RPtFO31rFn3rW7Pp9ou/Ne2hQVp9PfMexTHf1AvS4r+IAmnSj2ikHrcdiIsUx6KMChBVBIK38eGJMS5AJJnP/RgIaAr3mTczQDtFO31J+bzqOqJSy/F3lERWiMsk3aDoVKe8FN6WZH/jx4k4ZAUpLyBJFYUBwqZul3mlfFh5X5d/x2UIOqgj4oSXSj/3CWwI5KE1eAoJ9rrU+Y92vGoyTlsLXWnFcIyanZoE2BSvmBWoxZP6RTyQJ7OKUQL5BrpKyMx2zpz/U7m+FXRJdn1jAaZTOoArrW8znnXQVqKbVTt7DpI4MePH6/k8rtGuAvShFj9F0A7PqmX87p9H8aKNpTwKeiekJAwMGiLsLJ5BDUTv7pgwYIsqfn27duL2hTNSg0SYdf3dqEsGCyHwavk1klpAzBXyteEgInUMlc0TycW4t7PNTShknfpFBk3zskikUnSr+rlhLoTxxqLdmA5aJSwNEEtM28f18tr+oI/un379hHzXXYhpCI6RsmTPMiUFj7wMWI6dUeVYsfA8h7qpiec4PbltfWNMTGRmvFI3qP5SN5FaGKAhxpFXnvAvm85nQfa8aOqV9nhOFboNv2BNkKuRTs4BxojLBG3An48PDz83J49e1b98pe/zOJWq1evVqdPn74rF66JKgwSoWLLkO1W7fljkkneQ+07QFF3v1Teh6S42DmRZQRuxyObCLw3VeurDlydW8Wa7qX7YeobkNN5UAn/nF6OmHWjphRNY7GsJi2s1cpIGPRJvLRp06YtL7744sKf/vSn2Zf6s7p69epdFhYw33rXWGRSpAnLGxQom0TUF+ypZedDl6LKYEQRfLIg7GMLSYHqR62vqrBDCrHgOYgEo2SLujPB8Zeqp4Y/H/VgBFLQPSEhYWDQCGGJUsdZmeOVK1c+9NRTTy358Y9/nCUyAytWrFDr16+f9b9B0TS5YJdXDkGsUi1lMQ5uW1ok/C0HCuRko6GuKWNRALbBihCcMquoikSTAs3QnE2Ze1olgyE2mnRPi6rl2qW3c54HCEofMu/R3o/o9r+vKW1WdMIy6Tdb9fLS4sWLsyoMu3fvvleT1dCTTz6Z1bbqCmK5Q9xG02WJy1BG+DwuEIj9gDJgLkvEVNm/DN4inuVDRHZKVNkxSJL1udahHWHTaUyhKDpfut7MzAgF/+9K65H7LSB7xLJ4YdHeURcKsayjWBE7dacJC4tq2Jc2bNiQlT5+4YUXFv7whz/MLKoFC6LOgVoZZVOUh8aRYha0awouC0sixiitzNmUk5QWgQJdOdJaJDUpK1ldF12STjAuCbisvbr3rKj4ZMB15oxWaO+IZx1UvVgWEHV+w2iEpRmV24LP9+Ly5csf0UDNK/XKK6/AylLDw8OxdjcDT7PV+T97inK5vUFCDJehX3XUiaZGbwcdbVjuEdOd0N6Rfvei6gXgwQufaStrqvBfAUhB94SEhIFBTMJabV6f06z6vS1btqz70Y9+lGmuYMmsXLnSayOhuXXsdRjs5RRgZf+V7grL8+Jzv12AUPgOwZeVL5axkBioW24mNkKfqza0Xj5oI9QQMT8T7X2d6smZPjHrUNXhXO4/AhGFsDRBwdfbaz6+uGrVqgf0SQ+/8EIvz3nz5s3esStbV1LmJsiYCR9In9LHdikZO+gegn5NLECy4iicKyWI5ySJnMpmz4TXSpAuZheqK3AEU9a19ykn3XSN9y6ApaEBV+25QB0bpwl70Xw+oPnhW+0WTsQ41lgWFkqoPp9tcNGip/XJ3aOtK/XQQ73RzpGREe8NVZU22MJFoEyAKkvJ1EFdOUbVUSk2wqI6YbJ0sT01eqx4V9F2ulJdwR7BBMo6NKCfcb02YefaynbEZ6WoDLkFBFWfNu/BC0jdORXjOGsTltBcZeaUJqz7tm7duvDRRx9V69at42/q7qbTsOuZu1yuIshG7Wvh+VY6dRE5j08SZYg7TBmCXcXVhS6NuLlIi6WBCNvKlOTcxQEZmcNZx3W0c21dlrrP/YO+cuXKlQsvX76cFTm4cuUKeOFvmgPOx9BmpaB7QkLCwCAGYW1SvSAbMrfV1NTUcswrODo6qq5d6yVuNyFncAE9gFRqxwogl0HGwwjfEjO2deYbQypTtRNSvmHv175W+O1LL71UOrtOnfPtN6RVCDBmQ9jJ91JY2cU4lpQ9xJA/VJGXSFnNI488kn3+6KOPlmOd3tajk5OT4AfIHI5VPjCDWoRl5hZEoAoHhCRIENaCgwcPqj/84Q/qsccey37X1o2W1R6ANqt3Vm3EVUfnYsTN7Gm5pIAWgIi2qOw0z5fHIu9zE1UEYoLuocullrHPtmb1rlp5Vla66JeWUHYCP//5zxEWwpKNsp06dWrLmTNnwA8fYeZorKszp2Elwhq6E5SCdQU5PmJYS/l9m1O3E7IB9qvMsGsa+SKy7ucx25aXa+Sw7MEvCkyz53fFVuqU06mTs2lDxvLyziM28kpq542O+4yy9jsHl9cMr2vXrs1maj96NMvMUe++++5STVjgB/DEF1in6eNY1Snvq1pYJCccCNgTU3f1Necmto6oDnwJu5/HLC0Mfo75wJMQpTZMvlI3R9c01BWW26sD7h+AdS7lH0CRZKXK6O6xggq1rv3IPEveM/s3/F+/CMuekm/79u1qy5bM4VKrVq0CLzBstM/8BZZWpUJ/KeiekJAwMKhKWBvN67OqF8NaWvDbIFTNaWuyvHJT6PcxN90r05KSriBfQzRRErGU31JQWyQ0LhrcqCJHkSW15TNuXw/5exkbldPOATKGFQPS5fbJGJGQAxQcaDOCcZRoAU88Z36K5OijVY4vmLC0/4n6N7vNRxAWyCua0KpLrl2/IUdfAEluTeiDZCPm5zooIkS7qkOZyDc26JrJZ83VMIviQ3XKEbmIKE/rVKSRkuLhKs+B7fJKl9snYyQPVlGCIf1/8MSz5us/ax4ZnZ6evhl6vFUsLKhBOZki0nHusq7qpKr02+roCuwcQVwXOWonxZtVZsR2QTZifm4aeYQge3oeS8xngsHvflaIKJoYJe/39vHKUd4qo/H4n5w1J8+C9SEtlzWKZxel0N97772l58+fz9L3pqamwB8H9PJ16PEGEZZmxcWqVz7mGbPKGWxvYtSiKzlpbUEGpvFqK7KZ/4VFPmx10K9G7BrSZ0MiiiQWgwYXGVc9t7oj8hwccbmkoW67q91j21988YU6cuTIAn2M4AsQFvjjA80nY9rKmgw53hR0T0hIGBiEEhZKyGCOQdZwXm67f/TDY2taZIDTpToOzCjPELNEcmzYprnLColtybK3LVO6x4ZLg8Rz63f+YWzQ1ZeVI+pajyHJ6CGwswKAIlE2j0MeC+7pRx99pMbGxuChZep3/fqQtqzAIyinHDT5qjdhmVrt2/TyzNKlS/EKrcXC7373u+q1116bJQSkzkT613UvoiyBwTpLslHLh97n5scukWxvO7ZLnGdux5wkwY5nND1HJOE6N+qjfGI7gwS6+lh4TtR+Vb3OMp4JMADvoxPzITvGSeX2XO2Dx0HSkucGbNiwYaHZ5zZ9rnALP0RSNNb51n4PsbBQq32v3sHD27Zty0yTX/ziF+pnP/uZevzxx2cNWXOq8dhlRXjiIBVaA3JGlhCSkEpvBgp57NxX1QeoaCi8KuwHq4l9uCo7tD16J/eLh5/n22+LtwnwOpd1tPQESEL2tchLC/ORXUgpApDXTn2seR6HrPzBY92zZ4968MEHs/dffvnlPePj4w9rkkIQ/rD5u1ft9xDCQs2rJ0ZGRrY/8MAD2f9effVV9dxzz82qdyUtnVAVcBns+lXYLi9waMN19T5ySLdO8LnJQQdegybTMeSQdD/V00VuB983fXxF8pEqKUZSuc7/FrUP6Qng9yAE13OZJ5Moy02UgzfcR51rmnffkLIDwwa4devWohMnTmy/fv36E/rjR+Yn0QkrISEhoa8oJSxT/hjYoZfHNVOuZRUGsPGSJUsaPLxi1Jk/zhUTk9hpiqKFJubyv7EkBkTVevPsaUNU7W0mA4eibPClif3l6d2qWORySjM5UJXnskl5Cwch8p7LUF2XPMemryl4ghbl1NSU2r9//9pTp07B5AKvgGdO+JRR9rGwOLnEIwsXLty1devWEUyICmzYsOGuaqI8ebxWOfGQMhs+I2lFsGNiMq6F19D4jYxJ1I0tUcQJ2AHU0O1Qq2Xfj7yJKbifLmYctF3BtKhsUNU0oZCaU/bAEjvDome7iSnTYoz8gy8ATKb8zjvvjJw+fXqXdg8fMV9/qnpJ0YUoJCxTRmaL+fikJqxN2sBaoEkrW+GaCaeuUt01xJ0HV4mOo3ITuQAAIABJREFUkIkGZHkUPgxShMnRjpDaRDyHGKOiRefum5rD37kIlGQGkNCkZdfPUj1dAklL3l9brBsqqfGF3VE1YfVKSzGvo5WGSFWQL1DJYe/evQsOHTq06dKlS0+ar98zQtLCsjNlFhbSbnaa93s1G66COaeJK1vBVyCWG0Erhw9EKGGEqHPpwlEXY4+Qhcgk2kaRq1IV/arYOgjIm1mGzws7ytgyEDtIH5sU5dwAQN4zVNUQocQH20fgHcAM8AjA/+d//ucqTVicbWun6tXLKiw7k4LuCQkJA4Mywlqj7qjat2gLa/HNmzcxLDnrR3YRtLo9cx15ga+VJYeLoeUqKozWRYSUZM4TB9rnh+3J5OfkDs6GjO3Zol1fNXgo7FLUTbmDMfV89vbZvrgPBOAfeOABtWbNGuQmM+QEnkGBv2oWllG2o1Lgw2bV2rzfSrM1hknsCn6HbNOndIm9j64SUxGKYisSjMXZSmgZaGddqDaU7YOKopLQvmrwOvuNfV98p4qrAzvEA9y+fTvbt1EYkFfAM5tM2Zlc1XuRhYX4FYYc7zefV7h+VHXWlzL4qoCrQgaX2WN22aIKhYwpcpHf2T1qP+vhN5F72gTKZCsuMa8rTasoHlQlvxX/kdZX7JmXYt8fFPVbvXp1VvtdH3vGK/qYwTPgG5SduZr33yLCoju4qei3MUYPXIgx4lZ0bPZU9SyxYY8SNtmIqiRs28gb4bGlCfb52te0qmyiLmSgv+tB/iqyFbpE0sJgzqqrE+Z2+Z+y/FaGNvhbILR6a1n7aqKNg6xefPFFHHPGK/v37wfPIHfnv1RFwkpISEjoFJyEZfRXUHmB8XJjV0BTFULryCRkaYsi60XmJkqBJUDLp8leX2rO6uYt8j3hKhFj52L2E1Irx0B/12NnVaz+vAJ5ef/nevmfon1Re4jfSgs6xj32bUdVAJfw/vvvz14NwDPw6DZo+jmFFS5NVp6FhWgY1KHwKZ2xqyZRZ9Sx6n/l5ACAKzO+LB5hk2zZQx0jgbkLlVhD68vLe1SFrEKvc5uwE6Lb2h8XrquLWCP/ec8GbCLEskSmDHgGfAPe+cysu2FvL4+wEPlDKWRYWQtzftMIeKHot4c+zHVHLItGZFzxCO5P+vhy2LtpML4A9Gs6dR6Dz/7r3l/uj//t2hTytiRnEBHjHhEBzwZ4BnwD3rnHrPMmLJhnD6he4H0o5zfRIS9UVS1Lk1VDXea97Dl4zDSh2xh1bDu3Lu8Y5DkDeXqwGFqvInlBv1E1v7AriHWPiICa8+AZ8A14h2Gou3ILU9A9ISFhYDCLsLQ/yc8wzXbqZZX9B2nBUN9Tt5eLFYDth57HJRikm1iW59c1/VFVPQ8gXXFA5mXyusQWp4bGztqAT0wxtKpIbBTpyWSII9ZxBdScB9/s1Mt6fNB8tHB6enpWWo1tYS03r9tVbwqvYev7WQ8mR9bqjqTx/6EXyn44mtKElcEOnvumzfTreF2oo+cBZJ0nQLrO0lWOOaIcEjtrCzKmSH2fjdCqIr7wrRxRpCdrYtRf3ieg4F6Bb8A795nPCMTPOhCbsBjs2ql6/uRdcw7KxsiicnVOrk45Ezvg3CX4pM00JQkJgaxYwQGFqsPjsiQOOzO+5/cxUXdOvibgE0OVVjkQS4bgmx1SJM+IIWa2EXCfwDfgnZ3mMx7OQsLi0e9Qd8jLeQDytQ7sHqkO2HMRsXv0uQhZHoVWYIygsSQvkiIKP/qmm8x1NBGc99WJFclCZBuKMSELEDiLFB6WHeY9/nBCfpmC7gkJCQODGcJCgEv1zDEAJR+WO/8RGXV6WzuPjqY2ey4G8fuh7JYTZvL45ivs/Li6Wrm5CjmFPa2RKjPzlEHGjAFp/ciEaFpYdYPwvknWBuAdlpxZYwfepYWF6gxMdF6nHAH3rsFlVsuyMUC/3EKZMiGPr2twpUDF1HWxhAnAoL7cLuM3HKHkfgeVxOoo3V2J7LYQNUbna09WIdsMO5WY81MGZnSAd9aZ9+Aj8NIVfikJC0OK27kP1aJgtCrKhpBj5OqFHIdsiDHSbsogy89yn1X/y5pIMWOKgKsRujoaeSxdLUvtg9hK97q14Yog44x8djtQZgm8w/g5+Ai85CQs/GibeX+X/qqLkK4F3UF5odsgjX6VR5EuZ5XJZJlmZLvUsQPiPsFlWmEyg6BrgyUud80Fn/PlNSahScvWlWblO/pXBy43Ua6r82wH6LAIEhb4CFw0yi9S0D0hIWFgIAkLc/Aw2FW7QoNvj1QHdr1rl9apaTShDPYBY2RYqlxfV+naJpDntssyKjwXO/bYJbfQ5dpWBa6HzNWTFq0rfhijmGUZXHEtV4miKggQjhLkH4hIZ3l7GWGZlBxcCSYdjlQ+OoOYN7gI/U6E7Zf4swl3t4lUoTI3B24pP0sSix2vqYsQ3ZQkmLxr2VUtWtl8mNTUucovFW0z8Lki/yD4fi/4aXp6egoraGEhEo/8HbLZXQr3UAx61vp8RBOpQmVWQ17qSpfnhCyDFOPSWrG/950suEuQM02xQ5GpeRGJl/wDPgJpgZ8uYwUJC9oHJDzTFOv8CGFCfHQhVQhoY7CkSfC4mX7jSn9xTRbcRhilKkhWtIgpT5F1syISL/kHfLRR9fhpFmElJCQkdB4kLMlktRGYOzTQaCJZtGnMp/vTT+D65l1jlyC0rbgvkfccwHKyB0jyhNANl/YBH4GXZgYBbZcwCmEFSvEHGoMYb4lxf2z3JdSdZDyLD/xcJE/Z8POqIvB93rrQ/QFFAW5536h9s5+DY6bOnVTb13HTa3SQd/ESCWuZ6uURLg0+GgfajEGUTW7ZNAYp3sJrVXe2X1eeZNFcezbkBAecqchVL2zQwUEMaTk1eY4MfhcNnFAwDJCsfCysqpDPSoUOEnwEXlrGFYtM0jMYDBH5zucP2pAqYJ8LEjoTrw/6XUHSF0XXylfSIIOvdiP0fbDt5GceT9dqmtWFJGaiSWL20U3ZqT55v4l1jNKVrLBN8BF4abnhqRR0T0hIGByAsMhiMLsGTs7gqwKWlTVt85Sme1VNyaDqaiTKNFh2ZdI6loIUTR4/fjy7bti3tO5YzbYfcMXngKJE+zywom5R5dl+Q94PIEaII1L4AXwEXprx/kBYUJXea14HjrB8IcV8djoLbhhLAxdpSvImPYgRx7JjcU0ooWWMw07LKXOL5fWL7dYwVcXlpreNvPgc06+A0JQmToMGyOnfJIn1aw5DmbxPsAxQnQGAslCNZwgCfCT56S7CmlNwEYyLWOjXl/WcMicqdi/Jm8p6RAxiA7EstqppTLKmVZ1gfdFxVT3HCpUACsFnwZYXyIoFVSw/V2chG3U/CMs1ByGAY7FFoqEo83wCsiqchHWPEoQlA9OxEiD7AXlRfGYkLmvITU56IFNVaMHEqqntu3+XnqyJyql2kbuWE2sLQReODZjXpK7eqN85ry7kJe6j85Btv8+YxU8p6J6QkDAwYNAdpWWGXYFp9vL9qo1ehqIZQHzlCv0qwlcElxK6Loo0a3kC2DyFcwjse8Rt8rs6pXliW732/Ioynhg7DGDrpsq2HzurIkbuaJ61XNQugYCBqhl+wgcQ1mLVi8QvLgpM+z6obad9FAWSQ7ZRt6aVfeP6CbsGFSAz7UNEfDEGFFz3SFYX5XddCTnUiakBRYpzGXoIDbe4OhVuj4vcf96xyeezLtHndawx2qXBDD/hwyzCilEojCcQI9bhgxixgRg9jX3jqhwDwAePI1NcFwLGdeR/pVXDGJkkNu7P3leMoDavK/YhR8l4LNxH3cA73/dbMW9bTvZ3MuYWAlfnwc5WEha+f+mll5wjzRyRtY+1KvLSieQ9tyUr9nGXwElYS7miLgYpVcUn90qiyHqUN84etvYBbxxvogz8hhKp60F1PVjy4WXjsvcVM6gttyUnzpAF+3jMUgvF/+ZdB0nQTVVRDSn9UmQ5UeIgR+XqWDl0YdkRAKze6hpp9rEeY3pJfMZc6T+eRsIsfkpB94SEhIGBdAnnNHm5goBFprsLvu4u1cwhbrGsqc1h9FgxnaIyImVBT1oE/F2dnlduS1ordgAW94IDP7xvRYM+ecLMWAiVdtiCUJfVGtMtw/ax8LhkjLCq6DNWWKduPFD1eOkul3DJsmXLFm3YsCH7xfLlrUz63CqkywXIEVDfUZc23F0+fDHhegBD6rcz3gDg3Oso3V0upn1dGW9jiWGgbELciEHeuxA6UipdM9coaIRG7ATvpXyuq7ibHQvrgKOWKEFY2YeNGzcOPfbYY9kvSFxzCWWzgsQEiaBKw2lCtJsXrPW1LOXsRERV0vKRIcjjZeMvqznWpDAztAHHHFAIAe8lY0ZV05tCBlpcI9I+sK3+gpgW0nMyowofaGEtWLFixdCmTb2Z6vV77x3XRUzVsw+a6t0kOGQdegOBGBo4H4lF6MioJHxuv40k3hgj13VQJwDdtqXCe1T3+Q4ZaHGNSJfBVSOroJ4aCAuTUqSge0JCwmBhxsIaGhpSixb1+Avv24LUBwFlsYpBACUNIT2rS7TL/4dekzxtTAw0lU8pC8vxcxfQsXhOKwgZaCmrKuIKcQB2eWbmzuY857MsLLwZWrBggVq4cGHv2wW1pyX0BoO4AN0gWcpjEImryiihy/Xxjd/YqBpX6Cd2itK9/ByCpkplcyRV1rSaD+QVS9vG+0pdGECtoXw25Uhxjls4i7AyCysGYeXVjCqCrFRgP3BlKRv9rukuIc8jRhmWqvGbJmppNQ3bwgpB1bQjH8QccBgkxJKK2OV6ABdhlViysywssFRmYZGo6BJW6aldauYQSIuLKCItaYX4PKhFmqS6rqg0b8tGVoAmXKv5CBlWaIJMSFqyA+la1dAmIKVAdeUsNQFCSjXdExISBgszhHX58mV18ODB7P3q1avV0qVLZwkGfYcsYwRlfa2svEqYLgumqKY7f1s3duYb4whV2IcgRBA6V9DkIAPB5xqYL9dWSlmIOgr6GABh3dLL9OjoqPrXf/3XbOWf/vSnLJ5VJRYSK3HSR3zHQB3fEy5CcI3CSdgi0qa0WjIdpgndWYggtArSrNHzD0VxvDwdZeTY8rTq8VRGWJN6uX3lyhV14MCBuht2poHUQV42P7+ze9Y8QigLYLcxfG0X/G+CVGLE4ooQ4/7GLgfTtfIy/YasLBFr8CUvjifjhzINyRVbloNS8rMHbqseT80Q1nStsxFoouHLIU+gyPqporxtEtJyGzTJhktDg89172/M3MSq2+Nz2nR2hdwP0OS+7LAHICesLdJJEUWdncstluEb6QkVyXQoXwno9MBPM4SVkJCQMBCYcQnlyiZMyiKQrWnO272jdAt5THnH0yUNEk1kAD3doKj4i/IaeQ51XK/Y2ia5Pd88xxKhYjTQZeIzXiTRqeva2nFaCVcM2C6bA1QpFW7rD/M8G9slDMBdLiFWwOzKBFhSdRx7bjwXpNtk3ySalHa8ynVBuzZCJl0VvPaLqELLHMsHi0TCh7Cuzo6InUxdVIbZhbZSbuzOtsgFrasuL3LD8uK2tqiToYsqz6rsBMomoQgAeGkWYd3Eh5GRkenNmzdnhPX888/fVZ+8SctAXlw2cp4wg3a8kIC0yGRDyqtLLv+TdwGbILuuWHuSOAFaTHnnKusqSQuR6+Rv6iJ2biLPVcZW+h2E9xVg15FOhJRwlsdll2uuWkOL+yVZyjScmnFKxq/AUzMW1s3Vq1dPvfLKK9lUOlKn5JoRIzakfonEI10QBn3txm/rxHjxXeQgpQ6uadq7Ns0XEEsRXzR1Vd7vAfmfLhCvD0LczbYC4m10XHkSnyLYzwUQyzCJqOGaUsaowocUdE9ISBgY0MK6Njw8PLVly5bMwtqzZ4+XD9wkfIqRyd60rA66qyKlDIQiVtelufEAaRXWtfyqFC5so9hhE/DN/QuRy1RxuaqgSuyHGR8V9E2N32NZqqbK8amehXVNWUH365Ma169fz36h38Y85kZBgvElGiksJQnUnUS1KYSWSO7noEMd94r3xBU0ruoW+8SDfAPvoZNQ1EFR6KLs2Jo8LiKUUCWZViT6jJ+URVjXQFjXrl3LfjE1NVVlwwMBXGhZ85rrukZWVcBRpn7E4UKsFRu8J/yvVEfLTqVf8UVKE9oI4oeOdspjq3JcIcJRfg+UEaqUxkBxUCPonvGTsgnr5s2bkzzQGzduVNlwp9Glulm+kBaHz1Bz02k5RfCxVnAP2FG4ZpFhY5DWVr87lQgWQiX4ykfqyDOq6LB8J/uQmrCamQx3EVZCQkLCQACENaGXy9odnLhw4UK2ErGs6enprJBfaC9fFxSzxepZafKyl8pzN7oYw5LSEh9ZiR1Hktvop9sr3QOWynXlU8aa9SUm6Oq2ER+S8NWnyfif76CAy10jKNJmRgOPxbXfCKJQH2T8ZF4zwoL/9+3U1NQNxrDgEpKwpGnnmhQyNqiyJ8HUJRNuT2pUbHeDn7tGWmUVJmywcR0TGQMyCTZG0nVZxVZXA7PdAxln6xI5udCWIr4qZPzPp+qqLCftii2RnCnCBlztosxllcYAIAk/8Jpm/GReZwgLT9kNjg5evXpVTUxMqJGRkVl1qYgmqw3QwrIDgVUfbDs1wv4OKKq5NUiQKS48XxmfiEESeRZHUcBfEi+XrhLAoMGO/wF5Mg6SFdPuXMTm2/7KLEDXxMUEti+NkhLM8BM+zCIsjWmzs6GbN29mhCVPRDZsoMnGHWpd5MEnj66rvWjVIX2Xe1D3/OhG5AWg+xnwz0PEfLZax9CG1KRs0gi2X+lt+ORalv3O57hw/hWfP/DRXYSVkJCQMBBg0H1cL9doYeneYAiBd/aqRFctkSIcE8mwQB9n/ghGqNKdvTkXruO2ZC9fFosCpLUkBwBCAtBtKcRd8NEMSUuiXyWrXYUSeb/KvAN7X4CMG9HqooXlev6xfbmPmPfJJWyV17wE4CME1sFPvaD79PT0raGhoatYqd3AbOXFixdHuqLFkiNfVR4mnzSNrpWlIaoq3V0Z97bwUj7A/Azgv66SQlVdy1iuRRX4aIYYkwNiJ/jLSViL7p8caCLB4B7IwDZQFvMpixvlaclkJxXbIKGw1TWPggdoTF0FT2EFXUKw2MWrV69muTnnz58f4YihRFMNu6iAHx+oOg9Tnn8vcwm7VqmhChgwldUueE426YX23lXhW1qlX2iSUH2sK+7XrkuFdVVL78j8wCeffDJ7LZqJ3L4GsuMDfPfv4oeaXhn46KLq8VMGEhYsrDFNUnhVY2NjqzEpBaUNhO8NCIGsyskESWm2ylG+Il1IGVzmsq8Oa1BU8rSaAFpJeeflKjkDFJWdqQK7s2AJoS6SV2z0eyAibxo8G9JIkKWW7E6vDJIfXG1Gegz2dznIeMm8ZkhB94SEhIEBCeuKXs5ev349YzIo3tEr3Lp1Sy1a1PuJrz8eCgbFAbAzg7rSX5duIVDFNXT5974xoqoB535Ayk+AIm1ZW+VjpCVLV6NN97tFVXYtlLnPoSEZGZ/zfW7ZHquU9JYWJV1RV2YJrX8PLRb46Kzq8VOGWS6hJqjsi/Hx8enz589nI4UgLaCpOI+8ScePH7+rZCvNxljuWJVGGkvLNF8hO4uyumU2bNeiSvVOGbwOrZNeheyq6ud4nHyf931ZG+SoI1OhgJBjL+rA5f2gm+k6X1ebkaW35WcHOO1gZkgph0uI4NY51YvIqytXrtweGxtbCMX7mTNnsh+0lW93LKfUSJ1a0/MNZQ9+FcQQYeLZCXl+ZBoJh8Vti9xne3Xqxsv9+aaX8JqHxnvLyNiXTCgjkHErehV1O1xeA5nWI+v+2xaivO7yu5Lj4Cxe4KPzqsdPGTLCmp6enhoaGsJWs+xnTVQ3Tp8+vRyB97bLe+SVGvEJBtvaon4HPfuFJmqIS7eObmeT1mZeGokknSJ310bVUVE5OGGPXufVyOpHSZy8HEF2/DgHWl1V75sM4stEdlcHYg9yyff4rsTSpaYKZPUN+IlfpKB7QkLCwEASFko4jOLN+Pj4ldHR0eX6NZM2NIk8pXGVUiNSgMftwb0c5ITmriDGPIJ5Bfxcv8vLe6uqm5JxLCDk2F1xT1ouPJY6cyoWQZb05mcbRUnNUmtY9b4RriB+njUfOvMSeEZwDYPsp5UJUxGSsLCVU3ijXcJx7RJuZH2sJkHTGqhbvsYW4NEkno9uYVOQkwr4EodvPSxCult5yer8XRs12lyIOZ8iG31ePIyjavxso8g9lfuQKThVUKWz8B3kQll2DPKZ8uy8oeCjXMLCFyfNn7/RZDV94MCBIbJeUwFvKXYkqpCWKzcuVCWfl/dWcbaPOQsZiAaKBkXs2AquZVk9rLJRYSkz8b23fBa6KEvh9cSx2dfQp8HHGEWvOrIZCxjgO3fuHF5BOGz84KNcwkIk/ox5f15j4ne/+92Sy5cvZyua1M3wQnPYuUqv6bppITeyaGYU2aMPAppO6A2ZmFVa0LSY6jauKjKTNhP3Qy1Ame8amyxk25KfbVQd2YwFhJ9OnjyJV+QPnjerwUfX5e9S0D0hIWFgMENYpmrDRfNxVJtnVz/44IMlnKuwjeoNeUpeGawFympMV4Ed/xoUa8oFGRyNXYGA8I1NuOIedS3AUPclr5ROUyhzWfOm1moiFid1U/KzjX7NTsSQE/ZpLCyIREfN1xdZpYGwLSze/eOaoL7Vy5pGj5Y7FQpY+wGmqyZLb7hiXHWDoF0tMVMF/SzpYsNON+Gx1SHUUPel7fhVmcvK0WyiyZFs2yUs+13bAxnMpDl//rw6deoUROvY8XHz9V2N0SYsHuUx1SvrsEMvCxo5UoGiB9BVesP3goaQkBz9ArqehlOWMtKFkTRAqu5lTaY6hBpqDbQZv/IBn2n5uSpiWY9VBjJiAOJ0ANbVmTNnbt+8eRO8c8x8fdfNtQmLOTuIzkMD8aheRlQfIXUoZTlItmaFoy++QUQ5+tWGmrsOpK7I1Xv26wG0kTdlfFcItWvHEooy67Go1pyEPfDVlmt46dKl7PXIkSMoHDqhXUDwzgnz9RX79ynonpCQMDCYRVjM2RkaGkLRrGOqp4EIsrCqZLcXWQMc8pU6nzzmp8iuai4h9yXRVSurTMAZOvSfV1e8qV62TQuw7JnksbQ192ZMlLm7MtxCa6zoeQjVLtbB7du3s9gVAAtLW1vgGxwwCjEoO+AO5FlYkLgfVr041nqzbijnt7NQ5qq4UGaO+o6g+I5cufx+m9wkcflMixQbPqWF66Sb2GAg2K4r3kYwuGkXhK6+FCm7yF3GSZuce7NNyAEtvC+qPArkEWDMkVZua+nSper06dPZupMnT05fuXIFfAPeyU2xySMs3KWjqlee9IGS387+Y43RuqbY3Vawu/x+PtTyQZX5V0BT+WKAPVQvg9V5MbiY6SGuwY02CDrknletNe57L12E1kRql09+YCzIjqEO4cQYabXL3+BYPvzww2zd2bNnb2mAb8A7uRc7j4Ru6uVr1RtefMKsa/zpbWI0x6Vgd+3HdhfoFrQ1cmiX45APdZXG0u9UC1+QKGXNfhfq1BoHfO8lSUvqxGLXgvPJD/QFn5O8kVfp7hYF3eX27GeGZWXKrLMi2ClaL730UjYyePDgwWzdxYsXEWAH34B3buZtJwXdExISBgZOwprWMIH3L/TyA7O6cQurjtI9D8xlo4VVNKzrqoXu0hE1gaJyHFXQ79ywEEi30IYsjwKrpI6l43svpU6KFgqfhxiIWUuf1hpeKUZ1abx8LSNeI/nM5LmDITpHtkMA2xoZGcmEogi2A/qaIG4Fc2tsuqCmVZGFddFsgAnRO0p+Xxuui+WrdM9DiJspH1SarziWsuB3TMR6mPuValEFRfeoKAsiFHmasKrH1gXweYmVOB0ysu5qr3mwXVaUXv/yyy/V119/nSkTJiYmwDMwkC7mb6WYgJBECJ/yK/MZItJG7lrRQ0lmBoHIIHRTo1cy9wrkJcuotAE5QMAHoaiGd6zGVDc1qag8dWg9eJcMgdvGRCXzCXl5h7FRFPPMG2WtWoIccoaxsTH1+eefQ9ZAcSh4Bjf3esFf8wlLW2W3tVsI1jtgVsE1jE5YDKYCLlU6mZkL14VsX96Esv/KURW8lxZWk7BHUICyyRZijNwQtkQiBHJgQwarKYuQAwo+GQQuaYwkQ14rNpomLch+55hSbkK4pCZ1O66yNhh7xPzmzZvqxIkT6vDhw9g3JQzgmTPgnaL/pqB7QkLCwKCMsBjHAlDy4T69LI55ADQ3gSYUxnL7gK8ehcPFrkBwE5DDz64BAte1iRlfqauf43G7BJmh9eDLjkWq5HmfytznUMhgf+h8nG1LSupa2j5tkLIQWmK87lXO7+LFi+rAgQMIuk9qsJQMeKYwfgWUERb8yWPm/SG9PKKXtcFHmAObFPLqXPkmP7tgV8ekOFI2dBkzkg8b9TdNCkYJVypNjNLRbcCXOKvUg7cbv5xqigTJEUQg1oAFG2aVkcmYI7Rlmq0YGinfaeHkscgYli9YSubrr79W+/fvR0lkpOIc4uZVSfwKKCQsI28gA+JJ+L5eVqtIJWd8Rhl4kewctxDIkbdjRikt/XESgzyWqgHFmJDExePheTRRlK6qAjskf9SOlZV1BnbjpzXB//K5iHkdfK1+V60vvud26j4/ZaPGZdaVb7WGGMdSBpZbRzrOoUOHbo+PjyNGzg2OFskZCJ8Y1iXz+rnqyeZ36WVZ3o9DGpIPKdA9qKrDcm2PF9223PpNUHlwWTAxA+5EWW9e9D/f/FFf19MmT44e162l5YMQi8PWdfnkgPrAd0q0MkjC5zPTtkSDnDAxMZF9/uSTT2Bl3dAWF/jkc/OzS7kbEEhB94SEhIFBKWFpKy2jRe0aQiOxXy9PqgILK3bPX1c4WoQqk7X2C7QseA3K4kZVitJVNfmbKE9d1dprE4zJAYzLSauryjFLeQu2h20tazp+AAAd7ElEQVQV3ZMy61YOHvgMeDQB7PP555+f+fzpp5+qC71JT8EnmbCOPFOGEAsLqTqfqF410s15/w9VlstGWDapZhvC0a6iKH0l7/dA2xVHq4yQuWKZMdNXQiHdzjKyt10uxkiBKnNrygRh7r8IvgMZuBdcbIScbxVg+ytXrsySnYGvvvpq6saNG/gAPhkL2VYIYUGRiog+BF4PmnW1RgztRlg0qWZV4ehcQddTRIgqI2RtDXDkTZRrQwb2y8iex3zMCIyrWpqu6eY5yFBGgBwkkIM09ihe0cAEjQL+LvZoNGZzxnF89tln2eczZ858qy0q8Aj45K4yyEXwJiyjfMfU0X/Ry7NmNa7AwpAdSgxKI+wiykbmqhBH3oCJbxCav+X+i0bX7IA6sGPHjpnvm5ryymcaN5lTWlZckC6cq0P1TSOSZCVTX3w6dMBVKZchFI524hyKkr3tOmgxtW24n3ADDxw4kOkaxsfHySOnypTtNlLQPSEhYWAQSlgYekSgjOp3SBxWRT2iFiF7R6CrsgYXfIOtIefEvDV7e8wLBMriSj7BfpcAEa90S3hu9n/ras9CJBG+MUD5O+rCeP3Krr0MsNO6sjMFfM/XtrJoYfmWepbuJIP9scS4Z8+eVR9//DESnbNZubRVBf4Aj3hJGSSCCEvvaFK7hdBO/MWswp1ZoVqYu7AJ8GHDw4IbZpdI7jJilkcGqJhmw5OgiwCUNUKfhu4KqKMCJd0SWyTL47MTrEPhG9MBXJkHPr8LiX/xPDiolOeKh5SCBt4Sk7aEPsexwzSLFy9Wk5OTanR09Pa1a9dOm9Xgj6Pgk9DtVXEJMc3Fx+Y9gmbb9LK8wnb6mgkvUzykDIMPtHzQQsujEE2PvpTtG/CVNRTJUUIaoW9DL/qvVGSXWSEhcAk968AVxA+x4squlWv01Ad1pr2XpahjSEmGh4ezYn1Xrly5PjU1xTQc8Mf5KtsLJizNije1lXXEfPxI9epkwTUcCt1W6A2poi3Kgx2ALepZZAA75EFvevSlqHROqKyh6PzbUJfnocwKCUGVAn5lx+YTxK+KqqOnVVTyMSu7SsC6unr16rR+Pat6fAEcAY9U2V4KuickJAwMqhLWWfMKxvyeXjapAvV7HkJ7kFhiSJnhDvhUGQBC3Vd7uBiIaWXl6W+4b6BfshEpCvY53zanvoqFflqeRaDlJ13gsntAyzP2DEHIH9TLNdUbqNtnVp8t+EshqhIWy0BA/IWJxSAk3WXWNRaAj9EIYwRvQ1BUcaEuZCVIYGcf0i7yIDVEPuebl4ojGxLAemaAFEcOAsGFwicTRILxPlwjPN8UsgK4B0UhhAbnAIDOClUZwBNUF5SWkclDJcJiGQhTQvm/9PKc6llZqHmzHKwKdeuiRc14nKG9NxAzeFsFHO6W8+/FyoeMGZeJhdDRprxUHHs2ITnZ606TChMrQNw1MAYq40u+I7QuiUWRRd4gQE4wbMAT2YQ2PmVk8lCLUfR+r2vSAmvSysIF3X3ixIkF4+Pjas2aNbn/LesZpUbKvqihvTf/A8QI3laFr3I54W6Q0I6JXD1pYcUegW27aqgLDCnYU88V/R4okljYivgG2wIV7Kinl1lX4Iu6G01B94SEhIFBDMKif/oMPpw9e3bThx9+uPLJJ59UK1asyH4ALYaNMgurKF5Vxb3qdxCaxyCD/dIyKNN6NR2rCaka6ovQGEwR5FB905Zp2SwybSIkr9H1X3tQwJV3aA8MRcJV84qMZ/DDmYLfeqM2YWkz74Z2C+Gjvo/PFy9e3LNv376HnnjiiYVbt27NfrN582bEu2b9T8Y4XEmiZSZ5E+5VE0JPu0RtnjZLBpfpCkjiqCoi9I33laX6lMEV0I1xj2TskQ3WVt3HnruPsR6gX3X0XR0U023qPuuuSUEiA0nOJ8x78MIB8ESMDcdyCVHT5gO8mZqaekJf6M3vvvvumkcffTT7cvXq1Wrp0qWz/lAWlC2TEjRR6SFE0e0D2VNjewwYu1JQ5ENEyMz9qrEa33hf3VQfSXiADPr65tbZsOtDsQSxnCAC57Rz5525+2SKVR21d8yBkdB9A1Jt3oZ0IqYoWwN//j/mPXghqOZVEaIQFqoFaguKsvt3xsfHH9Qn/Z33338/8wV3mtIbCxZ0O+XQZULL3jt0ZhK7p2aD4/Zc5CBNdn7Ph6jp4G/RsHcZZCE5oCjw6wNXfSgejzw+mQPJ/QIx5SNtQlraWGRVU3ZcdWFP2istLFr/NcrLoHLoYb28Yz4f8q0m6oMUdE9ISBgYxCQslorYpxn1idHR0W3aLcxKKWvXcGjt2rUzzD4okCJTQIoWfSBdC8Tp+FlaCq6YlD2Xol09MgQhsS+XW1dlX/wvLdIqLg1jfdItzvudTNpuIlTQBPKqn7oEnPZrHsoGbrhPOa+jHSutWV4G+iokNSPITlV7cAmZIkQjLE1SU3g15WfeuXr16sOff/55diX+9Kc/LcNFeOyxx5wjhl0EA992Fcg6CKlTXremOR9eumm+k1DUiWPFErEWTQ7qKhHTL4IKKVdjQ7rKsYLePBZ2OhTW8vgY67OT/iXkqGSF6e+gs8K0XXAHwQMzvBALTbiEqNGM8hFvj42NbceK999//4E9e/Ys3LhxYzZiCPjGs4qG25ss38Jt15lRt5/ogvCxKmyrSUJacQxIU8UNMCexjXN2WZS+qGp5uooY2gMyLNzHAQgeK4+x7Dg5WYXMSy1pW7fMKyaWeFv12n9QrXZfRCcsU/v9a/327cnJyb1Yd+TIkXVvvvnmmgceeGCIbiE1WmVg4FomEssRjZijehJ88KWLVKcn93nQfLdBFP2X+5ETfHa9KCGRZzXxnkhdF58PEhZlD21op9pOi8rLg+U1kEROd64scJ43xRqLAPI3BYAbyB8g/QaE9XVorXZfpKB7QkLCwKARwhJi0jfx+fLly/d//PHHz2gra2T79sxLVJs2bfJyV/KUuaxK2ZRGhb05TWmgTh4i4wfSHGetdB/L0B4AwPEV/VcmuBKDUv7ZhbxKmHw+pDUwiOfnAw5EYLEtdfn5rZLJVyVojdmlfQIsfxTiYxUGtPdoIlEXmrSwMDqA0QIQ2J4zZ85sfuedd3bs3r07mxYMqTtHjx71MqVtjU9bcSWa/NxXXizNFzKgye35Qj6sAK6Fz3HIBFruL+9hrjvJQyy43BRZCZPAtGAkqH6QlO88hy64Avb2Oht5rnJokrR9HHiW3n777aDjN0DsCsnN/DPae9RRQRuNEZYmqVtmenvgzYmJid1ffvnl6jfeeCO72itXrsykDnmpOTb6USzNJWuoum8pIiVC8tSKRsPKhrN9R9KKgt2RldCFyLtWVK+jswNkkbp+EFadkT5XwN4eUAhBH9oHYlfjqidfeNOsO4523+ROG41h6YNHpUFIHTClzxv6odq6b9++LEl627ZtS9FDLlvmV6jUdUPKeqS6sK2aOg+Cra0CQgLuNmSOoD2cXbWIXxGx8dqXpflUnbBDouhayclD7FpR/G9bqEMSUsHOaeb7mRJUAXD7kNj8hupN2TXT3ptECronJCQMDNoirAt6eV8z8H1jY2PrsUL7zLvvu+++Rfqz1wZcPn8dE9p3HzFjOnXFoBJ0R9oawvctzxPDwgLyrpV0w2hpueJzLEfD77tosdiW8YCAQlBUY/ij6lVjuNDWzlshLBHP+v3k5GQ2THj48OF7R0dHN1y7dm2o5O8Z7LgG3SG71pIdCKUIzsd0zxMlVkkG5u+lsJXHLfcXMg2TfSwkD+muxVJNu/YPlI3sNl13zOWG2fti7JG/Cxk1axNS6Ok7iFIH9kQf3HdAOAVxK5ITiOr3qoW4lURrLqGROkC2/1t8vn79+ha9vKDfrvT5v5Q3cOTOzq+zg+RSBS3Fny7kiRLr5NYxBiYhZQYhZVBcx2KPOjY5eiqtgSKLzkUibQbsuR8prmyqjHIssDNmHKvJ/WCk1SVe9gSzWAC048+blDC40HYMC0/Mh+b9Fr2s08vjelni9WfzwOX1lq4guSvNwAUSgq3xodpd7sOXFKQ6n43HJkzfIWhXnh+1XfJzU6gzq4pvwD4WZFpVm/utCjn7UZOEVTMkAb3VF8oYHKrXjlvvAVLQPSEhYWDQKmGZPMPT5iO0Gxv1guTCXTGOxxUkpyK+DHluA81ovrfV6j7HBLj+UzfOY7uEMkZhx3nqJorXcet84lqu2GNdN67peFpM9Ev86gkE2hFkR8yKmqvTTeULFqF1C0uf5CReNXGhKuH/1gtGDZebrzG3YafKkkozummTvS4kudJVlLG7skTxooqjTbp1ebFHmdDb4cY8l0FCwlA+1Oxor2i3M+24bfTNJTRzGn6i3/6H6sWygJdVz+LyGjkcdEjxp8+svj6SgrwMex+RY9EgQ5PWSl7skccE1CFIeZ3nKhoQUVPJDqAKA9rpJzHmFqyDfsewcEEQvFtrPqMlYBbp5bn/KAAbbFONK/ZUWFJLVdYg+dsmA+t5ddmBJutr5bnydSawkJDXuSuIqROTieFAJF0eVOu8YL9RvXY6nv/zdtBvwkpISEjwRl8JS5uX09otPKffvmVWocuBdQWpw0jo9hjDYU9KiyRWYqh0mWIok6UVUZZDFkN17xM4dwl0uR5oc2JRn7ibD+S1i6XEL9sfkHedYwtbG4j3QVsFzeRvzGds+Bzaa90N10XfLSyjgj9pPv5OL6v0gkkM95p13kXgGSBng6J7KAWcVetZNQXbXSlKKq6juue+ACYNu0SrLoEu9891MRK2fbbRRAWCWIniQF5N97IBCj6P/H1dVzWyMJbTdP0v1WuPwMk21exF6DthAWLk8IjqBfegfqeFtVMFHqctMJUPhBQUStiBWVeqD/5nl6etC1/Lqa7qnvsCZKlp10QD9vWzr0FRAymyYEJidvYx1wmaS7Ivm6A3BDKVS5JfWQxVEnGHIHMEUYEB7RDtsW8jgi50grAIUan03/XCou//oHqq+IVVt+tTe9tl6eRN89UPC63ujDYSVOBLEmDVThcRSUU9p0vPq3ZaZMGEuMBy30CdoLkriyEGyp6rUIuyKvI62wDAepL6SLS/RiuHVkWnCCshISGhCJ0jLM3qV7WVha5iqVkF1/DvVE8VX9nKKoPtmsmp0mPNS1gXeTGTKoFkWjvS1WMZYmk52VPBM8E6byrzMpfLN2Ynj5P/q3r9+5X87HKBpZ4uljwk9JpagHV1Vi9/Mp//f738Fe0wysFFRucIy+Cy6onVgMVmeUX1VPFAY8RFSPelSaJy1S/PgxzBo1vHumAA3Z4qqUMuQsibVqpOAwkd7bQFpIOQZkO4zlXq6eQ5tVHFwgGQFUbpoWL//8w6tLvLbR+ILzpJWEbuwBb8geodJ5aXzDoo4xtN4QkhkjoIia/YMwixzpcstVv1oZfHwbkjpYVpizrbIA6OZAIk6qbFs00jr45ZHdlGhRgdU25Q2+pdvfy/qtfOgG+6IF/IQycJC+BF08R1UfWKheFYaVn9SPXU8Y2RVswgdxFC3RX+jg+oK42l7nFwkoe8ac3aIHOSFXMj8b5rRFVn1hz5n7rkH/gMgaxYhO891SMrtC+0M9VlsgI6S1gJCQkJNjpPWMY9pOkqLaofqp6V5RXPakPhXAVVh6Rj1ofPA3tu2wJoSiYg4VJvx9Ci+cC3FI9U4nfN+ssBYlZoS++Zz/+P6rWrC123rIjOExZg6mgxOAjArMXFh2voFYj3UTi7arA3jZojPI2A14ppTnbciAnSTQaJXW5OW266b0pQmRK/rTioJxhgf0fdCbCDrM71o65VVQwEYQGCtAAQF5S5UOC+bNZtUAXn46Nwlik8gG/xvzpoK4AdAql0x/WyJ0jwqQMeu7JFm4ide9qkJeoBKthR0+ot1SOr9826C4NEVsDAEBbAi6uJ67zq9Q5T6s4NeVn1FPGVz8mnBnuXIIO+QBNao6qup3TfBmgKq6iIrf+q0AmgbYya92+pHllhNHAgAuwuDBRhJSQkzG8MJGGZQDzlDkzMRN7Tj/Vynwqo8GCjqAZ7E6ga55CiTv43L7+vbP+A7zGw8FxZ0bm6Mw4l3A2X1Vrw/KDqAhKZWYMdCnaIQjutsyrDQBIWIMSlFLyhdCvmTXtNLw+YdcE1tdqErBQZGudgvA0L/1tlFmhbJe+CXa0BpONTw+mYqU/G7UKESoV3ETkWkXheelJs1Jl0wxehnYVr0CEnTobOGyViUHXh3806jOpcHmSyAgaWsABz8bOyrZq8/qJ6ZV2RVvBT85OH9bJMdbRGvBy6rzKLTZ5iOgRlda5cFSs416Mrl1CC8S+Z8+giI3tdUbDah7DsGY4DZzfOEEuFXgSfziIPN2/ezF5PnDihvvjiC1xrtIVr5msU30M9K5SIQfUT1dXcwFAMNGFJmKTpT1Wvd2Eu1M/1Atk2igLOaLhu376N34PkWj9O2eBY0qVu791UDfu8BHCcQ6xcwuPHj88QN0HCcV0X38k05AzH8poz7ajsWsW4pmXlZaoURcR/PvvsM3XrVq+e3gcffKDOnj2LwSh03GRpVApF8b0jXSwRUwdzhrASEhLmPuYUYZkCgIdUL54FXFI9K+t7yghML126tOjIkSPq0UcfVevW9WYXW7jwjuaUvR7djdiz7sjZTarEnOS2XPGMGHGdJpOfXf9lUre8FnnXxcfCKpJiSFevacmKq7yMRJU4Ga7Lr371q5ln96uvvpo6ffo0NFYIqMsa7Ce7VCk0FuYUYQH6Jk1o0jpmPsKnRyoCdFsvYoV2QXb8+te/XrJo0SL10ku94g9bt25VS5Ysyd7LAHZsDRFdHY6cwR2qCjtNBahSXsYFOVJat7yOK0HYlfrSRqqRPAZfwq1TNbSM2KvEyXAM+/btU8PDw1kQa2Ji4vjk5CTU64hXsSTTWFdqsMfGnCMsgDdLE9cZ1ettIIFAL4Qb/tp777334NWrV1eMjY1lQaxXX31V7d27V61YsWLGYnHNzVcXrLEl0z6qCgtdsgE2qrojaTHnIHTl28mMgrzJMIqOrY1RQqLMSqoDu2PwfBamNUFd0csX5jNGAjEj835lBqAGfSSwCHOSsAhz477VxPWRfmXLG7t8+fJPdC/1lHYPswlcT506tej1119Xu3fvVocPZzNxz4wsxbSyZC11wFXhMwQMLsvPfHVNjuALNhrmDFYlbVYrtSdnkBkFhC9p+ZybPUt2HcV5G6lTAaQI5To8ho/18luzDjqrw/2ekbktzGnCSkhImFuYF4SF3kdbWQfNR3Szo9evX//JwYMHX8AK3QPfp62skV27dg19/vnn2Y/oEjYxLbtUKdfpufPiPj6zBPmAcgNpEYUcLy0HV3BbTjlGC8g3hlN2bjxeXmfcS5xHbPFnFffUlQ9YYsXBS6A0Acp1ZHfAuvrQrDs9F4PreZgXhAWIuQ9PqZ5Oa3RychIPAFzCv9Nu4qMffvjhqvHx8WzI8OrVOaGzK0XRSBVH72SQXLp3PjWjfPZfx+UqEqJymzFicS5Ucb2l5swu2eM4RsRiEZf6zHz+g1nQq2YXfNCqLdTFvCEswtzgS0YZf96sO6kfltf08pzqVXwAlmjSGjpz5sxMY1y5cqVasKDRUvLR4FuwsGykKq8GlU/NKHskM1YsUA6MkACkDIJEK63kJlJrfK09u0CjLG8tz8lsiwFzjAKi0sI+1QusA7Cujs81MWgI5h1hEUazddh8hF4LGgPMdMuJLh4aHR2994033li4ePHibAUa3JYtW9TIyEhfVPIhkGr6ot6/qqLbVw/VhHXDc+OAgyugTqlE0yjrGGwLskTCAYuKFwshDNR9Q1B9v1l3Ya7KFXwxbwkrISFh8DCvCUv0VmPaYkLVh6/1csise/XcuXPf/d3vfrf91KlT2aSuP/jBD4aef/75TCW/YcOG7EfDw2GVbGSgtkpSri98KqxKVBFItlHRwAVZETUUsWv7814yLiUnp2Xepcc9gBsIWcJJdUf8+UfVC6yf0M/ptbw/zjfMa8KSwEOhSetLZeJaGl9NTk4e0m7hS/phewQrvvzyy3V/+ctfhl988cWMtIBly5YF7UcGauuk5gA+FUd9q1RWEUi2UdEgNnxdZV/Y065JYTCJvIDMJ8wrnjkE0t9Wd+YtQJWFS/PdBbSRCEvAPBwZYWnyQrATQc8D165dy9J69AP5/bGxsQe++OKLe9avX5+NJjK+5Qufsiy+QINArh/hEqHKwHdR4+xibfkmEGp5hmxX1sAHpIVlAc8ZDoQx1P9Uvckh8EdY+Wo+B9aLkAgrByYof1T1Zhrhg7Uf5KUtraf1cp9Zt1w1PAu1C1SRU8cEuMgmRuBb1peSwXY5K3MdS3EuoSCgTvkB9DKQ0/wf1SMpAJ0jnrUr802mEIpEWAkJCQODRFgFML3duCkMCGQuol6e18sLZh2CWZtVr7Jpa5aWVJHTumkq+C1zFjlPIcBAc5WKqRJVJ5MdEOAZQtD8tPkMESj0VBjk4QDPxRSr8kMiLA+Ih+mcJi+0Jmi2WN3xe2ZBYH6TWddqWWZbS9XkVF8yRhMrFufSKg04KP4EUaFiCALqTKXBKzRWKAEz4fhvQgESYQXCPGSnzNyIAEYWUQ2CxAU8qHrkBTlEI1aXTPEgmpRJEE3UrerHDMkNTfQKawryhDPmM0rAfKjukBRwNgXUqyMRVkWIh+64Ji/U2oJ5v8+se9Yse1XPXQRW6GWhioS8Kp1dsk7sMi95iD3hqA9cOX0VR0ppfWPGJrh9eA4+MuvwCqI6M1/KvzSNRFgJCQkDg0RYEWDK1xxTd1wBBOb/rJen9PKMWYcpx7bpBQXTo1z3mO5ZE25ZUXmZJvfrA1cSMiuhonQ28kWBixcvZr+5cuWKvQkU04NJeMp8xj1HQj2K6x0x687q5cZcrgDaNhJhRYJ5KGn2H9MEBvcA7gAnen1C9cgLxLXdrEPFU7SMRkcXbVJwuTwUmMbUUxW5WDyWqhPJxoBN+IwBgqTWrFmTrUMF2vfff1+dPHkS8SmGAVD1E2k0JCngE70c08t5/SjcbOkU5h0SYTUE89B+beJbAGIbCL4irvWEWfe4XnapXoB+lVkXJp33gB2gd1k8JSkk0SFz8OrKImJBWl1Ll2bpoyCvyXPnzo1rwHo+an6K6gkgKNzTk2bdN/OpkF6/kAirYYiHGJII9MxQzTMou0P15BCY7HWvWYd6XLC8EKSP5jpK6ynP4olt5RRZdlUmEW0D+limtNUF/++CWQXtHYgJptjnZh1kLeiIkjK9ZSTCSkhIGBgkwmoRVM6bBQnWyCmDiv5d1XMNgYdUz+rCZ0oiYHEhZxGyiEqC1Lbm/ZNoquJoRCDuCFkC62HDqkLsEa4framD5jPWX8r+lASffUMirD7CPPhnTZzrS7Ma7uJGvexUPQEqABJDsjWKcK0x6xDzwuyvnS192lTF0RoAQTEgjk6D81WeMOtAThB7HlO9ET5lfnMtjfR1A4mwOgDTGNjLX9UEhhIjGIFiOgcIDLEtWF17zLqdqmeBrVY9qQSAuB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</Swatch> 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