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Martin Mac Encore Performance CLD (Martin_Mac Encore Performance CLD.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Mac Encore Performance CLD" ShortName="Enc Pf CLD" Company="Martin"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>e88200d2-62c3-487a-94d3-339545922181</Thumbnail> <History Date="18-07-12" Author="Peter Budd" Comment="Created" /> <History Date="02-08-12" Author="Peter Budd" Comment="Updated to spec" /> <History Date="19-11-12" Author="Peter Budd" Comment="Edited corrected Gobo 2 Func" /> <History Date="19-11-12" Author="Peter Budd" Comment="Edited corrected iris locate to 0%" /> <History Date="28-01-13" Author="Peter Budd" Comment="Corrected Gobo function channels." /> <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information. Added RDM Fixture information. Added RDM Mode information." /> <History Date="24-07-13" Author="Peter Budd" Comment="Created from the Mac Viper Profile." /> <History Date="30-06-14" Author="stephen harris" Comment="Edited to update gobo rot resolution so 16bit rather than 0-255 on wheels" /> <History Date="01-07-14" Author="Nic Morris" Comment="Increased wheel resolution for Gobo 1 Rot spin ranges, shutter strobe, zoom, focus, effect and prism rot ranges." /> <History Date="01-07-14" Author="Nic Morris" Comment="Changed Gobo 1 Rot raw range to 65535. Fixed Colour Func update so that raw colour function would work." /> <History Date="01-07-14" Author="Nic Morris" Comment="Changed shutter pulse palettes to random to match associated functions." /> <History Date="01-07-14" Author="Nic Morris" Comment="Added physical pan/tilt limits. Changed Blade All Rot range to +/- 55 degrees." /> <History Date="01-07-14" Author="Nic Morris" Comment="Changed gobo shake ranges from fixed to percentage. Fixed spelling of 'continuous' in effect." /> <History Date="01-07-14" Author="Nic Morris" Comment="Standardised gobo scroll wheel direction. Added colour function index." /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" /> <History Date="16-09-17" Author="Nic Morris" Comment="Created from Martin Mac Viper Performance" /> <History Date="20-09-17" Author="Nic Morris" Comment="Fixed minor error on Col Wheel Rnd Split Step effect range. Added Atlabase ID's." /> <History Date="20-09-17" Author="Nic Morris" Comment="Inverted animation spin CCW range in line with documentation (130-253 = fast->slow)." /> <History Date="13-01-18" Author="Nic Morris" Comment="Split from Martin MAC Encore Performance for Capture." /> <History Date="13-01-18" Author="Nic Morris" Comment="Added product thumbnail" /> <History Date="13-01-18" Author="Nic Morris" Comment="Added gobo swatches" /> <History Date="13-01-18" Author="Nic Morris" Comment="Added missing reset all control function and macro." /> <History Date="18-01-18" Author="Nic Morris" Comment="Revised gobo swatches (were missing alpha masks somehow)" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="19792" /> </RDM> <AtlaBase TypeID="f4448e69-48ca-4644-92ec-11199e7defba" /> <Control> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="30~30" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="211~255" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Index" ID="9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="25,26,27,28" If="'Colour1Func'==3" /> <Condition Name="Random" ID="29,30,31,32" If="'Colour1Func'==4" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Blue" Display="'Blue'" Dmx="161~163" WheelPosition="2" Colour="0,0,255" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="164~166" WheelPosition="4" Colour="0,255,0" /> <Function ID="4" Name="Orange" Display="'Orange'" Dmx="167~169" WheelPosition="6" Colour="255,128,0" /> <Function ID="5" Name="Magenta" Display="'Magenta'" Dmx="170~172" WheelPosition="8" Colour="255,0,255" /> <Function ID="6" Name="Congo" Display="'Congo'" Dmx="173~175" WheelPosition="10" Colour="0,0,128" /> <Function ID="7" Name="Red" Display="'Red'" Dmx="176~178" WheelPosition="12" Colour="255,0,0" /> <Function ID="8" Name="Open" Display="'Open'" Dmx="179~192" WheelPosition="14" Colour="255,255,255" /> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="Op - Blu" Display="'Op - Blu %.f%%',0~100" Dmx="0~14" WheelPosition="1" Colour="255,255,255" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="14~14" WheelPosition="2" Colour="0,0,255" /> <Function ID="12" Name="Blu - Grn" Display="'Blu - Grn %.f%%',0~100" Dmx="14~28" WheelPosition="3" Colour="0,0,255" /> <Function ID="13" Name="Green" Display="'Green'" Dmx="28~28" WheelPosition="4" Colour="0,255,0" /> <Function ID="14" Name="Grn - Org" Display="'Grn - Org %.f%%',0~100" Dmx="28~42" WheelPosition="5" Colour="0,255,0" /> <Function ID="15" Name="Orange" Display="'Orange'" Dmx="42~42" WheelPosition="6" Colour="255,128,0" /> <Function ID="16" Name="Org - Mag" Display="'Org - Mag %.f%%',0~100" Dmx="42~56" WheelPosition="7" Colour="0,128,0" /> <Function ID="17" Name="Magenta" Display="'Magenta'" Dmx="56~56" WheelPosition="8" Colour="255,0,255" /> <Function ID="18" Name="Mag - Cg" Display="'Mag - Cg %.f%%',0~100" Dmx="56~70" WheelPosition="9" Colour="255,0,255" /> <Function ID="19" Name="Congo" Display="'Congo'" Dmx="70~70" WheelPosition="10" Colour="0,0,128" /> <Function ID="20" Name="Cg - Rd" Display="'Cg - Rd %.f%%',0~100" Dmx="70~84" WheelPosition="11" Colour="0,0,128" /> <Function ID="21" Name="Red" Display="'Red'" Dmx="84~84" WheelPosition="12" Colour="255,0,0" /> <Function ID="22" Name="Rd - Op" Display="'Rd - Op %.f%%',0~100" Dmx="84~98" WheelPosition="13" Colour="255,0,0" /> <Function ID="23" Name="Open" Display="'Open'" Dmx="98~160" WheelPosition="14" Colour="255,255,255" /> <Function ID="24" Name="Index" Display="'Index %.f%%',0~100" Dmx="0~98" Colour="0,0,0" /> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="255,255,255" /> <Function ID="26" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="193~214" Colour="0,0,0" /> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="255,255,255" /> <Function ID="28" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="222~243" Colour="0,0,0" /> <Function ID="29" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="30" Name="Rnd Slow" Display="'Rnd Slow'" Dmx="252~255" Colour="0,0,0" /> <Function ID="31" Name="Rnd Med" Display="'Rnd Med'" Dmx="248~251" Colour="0,0,0" /> <Function ID="32" Name="Rnd Fast" Display="'Rnd Fast'" Dmx="244~247" Colour="0,0,0" /> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Random" Display="'Random'" 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="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" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6" If="'Gobo1Func'==1" /> <Condition Name="Fixed Spin" ID="7,8,9,10,11,12" If="'Gobo1Func'==2" /> <Condition Name="Shake" ID="13,14,15,16,17,18" If="'Gobo1Func'==3" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==4" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cddc5262-0416-48fb-b799-81acffeb6cdf</Swatch> </Function> <Function ID="2" Name="1 (Higgs)" Display="'1 (Higgs)'" Dmx="10~14" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a350c72-1c77-413e-b2ab-49b9ccc417b4</Swatch> </Function> <Function ID="3" Name="2 (Patch It)" Display="'2 (Patch It)'" Dmx="15~19" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8d354224-a6aa-4775-8a8f-7868673f82ea</Swatch> </Function> <Function ID="4" Name="3 (Limbo/ Crystal)" Display="'3 (Limbo/ Crystal)'" Dmx="20~24" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d0014035-faac-4a81-8f39-200fc92a2609</Swatch> </Function> <Function ID="5" Name="4 (Broken Marble)" Display="'4 (Broken Marble)'" Dmx="25~29" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12e93c05-6756-40ac-ae01-5734ba338399</Swatch> </Function> <Function ID="6" Name="5 (Grass Lines)" Display="'5 (Grass Lines)'" Dmx="30~34" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7a43df91-c6f9-4571-8533-eabd8fcfbda3</Swatch> </Function> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~9" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cddc5262-0416-48fb-b799-81acffeb6cdf</Swatch> </Function> <Function ID="8" Name="1 (Higgs)" Display="'1 (Higgs)'" Dmx="35~39" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a350c72-1c77-413e-b2ab-49b9ccc417b4</Swatch> </Function> <Function ID="9" Name="2 (Patch It)" Display="'2 (Patch It)'" Dmx="40~44" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8d354224-a6aa-4775-8a8f-7868673f82ea</Swatch> </Function> <Function ID="10" Name="3 (Limbo/ Crystal)" Display="'3 (Limbo/ Crystal)'" Dmx="45~49" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d0014035-faac-4a81-8f39-200fc92a2609</Swatch> </Function> <Function ID="11" Name="4 (Broken Marble)" Display="'4 (Broken Marble)'" Dmx="50~54" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12e93c05-6756-40ac-ae01-5734ba338399</Swatch> </Function> <Function ID="12" Name="5 (Grass Lines)" Display="'5 (Grass Lines)'" Dmx="55~59" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7a43df91-c6f9-4571-8533-eabd8fcfbda3</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~9" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cddc5262-0416-48fb-b799-81acffeb6cdf</Swatch> </Function> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~89" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a350c72-1c77-413e-b2ab-49b9ccc417b4</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~119" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8d354224-a6aa-4775-8a8f-7868673f82ea</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="120~149" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d0014035-faac-4a81-8f39-200fc92a2609</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="150~179" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>12e93c05-6756-40ac-ae01-5734ba338399</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="180~209" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7a43df91-c6f9-4571-8533-eabd8fcfbda3</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~9" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="210~232" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="233~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" /> <Condition Name="Spin" ID="2,3,4,5,6" If="'Gobo1Func'==2||'Gobo1Func'==4" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="601~32130" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32131~32895" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="32896~64515" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="65535~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Animation_Rot" /> <Function ID="2" Name="Horiz Index" Display="'Horiz Index'" Dmx="6~10" Update="Animation_Rot" /> <Function ID="3" Name="Horiz Spin" Display="'Horiz Spin'" Dmx="11~15" Update="Animation_Rot" /> <Function ID="4" Name="Vert Spin" Display="'Vert Spin'" Dmx="16~20" Update="Animation_Rot" /> <Function ID="5" Name="Vert Index" Display="'Vert Index'" Dmx="21~25" Update="Animation_Rot" /> <Function ID="6" Name="Angled Pos Spin" Display="'Angled Pos Spin'" Dmx="26~110" Update="Animation_Rot" /> <Function ID="7" Name="Angled Pos Vert Index" Display="'Angled Pos Vert Index'" Dmx="111~195" Update="Animation_Rot" /> <Function ID="8" Name="Angled Pos Horiz Index" Display="'Angled Pos Horiz Index'" Dmx="196~255" Update="Animation_Rot" /> <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Animation_Rot" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Function" ID="1" If="'Animation'==1" /> <Condition Name="Index" ID="2" If="'Animation'==2||'Animation'==5||'Animation'==7||'Animation'==8" /> <Condition Name="Spin" ID="3,4,5,6,7" If="'Animation'==3||'Animation'==4||'Animation'==6" /> <Else ID="8" /> <Function ID="1" Name="No Function" Display="''" Dmx="127~127" /> <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="No Spin 0°" Display="'No Spin 0°'" Dmx="0~2" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="127~129" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="253~130" /> <Function ID="7" Name="No Spin 90°" Display="'No Spin 90°'" Dmx="254~255" /> <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_1" Name="Blade 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_1_Rot" Name="Blade 1 Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'%.1f°',-30.0~30.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_2" Name="Blade 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_2_Rot" Name="Blade 2 Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'%.1f°',-30.0~30.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_3" Name="Blade 3" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_3_Rot" Name="Blade 3 Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'%.1f°',-30.0~30.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_4" Name="Blade 4" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_4_Rot" Name="Blade 4 Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'%.1f°',-30.0~30.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'%.1f°',-55.0~55.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:30" PowerOn="1:30" /> <Function ID="1" Name="Zoom" Display="'%.2f°',12.00~48.00" Dmx="65535~0" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="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="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset All" Display="'Reset All'" Dmx="10~14" /> <Function ID="3" Name="Reset Col" Display="'Reset Col'" Dmx="16~16" /> <Function ID="4" Name="Reset Beam" Display="'Reset Beam'" Dmx="17~17" /> <Function ID="5" Name="Reset P/T" Display="'Reset P/T'" Dmx="18~18" /> <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="23~23" /> <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="24~24" /> <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="25~25" /> <Function ID="9" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="26~26" /> <Function ID="10" Name="P/T Fast" Display="'P/T Fast'" Dmx="28~28" /> <Function ID="11" Name="P/T Smooth" Display="'P/T Smooth'" Dmx="29~29" /> <Function ID="12" Name="Shortcut On" Display="'Shortcut On'" Dmx="30~30" /> <Function ID="13" Name="Shortcut Off" Display="'Shortcut Off'" Dmx="31~31" /> <Function ID="14" Name="AutoFocus Off" Display="'AutoFocus Off'" Dmx="32~32" /> <Function ID="15" Name="AutoFocus Near" Display="'AutoFocus Near'" Dmx="33~33" /> <Function ID="16" Name="AutoFocus Med" Display="'AutoFocus Med'" Dmx="34~34" /> <Function ID="17" Name="AutoFocus Far" Display="'AutoFocus Far'" Dmx="35~35" /> <Function ID="18" Name="Video Tracking On" Display="'Video Tracking On'" Dmx="36~36" /> <Function ID="19" Name="Video Tracking Off" Display="'Video Tracking Off'" Dmx="37~37" /> <Function ID="20" Name="Beam Smooth On" Display="'Beam Smooth On'" Dmx="41~41" /> <Function ID="21" Name="Beam Smooth Off" Display="'Beam Smooth Off'" Dmx="42~42" /> <Function ID="22" Name="Display On" Display="'Display On'" Dmx="52~52" /> <Function ID="23" Name="Display Off" Display="'Display Off'" Dmx="53~53" /> <Function ID="24" Name="Fan Auto" Display="'Fan Auto'" Dmx="54~54" /> <Function ID="25" Name="Fan Full" Display="'Fan Full'" Dmx="55~55" /> <Function ID="26" Name="Fan Med" Display="'Fan Med'" Dmx="56~56" /> <Function ID="27" Name="Fan Low" Display="'Fan Low'" Dmx="57~57" /> <Function ID="28" Name="Fan Ultra-Low" Display="'Fan Ultra-Low'" Dmx="58~58" /> <Function ID="29" Name="Hibernate On" Display="'Hibernate On'" Dmx="61~61" /> <Function ID="30" Name="Hibernate Off" Display="'Hibernate Off'" Dmx="62~62" /> <Function ID="31" Name="P/T Limit On" Display="'P/T Limit On'" Dmx="65~65" /> <Function ID="32" Name="P/T Limit Off" Display="'P/T Limit Off'" Dmx="66~66" /> <Function ID="33" Name="Store Pan Limit Low" Display="'Store Pan Limit Low'" Dmx="67~67" /> <Function ID="34" Name="Store Pan Limit High" Display="'Store Pan Limit High'" Dmx="68~68" /> <Function ID="35" Name="Store Tilt Limit Low" Display="'Store Tilt Limit Low'" Dmx="69~69" /> <Function ID="36" Name="Store Tilt Limit High" Display="'Store Tilt Limit High'" Dmx="70~70" /> <Function ID="37" Name="Reset P/T Limit" Display="'Reset P/T Limit'" Dmx="71~71" /> <Function ID="38" Name="Tungsten On" Display="'Tungsten On'" Dmx="72~72" /> <Function ID="39" Name="Tungsten Off" Display="'Tungsten Off'" Dmx="73~73" /> <Function ID="40" Name="Col Temp Shift On" Display="'Col Temp Shift On'" Dmx="74~74" /> <Function ID="41" Name="Col Temp Shift Off" Display="'Col Temp Shift Off'" Dmx="75~75" /> <Function ID="42" Name="Enable Cal" Display="'Enable Cal'" Dmx="100~100" /> <Function ID="43" Name="Store P/T Cal" Display="'Store P/T Cal'" Dmx="101~101" /> <Function ID="44" Name="Store Dim Cal" Display="'Store Dim Cal'" Dmx="102~102" /> <Function ID="45" Name="Store Cyan Cal" Display="'Store Cyan Cal'" Dmx="103~103" /> <Function ID="46" Name="Store Mag Cal" Display="'Store Mag Cal'" Dmx="104~104" /> <Function ID="47" Name="Store Yel Cal" Display="'Store Yel Cal'" Dmx="105~105" /> <Function ID="48" Name="Store All CMY Cal" Display="'Store All CMY Cal'" Dmx="107~107" /> <Function ID="49" Name="Store Gobo Cal" Display="'Store Gobo Cal'" Dmx="108~108" /> <Function ID="50" Name="Store Blade Cal" Display="'Store Blade Cal'" Dmx="111~111" /> <Function ID="51" Name="Store Iris Cal" Display="'Store Iris Cal'" Dmx="112~112" /> <Function ID="52" Name="Store Focus Cal" Display="'Store Focus Cal'" Dmx="113~113" /> <Function ID="53" Name="Store Zoom Cal" Display="'Store Zoom Cal'" Dmx="114~114" /> <Function ID="54" Name="Store Col Cal" Display="'Store Col Cal'" Dmx="115~115" /> <Function ID="55" Name="Store Anim Cal" Display="'Store Anim Cal'" Dmx="116~116" /> <Function ID="56" Name="Reset All Cal" Display="'Reset All Cal'" Dmx="199~199" /> </Attribute> <Attribute ID="Effect_1" Name="Effect 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Gobo xFade" Display="'Gobo xFade'" Dmx="1~1" /> <Function ID="3" Name="Tick Tick Tick" Display="'Tick Tick Tick'" Dmx="8~8" /> <Function ID="4" Name="Tick Tock" Display="'Tick Tock'" Dmx="9~9" /> <Function ID="5" Name="Intensity Sine Wave" Display="'Intensity Sine Wave'" Dmx="10~10" /> <Function ID="6" Name="Intensity Step" Display="'Intensity Step'" Dmx="11~11" /> <Function ID="7" Name="Intensity Pulse" Display="'Intensity Pulse'" Dmx="12~12" /> <Function ID="8" Name="Double Strobe" Display="'Double Strobe'" Dmx="13~13" /> <Function ID="9" Name="Triple Strobe" Display="'Triple Strobe'" Dmx="14~14" /> <Function ID="10" Name="Up Flash" Display="'Up Flash'" Dmx="15~15" /> <Function ID="11" Name="Up Flash Down Flash" Display="'Up Flash Down Flash'" Dmx="16~16" /> <Function ID="12" Name="Random Level" Display="'Random Level'" Dmx="17~17" /> <Function ID="13" Name="Electric Arc" Display="'Electric Arc'" Dmx="21~21" /> <Function ID="14" Name="Thunderstorm Atomic" Display="'Thunderstorm Atomic'" Dmx="22~22" /> <Function ID="15" Name="Thunderstorm" Display="'Thunderstorm'" Dmx="23~23" /> <Function ID="16" Name="Welding" Display="'Welding'" Dmx="24~24" /> <Function ID="17" Name="Animotion" Display="'Animotion'" Dmx="30~30" /> <Function ID="18" Name="Movie Flicker" Display="'Movie Flicker'" Dmx="31~31" /> <Function ID="19" Name="Cross Chase" Display="'Cross Chase'" Dmx="32~32" /> <Function ID="20" Name="Rnd Dimmers" Display="'Rnd Dimmers'" Dmx="33~33" /> <Function ID="21" Name="Shakey Dimmers" Display="'Shakey Dimmers'" Dmx="34~34" /> <Function ID="22" Name="Center Out Chase" Display="'Center Out Chase'" Dmx="35~35" /> <Function ID="23" Name="Negative Pulse" Display="'Negative Pulse'" Dmx="36~36" /> <Function ID="24" Name="Positive Pulse" Display="'Positive Pulse'" Dmx="37~37" /> <Function ID="25" Name="Rings In Out" Display="'Rings In Out'" Dmx="38~38" /> <Function ID="26" Name="Rnd Col Wave" Display="'Rnd Col Wave'" Dmx="40~40" /> <Function ID="27" Name="Rnd Col Step" Display="'Rnd Col Step'" Dmx="41~41" /> <Function ID="28" Name="Rainbow Wave" Display="'Rainbow Wave'" Dmx="50~50" /> <Function ID="29" Name="Rainbow Step" Display="'Rainbow Step'" Dmx="51~51" /> <Function ID="30" Name="Rainbow Pulse" Display="'Rainbow Pulse'" Dmx="52~52" /> <Function ID="31" Name="RGB Wave" Display="'RGB Wave'" Dmx="53~53" /> <Function ID="32" Name="RGB Step" Display="'RGB Step'" Dmx="54~54" /> <Function ID="33" Name="RGB Pulse" Display="'RGB Pulse'" Dmx="55~55" /> <Function ID="34" Name="CMY Wave" Display="'CMY Wave'" Dmx="56~56" /> <Function ID="35" Name="CMY Step" Display="'CMY Step'" Dmx="57~57" /> <Function ID="36" Name="CMY Pulse" Display="'CMY Pulse'" Dmx="58~58" /> <Function ID="37" Name="Mix to White Wave" Display="'Mix to White Wave'" Dmx="59~59" /> <Function ID="38" Name="Mix to White Step" Display="'Mix to White Step'" Dmx="60~60" /> <Function ID="39" Name="Mix to White Pulse" Display="'Mix to White Pulse'" Dmx="61~61" /> <Function ID="40" Name="Rnd Bold" Display="'Rnd Bold'" Dmx="62~62" /> <Function ID="41" Name="Rnd Mix Step" Display="'Rnd Mix Step'" Dmx="63~63" /> <Function ID="42" Name="Rnd Mix Pulse" Display="'Rnd Mix Pulse'" Dmx="64~64" /> <Function ID="43" Name="Rnd Subtle" Display="'Rnd Subtle'" Dmx="65~65" /> <Function ID="44" Name="R/W/B Wave" Display="'R/W/B Wave'" Dmx="66~66" /> <Function ID="45" Name="R/W/B Step" Display="'R/W/B Step'" Dmx="67~67" /> <Function ID="46" Name="Col Wheel Full Step" Display="'Col Wheel Full Step'" Dmx="70~70" /> <Function ID="47" Name="Col Wheel All Step" Display="'Col Wheel All Step'" Dmx="71~71" /> <Function ID="48" Name="Col Wheel Split Step" Display="'Col Wheel Split Step'" Dmx="72~72" /> <Function ID="49" Name="Col Wheel Rnd Split Step" Display="'Col Wheel Rnd Split Step'" Dmx="73~73" /> <Function ID="50" Name="Col Wheel Shake" Display="'Col Wheel Shake'" Dmx="74~74" /> <Function ID="51" Name="Fire" Display="'Fire'" Dmx="75~75" /> <Function ID="52" Name="Water" Display="'Water'" Dmx="76~76" /> <Function ID="53" Name="Ice" Display="'Ice'" Dmx="77~77" /> <Function ID="54" Name="Hot+Cold" Display="'Hot+Cold'" Dmx="78~78" /> <Function ID="55" Name="Warm+Fuzzy" Display="'Warm+Fuzzy'" Dmx="79~79" /> <Function ID="56" Name="Iris Ramp" Display="'Iris Ramp'" Dmx="80~80" /> <Function ID="57" Name="Iris Step" Display="'Iris Step'" Dmx="81~81" /> <Function ID="58" Name="Iris Pulse" Display="'Iris Pulse'" Dmx="82~82" /> <Function ID="59" Name="Zoom Wave" Display="'Zoom Wave'" Dmx="83~83" /> <Function ID="60" Name="Zoom Step" Display="'Zoom Step'" Dmx="84~84" /> <Function ID="61" Name="Zoom Ramp" Display="'Zoom Ramp'" Dmx="85~85" /> <Function ID="62" Name="Rnd Size Wave" Display="'Rnd Size Wave'" Dmx="86~86" /> <Function ID="63" Name="Rnd Size Step" Display="'Rnd Size Step'" Dmx="87~87" /> <Function ID="64" Name="Pin to Flood" Display="'Pin to Flood'" Dmx="90~90" /> <Function ID="65" Name="Pounce" Display="'Pounce'" Dmx="91~91" /> <Function ID="66" Name="Splash" Display="'Splash'" Dmx="92~92" /> <Function ID="67" Name="Milling Around" Display="'Milling Around'" Dmx="123~123" /> <Function ID="68" Name="Fire Gobo" Display="'Fire Gobo'" Dmx="160~160" /> <Function ID="69" Name="Water Gobo" Display="'Water Gobo'" Dmx="162~162" /> <Function ID="70" Name="Sel Gobo 1" Display="'Sel Gobo 1'" Dmx="181~181" /> <Function ID="71" Name="Sel Gobo 2" Display="'Sel Gobo 2'" Dmx="182~182" /> <Function ID="72" Name="Sel Gobo 3" Display="'Sel Gobo 3'" Dmx="183~183" /> <Function ID="73" Name="Sel Gobo 4" Display="'Sel Gobo 4'" Dmx="184~184" /> <Function ID="74" Name="Sel Gobo 5" Display="'Sel Gobo 5'" Dmx="185~185" /> <Function ID="75" Name="Sel Gobo 6" Display="'Sel Gobo 6'" Dmx="186~186" /> <Function ID="76" Name="Sel Gobo 7" Display="'Sel Gobo 7'" Dmx="187~187" /> <Function ID="77" Name="Zoom Fades" Display="'Zoom Fades'" Dmx="210~210" /> <Function ID="78" Name="Fade Spin Gobo Zoom" Display="'Fade Spin Gobo Zoom'" Dmx="211~211" /> <Function ID="79" Name="Gobo Twist" Display="'Gobo Twist'" Dmx="212~212" /> <Function ID="80" Name="Expand Twist" Display="'Expand Twist'" Dmx="213~213" /> <Function ID="81" Name="Expand Twist Fade" Display="'Expand Twist Fade'" Dmx="214~214" /> <Function ID="82" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Effect_Spd" Name="Effect 1 Spd" Description="" Group="E"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="255~129" /> <Function ID="2" Name="Stop" Display="'Stop'" Dmx="128~128" /> <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="126~0" /> </Attribute> <Attribute ID="Effect1" Name="Effect 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Gobo xFade" Display="'Gobo xFade'" Dmx="1~1" /> <Function ID="3" Name="Tick Tick Tick" Display="'Tick Tick Tick'" Dmx="8~8" /> <Function ID="4" Name="Tick Tock" Display="'Tick Tock'" Dmx="9~9" /> <Function ID="5" Name="Intensity Sine Wave" Display="'Intensity Sine Wave'" Dmx="10~10" /> <Function ID="6" Name="Intensity Step" Display="'Intensity Step'" Dmx="11~11" /> <Function ID="7" Name="Intensity Pulse" Display="'Intensity Pulse'" Dmx="12~12" /> <Function ID="8" Name="Double Strobe" Display="'Double Strobe'" Dmx="13~13" /> <Function ID="9" Name="Triple Strobe" Display="'Triple Strobe'" Dmx="14~14" /> <Function ID="10" Name="Up Flash" Display="'Up Flash'" Dmx="15~15" /> <Function ID="11" Name="Up Flash Down Flash" Display="'Up Flash Down Flash'" Dmx="16~16" /> <Function ID="12" Name="Random Level" Display="'Random Level'" Dmx="17~17" /> <Function ID="13" Name="Electric Arc" Display="'Electric Arc'" Dmx="21~21" /> <Function ID="14" Name="Thunderstorm Atomic" Display="'Thunderstorm Atomic'" Dmx="22~22" /> <Function ID="15" Name="Thunderstorm" Display="'Thunderstorm'" Dmx="23~23" /> <Function ID="16" Name="Welding" Display="'Welding'" Dmx="24~24" /> <Function ID="17" Name="Animotion" Display="'Animotion'" Dmx="30~30" /> <Function ID="18" Name="Movie Flicker" Display="'Movie Flicker'" Dmx="31~31" /> <Function ID="19" Name="Cross Chase" Display="'Cross Chase'" Dmx="32~32" /> <Function ID="20" Name="Rnd Dimmers" Display="'Rnd Dimmers'" Dmx="33~33" /> <Function ID="21" Name="Shakey Dimmers" Display="'Shakey Dimmers'" Dmx="34~34" /> <Function ID="22" Name="Center Out Chase" Display="'Center Out Chase'" Dmx="35~35" /> <Function ID="23" Name="Negative Pulse" Display="'Negative Pulse'" Dmx="36~36" /> <Function ID="24" Name="Positive Pulse" Display="'Positive Pulse'" Dmx="37~37" /> <Function ID="25" Name="Rings In Out" Display="'Rings In Out'" Dmx="38~38" /> <Function ID="26" Name="Rnd Col Wave" Display="'Rnd Col Wave'" Dmx="40~40" /> <Function ID="27" Name="Rnd Col Step" Display="'Rnd Col Step'" Dmx="41~41" /> <Function ID="28" Name="Rainbow Wave" Display="'Rainbow Wave'" Dmx="50~50" /> <Function ID="29" Name="Rainbow Step" Display="'Rainbow Step'" Dmx="51~51" /> <Function ID="30" Name="Rainbow Pulse" Display="'Rainbow Pulse'" Dmx="52~52" /> <Function ID="31" Name="RGB Wave" Display="'RGB Wave'" Dmx="53~53" /> <Function ID="32" Name="RGB Step" Display="'RGB Step'" Dmx="54~54" /> <Function ID="33" Name="RGB Pulse" Display="'RGB Pulse'" Dmx="55~55" /> <Function ID="34" Name="CMY Wave" Display="'CMY Wave'" Dmx="56~56" /> <Function ID="35" Name="CMY Step" Display="'CMY Step'" Dmx="57~57" /> <Function ID="36" Name="CMY Pulse" Display="'CMY Pulse'" Dmx="58~58" /> <Function ID="37" Name="Mix to White Wave" Display="'Mix to White Wave'" Dmx="59~59" /> <Function ID="38" Name="Mix to White Step" Display="'Mix to White Step'" Dmx="60~60" /> <Function ID="39" Name="Mix to White Pulse" Display="'Mix to White Pulse'" Dmx="61~61" /> <Function ID="40" Name="Rnd Bold" Display="'Rnd Bold'" Dmx="62~62" /> <Function ID="41" Name="Rnd Mix Step" Display="'Rnd Mix Step'" Dmx="63~63" /> <Function ID="42" Name="Rnd Mix Pulse" Display="'Rnd Mix Pulse'" Dmx="64~64" /> <Function ID="43" Name="Rnd Subtle" Display="'Rnd Subtle'" Dmx="65~65" /> <Function ID="44" Name="R/W/B Wave" Display="'R/W/B Wave'" Dmx="66~66" /> <Function ID="45" Name="R/W/B Step" Display="'R/W/B Step'" Dmx="67~67" /> <Function ID="46" Name="Col Wheel Full Step" Display="'Col Wheel Full Step'" Dmx="70~70" /> <Function ID="47" Name="Col Wheel All Step" Display="'Col Wheel All Step'" Dmx="71~71" /> <Function ID="48" Name="Col Wheel Split Step" Display="'Col Wheel Split Step'" Dmx="72~72" /> <Function ID="49" Name="Col Wheel Rnd Split Step" Display="'Col Wheel Rnd Split Step'" Dmx="73~73" /> <Function ID="50" Name="Col Wheel Shake" Display="'Col Wheel Shake'" Dmx="74~74" /> <Function ID="51" Name="Fire" Display="'Fire'" Dmx="75~75" /> <Function ID="52" Name="Water" Display="'Water'" Dmx="76~76" /> <Function ID="53" Name="Ice" Display="'Ice'" Dmx="77~77" /> <Function ID="54" Name="Hot+Cold" Display="'Hot+Cold'" Dmx="78~78" /> <Function ID="55" Name="Warm+Fuzzy" Display="'Warm+Fuzzy'" Dmx="79~79" /> <Function ID="56" Name="Iris Ramp" Display="'Iris Ramp'" Dmx="80~80" /> <Function ID="57" Name="Iris Step" Display="'Iris Step'" Dmx="81~81" /> <Function ID="58" Name="Iris Pulse" Display="'Iris Pulse'" Dmx="82~82" /> <Function ID="59" Name="Zoom Wave" Display="'Zoom Wave'" Dmx="83~83" /> <Function ID="60" Name="Zoom Step" Display="'Zoom Step'" Dmx="84~84" /> <Function ID="61" Name="Zoom Ramp" Display="'Zoom Ramp'" Dmx="85~85" /> <Function ID="62" Name="Rnd Size Wave" Display="'Rnd Size Wave'" Dmx="86~86" /> <Function ID="63" Name="Rnd Size Step" Display="'Rnd Size Step'" Dmx="87~87" /> <Function ID="64" Name="Pin to Flood" Display="'Pin to Flood'" Dmx="90~90" /> <Function ID="65" Name="Pounce" Display="'Pounce'" Dmx="91~91" /> <Function ID="66" Name="Splash" Display="'Splash'" Dmx="92~92" /> <Function ID="67" Name="Milling Around" Display="'Milling Around'" Dmx="123~123" /> <Function ID="68" Name="Fire Gobo" Display="'Fire Gobo'" Dmx="160~160" /> <Function ID="69" Name="Water Gobo" Display="'Water Gobo'" Dmx="162~162" /> <Function ID="70" Name="Sel Gobo 1" Display="'Sel Gobo 1'" Dmx="181~181" /> <Function ID="71" Name="Sel Gobo 2" Display="'Sel Gobo 2'" Dmx="182~182" /> <Function ID="72" Name="Sel Gobo 3" Display="'Sel Gobo 3'" Dmx="183~183" /> <Function ID="73" Name="Sel Gobo 4" Display="'Sel Gobo 4'" Dmx="184~184" /> <Function ID="74" Name="Sel Gobo 5" Display="'Sel Gobo 5'" Dmx="185~185" /> <Function ID="75" Name="Sel Gobo 6" Display="'Sel Gobo 6'" Dmx="186~186" /> <Function ID="76" Name="Sel Gobo 7" Display="'Sel Gobo 7'" Dmx="187~187" /> <Function ID="77" Name="Zoom Fades" Display="'Zoom Fades'" Dmx="210~210" /> <Function ID="78" Name="Fade Spin Gobo Zoom" Display="'Fade Spin Gobo Zoom'" Dmx="211~211" /> <Function ID="79" Name="Gobo Twist" Display="'Gobo Twist'" Dmx="212~212" /> <Function ID="80" Name="Expand Twist" Display="'Expand Twist'" Dmx="213~213" /> <Function ID="81" Name="Expand Twist Fade" Display="'Expand Twist Fade'" Dmx="214~214" /> <Function ID="82" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Effect_Spd1" Name="Effect 2 Spd" Description="" Group="E"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="255~129" /> <Function ID="2" Name="Stop" Display="'Stop'" Dmx="128~128" /> <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="126~0" /> </Attribute> <Attribute ID="Effect_Sync" Name="Effect Sync" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Sync" Display="'No Sync'" Dmx="0~0" /> <Function ID="2" Name="Offset Shift 10°" Display="'Offset Shift 10°'" Dmx="1~1" /> <Function ID="3" Name="Offset Shift 20°" Display="'Offset Shift 20°'" Dmx="2~2" /> <Function ID="4" Name="Offset Shift 30°" Display="'Offset Shift 30°'" Dmx="3~3" /> <Function ID="5" Name="Offset Shift 40°" Display="'Offset Shift 40°'" Dmx="4~4" /> <Function ID="6" Name="Offset Shift 50°" Display="'Offset Shift 50°'" Dmx="5~5" /> <Function ID="7" Name="Offset Shift 60°" Display="'Offset Shift 60°'" Dmx="6~6" /> <Function ID="8" Name="Offset Shift 70°" Display="'Offset Shift 70°'" Dmx="7~7" /> <Function ID="9" Name="Offset Shift 80°" Display="'Offset Shift 80°'" Dmx="8~8" /> <Function ID="10" Name="Offset Shift 90°" Display="'Offset Shift 90°'" Dmx="9~9" /> <Function ID="11" Name="Offset Shift 100°" Display="'Offset Shift 100°'" Dmx="10~10" /> <Function ID="12" Name="Offset Shift 110°" Display="'Offset Shift 110°'" Dmx="11~11" /> <Function ID="13" Name="Offset Shift 120°" Display="'Offset Shift 120°'" Dmx="12~12" /> <Function ID="14" Name="Offset Shift 130°" Display="'Offset Shift 130°'" Dmx="13~13" /> <Function ID="15" Name="Offset Shift 140°" Display="'Offset Shift 140°'" Dmx="14~14" /> <Function ID="16" Name="Offset Shift 150°" Display="'Offset Shift 150°'" Dmx="15~15" /> <Function ID="17" Name="Offset Shift 160°" Display="'Offset Shift 160°'" Dmx="16~16" /> <Function ID="18" Name="Offset Shift 170°" Display="'Offset Shift 170°'" Dmx="17~17" /> <Function ID="19" Name="Offset Shift 180°" Display="'Offset Shift 180°'" Dmx="18~18" /> <Function ID="20" Name="Offset Shift 190°" Display="'Offset Shift 190°'" Dmx="19~19" /> <Function ID="21" Name="Offset Shift 200°" Display="'Offset Shift 200°'" Dmx="20~20" /> <Function ID="22" Name="Offset Shift 210°" Display="'Offset Shift 210°'" Dmx="21~21" /> <Function ID="23" Name="Offset Shift 220°" Display="'Offset Shift 220°'" Dmx="22~22" /> <Function ID="24" Name="Offset Shift 230°" Display="'Offset Shift 230°'" Dmx="23~23" /> <Function ID="25" Name="Offset Shift 240°" Display="'Offset Shift 240°'" Dmx="24~24" /> <Function ID="26" Name="Offset Shift 250°" Display="'Offset Shift 250°'" Dmx="25~25" /> <Function ID="27" Name="Offset Shift 260°" Display="'Offset Shift 260°'" Dmx="26~26" /> <Function ID="28" Name="Offset Shift 270°" Display="'Offset Shift 270°'" Dmx="27~27" /> <Function ID="29" Name="Offset Shift 280°" Display="'Offset Shift 280°'" Dmx="28~28" /> <Function ID="30" Name="Offset Shift 290°" Display="'Offset Shift 290°'" Dmx="29~29" /> <Function ID="31" Name="Offset Shift 300°" Display="'Offset Shift 300°'" Dmx="30~30" /> <Function ID="32" Name="Offset Shift 310°" Display="'Offset Shift 310°'" Dmx="31~31" /> <Function ID="33" Name="Offset Shift 320°" Display="'Offset Shift 320°'" Dmx="32~32" /> <Function ID="34" Name="Offset Shift 330°" Display="'Offset Shift 330°'" Dmx="33~33" /> <Function ID="35" Name="Offset Shift 340°" Display="'Offset Shift 340°'" Dmx="34~34" /> <Function ID="36" Name="Offset Shift 350°" Display="'Offset Shift 350°'" Dmx="35~35" /> <Function ID="37" Name="Synchronised" Display="'Synchronised'" Dmx="36~36" /> <Function ID="38" Name="Random Start" Display="'Random Start'" Dmx="101~120" /> <Function ID="39" Name="Random Duration" Display="'Random Duration'" Dmx="121~140" /> <Function ID="40" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> </Control> <Mode Name="38 DMX" Channels="38"> <Import PearlRef="MTENCPF1" 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> <AtlaBase ModeID="e1f6a67b-c8a2-4ac3-bc5f-118fa76c189b" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="29,30" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="31,32" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="4" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="5" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="6" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="7" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="10,11" Wheel="15" /> <Attribute ID="Blade_1" ChannelOffset="20" Wheel="79" /> <Attribute ID="Blade_1_Rot" ChannelOffset="21" Wheel="80" /> <Attribute ID="Blade_2" ChannelOffset="22" Wheel="109" /> <Attribute ID="Blade_2_Rot" ChannelOffset="23" Wheel="110" /> <Attribute ID="Blade_3" ChannelOffset="24" Wheel="139" /> <Attribute ID="Blade_3_Rot" ChannelOffset="25" Wheel="140" /> <Attribute ID="Blade_4" ChannelOffset="26" Wheel="169" /> <Attribute ID="Blade_4_Rot" ChannelOffset="27" Wheel="170" /> <Attribute ID="Blade_All_Rot" ChannelOffset="28" Wheel="51" /> <Attribute ID="Frost" ChannelOffset="14" Wheel="20" /> <Attribute ID="Iris" ChannelOffset="15" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="16,17" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="18,19" Wheel="49" /> <Attribute ID="Animation" ChannelOffset="12" Wheel="22" /> <Attribute ID="Animation_Rot" ChannelOffset="13" Wheel="23" /> <Attribute ID="Control" ChannelOffset="33" Wheel="28" /> <Attribute ID="Effect_1" ChannelOffset="34" Wheel="52" /> <Attribute ID="Effect_Spd" ChannelOffset="35" Wheel="53" /> <Attribute ID="Effect1" ChannelOffset="36" Wheel="82" /> <Attribute ID="Effect_Spd1" ChannelOffset="37" Wheel="83" /> <Attribute ID="Effect_Sync" ChannelOffset="38" Wheel="84" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:6" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:7" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:8" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:9" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Control:10" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Smooth"> <Set Channel="Control:11" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Shortcut On"> <Set Channel="Control:12" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Shortcut Off"> <Set Channel="Control:13" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Off"> <Set Channel="Control:14" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Near"> <Set Channel="Control:15" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Med"> <Set Channel="Control:16" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Far"> <Set Channel="Control:17" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Video Tracking On"> <Set Channel="Control:18" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Video Tracking Off"> <Set Channel="Control:19" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Beam Smooth On"> <Set Channel="Control:20" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Beam Smooth Off"> <Set Channel="Control:21" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:22" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:23" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:24" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Full"> <Set Channel="Control:25" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Med"> <Set Channel="Control:26" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:27" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Ultra-Low"> <Set Channel="Control:28" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernate On"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernate Off"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tungsten On"> <Set Channel="Control:38" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tungsten Off"> <Set Channel="Control:39" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Temp Shift On"> <Set Channel="Control:40" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Temp Shift Off"> <Set Channel="Control:41" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Limit On"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Limit Off"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Pan Limit Low"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Pan Limit High"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Tilt Limit Low"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Tilt Limit High"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T Limit"> <Set Channel="Control:37" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Enable Cal"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store P/T Cal"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Dim Cal"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Cyan Cal"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Mag Cal"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Yel Cal"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store All CMY Cal"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Gobo Cal"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Blade Cal"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Iris Cal"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Focus Cal"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Zoom Cal"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Col Cal"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Anim Cal"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All Cal"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control: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="Gobo1:7,Gobo1Func:2" /> <Palette ID="2" Name="1 (Higgs)" Number="12" Page="1" SetControl="Gobo1:8,Gobo1Func:2" /> <Palette ID="3" Name="2 (Patch It)" Number="13" Page="1" SetControl="Gobo1:9,Gobo1Func:2" /> <Palette ID="4" Name="3 (Limbo/ Crystal)" Number="14" Page="1" SetControl="Gobo1:10,Gobo1Func:2" /> <Palette ID="5" Name="4 (Broken Marble)" Number="15" Page="1" SetControl="Gobo1:11,Gobo1Func:2" /> <Palette ID="6" Name="5 (Grass Lines)" Number="16" Page="1" SetControl="Gobo1:12,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="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:1:12" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:30" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:48" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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2kts/iOs6/9+b+XmHFh11eFgvv/76w+HJeSnmjMUAMSwyeJm4OVVbZQDLbF6f8vgVLLJ7TcnrqtfyfdYIFbaX88KmW8VM+IULIS+FLXH+zZfw7hbUNH3q0Oy+6hMp0obRdshvumzXlxZENnz+nOb+4ROmvfOevBAlZyi8by2HJ75zi82NuFB/FeYxjWDzkmYNyWM6jwcfP82XSbBVV6RzpY/s7/a6/T1jbL92PHuOB5+/hYkklQXD8idIK9QXI6r5712mRb2VHtpXhOcQaOObPZOejpAsdUvayosk8FZeV4Xr+barrbxNWHPw35gkuAJ45Y+Gs9KOSMsUpD9Pim2IWcetuds316SaO8zyFYVaMmIUzYcWNWq+B8c+417Ph0/m7XpI3Rdon9+HWv2sv/k3C2pp7xNbVvIsZM7iZ/JehXvLFb4h3F6u6rHQceKwfWaFhcYWQTYO58NnlfMn7iCV3ISfO6e+zC9Sc+T+eWm3Y9r9ncf0twtoCagmsynyK2Ty2SsxLhL/F/PBjVuHZ2vE217ylGilr/Mr7DaGmBRuKL2Qt5hlLTxRuk5/FGqmf6E4kLtTI5/J0AxZekf+cV1lwm+v739LfIa6/Q1ibT52bYaNurg7tW5cNVJLN0qtxbXK8B+OHux3yprMbC9yh2dKF7FxlYcZ82yeNX920zQzDOa7N3vXZajpq9i22+Ht2JqJfsEs/uBd1SpiFyFj91/3vUPT/vrC2thnjc5jW+4s+XT9e2XQdTV5QFADWGA2Y1hnWjQ91VYwDLWI9bMuFIct7dQOMoqtZQmTwwxkop1D2sy/KLHu8ndte//bi+reF9ThZ7Atzm1dPXVjafa69O6ZYYssU8+ZztPe4Ld0PpZUsTC5HdljDxxO+Ke89K/SQlxbs56v/yEvUDWExl4Quv7YyzumCufV0X/Vgkp/c699dXP+usJrweOWbGObbfXbfvhOpzpQDFpdXzETn6vJWW27aab69nRHjPFa76a6Vgo2GmlmWB8VCxz6fe+Jf5L/G60SlWLu782Zp/8rx7wlr6x6pzX7PpXvsMDPIWNgrFDa/YYGbCVeJ939fSpFOxWVVodYX2LcILzP27uWzqC2jEwbkv8JcEs+IKu8PIEDjJy9zi3Mi7m67f29x/VvCiv9ClarHJgjuvgudeQRVXSWEeCcffYjz9MyLyLu3bINUfihVQqVysn7L/8lywLb1j5hmc6Hy45meuvwOAVJ2Z+Oa/dGyOGsMj+9oFT1kS73bGv6Lx78jrNcvTtdkMnlzSi18wwNNjN6K6aempruuN1omJpaPlWOC0moP5b1S5IbztYIBkUe6us9xCQgls96HOkze3Rw2q5Nc9ubs/vev6/m/Lqzt16H8SJfw3YGn/c9+j8dOeyWlFux55+gwC0I34qScTyisxXMTyt06IaEepnQ7pxiWV5t/3s4IzzPLPK+sLB4s5YFmIm/QrJGa1Y9w2HFX0apC/Mczi4O3v/7n//xlaf1lYT2Gt1+/hDp8mJJR9Rpk/a9kX9IayQpnQkrmTYMVpZ74/lkFnxDNS7+FjHRPs7gG+BnNGd+V5+3iLFu4j6+/Gv78VWE17x/034grP9sRPoWzbZGNpvwFc4SSvPYohZO9yeaqPbcsKtpKZC7nwcWq7KD+tsozmfE3l3elpJV3Iq3EUR2zoAtMR2/xxWP/i3f9Fz/2Gj6/4qv7Ls8BIXRam9ONm6cp9/AbZvOvaL4mOWh5VT0bGvX2q8BZko1NKHL02HD4yMrPZpPZIFm4IYv6AQHmnVg+G+L7I0wlGuva//uXtuJfEtbWTZ9f+iwrHDBizbmmoDyDz0rZWeSc78PTQW/O8ekkKjP8zEuk67TYiPIofI7AIV+s1azOz+zcAVYJowCTCTXmXIlD26MsLInZ3yFfx19TXH9FWNuv0kJmmw8tCcqqSArlmKzWU5aWO/stZe3/QA26xMmMHZePiPhvYJ4vrDkEKELCP3P5we6a/seLAaSn6RuWVtk+x9ez0PboX2N2/Rk7MFUbH3W1etUtLT05hr/gcf0FYT0GlZm9buGL42IAq1gN+GoJFO6Ltq6bQD2TjRl8+hwuhVL28m+VIWYMcyycbq8yZgzBDMVB14LL9y1gQnHSlZ24t+4ywA5i/PPS+vPCOoJlj7Sqj5euuTikSZk5pYifTCxRv4UaFMvt4YNfXFp0d1n1tIaWlD2Ddcw+mM8r9Myyoi8elUtVHftcG1Y28FTS6GZuxyMuTqUyXmO4qUEL6GsSKX5nN3//+NPCKuWbg0jZBEUdiFIgQja/sDsG0Sc0iJkByGkw4NqlcYn1CyU8KdtTUcvNq4QzO18vzTVdqI9EphShyoGaaK0CFxXeOHf7Qo/w66bwH9v3EJMfH39WWPslK7uZ2Lw9IsZoia4j7wj/wUJYoVXeCqP+HnoAZaQqdrwlTePRcjvnVRbfwmOujyLelD2PYp0Bl9CX3kEW+vHaDjr6P1vm/5PC2nFRe+dZ2aMaP8uT7lS9iefIDffMmj2rbXiTiXeSYOgvk4RF1knjWbRd4TYn7gvZmLw1mXsJCKrlwDZ01M6925toSMo0wo8IFC2qh9zgmwJoX6XVFV15S+aerz93+3/u3e/uleAb02orKykLM67viZByteugKDcVdY+SVXoLKxP35mnpsBtiBAmgmm+vKvJKw7x/XSqb8SuU63h35brjTyVt/pSwTnkGna7JoYSQH+uJMgs30AmdfjR81zK4fl4Y9sf9cr6ikoDsnPDXpvCm7aB1znivfwXYgBwvZJ8+yupBb+KBnImQkgh3dN6wCttyLhc77Mw1DncDCB1/dG+g1Pb8PcTEvyOs1yUrU8+Anq15wWw9iw7x7WmHmi45m71Ki2oiHiokvp0+1ZgRFm9y810VtiVIorSQcKVmu94ij6uu0OyJRTv/JwTJ+6/Nn5HWnxDW/q9Sa3YCpDGZkC9qXNzGcNmiEHsTb5Zl01h2JoG3ZT/ZrRR1lVQk9ZZWkK9/MM3O19sS7cVw8Dmg9q+PIup5Q+bGyES9QeKqmkw+fQHfNH9iJ/68sCArA0Ppm1kVjQcALn3RLyvKdc1ub1StMNv4Yd0R4kJwiy842nJYfAMACNCSUQt0dtWriNLdWMuCmLaRN5i9ltMsZOOqcqTqzKFDVuTtctQs6fV19Rep+vbnw+qffmNbdPu1d5j1xlcq1K+vZ3FVtYACad5Tw4H3ybFUrvNutVsKFbWJ/DpWq6uG5O5etAerp1hZeuEw5TYr0WCBJWSl/blOKyGrJqD3XV+Pbv2+aPD1+FlhHUP5qhoWUoOsqHnuzfrhVIXR1efd2Bwjcr+sx/frOT1dl3U+c3YAfJzeGfIhL6Cieqa4BJ/f2pzMwNMnbw/LU+Sv7FL0OEfotXePcQMs68yBXk1KwIs/szMxZEN7PrPvEl1/aUffXsmHrmIH//cnvdOfFFb8VWK6G+O8DOZqtmKQY8BCqJs+8oaCr2D+dvavhuyjqVCoVZiqaPN64pLLGhCAIsfNNi3pLUVvhg7x5AVwmy5zclwhvONSy4Z4+jDcm9SZf19ZpYUq/6n/yXTgzwnr8WDYBmf6TVo5isE2yR5iXi4Tr3JGqLgwAxNUxeOymKeN4OS4EPnCGI+RTVyBWs6XjBXVZCGFOXu1q/uYCXFrawnWvvOcocHwY4yPYjhyFJ6KWwsvSy+vzC+eeWczPnB388vIrKi57ierPj8lrK3nqsqaN73k6DDywu2P+rYdxsd9OC0k75pi2NEGoF12Oqaf8itLCFdAA8EMWFATsQ3KOTcMpPGzKfaypLEpcRVObQSfDdl7v5mFTpFBc3uXFTE9xVhSDD/Vvvgzwtr+VQxIsnofcXb5rs7bTsmKBnANQsmyhJDkjeH6++yHBak6nqGsFSaC5dxT40Gt2ZFtxhdZ2BGD5fc/xQo1HEzFkc/uMuBw831tfnq3Hb/+TNHnZ4T1INCfGZBXDtxOV5B10FqeXlVxv5qQzRwgRY8wHIcbF4MZIQhepLHtoLqzgLuF3zS78djdOgb31DuoBJl2QVYhSqm3yE/HMYvZFyxEl0/MPybFBlc8yFUZUTRb4yu1PbRCQgB7u5Bk6MSf8U1/Qlj7LzXchZpK3CA1tBiO/WZ5wyc9GpvSJsDk8oVuz7qnmn0n1AM8/eaEF4IFQ2tQkR2h3ku4koqo6PDL5xKcfjqYwM/xEosZ0wqAs5c6kbKwDzCSbJs/Ruv+sbCaX5X1zI+WCZBj2nw6wkvppJAjj6WxlbV+5Ef2KhEcGsCBrZmyIyrnKkrjs6bYEPlRzEALgFrQaXbkKz6APgpKGZ/ZBCylMImczUhPjPZu2y8ziEzDLVDWT11+3S/jkOPEGQ3pyb3SmK1MKy8DKlW7du//UMn/obAeD6gnRIG2Kqh/e7ecesDNMn7E1fpoTJfjOubpxH3kDyMzowKPS2ds2fDk21gr7EyltKUoKqixahE48q6e7hrnwL0FqbYw8y4Hlmyx+sM3DhPWdLbBE5B0yxW9Hh2DBhfretz+UFp/JKxtKOh1et2tIIhdLDFeANQDq5xO+/qAVec6ggew31Ae+E9ig6q1hwWFsG+KzI5uuUFmoMiHt6B6qt+d7Uj2SbPCUpKQtvZruReKKz9TdsVGC69hJI6XhWO8jvjHUN0/Eta/rks+8bDzF8+PLm8DoNlVicrRDiAfjKFPH2j8825r8gbNeid5eeDs+CoQeF6cv8HOvHNfLBbvgR7VEKrsEkLHQIwf9nCzuLHPX8KeTpT7P8mKCtQTd5Gltfr0QOV/bvJiO2I0LSWjnV/65Q8yp38grFOeMZEsNOU83d4NVMzyirJNTDP0B8VVsgr076m9b2mrktNLhhblJapycw8us/inRS4KPj+7W7FaGK9g4oxNMqxIcj90NbA3shcBxSWnTicCosuggl4XvbzjB/6ksGLL3lNAMrLBdmciXUwPyG0bU7+mfmmD5OX2mJ3Sxe5aq2Suhgw+Yf7EPBqaEjYjxYfERwAvP2MF4/x/W78kf21RX3p0DpYUm2zg2KUS2mNNbpS83MI02a326KvNQ9PGmoZ13I92oldMBJQryEymyf3r9zutf1dY2//sulKoFoX6kegCFoGjkGZaIHml5xdIvCO/WaD1/ObYFOBn/ndzzZsey0/8xTCxBYx5Yo5HmcJ1RHtFQcO97a6AfAeSjvDwncEA+JEXpGUdaVGbX4W5GAzwlZ/DMnAJYjuEQJRPsVwx/L7a+l1h/XrLvzpqw+Sz/LOqQsfM0Sys5FmSEuCgyEI7MVWReviOfZT/0Nt9c93TayQeiUCQmbEv4Mg5gLKg+pJV8qpOc+EiEzqtDJuQx2BZu1l9jL0EFeXk23Nz3pb6mE+d49hIdLPWvK1eQnjj7/umvyesNpR0Ndzjh7VTBnkzwgI1iSbOspRBBRXEQfkWntTMJis4hK0V+os3qAWX/fF1WBqKDgWzOD3xreegZ+SuXLEFOfmFyT2bbj9B8+BMVjiamDU93Ry4YoMieoQIwHFegeHebqWzzF22WLmgx/6N9/ETwnrUEpddcSg+blG2gdiYSzO35WvLXdW/RO6d9+swfey5+XAalNvxQIgdggfvr+q7joIWtM9Ot+KrXi4JHgvQQ9SPw0RtWvEEQJjclfkt6pjij9XW7whrzZvECyna0aDY17E5PkdY2eW2zKctrJp/w10HPG31McXsMELQrSlqrpGYssGjnzuPDfszve+g+D2KNa55hV9uZy03gzxyFskTFaT8blz9kUP47JZOeSMOVFCPE9ElC7vA+q5A8gwGg3vi5W7vAW0NVzHofpzbD9XWj4UVs5Z6PdqLz0RsFY45B/OkiVgwaGPZXEosRepqZAKpW1lSPkqjCWuxLuaoIyvokLKhWIOw61vewGPUknkv9hP6fGgnjtt1a/n/h/5WBwnxFuMN2WYQpBOyAUWorobXrCTUwvgmqdYaGH/sbP1QWBvRtXMW15ua5cOXQ0+vElVlCbFWV1iXHuHTu+fglFxmgFiq6gkVRsZ3ywkoWrO7BwuJJIWKR44MBem43QrOWXbR+ByrrKAV6c+ge4w7y1/7ciCq2X1Ed8H0d8o3jtyXvhT1LZtKQf3yw0zgD4XlqRuxInrfFWnh3Icr9QBXpEjqk4tgB666BY6o7tudxfDSyhd6AW9YsyRlNFSDSfnM2cwh/q9eQyqyOgmHr9gJ3Xj2I/Wbh1jmqhQJs3F9dtUBoCsJanhyZ16HKP4SjHjdRXnU+PeHmcAfCetoI/Pdeb2ir7vUAvEPAI6zkjWXAk+l6kA/p6gYZFCRIjZpsaR+RcyqClWRU+ZTbABjcMwdt5U46yA+1XwJoZSxo6CsGoP53sKlIszie9z9chiOUDV6rSjeBLf/UCg/eP3RJ6XNnnmvuIHSkubKz36MGzZXLcokZlEWp3SRE2fYwDxm5+SWo4Ekb5jTEFZLtHz0CjN1xX1pUvYz+1gpr4wXN08Us0pW2r4n5P2pFv69y5uwMRQEcqJKV6fytQMhYWw2sPp1VmDrq2nNVWPHqBwSXyIE7f32B7DAHwjrbFA0OsKS3GKdJrf2ibUhygPRKOwkAplQHJckDzvAAyhPOFo1y1W/XtuQ242kNAI7xlIBMSOftAjpo+OnrIM8XQsWiJ7MzNRMoPkq0Z+uoAUuv4IsVAgqPxRuVcoIEVje6or86Qf9dt8L6/jVtHmRewVjEr2Wd8qaQsE7oZa0YX1YTQApEfRrpdRv8tKOc1yY6yvn5xXRTEGg2Yas3Hg4YTj1RdQz2qVxlfX7QBWHbVULE8RZznGckykyg+Ie4aEYwIHcNJb9JuabVW1i+doLZgBtCA1T1kV74OuP79Om3wpr+1cq1u/ayh2xMHFLQi5Mi8rq5RlWMTCnRvQemx546w2bLPW2xTG1A2MIWdjyi8F2qNP7Ryb2tFmD1uhQ+qeRdfCE18DMonXHWcxFg8b6N1OkTv1OUTZ2AGC+hcsz7skMocg+Q5VVaRNpv+WW+lZYzad6pHNGtOpYZUdBoblLKC+mrWYp9dkSEu4mZySYGWR7odEoBktPnIQ7YoeaFqRdcAoZaAMkLW11FFqDMn/ySpxJG2hNu27rlZPLlMp2LjYvP0vwKH2971qpdd/jH757EQvLmXdp+eKCPklHGp/NrUJRsrLv+c6sqCdavRP5dEc0hLbLJeBBkGP6SnNrrfWUFlI0e8tGp/CEtLJ//myGSkEWysaLqFbSmz3tOTD6Qh/P3hmkOZKOJXspe9b01Bn5aXvLu6NlwyrBJadjqnn6ztn6TlhNuiofoni5Ftplnw3J4sr3FPkm+QbRegKgeOBtoXeguhrFzBdQ7Tc5t3XAzpxHWbT8b1u/unZNh3IOKAT/5STTUb4twMHq6xuGrTrRtKT1Ofur8+E7pfWNsB7nJkyKrdQbKMCuDerzOWUz+coaEpv7qPRyNTewlr6JvCL6HPs0Z7b78VFynCm/YeXiOj+y2m63kgE1kXQ7gCU5+kTuoHF+SznYlnfpUfVhtVkm5aBJdUv6srMqzCsu0/axPpDsipEdZBGhnCdQpIYKF5ADkef5dWl9I6ynSyc8nNZfKEZzR/KFIrW+Lo1rnh8o8Ey0VFzMCBmTklkkYxB2COU/mP5T/rqy9u3mQw5CArNQWeyxZYZ4vtVxOqJjajNmDgaQ7Es4+XlGlQ9JzynQM32ZmiVVz1M8sTw8E5PriZ2Q5NksvuIHfMkuKilSUrUJVBU/IazHC0QAOWg7bskkYciTcsPTB6L3LC00HJ0CtVlpkDR0fJzUvVA30CkzcgLg+uDd0yvEMkLD9Nrtz4R42hTWaiyKzgn+BkPB9vNmcfot/7NeK0fWhXwZlsv3RGBAaQFANudlyeKhBOK0i9nAfrQ3c//FpD2+OltfhQXnJ5/iTEJTVBhjWaWIwvha8xwNNRTXLLjExud4TmoPZNpvkvtzwk9H2mo1RoN8f+iLa1ZU4l3TGyXNyd3rnLJCeW2xZ1yxaMuAYoRxzEvf0oaGPmYv9VzidGxWOg9NW5FQjgwPm3rxoWRutBuu7qACqpEfcXyxl1+ERTcu2zCiKQgAKcqKZcMrf4F7GbSYs2GPSgLDqBkqpmhhT7Y1LKMcbKwfrlx7grdlrSeIwuuZOyYG6FY2hpPQR1DaE5bkRYISuu/E8xy2Xz+tDzZQmbZttxRvf1Kc+p6N/CSc8IWH+LOwtl+3/MSzJJ55y5xBi0uqIK/KaK5a6NcRd7UO2bbnHQn/Pr+/5VyAJl+E5c/tqQLS5tv1nIaVOV9L6oUevTYf+cP+NKdoLUGwoh6IhYiPiNL+SxY4C5OASjy/E4UhX0CmVp3AcSLYBolJnBblL0LWYAlxaA/z0nJf6s2WLTkuzLcow/9wZQVqupUKA6Ev1vTFvRcP+dnzCsWyINsxrnTToY9JyQraIsMQ3U/KKsoS/foxNwd7RlShOgIvMJJixzwFyMoh6slnnmATTviRPdYWvM0la0LA4EfHcitR+fYQj7tvA5GR8ej1kpZyrPqWBn+L0XEdltZMXskCRZbH16X1SVjbrwAKT8NeclEB4qIixKaHDco+3UAnfvmwruaTDn0WV8xxmR+g/AXOsjpOqUplkcTscsw0HQkCal37OhU8vSRRrqhzQIgz5IfWRBBkEfcNZDdC5/NjySbslSLWtOtzqO9rsjqWYrzJCuRnMTGl1CLZn4PUvQJyoFNOkUx1heeySMtfQfWPhZWjY5aST+4sJKImMtVmS9i+ZI0mtmMOSwjG3IcXX/Y9L+B7yslm1TApJi0j1+H2SzEyCe4Iac3GnDhPLUEmASbXKRJK0boF8pM5XqgN0M2aSB/Y5n/6xKKAgFxYfAWr1Dw9SqjkqKGVPtHQSdnn98LYIXYbnCtg4Ju0GJR/WlqfhPXezovTICHuzY2ICvkaIDeCKrlkDQimI/SNcznPNNeHc8vMVR3/5ZtLhfFynocbc485pF+gMtEuTpgYmQwRF+Q7fzWKpW3TvX/O1deS+/JnHp+W1ruwom2c4h1yIUXojby44HU3IIc50VTv4QAD5zNz/4xPdtM4i7QWMmVNKEe7ttYA2mMZvbpySRfpadNYu0KV0ed9bU30QgbGcleqckMxZf+kR1By4ZBOZMM8Ev8nM9hIJYeiSv0p+1jjrGIcmfnGipPBPaqoTMuzWyabhzdf611Y1WldWEBZedEGykTFdjiwLoasAbGq9Twmdsbxuy6t7hsrU8zOWPDLxW63r0MHip5PXAW61etY0WWNRwNvmODy98K3QvGoXmx6xUEFjWixen5GoN/KyrMNtSJOgJJVqHmw5aPtZ+N39tYyVtMEeUWub/J5/6V8f/BZbza6+wUpthyo5BUDzxihR76M9WPZYPnPKarRFN+So3mlBPnrAoUwSVpRLbzta34IBg/iBoqBtsId8glQSSJQjd29U9m80G/SQ3n1AKL5KgurEYoBXSno/UV4pZLWgvpSNhAAi37MQmGyearu2oh8L/wzy11/8tGUSmjeOqnfhLVO1AqMqNANpw/xe5n+RkyLJFp2E5CjPIuCRPXSEd/Ix3QyYM5fPz9o/EJZGGjBP+GMsfZPaoGVClY7b4c6v0SE6BJhtEgupOUNMQlc/YfYZxypTrF1oM8QinLPZ4364QC+z/J8XsR2FCyqof3xynIDLyz4vxgH+hd6Na0S6pEcy9b5eW9VuQtr+1WNhz6DAAAgAElEQVTuMC+2AQf5TecB1WI/DYxLELnifm6Zms6yOVGsfkyamPGzpGpb0jflrOw8odH+ypGkH2YlGZy5kOsQm0PNHXAzmlONUEHN/Je7j+aCMHtadSBQ2ebPpSz4sKANyJZgkW5qKXgBoWLkCwmpxNatt5TpXVhBDPa6IfiXUxzLlm/OVc0PTaN1MBCOPeV12OMfLo9dFhDYzYMYpJft68JIkR/4QKy/T1UN5ZsIH092kiF+miz/xEg7ksUheGtwpXTRveSclKlj2Uz8f4DUUU1YeaQ+EYRPh9Oe44LWU1SmLgpYkpBPOvl/zHAJqosg9v4I78Lyr2DdAFHsmJi+McKTIllh7QFg9pNXxIfJuM8xyVd7dQmKOcJl+sPFDACqVoPRWGbvk8fCc19IJZaZkVmQw9nEmxwclYsVLBgBTWJqPMoSq2hmJaYZjybDalp7cOM0g8uny0UsnQel4v5ZWI92Vhm7VJXAJeNYUS53nZfWwUc1yGVABDMhyytP9MzbDDVsQI6gzt1vCl+IKskaGJs8xVuVVRcmjkj37YH8H3yUvK8iyqnYeonZ+Uk5ul0waPgV2uLKa7AwIeuxK8DYsyH3RgFoGhRuS1T9JelVWeWsGpe0BOYW25v3cBPW3mL/ZPOal8QhaXXwnhjxTCQZnYELwsPamZZgemTxKh3k9wtVGpjDUrVyQ/kqJpF6uGQVhUkVIIA2crzCpzCoJLufQ7CcFV9GIagwEqDkAWNxjKAInqx9r7uQ1EG3Co+5hTJJI1b4Li93GVo83r70mufH5jYmlAbL3xMeBnIqR20wZ0tAasFLRNdP+b5iGJf8/D0Cbu45LCR0nzQJCBQ4XIiEnAJBu51UPOuSG/e3dgh3K1zXjAjydLa6aLoVjmptNebg37kS31bao9ufk4Gt2HtNH9MmECD/4fZpkY4o7cYn5cGvM8cCO5l9sWhMDKVpltHromeIDZX/kGXaXir+ElbWCsz0wTVrxabAjEO/NIrYVycv8wX/pet2P84qVN5z+wOofJFE5gCK9mBseSi249L6bVJ9P/FCQazIAhH8iAW32hCyq+ke2XA0SkDyqAEc8Ds1QcEWaiy7/Cy2Hlvh+bG8RrSz2juyxVxQxxGCBBXFg7og8ZoWQAAO5qiBAY/NolIiv+uFu/1mZSXDN9cFYM/+DVehEkBQw04UkYcrxST0yDgh3r0V06CXkTvXQRZ4BHwM4pzUe4hKdlpt9KcO60e76zljIeM5orqHdZwyuPfw1N9Fb0FueRDVES6q7dbiX4X16IRAjezqbNnejddt2gvzcid2UIMkkkfDNnLq1rtaYy83/+LpKVjsgBXgzxp044Rk5UvRPNEgTyVf3AIGbnNQybWF9da7ktYOJhEUIR9XBthK0mipOugcZudmneYX8m5PbUFA2UJvapgH+zHYTDp95JPlx4tyx9FWHK5kFWS1KxSwCuv5q7AZ4Tw3VUzzOh6fWR7LDXJpQFc/sGRBkOvd7OfdT1+45bQ5u6HGla5aKwQ3Z6J+rkzTKfLi/DIyEbzo65SHKFRh7TEHd1secDjpOkRWY51lsnOcfg6tM4c5axy6tc3jxnzDJPOhXFJ+X6+NNIKHCZuCPUnB1uI9rX0T1q/eRD4a9TNKxFsjntkqK1k9rC0ZewZjdvX09TymqCWqlSKtLgdBrICVDnJncGyrzTsrdTojt7AVONXr9AbD5AuqceshvHfN5xXawy039QxEDstMgZkPSeudXUXVC0Xyxwn34SDrSWnnd8f3wnoYxVBMmx+WSHy74IjZmm/oxPnI1zK3LaTd5DW9p7NBeJNjRWI95N1VkLct4mxW0XZqEUsJ+Jv22YzIRe9Ht13edggP4j0JxkbOpsnqzvAH6O3iWVVO8RIbDoJ786Y2SjZaC1vtCzZo78xi+q4KnkurgafdcKsdI/qz+4WLb3HkEcRHOj3dUhQrwlp/cQq9Y2jM2Z4+aURhxspGCKnnNJe9eSdFfnt0pDIvPjTN3FFWRfle23JwBtpSQaje4bv3Wp9wtwrVoCbaHbEYocluefuIUbeVYvE7nQsQ1cliEruoeOn2a7uogPAurF/4GSAgN+DurAGVgZFSsWjZW0jBnrcYszOLR50Cer7mPgsZIc2VxRTzmJ5BjhWMFJMra6Ne4Rza9eVKeX1YgMsYnpbVT5WDjIgO3H+Hz8Jd8GM8rOXYQDfPgQilrGcj4+a5cAIW2yypsY2cFiM2RVZ0RFrE/OKxrp0E7qiPsApL/5AOE/ggPh/Z8tP1zFSG87J5jIry0rLGkTPelpbhWK+RN3y+kXCEMMdbqPOmcWKd/4j0yyBplmkKFXdyWzehbLaLmJF1TLdapO9q23AJHJK79adhI9JESxIK6Mo13HhtIOuCezBhcRfyotcRdblFu44YGHTnUX3n/5lJYQ4mLuPNMfpcDynf6xNRgAyah2lVrPo1EATYjfuEdqpCt33r1blksmoKRJvPv7AnFeaPnRXYThFO7YW9rq784jg9pb1VzgLT2VeILnelgsvtHxNW1t6k1cYYG2QsmfGMfL77CHShXaBRUhAM2W47iCtYNFMq55KB77ZsCV4lCMrrKpvH/OQJ3bZ7Y+HZCjDzxNGFOGC+twTutRwpPLyJycozWO/PvSOO0N4P1DwcmVLBPnHe4QWjY33ckrZqP01Pa53efe9ApuYDKyMUoNYdk/MmrK3fYQinwt1UMitUCctHkplR4mULBSGAvnY1ByidPce3b2CZMRkMA9bq86GdGhvjqWjqdstbsj921K3aC2khQHn5bEK3kxB+A6DQ60XRRZeduvXKITuL3Je3kv3FMmUu8nO4/HWuP2cLTH6phEVi7dFtuHF+KUubGLaONf2kAo9BOT0iWEmvl7/Lb5Bw/hgCbn+mQvuCG54MSjNLZ5kcsiu1X+OzUVJYRK48zWX4V/7vK/unaWuxDAT9dHFEmcmQgRqxg06TnRfrLtqu4lsRoOIWz9Xlk23vfI9E27J0Y6wR7jKh8P0vXeKv/0qCRVjM/WhZsQBY5neQRJynKw6kNmKpmsZQilcoD8+X367YaooKvrld61ftXdmEjvdqPuqdZ+0Mw+Z7C+JIAhcxJ8SObOumr3W+mtS0sRcWr+DHyiPrrvl1lzOBdwwrl2n8zO+jQylACetD26Argx6a9UMwa2gBympVO0TLwCOqsqmcXkNR0HhRxLYTc3A3rtzX53C/Ma8kzz1bO9EkMWyxewAsZjIIKO8mG9wn4FpFsenJhQh7zWrApS4rex4sikV5Tu2RgR0wa7iURWEWIILMqmuiQ9nfjHW/VmE9cCoGZpWYEo+A5ZdepVYn7Puh5OGZjKwdaf8QF+ULumVIFfEbWJ+CNt+LG8EzhGTJlVMZrPOFMtLIqsJ2VAcnx9VtWaQpx2DrRrxJLGtUdQDcXlYBpy+yMrchlhKbVjI1A868po8IMoz+ZucM98SaUW8tEgV67KqlZUnsoU9A7OFju6S5lkoug8FYs0f83rziUrVdUFfX/uFMy7LPB0IuupKsJGyt8YGVwdOZyLYZ/EZ4SGuSQrYpyRW8c2BZMY1aqGIbFFCvMr8+Xrc1m1+4tZy7nHEnPNyI9XkYayn2Yat0BF11tD6EmzZwdYXxjiisfeDwBPfqi94C8EPitjk2u/cv11R/Ol/K8riaG6u/z1ZUC8nP6/vqU3qOm/cL2u71PefH0vhFEFB3InFMaR2vM/hDjYz7MZ5bXnn7qX3CHa+s6tGNtgTscfDGNtwU+vDmrZH7WLr8GH3mO+2X1+gKSozP2+5LE4dvourkeOD+i7AGOx0wDmtWWqetkUo4DWX9CX8dG0UC1RLX/Xs/GvvGm07BujktZUDAzO0TohQ52OaqtyamVbsbb+1Nl1zOwlcvtzldMcz3mLBlYVq5q9urt38/EVaLOsn1+BXCehQD0LDJsBIV+7vny7T2xY48zbZnyOGhprbzwxmmRQ9t/upamff1Uck45ytcPgf1X5AdlhPXBA0apQaL4it3ck0cOgl6Lu02anOoGD7+55KW749m6ac5Hu2lti5W3i/AmZS2mPzrQaUFYS2/qmmKVWQCYJxKAFYUS6WrS2kuugTlZEjyJyrTc2hph17x4hQu91Mek1B+Cjt34yKJqWA8AsKsiAGFBF9xQ75SfzWJXAvoRpC8O1fKmTcb25EF2gDJ6mWgckKUExfGC7clWofNCL5cEPUYEb6h6XZJDfTyQ18lnghFS+qIgb9sXkiZvqQTf02UR7SJnYOQQdBaX8CY9b5YY5qALLKF4asMyt5H0qu4ZelI8UcVxUu/D6F4SV+urMjiGqUJFdzQSb4nAq/RPLcXO91cXgrj4hAHQ1h597RQEUeHsbO43D2v/dOPDG6ZbmEJujbtwhQC4qbsx5mXwd72yJmpr+230AI5923PXj77+PTIuAIseAKPGbnPugV5Et9TcWa/DZ5NWk4vtILrtJbOApLPv364p1RfdlHDBz2FXhICXOHs8bCzngeNDQMBm1GZ77HdADF7tl0pXVjInPzNaTdD+ACGNd8te/2M9Ynfgv+auOZH1gEGWrcFxlPImZ7u3rZC0Uv/IyqRS/vJBn8aFEmw4OdViPqmgU0ALJ+2qn+6/baYLNNW15NVxKkHxuIuWG41Fg71utX475pexpOIZfKjzYBiLUH2j7WHsKbkRCLnBbYxlvaTolZVBtLhoGKiyYxXYnkzfMZfDsll/wC4ENUUdGsnKWawjBbSISFNxztlbY20ZM1pZInBcoPRbYTUWWOa6SmIuMgtgA61EwaVNQF2nLABxg8z0jkRM71TrEnJeuT7HQWKZRHxAmT7t3gnq7v+eCBobZsXhLUPxVMuLe+IaHKY8756GGOGmEqxoTB+HMoXBlRTFQ2iceIrFfup7ASvtEKyrGmTR9OqBmK4CpJQfRn/xz/uqnAVQIn1pZ8WrLBdoxcfz6HW4miM3v5yI7jmjJ6tFnHT1W3himfiLVW6c6pWewAuGk7Wo0xaLnzhG24QvN1lVeVYsi+CG8G22f51n0MsHrzH1e77ljjVbmusWZyrVGf+qrtZkH+r8F+FS5FQsaOMHVV5Xy7BONXrwWxsvvmkvWKVqMPdu7tE0JDMbwXBOxQ8jD3rwjnkexzkruyyyRwxhpDmqeG4U5RR8kef2aNhHDHtOM92sEnPpNNstAY5eFw0aa8rgshOWDybZpW4nEpd2bH152RLtNsbq3Ph9+dHgSp0lXsfeT6+xKGZIVqfqBCIiHmA95WmWnHdBxB+QM+PszuaviquvLUCwsQXY7XojDHmOHr3Wxt6CairrT38UJKCD2VlooWqZoODsQnE8gFmI0732VlGBeyT6iYspQFcoQab+R1YUGdxqJyrVN5TzZ2qaadQHCDRUfLF7svhjUbIVu5kz6VwghOwEo0/96TX6O8jGdqtshBdBQRmAHW/ZWPW1FZyj/w/t7XR76pQeJCwFmJelDxtjDUEspjXPVy1AiqmJMSWxnvgNL0jMgY46+dtwoA+9VTMyXL+Opy4w627HH2pK35m3JnTtvJNiZmi7hGYiRzxbql/ojNlMO3WLb2YwpPPNsaaoNoDjYzAor5CXxmWg1O3OpJBwVv2WqV+ZNESOQQ9h2fJpXXt//YP9KRezEqi2iuPbh6DqHeAGSFlniUiTe5MQxWn8d7dHx25RG+H+ieMasUuLev2neMsq0TX+7q1fGpXQmX5iLQN5DNywrvrCwtgaSD+fkFAxycdSiWSbcQ1FHs7CkmOdM7EkDe+4+exeSfOUmFXQLnNUPwRZkQjUQQc4BLVYVnow5iNzX8G0Xv5Vrn+qtDe8e703bf65V7lPJAG0rA1VVz3Ld7Vj0rWDD81LUtpVWRcQqjQG/XcsasvGGvdGDQoV9Q4Qt4K/5gu0+JDKLCmQKj0C2b45Aq6lYdgDh9Y8FnjsYp+lemY6HlpZNUgCltCIj9uKLP1Ax03qWRJeDnc95DYc3SffFDlxQydxAjLL5MNH1h3wzx+/ogO8j4d5YG4cTjWZDjZHDc5cxx26+dkfpQ+zHEmhk+TEr28PLZVq/v2+TBptcaJEZolu2tdEODCh3ArIPpsDh/51kDnnoy51xVeC+BaT4FtL37D2bwDHYy431aQ5dJreegai2KUtQXUoNbfZBpxysEKl9dnTc5chmvq53Vi0Of1l3/GP1WoL0z1tSCqWrFsv9XxXM3R42xFVsqFH2vJpX9qEmqzgucDyU853wEa3F2tZ4F7e2VVkO4p/TcwLGzFbq3ulpbCG/MftM74T/5GuZkYshsMgSr4pSorh1Xs8yp7xNi/6Tg754nV+7L8KLWX/bT57skhv+o5GMwby98EkGrDUhriP1h8P48NkbqIQ5+iPA3xfDbC1jKXQo3O7YOAZs/m4AOteVfvSnL9/nAijIlRrJm3zE+q+o3VVW1r7v66AL5PCLytDy6tswVZiq2ryiTV1tlXyPct0y2rzQAJq4Rzj6+uvG6P5gU3JIrQqwNT2LQhZ09IRGTFPGm8d96GiqxmkI0UhriQumdl1sIYLym6MD/wmNFCWvpirXczO6XbOTzRqT4ZAdfFGwRaF0RchlHyn2PeoXA+FQm9e+uf9I+mRLPrt4q4tvd7AUIuLhJkfOCGKMCTldffRm1FQErKiTkGYwLdOdmnDInYYrE2JSg79xO5SVQIzrfZEpHCO2JpQfINfJ+toZ7XyjKBpO3hHksqbQSk5nc3X4zIAnR8GNyDCupSRPc4ZO9utp4HgUDv0mLZBbXaK5PrLfOLnNzH8/q0RTPZUh1q9rDXa7F8LzAF3mRgPhGjRxXGshqcTeVTLucgK+G5FoK1CBBgEegvvjCdTVxeoAXgG9knYRcpMN1jMsCnSSv6s7ml7z+h+cN9DsO3x14XGKKXL382Q2P8FVVctL7UrrflGexiCZ2epy/numjdLqY1fmhFwxDOz/aU8odhJZDyDDF+KuA4J4irvS5oetlgNlWd8R1ch+OFqwFAPwHYl2QZhHUM1/Khh0Ks5rqrQqdif0kZU9Vj+yyNYVt21AbfNidxW+DOxkpXC0PJt3VOSBOVq7PS0JsZ4LktKyB58wsSh4srxUNAOS7cfdbu+EM2Ne0C7MZz3A+PFO6COUAgJmEXEdJRvD9wdyT2hTk0kbHllFlUcRDTp7TRzk3w+2NnP78/gyXx8J/DagX4/kpGVA5Ng3Y/0u4UyE1AkvX7k8zhNCH54vgwaSU5E6U4SmbiOG5aBN9M7OiWMpmV4Qhu7uznMksEOlgAi0E9d058d4cFK8r/DQIyGj4H/8lb0nihg1AaVGQ23+Vxgn6E8LtYImpCBEi764lkwFNur1SQdsRVg6BTUvxoGKlsfXYD4MBIUZPcKI4so7P5/OrLhV7kbgz00xFJfyxpoT8fjQktpdWvgqlYtb4Tg1Jp8advNyxNmWrbPDlVegelZC+4wxKYBiQpAUvWOzGOvN1oDaYCvRG9yzS5dQF4AnXT44P56TZeSC5UBF1xIqyFKXittQKRuhm7ziAKtUZ1rSenjIxuqciqrJFuf4I4Im2hcuewmAD0ZV4jAIjl74lMyBrg+vrSs6lJLdbbNdyJTvfb95xCXDFw085DIsKBSCA2JZxVsWoW7KfgfaAGBN1yZuhc85h/5VWGQoyphghmOMws+1IDS7F8OgeJpxXNv0mfOGP7coYuc7RMdhMXrBdAvQEG6Wir+c2mDxEjVBYuoSF65VBwcmnP0BvUQaQ32nk2ja22Nho9daictmjDt2GSxZ006Cz1E4OhMqJHEPabm8mQ46HIUi1ngg2CSpc9YNjFoCMJckk5f5W0aGtiLfYzEF3fTxaewbEuKJjDsARfwN33RnBqct8todB+e4GIPyJaIgjT3OEckQ4IM17NurI2sjt1KLGpWHEWZlG7o8yPKrlUtvaA1ZGFOrboMCvAbbByfEukpEkgwPbmS1KnBf24uL1/9LfitjpI4dyi/SwLW+1t7HLWJpxI+htI+FrqpGy0OC11kN2fqYrCaV+uYv1QuQNzQO6u7L4yN1DdrjbKgqiP9/mh3vhrPTLyI1y2n43PjotpcDdOYDp5H5bj0IsGaBo3OfAg+ti5gsmdO6zVg5uWyxwhrXL6UKrXD5Y3DMscDTqOdeN3UrJD9QXPRBCYW21VsnKdH8VuKJkVxJDrMko6aNwrJMFwMk56huxIyPp68y93NnfPP8ctj2fTm38aLGGWd+Tj1b3QLQJfmOXDk40ALTJFKa5tqOwXUMiBvx9WIsgKYG7rXQvnHM7Rh1c6oLib3fe4XzKP8/pLgzWfwKlg5gH1uQuF1EUAxrCn+YW2Qa7qPJ+n1oUaACjtEA2jOhwFt08HsaTS1091dqIW8h5CDa00Xb95X1nXf8wRM6x03sIqxmOr7aYn/JjaxNWEi0ccJt7mH7jQraLynq8RGCCgKhasabMvwSBoFjs2Qy1EO0ZawgjL/LCE2Y0JRsi7vWVClVg+UPU6kelNRhC6TkVi8bBGD3gVUh0+vMNXamxjqfSbtLRYHTpMOJyk+lL1aJ7+FH0gK9lgMad9aTn6bkSaHpsmDFl2ocCCqt2L6jsv7QEDB+ItFSDFCUjS3PCO2OQAvLlMqVrB/ALPNdKiOouSs2OKyeuU7oFyx8OsNnCImn2h2Z2hZH1WlJLMWrHlkyMPwCvBR1Gs3vrmpDbvmp9u/ybQGWDgNybhmt/Jy33B4qI6yX/uA5668OYbT8h0DW9PiENbVZxXMeNOFJIT8josvgm1TAhg9cmuDDVMP7MZCjdGXtK4yQq6EvwFTJYQNvEscdXDvSFynCvUqntdL81a0Z68HloevVRSbqpifXcUz6hkdmCB+N1fC4qo4h7Gt1C8a7owxezOKnPVxnnJKmpiyJ0oVZXcEuHe8+7zwx6NK56RGR5n8d9bZmVVjpb8Vlgvgkm2B6t3+MxxP6sKCKBCVEXEP9AUdoxuQ8IW7r29v975fv9NVfYPwcxN4xegcv0Auzj4TRvdiHzfM+l2fZ/tcN6Bhz55Dpu3sS+GydCiErTA9/U+ZzztRrli2HAonLY42S1zTieLT+uIHiWODrdlVRgBMeiFvZ3eA/WevzifqUM1jOd4LePpfCxRS4itFg21UkNfm2djoxJWhdXd33oBLPS5+waD6FBc4T2sINP6kaG4uY2G3nIXETeJHRtXVwphIigVebOzkE4ELWx6NEDMUYl0+Tv4TwkKDhx/QXr0gWddm3xbJIgW6/r7ogrq3KAhhG5gzfGhAYrp8Vo+1LBnJAHhwxkFwkFNw+I8RwHwFvFFtzrYbu5nLxap1XpqdoS2jREuXcj3u99/6iOBIUzepKxdhkHpsZ1hTXMW6Yp/dY+HxiOteVl0qIys1vFveJ+8hQkE9tmPjmjFTdxlI0O588N6/Tu22ohGdVUlLNx2IjkX2S5RcUiPvApDNkPIveH34vxFq0xkJd4iBdmgvJilN7Kf4gRT3Vgpt91uECB1/Vd/VUC/hkXHVX7behu06Sx7rDsnfih/Efo57sVIou/raB1dnKc5bZoakL612gTUFXUjCJMwwIl4dJ73LcfWLYPc7MsnudJszRVnWqz/iGXRvk2wsSkHs9UCddeIniQrXupVPd6NcLon9xLyLKbu7coQeQ6K3ZDOlBzfFDy+jHuvEkZch+3S25tThV+6b44rT5jki5I66HsAVrMOnhTiphANysWVWMqJJU25dw9AAk5wPQjEdl1hcIu24SzQYiO6P17nB14ZrzD6LBggg9SrUKy9g28l9FLpsvMuKKO+s7BYQ0PfwLWngmUWcTT7hIjf0DnnbpqvhPp23NnvVNtnJX6erKNAFTtlEAEDwBAVuP8ynNY19sB4V+pHI1oh73kQCbjVpkqeRivQUjKETFDAp3i4TVHXB6TCGHP+Sk0Mu10oKQsDiJNZfNUaKWIWX5Nr7uZRnamlRG2ArhIvEqaXfSAYjQFT02RlUdRiSa3ITThFQo/wd+Y1PHlCB1eS1T1hltEMIcIHQ46YzROTPjIMJ8iAfbaGdFhPzOAj5m8rkqLdZVC8oN3CiyEuDhzBNX9e1FoJ2+nJpuykUzErhAqJ80YiI30ozffMg4B8d5X0trtAt+KVQKCDT/oR6XnHsISJ5NHoOJhln0edTKv8SuXnIPRjXpRj4HCthA0F7TY3wYt6v+aKnGQlqNqM4SNDepTsaCxo5TpqERRJsXwflwYPCqNf9y8Kg6ooBw6aMDHKU0TUFY/CaVWSTm91IbZKoxLUfOPXglcN3ECu7LQNgWkjBRGsVoXOjeU0R6kO/YE1fJ2gjjsR3B2iyMbfEMBorEp2IhKZrS2E5sckowLGbd2Czv/sCGyPQrTry2zS862Qwr41TbUpWfri8cvgVaepGCb27FnC0DOlYOy+4dprb0rlx4e1JLoCEsIR7WfFh+S9YclVw+Tf56wlkU4SiykCRZ4kr2vWI5W9kS3+fPjabuCd6oP5DI8JBFQNWqVOe/6xDkTzlJZT5xQE1iSlsyLreERcu9JidLUrc01RRSF+P7O9zs4TqVsnqZXz857T0IpPS7X4ZQeDwonLC4yMKqEWuIKk2VF/PDRNINZHcYxsRnoCjkvg8GxouuZBYaMJhD7t41Z2fev2hrbv5QTH81EyxZMzTeQtwfhJ1FcrACXKILrpqkm6ht04V/vRXf1Wo4owXdd8aQT41gc4rRAChmWtdg3WgsNXyMtwY9cXN+tFt6irVrz2xg+wum6m2buADK6ORfl6sAuWoOrpsT6k+/Lj8OcJR7jQlyn5Oug7kZfVItdMhGapKCD67awm2kWvZdyVM2pDjsHEwE02OUrCX3XeeyF152yrfEtjJWxA5MrsjgcbWv4J89nd86zdVPY5/M5e9hTtUQJVNUiJJOLNg8h2+CTyllo+9NGuiKdeRcfFRdmm9GAY7xOb/l6BAsG0BU0VJ8aIayKpzJJctCwgxfZ+xxwvlC91MJ7M6O4Ib6HCs+ewND9YSZPjatMAACAASURBVJesDOcOv84gapz85KaXhiWcyTebGrM/ly+lQ08lwg2oaPmzwA2MX4Cv79p2UwXoY25tYfFxJ8tA2iMoEynyWnrcWmgso6oWaGIjzyCfnFs2qqxtpA68CAYoRQEBxzLIGytFkmijlPUGxGBD+HA/bse55M4V/awj7LLmfLpxLciRsob3d7lXSNzFwIE8fQsenXUdmCHkn9b0CskoWU8RV7h6YhZuPs3loau6Pjq9sQEBavlM4eZliBM4afsMlkCk/dU4cDnqHXtbrNd/NUM3BqpZr/QUHKlpkQ8PXf1HrGLsmoo31SOswNHcNtuFC7vLyv4Z5C+228y60rYSvj9Yghy+w5KWB5i7QtuGVQ0Y5WzHWxdUqr2JvilcNNjLt0qo/RArL1PeqJxH/tnIVuW6WiOuHPIitFqmjO+x1FeN9akEOQsmf+62Vr6ATL7RefU4W/OqQymV1ZyN1RBXAkxBcToGu8KaiWPHxXGTVokOu8esnROw4q0dkMESFSTWgvW1eM1uD1ldmGkDpAZxsbXb4KWCk2/MGXg1BHmxoiFGKxXbfPMVzGUNX3TchlLUQnamKzbhltcZ1mshXYUiEyAYKdUX3kLPi8pvRTE0B4ceFrnbn34UVAnTJFt/T1pyGvdqANvkSiXSKVNK+rbNz9V5CZHMUyTzJ0m/Y89TIEKLabe6Bk+mk9xwZRlOgSf5xe1yiNuh2w+re+KZswLxeTU4G8OGm4d+QS2PqsvgOXUxEbVcmhTL4qtr4/3QVXp18UDpHyxnQ4nF1YvmMy8Cf300pQHlgmGxTCvnPHJX7suDA5mQSbQe1Yi0Tdlt1pNbEv8QprT0clN/DFasv1LKvkpiLVwa+U1dvt9gvv0Sxy9qK0vyWeai7Ex2oIdwgd3v+Oc3Y1HTEu4N1WQ/mVNVuEB5AbUxKgxZYWFEp2PxZK3jUWkK9/iCFXl+WD87PQxxe/QPeCSllKPguUK90M7QyF+56FESXT8h5siIWtPEZ0n+5ajbq8rQPBP5rHQlDVDfUn2vxb/vQ0Z2w9H2s+ufQhbkYHxkKxpwOB8LmCj2qxe9SMe9r1GNgmdW1xv80lJ3tHMj/J8sLcCDlIo1Uepq0OU7vnCSJh6v0KvJaRMvWJdd0rcWygqgK8J506vHrYLy6Vm6Cj1lwDEblQ6An09DLEv+/Kd9fRcezqMTk+xq7YvXlQ3ixhEVxHtrQd1B34Hobfx1+dK7ydJRDEeVv6XNT1RkDuWxa71e1TZVgxQSyL6Ks25E8Z7Ln3M/0NwBehT78ovM0pBGxHOoTBy31ML9tPHXJdBbrYb2cMu0vdmzQakiQMGyUJTG8vgsqUxeMNvW6v65QlsircoeAfazKrnjmlqIexqj/aCM5ntiNu/Bc7TmxcF8NO+sV3E//cNZO6krlNXxAtQLnBUL4jsRCwEqMK0Kf4dc2/WYAshr1y9KSEpWJ+gJTibbuM0t7LgOxkhNVLyMMWpLXeeLpVA8k6auqLsalX5pSHz7NQZXgkhnuVJ3w5reDoyoiwEZJtbPy5SEotHO4+E6AY2iM4bebF818zOEIi3HcXr0KVy/+S2O1oiTVeYNEilkhaJxNPqBft+qKCfAillhcxpTo4I5IeVV2GcsSApHjP+TsElS4AORoPleMFypqruz9AusX5G+tt852qJOWA4WDDJOuqrmpTCEWtDkmOmK+dphLnNAVMFjW3i4ueOCKXijvG6QUee2A4nsSALLSCcd+vsIIfqlEdkh+/x4tITFVtJY9neCn/PD2ujC3OcgY0pZKr6bOWJpSe1Sr5ijtMLZAuU/sR9uoilAAM74a1MiPUv5NYi4nL0UHkXSyW23mtEObKncnbQkjr/SyuoPt1w96Aps9/OhMn8Ocl6EDLHvyW3Nlm8eUzsPTHLFW45sDfvSSTFf2BXxOoTIKIZLoTSRa0Wl+uysi3nvrfs+3logsRjmwpmGJq40PwAFjaptYn7TWn1NQ1uGgvK/H0Fpj5A8xykAdkqJlITpJ9w3IKymDtJ4GXLSPwWDWA6F53R4yUU4Ck+e8FykqM26U1MGmcNn9/3RiK8zXSkfFDBzJDXd6mylM5oyakh2gd+tOecklRJBTWwIoN1GIigsOcpXEacU+vfjJL4O5vsj1vp1s3pXWeT2ril5zWRzqrzvA2ak8Y4xlX294Ffz45tebMcwL9/HjWDCmyeYPZTwEQVe5QuJtAJGqijCbHRYHhzrnLKOgFZWC52UiGWPZyVFLWXSvPcJJFcHyZshtKvATj4tAiQzfXldZbE4VROOSGgdmcqHmzisn+K8pIe+EuRpFGRoIUaK28AYdOkMy3ZgJsW7ig9B7DsCfNske9NMQZcexHqWFyGp8tJBCoZw43N1JcG2YsfFdmNDeSlXGw5+Niso8+SIPhQbk/ozAkfvRHq2pRf8/NiFmQYONPgYtlCah7OCQwZpHV6VLB2qgqiGbA8Xx5k1Whif2yiYFLMpRhEAw2k9ZIqGJQgqyNV778+6S/24mTwlpZ159wRYLgOSKebqgCOQhRBC+1qpJkwfgvuDvfiobK4S10lZeCZsHLDrROo15N8aDkQrDdH+6d3wcqQFAqoxWmPwDOIDZsohwh0gbUK6ItskFhkkVm0aNBo+4qtdB830YNaqUZfcoLk7BV7c7VBcCjYDDSNunx5hd682ge/4ICEhZmhe5dcNFd651F3yE99TEtWm11Sk0Lbm9cuFJG8k3oz+wo4kGEQXHdVrr8RuDOMWoi7DeQv8csxwiwypa9tZWGBmnbLyVH3HHAnCfYaVSBLJlo3k+/oRS4IXLWG2/ldXaheEfr8XA1b74oFbTYl4x2rdLUIkThPiimwHoVctFh1Y71CmqZSsAdeglqa/Md/aW8gMShU8U8H3L28tknAYIhcSyv8TADByMQG6ZFCbAkeo1+xEFuECFuOAxjTdKIGyKB4mFw3ZG7Lbkpckva5laF/Tc/AzHkRJ4Apk24BqZKozlLIq/eDGZFXduOLz2oZXHGxvnt51lpU9Lx6WrP87S3/OEzPkqiwb06lPqmP4HvJbODV2fKrMqZK3FWxtfSkD32sb9reo6k7ADc1Zg8SaRa1Tjw2uMYSvQ7Mx0ggSdIong9lOmy3gZvri9wJwpQT/fCanRYJ3cGFT3xutF//XaBpsGXbznVWM0KLle7xadVLJ6OWVw4YJM/tFVqVSWg/oDsIktekSk1XTalta/eHU5ceVp8laJiFoaBqjMmYzlVr5S9TGVN1zsL2oAgfQIeKFEFwNpZFoVXURgakgHueKCTd2AxMN4bFTrFV6HbSRWVqzfX0xipdxzGtzEm9pvO4CPY+BAwdhkE7ajNvsvtKSqdq/I4lKd0pYc6kA0ayebCsmjiN/iyygGQCrmGdjqfqTus1pEvKHNSit8laQcBl+BwJQfVS0qRPnnWF145/NbpxAlW4PN7sGuY7s1uXl5UWx9KsVkJP8NhYiZ3gKcSmJDPj2eSE8yp6IK01JpefBVAAAcF8ErIpVd9IEhk2ttpMrDpIAzK+HmLa4DZNsIGEm1t7p1bFhqinZ4zTnFtCU41NqHKLOn/ioqD+wBkxaHKR/q2MeI9cHQOuiEY6yeKhzpvbwYauRHy0Xx4rYZD3z41YwMBG9QnBd/geUM7FkT8FK0iAwKuJaTadTVkw4dGUaUnFW8qoYNmueu+U1DMOTY4fKU1paaFuU5RH4IxhpoNQLECC4Elvwl2aZNMYTv44ia0BHFzKcPj5FL9MJ8M+BeigRrSfaYg/l70DHxPDxxOgDwrip4eL51D4s49zV1e+HIPUwsMV/P4jObUAYgBEf2DVnNKTuwDJFSyonzNWBozbNSxrdnO/apk10nDw3CArP06Bb9DDWZuc0MXC1JMW2Mc9DYW0m+Ha7VJo07mzAr6EsqzJ55wIdcZooE08WjV90yzhyKCjFHcrgcFKK2VOHmiRtRVMe++1o1o/baIgyqtOwESsbyjieFsVc5Ls/eaYItzaD88aLGu2ieW7asmKlJoJWmsngGrQISyemYPznaIzMAXvP3IpiDrAZG2HXUSTRZPv2FUauVUE8xPpiHhNi0IV0kKpakAWeF1TuFetx4pwtPZO83MbtVry2SkteW1uBkDSrjVyohEjAMi+qB08kV59soOzeMh9ufATG9INpepGJqvHaY2d/JSt5V9kHnadi8HDndfQLOywkrP5l2Lg2iuWfc/ssADJuHKXNksVqEvp+qu3RhWm1bzWB+aUvXiIZlavp1ro4hzLBz2gUV1gVrYxhP0sHBvWefrY2zzsIrjnoNjFNt6JgVKvXfHgcPl9s02qpWHGTG8HGkK2AVVMRM7W8rXnyFf9GkfF2040PHvULJm0MKVcOxgLwjnWRrGvB0RSBKUu/Ib4jiZ1Bp24+dcPho+2NiKVwiAJXF4ruq0uLI7crONwSoW/oDxPXk0otcjbQrbiWtwHx4ZycW7robWKb/cZThkY59lK5gmFLEamwtozcmW1X6jlKWOPKcJ4dmlEauxipHB/FbApsJq6+64BSHvJ6f20eFcn82JGSvbhbQL7l0mtiYQdc99lOb+dFcsGZnIuDQe6X1OdgsKdOAaQIVObuIi/ixEs96gkW43QF37BD9T/o+qPto3Gl4xEoQo/US3qgOtgINDwI8U7qoZDvaFryUhQUkmkgufkiQAKtHJFbwan79y6s+XLi6pHo9lZYqw5bdvzs2SOcRdk/a3F2Zt9ZEQNz0TZVQBHW+8Edkjzpgc4mSsV/SR+wsk0qXlQbYaML6Yz9mf/9prKzlkjWbk2Jq6xkZqUKEuKhisoqdCjyN+h/SbcpOWuTWSWsfueImsOwSWIaIXLyILdZljUa0vIPKzHQSHpOH0uDVBxI+4jwyg7q61GLZcwRrqm3zDGe15UDbTiUu9D/W8ZLsRjYdI8bksh6GR/su8QMkahsIisgRHFpNgNcjRunUnAFsX/qhdfa4nltvr2euSsBly90rlBeL5fvaGW7X/6ZAwwPpcTe5u7YXd4CNBsddNSUXzChYk8w/s5CZWej0u+vcLyJi80CULmLux9JijOvxJpzom0vGuZtoZOiR2eMQFxQtuDWydpDtdnV1lrp+T8LFtxVLiqsI5s/HCzK+iGUJxFcyWJYT/3vH8ddSt3liTPQ5ySpS1p3dE3BzAlnT0E2SHsK/35Gnbg1i/yez7sUNNJSS7yu19QvZdV9myP2hrk14QI7gtg6WDXx2ojamubrDQK3Lg2XZijfzbzV4e4AZfuW9qJzDtg6zrlK6W3CeiXFsdCKM1HZBSgQOWrzsDA3ioEcRlr5Ce8qmwBo6RJmrCJYsnG6DrkeIveYVNmN6xAeIMZoWXyhjGjAiFRkTd8b8k59lU7Yq4pFHhCGGLiuFSaCXVy1afsEsQ06YJZs8tb8Jq6QLilhGC02trha6DVFuHml9/BBdveB/k7jXP40WK2z32+bMLjrZ0tn6L8xPi2DaY+coMtN1YtjvPMs25Mr8Ozy/DVME3sz1pWXHfLTWMWuWTNsjrQ9Wg5zGW1HoXVVvuDdf2leGnCucMPduN9tSlglnSay5t36KMKcjSvH1ZbOKizlcXABj6xD864oqftQUXDwKrIvnvWfh3Vf2JR8cYcTc8i73Pyom8t/f4QNLFYrk06lL7QDL62je34wfKRS99FvrERMDJ+H1ooBRD2kE2n9llM5EfQSE0XnHWyFoIxa12G9EZuez6Hoq64sIEmrB/xjc72R1+0caThffk9oF4zv60glz7cMn1bWi4yDhItyUrpLsbCLaN8qfWtlimMoJApHe9vv5cdGM0q1F314Q0VqXShbsYqBoKjlxl4nklIl37vGrGlI7GzWrOS80xvEplvvTmujQXS6MD5r8sCV5RRDhUAILr6Xgidu/2yYm7eqf9mFlxl8Pc4CaJJOVBRo32XLN0TVLI3C74f2RIOR6KdR9shnAq7QiG5AJLDFvSwXzcR8I+6KRT6xl4y8sKwytKgbIi5HToaT2IPlFt+JO3dn/ncsyWLecs/7gcKMnV63FK4XYk1FXNxAxDoQQqIsuiosaG10jRzU7Uz1UC3ojQZ2onqdkI5jGq+4EeUmrsf6pOY6SdfbgPS2tEvaYJwvJJsXrU1Uu+SFb53E8wQvIa8Gr9Ifg1dmgtLiQ+FL4fuLI+9cMVFcIi9yiiTL+b+ctXMKwteg7Gqt6qxFO7Fq8fNVo1Vh9S1gI411JGFgQATOwN3y5DZe3F1Y6PjJLasp8IYMByQB1zRf1JvX5iKfs233YxCtVGasLQjGdQghXd1F0FErgCy44uGODLRzCBICHml4BG7cytZCQjPdaQeQxLEIBHsh/5o0X4WT4j8Ji4PuEX/yT3nNRk2bMiczCQueb3bhlEGFQZEdBgHTy/CmvMOWLGVSsqFuFQJKaUP6jfgSg9iV3J7bXc3GqD5mafeI2JS9Gaj+Z+U7vZA/GJ/wmXpXk+RAbgEvt3XwD/wSfeEKol/fgquGcKCFmTZ4T+vH1muTbOFcAliUffZGXr5dz6EP84NI+WxocMcsgGZ15mv5/xIWNh22iCWCODzry1EfRamNJCaxTTVSXLa4VM4ZmLILBC9IFN+spYIgUkO0aWV+AbLMek+roWCg8iv9CHVBs+vrIsGkzQ1v3VrXH+4WyeqkajMTCQCqDszFAfIMA5PV92/frKyeZJ42TQdqDruyXhC9/oRRS0VaTtCW8Ul6Ab4RDNFqGc96OqBQtn7MCbOwPzYDe7+Jx7lP/SQEpVqcJJYLpiPJEPbbuK5DHdPCOHNCiRk96F7NKwwS0TE/b74MdA6VtQG+9tzYIJiQQ/tUBm059pHSUKBLfmOLyo4aCvk/6+XdgsLj4+DgG4WDL80Iv8mKDyNN1aJTVjYczu4VMe+wFhRgzOvsialvAJ/vnG9S+0gquP39mJVhwNTLvBVZ5EzZAw83zWnHtZI60hbCfwC8GexGrLNpFyClzfY/mQDnrChGZVyzJGQMob2PlrsjpE2h3fWdN2H1a3W09S2fZOUJjSuwLEkLSYKlqmB9cBC1C7Pu8HZOcFT+uB1zeIMbqyUiUisx3R/NfXC3rGQo3UGrSYsAwDCL8VW4oWBJjUC6NR+F2dHJ6TCo/uztbtagNCmNUF7vwhrinm+ApZuw3JgASbMGYLXLaQ354tYBO0hSLYkbgI8RpZqqP1YkA0h4s7oP/HQ0x+N8oeqfuJTq0jIXq0CzO/XMoaOY4dvZr5gGCBqeWRM50bS3kskLYnr6PsRnc7Hrs3ebK9yG3JYY4kBGBAmm6OllqPU1kOGfcOQUT782MWt6YFhajj/4eJVFd0+w3YU115G/4XO4VP4Q3xaIfw/IlI9RhRCjuwoUoLkFfL93DHRDjs4sOvAnByt6CiV9XvovzxjDVlVzO+0bCePbcUEQCqoQlFGT6qfOeMjOQm4UxH75S0k1XOr9XVj901vuGB+Xt+aEEUx0cV/JBmhyLh+pH6Jv2MLF1KuRNzQYpnE0HH5NBd5nwzIbbJYtE4TkkEnzwhqfcBQnYrsRAK7N4TuU5kLon+O29f2RN/g0s5f0GUexj/E0rvAKOunu+iwJaGiVZTwsBATshZ0MylZvWaUN8Thz+McF0uyPLvY283eLobvJ6k1YLj5UR61LjzUxS7ckt6VIaWYradWf/DSHiNjH1IAGE2SnB1XoxnrtT5rh27HrhXbdRXB0ioB04CYy3zB0GE7vzfqx+JPtYfYVX7YAKp77fV5f0WxKVik6VpWK3BeT8W3woN5jvlEXGG/JO8R3FwHpd8LqX4Wyqny10ZEn4eaUmDZeCieQnOXeIhOGDWJgAvb5Jc25iu0JJsAKNmRkIm0YsnMD/b71bhat5ZjIR24br6HRfD5mS3ySxRC3+SUpZ1rq3gjinVEE48shGt2TesSdonEQUWoAD2daI/CVLnjvjHwTlhtOUeNNUbrSKNItEE1ERSLfslhnANJYIIBDxwE6XfVObgW2C+3W69I8J9LQsFmfxt2jVihw1GLztKTj4hiy55l3WnbNmh7Rt5hLc1iISPz5wLp7yA/AUwOI9xAhWsmQWNAiEIxX4AwZYWv3vC8CsQHFD0y2Dx8LyswCL7VbaZOqI7O/FxamCVLYWBGiHfb2UI57RFl8dm9prOqNhPjJH6IOk9hv3OihphZZBwf35aVqBA3yVweGtx1aT+iUeXeEK882zieS7tQyUOVbdFSiV3S2A+tvl0/yPYYNHNE5RRIHBtWk4dYe73fzLix2JCQLkLnXCScQHjFONiJvJ+TH7hQXwj8N6AsARnBEE7/KpJhS2zAYJPeTkZmim0LNxKV07l4a2AZisvHJxfDAvNEoqDS3DdL+vhlXloOJJURyNge8WJlbs/neyIy4hdjg1DpfkIXGN9ztSPJCFjBNSsi2C/zR7BTF0CBR+OHK6PD2U+fGJ2EFNFpjaVtNrAQ8oBi9FhbSVZ8agJn/UIyC5gMxqklH8YqsLCX3vtE4xfLcFTKzbwOOIdeGJ9x9HbfTBsPa1+3m2CSDCpPeRqAmzk2vbTpvR9ke+YqIsdGrFpK2UvR82nREU1F5xydX5JOwshsf5dyhtF6cTXI6Pu9+zVQbICt8GojYaEt40uXvA0c/mPpu2lDopY5xqZ1pFFct5oZ4DgKJYEXDMpSgC69J3ypgsVpxjJofxdE2xc2xk5aFpUP02Sh09DfMN1Eqs3rdm7aIVsf5B8LCzODFqh5IJ3ILk+nPNAiTamxNmUtiNpGAcg5VuMBoWOP2nYQTSdAl9SiAreMS7jVGriYJ7HKT8q6DsyZ/PNgZY2XpAwFqVvRAY4auBGBlbR1Ga6QzqeuQENiaHMBUA10WZsPTegRtYi1NDGW+O1nfCMul9CVqhT4ptbR672jzSCVuc64qTVielbRWu8Vu+5srBFJj4JKNb/nOAUOBoRpd5pwPB5k6g8Fb6yWaZOoLoTgwHL73bQOByIc+QB6p9PG9S1ue7Nze7hwnOT/J6quwXseHoPB2GYil+vVx2KnpfPfEVJ3cR8jZwMNqiPNmD9Bac+u7PNBWrW7t030sWX0CWJgVMiLB1uSV6oYB9IvthS0ofnmSlq6u58LtcEf5aZDoyYE+Po2sM+30LtMZX5ZiDcdVngDlX8PKRtkg5+itwbpxYucKjVW+MDk69gax/X1hubH0IMBdQz0ujU9rF+fBpNjIUfUwTElcTCr7XDPvypGv5wXKMTKVm1vQ+HYlUvIVbmNSdFdKQyVFBFUduqt0SMYI03u4T0eXXpxFereNNcmyixd5KRMRouRoy2O3uVlOKVUgqUq+IKYtdOtPCOsVuGkbJOwP0rFLVq0hKthyszk4lOfpX6MiEvDxjpsb5qREo+xADrnCjqkIoPTCaJwV/U599mSzUwAQ8WkaBMZa6RK2ekd/cE8x4UzTOTHH4bikC8cKgqE++xg0lfLc4eOQSZMo/yVeyaOOfeWd2UoAgOHqxCGLam1DVzEi8L6HuJLZ+4+FlTUFu9esKbK8erL3Zw7OzqI4NrkLyzbR7Znt0qxDQrklZ1FMPvVLFB75LpH4/JLTgy7O0kqafaNe+lEZrnrxVW8qYWXqzMuoHuQHgB06zmlJVng2E5msEJijggVMHxPu6Ko860BGIzs3/dfRzt8I69WVaCucUtElq215NVdqTCmWbjFp+u7u4gDVovejI6BQRazsim035kNXDiySZ1q6a2+Do0KwnmKV9uK7pFjLdXXUi68WQjYYNcgYpe4/PxG+BIM0K9vIyaqXf8bbenwzBvsbYbnfQGfYgm/AK/DlTHsNxLSoXgYF0fMG5DDviCyvw2R3REuwaexdmU2NvEokaETJHRBjLVEQ6Vog9kxgEYuvqQT7UdEh7p1mxXISmBdraU2GzbM3iOXhRc6QrnnHyeZZBEGk4n1Z3RE1zWe34UfC6rNbxeEM2CvIGc2Gb6tPSGaG4D4xkyBL1O81+bGL9FCBuDmSyTLOyTqXQjpRmwJwnie4zdzCPlQuDcBUXjv/cscv4WW2p1EM927jHEpW/t2xTF8pYqA7WhDK2eDdByXpPYwNXPddHvE7YYm5FUnpDdUO+uZZQytdi4juOIi1wJgcP8QyeySwqxxjaq0Ljh2YzhkvewyCUqHcccCJPmMf3dMnFeiCoX7EtjOxsUgAQWM4hzqc6+Xu+JLDD1sgE8DRGPsCkGeB/fmMvTdMj3py0G/S/DRow9janeSFb7PJAYaC9k9oSswO/bez6L8VFia10rwIu6zmisIqr0ygL+wl4CNQ5X72vYYiDSWdh2b6udoIDLphS1m0RwtJjuqEPFEEqnMVzccgNtrdsxVVVFaD3EXkTotgvO9KA5y7FjnneGDkA6g3YYBOBBuLwRGUEFbxl+itxAZO9rj+tLCyZ0puu/blZms6EMrpHQmSBZba6OuCHUoYV/Nx8r0dGy+5xhLpDYMB6oLlgTp1Frj6qXlCrI5VNdTmuKtR75YpXLGHQ5pRSz0uiYIgCTpHCSIwnYpZTyPDhzoc9O1IDJKyCc0K69uF9QNh4buhFNlXzhJaaXnGwVFihaBSUbcrzIyA7n2w3QkK3poDpaEDtWq0ATUslGm6nMo847z12kdwHQEteTZi+zOVjs+1hSKIHDeWgkC/0/wpyDnZZTwVYvnB6AwiWoqPcdcqxJMyESciAhmR5y30fcT0I2H1ddio9t+bm/3+yxEtKpqiRe9FEQ8iCRTp7KkUWRlQSXG9FSdjpY9SAl1om2Ud7rCroLlXzEV48jzzZPc1ktgQp32EOtOJ714HktAIm5LX49FWwJnBsJTIg0+cQ6dvLOHvCAugC/WkOHUCekEvLzmZ8D3NNPL+OSg6PRH8s8o8r015P8D8sm18VQTtOBdZIYnXH0a7c6ajM3+pAdSDMhoL1o3JW7+gUP8xr+z1F/HzYQ5TrCVT4GWCRoSpSw75ZGHlRU61Y7ZIW64Ht7LDa89WFNOPjWTyTwjL9cXkCgxpsxDiU85vdQAAFXdJREFUPVlLaLZZAsiK2RtyijnHgUWRKUcMmmcNA6GkOVXwvawFrUb/TbtbDopTISqnbqEXO8YZ/bO0/fhfgxjKp6kmPLhEMK5wJdW/hQ4e7R+t2YTFolxkn0J7bRKKZ1Cz1n3s+08K6/W6+equzIEDaYOzkb2HsYPoccam0sHw2meJB0Th3f9CrcrRhPsQp5eIE9q7wUBD1BbELN6ynf5CRkit5Y3a+5kRVYmH802jv7hANnWliP4bzV03ZGz2gfzQV6n0MDsp3uJsHSJl2d/UzE8JK+vSR01mbpjLw5+YkkhODBC1otlupTFwR46Fm5dohchwo8nrrIliAEH1bqiqKoe99Qq6HDI3QdokLJfaqN34aDFo27gGBYrmWUbLnaFUQJg5GlXxggkVPkhCI46sqWjCJmDjbxl28wEjfbEfiuTHwrLJiXTnCFLlI5pYUI1WuSzj5NNl1c8+lNA5+5v+lt2LtchtGp6JrBvnWLdwRrY1qXwmMy0zP47CmG3HsHLIvOqbtzR3qahYDOtKKYkE/3MdoWJD+NyL2Y68OpsfaPffF1Z/mHcLUJZ/loY9p+7WXt9aKnNzGY7Tr8q6oF2cMzZQXKK7ffpeY2UAmaTWIqT+Notm3KD75QPN43upGXknF19x6DAe5tToPQLJINWopj6WodR7VpBQJClGOaIAdLI3dANYuxJSPiLIaVL8nHf/SWE5eLiwgrCp2VFZrqSg0xSGC8DVvrYeGoZ8Oo7JcLPL8LFVhiKyBgPDmkaFcpYo30npAOdi5Bk+VaEcZ9W6dCZwVxw8ZVm0Z6PMPHPGteBOLMNpDRwEEqRSMB7B9eXbOn7GPoK+vvj1e39OWI74z/wgowbiOaXjHU1RZyV1BgzejcdmdG0cqHtaHVXXN0bSsmfdknYbuOm+AMN3tQlvw9q+Q5+1AzuiAkemCXNgiY6RKFJwXNfIlnRKKhp2FUYSq+p6GvQdQZz0nBYOdTf1vhfFiX73H2/CPxBW/xxzrHwQDVbgWpaYUqYpFZQ5QiP0hKCHk9Gqi/ZuF42jxpjIifnDHHW1XD9rbr8cT85QwGnLLsSEZaMzy14vth8Sk0CNGOfRCUh09lexLFCW3wX1iKISGrQj5uIRNGvY2/aWaiikBvkG4u/J6veFhWp8vLprarLSqECMGdJc/ZDCLX4zOkdO6f4aPHzqqLsfWcuv74sO7MGcbF/vLombo+j5wYk2hDCPJ/nATuWTYaOHSubKW5CTdpOVUjx4tGcYv48Jy/H7wiLE+2mxQ5RnhBk6mrm6fmDhKMeJYQ+zsT5i2N3TWw8os5zW5FyXT4wMOGKKX7+/2YbbyEsc7QIch4adAoLGFu21qZ3IyFcDUAIXjiv1/BAvF7F3pD6d1MPrJLR3r9PL34vu9xXWHwsLE1zFcX3rHXDuU/E+CbvqZhtbApzkq17ae5/I1SEHj2TavuAB2VdAMERBubXBBxtDE5MrfkB20ldDQrDaNLBS0RCEPwfF+Rph3iTzc8wLbmn+SoMFkzXYiGn87Xc34R8Lq2cDF+HbDtLH153BuYs4rnZGhyT1DrUxujabtUMTfmv9oiC5c0RE5z7fXfWxbs2Vy7grp2zCXVq5vwGq6awg4+bp9chmIrVXUMzQaxiWVr6oSKQC6WGalqP7bIMfruSh2UvnOyzZP5LVHwrL9Y+1cI5EVR8ujzCyf8WqAleS7yr2HnKmamEMRM4v17ZncYGuiX9ZWlcvS0ruQicPgIhE0tFm3y8xxhRjiQ+1GWbNctq107FrLXNlF4SC+rj32+uh6isW0mbbsi0ZR/dNOefPCsu9+pdngfNrGEAcnnnxxXPmo/u0tyzVSaowcBVNZuA/E53vhQ5E6og+/H72FXaEe3ulUlXTC8FZKaxzNtZGMeBNVg3Q+miEWazsby32IKFWJx2K3uEPZfUTwnLn0dbFxAA4Ys7csOYHSf4QSqvYr0i2oZ0T6SxFkZVPH5cm38ViVEUzZ99t53Tzpow+Xx1dUEeWGycHtYx7a71g0AOEUarBDd9aZUfyolgHTw8o/J/CaHZPNgEL2hAl0GwUSEWVvck/BFP/lLDYpykNLjDupd2RxwwXwkXiSrXSbz5ZEJPPYFXHyzm/rVW6RpWdtompGBTFmq5EDyU0fod7TuUkQtIWLqsb8BwYzYZNPlqjgc6pGIMSxsT8IDn6dvyMsPqtI84npIIejho+KdRhWXUpWsuZcLV0SFlFcWTyiRVF5sPZ5iV5YxDRukK3TyHgHhfY+707B2G9bTiCZ0kJsUMti12PjixjiFxjGUlmuX+OtDzYBqm13JIsKpIxCD6MT//7R8r9Z4WVlfxJTzyVKiBdlwG9CE+03RF1ExVkk++zEAMuzKQl0jFHNDqfeuRj4Oyhd1m5eyXnmQInbA3BEgoVF+rbGJXAQPLVhs1USzHTy8csPGJRLHol/HIziogYLK5EgpIBiI+/77n/KWG51yOQaTYVbyVaoh0J7WmugSgu2eD4nMsnT92XspCSWcWVNqCbUQ65a0Sdk463H2uDqC1LgRUkuRTruconDVIXXOmg4CV7p3q4Ov75e0fudA02+b5M+BeF5V5xAPGI19QdPQ9WPKt/hAh/bQ54klQrlQTGckysAMJrVKkF4eJdpRqNUgVidk8BnZZQBo0XG4I89ctKSTAihG/e+cobY6GPjSm+Rte3ZGk1GxjdrBQWsnPVgk7vK7jo3xJW3li/8GpLIEhC40/vofSAjbjTdx7GheOmshYbYvlubn2pYNsi031r+Nr9K75me43M693/KNnwYl1KPJjtzHBjHLmd9Wdl9dPCyg5OIUfSRnxEcf/i8M40MMvQTAoagDP/sJUdQ5oTeQv3Cxbmu9YmitKyWcubDwWgXQxkVvIxukpwxzLQLq3XzmJzF/yZbYalhJN1Htj/DDBV6nzY46+fldXPCwt5kA1lPy8L9/+Ku9L1tnEkCIAiqWN23/81d1cUKR7Aoqobh2QnsQ47+JEv41Eks4Wj0V3HEkODJlbxKnRiKGRIhIthiRvsaH3GPJNT14w9y4Y+g+LlgRWeVoHlOfauxOrucoppyjsY041N6jAOlGcbSu9cBD2DfJ0UZGJiLEXWK7/C7Q+356eCZbZU+zQKq3Bbk9QTRMqD/61uTKwgN4DPT7zQmx2o5zs/QpSajeKtqXw35ROOXpqrTE5p2d3e2NFnoA0z2/zjOX4PAq5rXIEbO2m/JrSqDejJBTbGbYJjOz/8spfzUrBEoj+RK4DQE+uNeBpix4xn3rXX7UHPZrdSdQ3Iy9ZsYUQfjbLoS1K2iok9wF+cU03XoCEbam13AZpJoEJZPUy2ekPaXIfNzaP2udMkPyxJd9+W+M4dlXoE20Y63wJjr/WBWD0ULAN/kNR+p7owRe6PSf8hho9sAr1N1FuB0xQAhc0pGW6SPgfmq8My4l0OOIP+Nx51ea+J83gwmuVmVwqTAbRGimkYBf12s45l9j0Uq8eCBekA1prq4hn2rMDrCTA86G+6rOIsyBh5GOZHmzkodIFzyx2BZxrVMIMwY+pzN3r/GZu2iBGZKlY6c5lUMfl0TXKtiCeK6oOadPWcC5dd6ljSIA/u1/3UNwTLtLtc/4/LoqSCUtRqM9tlKzXorZpjPM5v0FZD3MZ4s7XYhAA1c0Fbhht+eAf5wKPqVGn1E9Q5IOP76AcDSdtQPvczsycjoOJHxoPBMutRo5VAmsIBlTaeFfhdsu7GH/S8X1XONOXaqQ7IGSFa3Q3lV6FoCpuDjQo/ZmhrGHE9tRSczHyX5OiMDAXp/cr6JM6cz6NBjN+SlZ6+PB4NVozWROffEK7Y37cVyH0fL3sX8M/ku0RDgWm+jZcx60eyRMXm1W8r2+dimwjaDTc/VIjjUy5bDzTYYOHsOrq2L5jYAD4dnS5bzSOk5SUlY73aoRd1ChaYHequdVWsM8BXMH5xe380Vo8Hy6xpP8VODYlp56XYUV5ilTbmSmUFS5AojUAkC8GiRsDPWa0M+IbpNOrNAEUKW7VB1wA7SdBcb5OJlFNZAVmdKDM9n6ZbU9W78VSsngiW6a8xR4B6NUtzsxrHTQcH6KaKUPl4o4cyeWhEUhmbkfCx5JrroYV/wuYycqMbtZwekwcIzMa1exzLlg0xcE+PRuTbK3gVOSmwmHIKArZUMOFfBZn2sUilhC/j59/F8hfjiWDFaB1447PcIn2qiEJUySsEIX/5vvrTmcQcTuYvuDSWRIGgt3IVyiaNgb4eglqeeXnWqr/+f+JFT4P5sKEHcze9UqjMuH6pJnM3nglWvPY30sSN6VEQZReIyKE2s6WunHQ2KXluqEEk7aEgokg88+Hv3BxmafhzIG2HA0o8D4cqa1jBL5TqVwepkEF6mIZrbwEZcjIXC/DkiQcHyHvq0YsNTN+6gjWcu08kf78pWOijhkBMhyK3wYFHgWa39VffCwJh0HKv3qWRZ2MtgTrH9jyNI6g0TXFxZKRYaHuuti35EMfZcYWWUro/Al5iaUIA8kSwsNkrjQ/USVmJ2JO54f2utRXVh6GCYP9zT/1ksOItT/R0jRZGpfxiyDa/KhOdRUuaIqgmng8X8jJz8x4Vg1sMSHr7/Zo2LFxeDlPlLdrQuRQbIoGCPlQK+8LvNvwmkK5s2aAwbV/x3X5B3/zzeDZYcSpc8SVTyUc65fzqxUvh5NR3cmJlZhRPJAN5qsueCI+YB8RMgWBYz5ybwiqYZT3BFWNf1IJg51DmAsocqDPGWbxz5hxPzAnudAgeQVLSpt6Y3YfCJVMEcdzvfntMfk+wwPQDPUclzZIdnTFGNS0IvUFRaUigO0OsNZFZ2JN9DoGvfO9xe/LOuDIhPvYrlUfQ8FPQDzFJZNMl9E76wJuiBdFzTy5BjOeDBR5GCwYzan0ib7yZfQa5T2LWQFHycqV20udcoaOwEN68pau5PC0X9nQcmpxi+XAfLafSsPETl1bEabQ2m09dzdXsLZUwTtKHs/Z6vBKsmEPEFJI+vPTbpApdmSPgxzlrkpoVH4ToUzaCsCmLYjQmghz8g+W8AvQlOSAkBZzqPgkSfz49R3ETk0pbiUvSrrtbcd35lVi9FizTrwcUclGZpeqzoW1gmlyL2I0RKJ8MAaUwd8oHGAXGUrE86bhnhQVxQ7udWaRVZNOHZupYRk5XBoXcYjWWCkUK9Ryeya7KeC1YWFC255XD70xM9PCLIxmwkkyH4xwoqxYzKfy+A8X9KWaAql88LCkP0IBI3YpIrYdWAjn2MazT1s+NW5pti4eEdDVgXbFnV5D+t928rDvUugfAtVkiotcg7ROdJLbUAOis9w8WGd4erLgUz/9KeDClZMgcko0q3mnRAWTWmTlOhki+Ib1WytRGFdq9ujdzv/KFdpx7+5A0GsA10wI0F5ylR1DpTsuZUtcfzx9kGh4eLwcrnoqUgOvSBYRcHrJyWM3p5sthxm8txmi8KbopCFEDjG7cX8Q4neR4EAPoLYEMSxJUkyWQtO8jcHw4Pqv1pHgI+dnjfenVOkMCKU54a1U4dt29/qivv4OBR8q/b3+iGDts16I8Jk1gkwCE4ukbPhqLopCZWbqLNKkURKQKS9XJ71QmkNw6/ACGYY5OxomTld5rHl+eVuY9wYoPsy731jsokoNtjiQyCzanpQEfNLk4EjDUVL2u6vzyG4X99vIqWwmbTiIzRrlNu09SBUK5klJ8TtOQgr5lWpk3BStOLug5EazJbRrSJi2QFwBcDMptwHBaPGefBV140Yr2V1eBYuUxwxhvn2j1j5UeZMIG0sxJ9IB7GheQfRfnZZeKyRmMbLr/fkxrnxtvChb2oaP8TiKwJ7/xUAonKlfQpvkTwP1Cn0MDUUi7Wh1d4hV5b9RiEy3uqXZ/91nC66afnBBwQqThPxieqsZ8Ot4WLNNv1/UY5wtBG9DPkYZ9MkROyqe2LDcuS8fOF3CnJZCo960wvwmugQXLAsLNeLqUVnU3b6cJOZyna6VRT4oZdWRVAxf57t3WPFWN+XS8L1g8F3O/hOe5VrS8++yCx04ifixJJSo5uTQKVdqT2DwaVc80GyvzpQ1Y3rHCodw5q3SXd61AjncGK25dvE8T/qfHHHmmqnWJZ8Zqy9d+sR/kX7R0qip0YUn2UwokRQctHLSqyog07Iyrp2d1KlRdr275Mj7ma+O9wQLmqb+0OO6VcgeryHy5xl5W8Ppk94vAEezVDnFqZV21dbsQKyD3YKHyxNN1mwsIaSJYjF9Bc7dz6Qveki7U493Bgu4PVMIILUKazWUYMmToZlnYBN4wkqxnKSKv1LqbEMBBZlExOv4LpyU9e6/WiDG9eA/8bLw/WEw5/WDRe+/B0HQ6oZI4VBm2A31MaF5QSZML4ZUEReXlXI0WoGV6JpUCJAyDlMEIyaJDU7UE59fvNp+M7wgW8qjdLMhZ2vAmVKiMulJpnWDJYHeBkJDAwnskmtL7MRURdEpORhxJssfs56NZ3pOE3o/vCRbae+fjKmm3oFoMg+ZV4g8vsQJcMkwoW3Vihoo2xWghFehUSJ9FGYtyf0OynCFfQDiqglLhkSkTi2yU7xnfFSzkXbOK9bdZXZQl5bYq0lmQ9Skw59yw6+mNnfgRDsIu5I2Isqe062umYp5xJtk6dsPq33sC1uP7goW8a/ZUY8r+1xotWYkZy8uBbjoXLCUDxLIg8VD8VGmkgzDkzAeLTUys3TD270tBP47vDJZBJvGff6yNGzlLnqLV4a6mL0I3CJaKjxki/yfBalPpp7eqsxAX30SewixuM8aof92kt2bL8+/V6t4fxjcHCzu82V3+gXaUz3oQTvMpRqx+QGna1P8c90JNrVwYTi0IVPoCZXFI7M779YW2zRfHtwfLIPOaY7yco9PdYdATTYdlQw8Cj7jHVfog7MXaEGfl1e0FcANdVvePEVkOkYs7ghwRz5LP9AzfPn4iWEbiNbL8DkobtYBsnURwByI+ci5GCz7Bjuly2AqCKXsY+x3xIiZ0a/cTkTI/FixDrOv1FMasnVG2raCFTTeyrB5Thgv2LH8atW7jWOpJOtwyWDTuwrn/AqnyXePngmVoG9+dT7M9aNFXi05xVQGW44wFx3W4WtwwAZ8/iHpIzC7IQ6hVH1szbliN35Go/3L8aLAw+tW5c9tfq6ck2o13oQCindhPHfbSjA5adKhTBX/edWvzdWbEu8aPBwujN4v932kM7Z5kEQi4uAWa9kU0NEArbQm7i3W9plUimHUJh6HvzM+tvWr8lWBh9MDrX68xZBC+Zj9s8UU1mPefTd0DMLf2g5timAx7uX9p/LVgyeiF4nA9w5pp3rsxLlJs6hbitMCvheO8NTFl6Jdua/9emGT8H5wE8Idk3wQ2AAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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lSI7tt8UAgWJxAi2rjxo1lfX199545c+Zr4F4EK3wxBk4+8PpSZ2fnp6+++uof5ubmvnD48OHGwOLiRyBYHKisrFwLM+8X3nrrrW0gVAuh/wauXwyDk1FjY+NjWVlZn4fPfQ98/j+rrq4+IbtdsUggWETcddddC0Oh0J/CbPuF/v7+VbLbEyAWnJQwLtnS0vJlfIG19U5BQcHPSkpKXtq3b99Z2e2LFQLB8sitt96aMjQ0tA466U/PnTt39dTUVLBFJiABJy3oDz+ACeyL119//Zdmz5599ODBgxOy2+V3AsFyCWaiQ0dc293d/bWzZ89uGRkZmSO7TQFqgZMXCNdK6Bv7Fy5cuHf9+vU/PHbs2Ikgk949gWAxgvv6oAN+fNasWU8fPXo0X3Z7AtQHJ7NQKHQfvsDS6l67du2DmZmZ/xXsX2QnECwGKisrbzhz5sw3ent7bx8bGwu2zQQwMzQ0lF9fX/+v8+fPfxn60/dqampw7+Kk7Hb5hUCwHIBW1fDw8Jampqan4d8rZLcnwN/gZBcOh7cMDAzcVFpa+iL0r78MrC1nBIIVhcTExCSYBa9rb29/tKur6+Pj4+OBVeWAOXPmJJw/f152M5QHJ7/W1tYvQb9aCKL13erq6jemp6eD+FYUAsGyYNOmTWth4O0+cuTI4iCPio2PfOQjCW+99VYgWg7AvgUT4raOjo6t0N/aod9tf/XVV4McLgsCwTJw22235YK5/iB0oq8ODQ0tlN0ev4KiBQNPdjN8AwoXCPySEydO7F+xYsWPCwsLn37llVf6ZLdLNQLB0rF+/frNoVDob/v6+tZNTk767rCGAP+Dk2RTU9Mu6IN3Qn/8dk1NzQHZbVKJQLASLuVUJVdUVNxy6tSpfx8ZGQmC6gRceeWVgYXlEpwsu7u7KwcHB//vunXr/qS2tvb/BSuJ/03cC9bq1avvv+KKK3YeO3ZMucJ5mzZtuvSvHwf+/fffn/DLX/5SdjN8DU6e0C9fmTt3bhv0050woT4nu02yiVvBgg6QlpiYeHdjY+NPIpGIkqt/OOife+45LtdGMXzvvfcS2trauFw/gI6BgYFicBV/smbNmtHp6elfgXCNy26TLOJSsCorKxeMjY3thMH6GVXFCkG3igeYdrBt27aERx55hMv1EQy6X3PNNQlvv/02t3vEE9hPYXL9eXFx8Sbovzurq6u7ZLdJBnElWBUVFal9fX3PdnR0fAo6QLrs9sjiySef5Ga5aYCbfeklkieeeCJh586dMZtOMT4+nvXuu+8+CJbxDkw4zc3N/WJtbW1EdrtEEjeCBWI1B8zqv0aryk+lic+dO0d+TbTcME/KyGc/+1lfx53wPcVDOgVOttiP09PTe6Bf/z2IVmwqtAlxIVg333zz1eFw+Pvd3d13qCJWYNo7ih9Ru1TopqF1ZbRC8OfoJlIKFsbgRIoHxuSo7mkn3rLdXezHYG09kp+fvwL699d///vfn5bWGIHEvGBde+21eaFQqGpgYGC57LbowYG1a9cu4fd9+OGHL7mEZj/fs2cP6b14xeCigRYWxdYgu7ajuytbtDD9obOz887R0dHl0M83Hj9+vEdaYwQRs4J14403Zvf19X2rtbX1L8bGxmbJbo8eXKGzGxA46Kj5xS9+ccmK2rFjx2U/R2uCckUSryULFCxRbqHoGJ0VOBkPDw+HVqxY8aPc3Nx/eO211wZlt4kXMSlYYCIvBvfgCZh9tsIspOR7tBMHHHSUaC6fMXaFwojWFf7cLK7lBhmWlR7RrqgK4KTc1NT09YKCguXQ/x8BF7Fddpt4oORg9kJFRUUWuID/1t/fv07VTcs4oDHeIhIUJbQIjEKpWSTQwclX12SlNlCIPT4rv1WdwMk5HA7fPTIyUgjjYHNtbe2w7DZREzOChdtrwCS+u6Oj4ynoZAWy2xMNtABw+V0U6ILiPVGUjIFkLZ7FI81BdGqDZiVSCJZI15ISnKT7+vrWT0xMNK9ateqh+vr6X8XStp6YEazy8vKvtLa2/h3MLjFx/h+lW6XFlIyihBaENrhFW3w8QGtISwPxYtnhc1ElPuUWnLTHx8d/BuOioKys7KeNjY1jsttEQUwI1o033ri+ubn5u5FIJEt2W+zAgeTEAqAMXGPsCgeyMUZFHSdTCS+Co1lXfgcnbxwXS5cuXQDfPia7PRT4XrDAV78dj9jyg1ghot0kFEi8H7qDRotDE0XKgLsq8A6889znSQmOCxCtb8A4ebW2tvZl2e3xim8FC/cDdnR0/CQcDm8NzgI0B10bbVAZY2ZaXAtB64tXcFlWmRmqfCwr8H3hM73llluY/1Z0FY6JiYnUEydO/GbJkiVVRUVFX/bzPkRfClZSUlLKggULftnd3X27KpnrTnHi6mluo1erB11B7TrGa+nbQWkpGF1e1jIz+PeI15VFiqA5LytNxioxTuowuW9DiwvGzx/C97481NV3goUnLZeVlT3Q2Nh4u6ppC9FwEkyncBu1/CrEWF9dy8nSoBw8FG1HoXBbSYLyvfDKJxO9SqyBk3tXV9ftV1999QMwjp7x40nUvhIsMKWvqq+v/+e+vr5K1cSKxf1AF4zHpmY9mnWFGLfiaDlZCGX8CjPmvQqGZlm5defQWtSsR7cuG29uvvlmaffGcXP69Okfg3dyD4ynz4EF2SStMS7wjWChWNXV1f0S663Dt0qJFVosTgeq5qLxTKbUW1eI8V56l40qfqW5ghQWDlUOlIrJnzy2XLGCotXb21sJ4+k5GFf3+0m0fCFY6Aa+8847/4zZ6wmKiRXC4sI4cZe8pjTol+XNrCceS/YokKqtmqmY/KlQusSlBFMcVzC+bvaLe6i8YGGAHWNWAwMDlQkKihVaFtSxDq/X0wue0fXUgtoaVCKj1diiGpCxuh9Q5sZwExJxXHV2dj4A4+wZPwTilRYsTF3A1UBVA+xa2oDe/YqGUSx4oR8UxuCusa0ULpzmEqPrRTUgqSYBHnEsTEvAOBTmtrGg31mgCjiuYHz9GMbZFhhvn1U95UFpwcI8K0xdUFGsEG2lzWnQWkTCqF4UjQF1swFDEXDXu4NUQqPCwKb+vDQXVbVEXRxfOM5SU1N/At/eLbs90VBWsDCDfSYpVEmx0pdloQzqOt26Y4XegjIG1M22nHhtu5YiYVYU0AtuxUJbgdX+3s11NNG1+xxYg/radXkm6roFxxmONxx3KmfEKylYYHKva25uflrlDHYtbcCpO+gUL3lMRgvKGJ/ikVekpUjwWPV0s8KH7cBJREsdcCP+Tt1a1qC+YvGrD4HjDccdjL9Pw3s6Krs9ZiglWFgipry8/M/hof2j6nsDcaBiDIMlMMy7w+pzr4ybnY2pDohXt8SqKCAVqq3wecEvFSCg35QcOXLk4IoVK/6qoaHhf6tWmkYpwcJ6Vq2trX9PLVZOD3xwimbJsK6w8a7EqRdEY66XmTvoNXlVs66066g6KGXXXkf8VAECx9977733dzAez8K3/y67PXqUESysFIrF93jUs8JBRClYWsfjkXfkVtSMsS/j6h+1WOrdT+05UA9KqtQGFURUdtloVmAczsHxCONyv0qVS5UQLKzBHgqFXuJRKVQrr0IFDlQMMLO6g05x6zbqt9sgRjE1u64XwcVngOJkVmeLCqpBTl0xwk27VI9fmYHjEcbl72B8/qkqNeKlCxaeboMHRvT396/ncX2KqgfG67lxB72u/tmhH0TGvYpWrpqXHCx9Jj0vd4tqaw1rxQgn12NBVVfZCTguW1panoBxukOF03ikC1ZPT8+38HQbXrlW2LkoEwetyg3bwbtwn14MncSvvCAqAVLFrTVuMD5/1bYwRQPHJY7PWbNmfQu+fVR2e6QKFh5yCrP8X/A6iovaqtGXZeFdbYGVaGJIHT+xGnx+dHuM8LCEjc/fb/XzcXziOIXx+gPZh7VKEyw8Ph784z08DznVEjspr6cJAy83yM1g0SpYahi345gJiZcYnHZ9Y/yKShj1A9pN4N0oCJiThc/IyXV4WMK8hBwtXfws3NYOYwHHKYzX1+FZboO+c5r7DS2QIlgVFRVzwuHw9wcGBq7idQ/NbaG0hKJVQLDD6WDWDxYVZ2K9BcIrfqWvaeVGBPV/H8uITpXA8drU1PR9GL/31NbWSknVFy5Y8GZTL1y48Fh3d/cdPO+jfZiUHVeflMmKm3Y4jXXYXZuyUxtXIwPs4SUqMkQZx212dvZjMI4fA9GKiL6/cMHq6+t7tq2t7TO89whqbguVlaJ3u1QKmpoFwI2uD5XAGEsr611PXqugVKdHyyxXw0vg8bPYs2eP6f/xKlw4OTmZ3Nzc/PXi4uJ8+PZ+8hvYIFSwZk66+RRvsdIGD2UpYv1sppKrZucWUFa4xPtog8/4bHmtglJdlyq+xpqiwKukkNYOq8mT5+oqjl8cxzCevym6HI0wwVq9enXayMjIrkgkks77XtrAMjuLzy1ah+dZGoRH57YSMzdWYrStP7GCnbCxxo3MxI2i/4iapKzAcQzu4S4Y1187derUOPcbziBMsBITE+9ub2+/T8S9qH17vbvDszSIl1IoGk4tSjdWol/2wnlBRFyIov9Ea6eozwnHc1lZ2e/hyxeF3DBBkGCBCt/f2Nj4E1DlDBH300qLUMWa9IFmNwNdq1DJA2PH5Wn96QVV5DFVFFVDqWJhRuy2/fB4TsZYoizGx8ezGhoafgHjOwOsrOdE3JO7YGHJmJycnJ2ixEpvDlPFmvRWjEoBdydQWQx2s7bqaQS8YmzU236coI8lmiHyoFYc12Bp7bzppptqDx06VMf7ftwF67rrrru1tra2mPd9NKjNYd57AL3gpG1UwWY7S87qPn4TeEp47SHUPgureKrog1rBxS0OhUJ4wz/hfS+ugrV+/fpb6+rq/o3nPYxoHxRVNQVeh46awWql8N6fqGHm0jqNw1DM9CqeL+gEHomdouKprHR0dPwRjveampqDPO/DTbBuu+22XFDdvx0eHhaWZchjRjNWQeDZQSisIRE1ukQfoCByE7TqSbF27qDEyhCJON5h3L/9yiuv9PG6CTfBCofDD+JBjbyubwb1jKayO4iYWWR6i4aq8xrvY7YSqfJzYoHSxTb7fLyKvZNdDbI+CxzvOO7hy8d53YOLYFVWVq5tb2//KmbF8ri+FfoPk8LSMLpcbq/Jq9okdc6QGWaibebmqW6ZIBTZ7ixuu9nn4yWRWfW6WjjecdzD+P9NdXX1CR73IBesxMTEJHiwu4eGhhZSXzsaxi0qFLETY+DS7TVVW0Fjie+ZuSB+DaT7rUyxET/U1cJxX19fvxt0oGR6enqK+vrkggXqet2RI0cWU1/XDj8V+adAlLtq5g7KqAXmt6PreXw+xs/CbAJVYXK8cOHCYtQB+PIY9bVJBWvjxo2ZYBI+KuOkZv3sSbWax+OUZCtYzX2zFUJqMTEbdGZbcnjtl9PjN+uIxwquk2egwnPC8Y86AHpwz+HDh0cor00qWMPDw1u6urr+gPKaTtHPLFSrecYOx3OFkMJCpN7f53TQWf2OLGvMLSL24HnBTx4E6kBubu4W+PIlyuuSCRaYgDc0NTU9PT4+zn1zsxnUH6axiqdqiDD9zZIPWRISjQLqtOqnLCj7EI9j1ewmD5WC8qgDqAegC+Hq6urXqa5LIljoCp45c+YbInOujFCs5kVDdO6RHSJMf+rOj9aWCoeaisBqQnG7cGMmpkbrVbU4LuoB6gLow3Eq15BEsEZGRj7e29t7O8W13GCMoVCsEDrJPVIdr6JmFr/yItyqzP5uobBgKCdTPwg/6kJ+fv7H4cvdFNfzLFhJwKxZs54eGxvjsrkZ3QgUoGgnN/MYCJQWDK9KnEaMQu3FbTRzia1igyxuotvKC/r3q01QrAPWa8UGmRYMr72BvC1e1IV33333aZCJqinA6/U8C9b111+/9ujRo/ler2MF7mHbtWtX1N+htobMZlIvVhuvSpxGeOflUO0LpPg7nFBYB5qovZeIDGFzM0GJeB5DQ0P569atWwtfvuH1Wp4ECw+U6OnpechrI6xwmstitIaidWQns7PZTMpbDFTIn9FDcbS9UeBwIqGwXPGzw3pQVVVVnq+lh/IzoBQCt+PACaLy286ePfsQ6MXnvB5c4dXCWtfd3X2Xx2tYYrfRE2FN0MPfVakmu4YK+TN6eGzERqGhWrxQPQxAiVXOHQWi3jPqRF5e3jr40tOKoWvBuuuuuxa2trY+PTIywi15xcmMx2rmO6kVJLKWkBt4p1xYVUg1Exs3gWiK9AaVVsN442QTtZvPQeTmftQJ1AvQjY/t27fvrNvruBasUCj0SVD5q93+vRPwYWI9qmiIKhEcT1jNumYBd1mBaLTeVE2RoE5AdWIFufkc7CZ76ueLeoG6AV/+0O01XAtWZ2fnF6emppLc/r0d2oxh576xHsLgZnDxLtxHAa8jzXhAETfBfqFqmoRVH3PTj3gmg9p9ztT3Rb1A3UgQLVhYPqa/v3+V25s6wYmwuDVpow1sM3dIpcqOVrBsy4nm8lo9U6zwQIWdxeDUJac4nELDyUEhXoXcST966KGHEp566qkPvudpwcqI2aFuoH64LT/DLFiJQGlp6efd3IwFt/ErO4ssFs7T49nRqJb+o1kTvE6wocZp3XpK3B7Txto2mcUpu7q6Pg8y8uY0wPq3zIJ1ww03XAUdbTvr37Hidmd6tKV3J1UFZMw6rGY/T5fN6v2zrqxGsyaoRJG38Ine3YD9wGnyr7Gf8zgPAK+Jz4D6+fb09GwHHUG3sJH1b5kFq6+v717exfk09bfz+d18SHbIyIeyMvtlxM2cDhC737eCMqVEZCIoC24nPbM+wLtabTRRxt/h8XxRP1BH4Mtvs/4tk2Bt2LBhfVtb20O8611pJ9WoEjuSlebg5b27PbyVtYOyDigUPi21hDX+pE+H0P61O8jUKW6FwaxvuJ308O+MEwPvgLuMSRH1A3UE9OTXR44cqWH5W8eChbGrpUuX3j88PJzD3kQ2nHQeMx/cbqVMhrsnorgdJVaWnqqrpFQHmaqw08Csf/KIM6lQhgZ1BFzD+0FWjrLEshwL1ubNm0uPHTv2CXfNc47TYKCZO2AXUMdOGe2MOx6BSNkdgwJVLN1YRh8GcQPrbg+nv09lwZrR3d39CdQV+LLF6d84FqxQKPSdwcHBIlctY0AvRNEC6F7iBFZn3KkaE9FjJaoUsSHKDHq7fYforlJlvItacfQ6mUV7Jto2NP3EYJWAanaICEu/ZT2qjMKCNQP1BHUFvvyM079xLFhgvm121SpG9KZ5tEGoggnvFi+DzEpUWTYms65+udn4LWq/pshJxut9WPszr7QDlcYOq644EqwtW7YUXrx4scBdk9jgFWdy4rebfZA86pLLtuSshJK1SqYKsRAKZL8P2feXCeoK6svevXvDTn7fkWC1tLTcMDU1xf0kHJYYEquV4cRvNxPLWEg0dQrrZKFKSV6vcRbK9+EmDur1/qwLO6ynM1nFfClAXUF9SXB4WIWtYG3dunV+OBx+zHPLHOCknIz+d42oWDbGCSqY6FazPM8VQqqtNbziLG5cYTfWs1VOlNN+wXo/NwF6njWzUF9AZw5UVVX12v2urWA1NzevHx0d5VqVQSNeKy+oUIfJapaP5xVCUROgVU4U1a4D1UF9QZ2BL//T7nejChbmXpWUlNw7NjZGfkK0E6wGCq/z41Rwb2KFeJlsKGC1kLxUv1UxLxD1BV73gtzst8vJiipEd9xxx5XV1dUbaJtnjVPB4CUsfgh88nIfqa28WLPKeA50kROlmz7OMxdLo7u7ewPqDXwZivZ7UQWrvb39wcHBwWLKhkXDi2DYxVpUryLqFK/CYrXiaSWEPJ+b2UB1s2LmZguSHifvkddkZuUtsATvefdtnrlYGqgzqDfw5Tej/V5UwXr//fc/RtqqKHidweI51sKCSq6amQiosvJIjVV6jNV79Zr64nRiUike5kRvLAULzxvMzMxcQdska1iK7KuwqhZLxHMekChEp8dY3ctoofM+DYqF8fHxFag70c4vtBQsUP4Nb775JpfDUc0wPsholgCPVTWrbSmx4kpGI1p5G2o3O5hsLkf/DJ08Ty9pJm4nJlHbn4aHhzM++tGPYsz8sNXvWAoWqB33jc56go7sDR6unls3W7WKGRpmg91v1qXxM2Fpv1t3W+TOjBndYROsjRs3ZobDYb5nSbnEbx1MFF7id9QiolKcTI+ZADu1LnkIbbTAutMJPNZifqg7qD+HDx8eMft/U8FKTEwsn5iYWMm3af8DxSyhUvDQbwTW7YcxihuPZxTNclEhmdgJxcXFCW1tbWTXQ91B/YEv3zT7f1PBGhgY+OLQ0BC3A1KNUMwS0YKHbqtvioBFrCmsS5a4k4j4Hcs+tWiWG0WpGlbMyrywIFqUvIiuVS7Wk08+eamfUMW3UHdAf74AX37F7P8/JFjbt2/Pbm9vv47k7gnuD2PkaTFRnIuHaDk0XtwxFrHmYf7LdrFZ9qk5qRUlG9ZaUyLxIpBWuVjYd/AzpAzIg/5UoA7t3r170Ph/HxKss2fPXjU9PV1OdXOsz75jx46ov2P2wfFcbjX74Nx0Hk08RM/slPg1BqJqm92KkNsyRiq4jhwSS8v7+vqugn+PG//jQ4IFJhmeipNNcVe0rpy4YiwPnZebwvt0Ej8i+pgrGchKWzEG3J3maRnb61QgeVrSVNVjNQYHB7PBLcRTdaILVllZWXpPT08FyV0T/nsWjPVguN0+Kz8HtOOlDpgIjONAdBFH3pY0VZhFIxwOV6AeNTY2jul/fplglZSULAeXkMwddDJYZZ5A6xV8fyhYvPdZUWHmdvAQVC+TlIoCT9FHWUIcfhwT1O2dnJwsRz2CL9/R//wywQI1Kx4ZGZlHcUOnp4DILhfsBb+5e2ZuB4/3YDU4nbglqjxT/Xvg0UejCbOKY8JOkKgFC3UI9SghmmAlJiZ+IRKJJFHcUDsMlZJoHd7PgW8eqLilyE8BfrdWotO/oxBmlriU2f2iBfqN17a6Dwq7Fqem3L6DOoR6BF/u1//8MsHq6elZRnK3BOcfCMsH57bDqzJr+4lYDLibiQm1gGonW4sgWpVYI2ZtihbodzrW9M+U2kAx0yOjhVVCcSMWH1zEh8vjHl4PvlQFq07m9/dlhpmrKsP1chujcpr6IOuzow68m+nRB4J13333FQ0ODs6iuJH+MAkVXRMjbpZ8VYwz2GE2YP3iohlRoV+5dRvN+o6Ta6l+ghP2JcoTdlCPUJeef/75Du1nHwjWyZMnF5PcJcG7RcPjLMBoRDOtY8k1ivUUE15YhRQok5t516USMbnyOGFnRpc+LFijo6Nk6QxeH44qM4kq7QiQG1OjDinISN3wqyU9o0tHtO8/EKyMjIybqG7C8nBkuFW8D4fkhcjFA9WssViKqVF9jirmrFHHsWZ06Rfa95cECzcaNjc3rya7CwMs4kb1QVOYrlpnEVWNUX9PN5i5t9Hq6PNwUVSIO+mxqjLL8/BYSkSvfjvZfkMdx0Jd0m+EviRYkUjkytTU1CspbsDzOCSVZhSts/gl+G7mD1PQuwAAIABJREFU3nptNw8rTIVnGRxo4h7qOBbqEuoTfHkKv78kWKdOnZo7NjZG0lNU6HDxjqiSMTxyjvwaa4mG0boV/R5VLcXjBNQl1Cft+0uClZmZWTY6Oposr1kBlPgpo9wNbvKYZK74Gq1bt5OJWzdddF+gPHgVdQn1Cb48hN9rQfc7Sa6eoF6cQlWog5N2sHR21dM53Ljhbld8VapWa1bxQTbYh7Hyqv4ZcaiPhfr0LH6RUlFRkXrmzJn5lFcPsEd0wJQl3sQjnUN2ZVMzeJ2iLQory4liwcSLq0/9OaM+oU7V1tZGUlauXFnQ2Ni4iPQOgvHDio4VFMLlh/fv1U3lEeD3Gn8zE3XNOrUatCLiSRTPyku/pHZBU1JSFqFOwZdnUt55553C6enpQtI7CEb2TOfFZ6cIWtu9f6tlej+57yJPKPYy4FHE8FlbuZFuDqyNd1CfUKcSULDgw8kZGRlJo7gwq9nPMwWCN/qOx8FnJ4XXMr020GItwC/6+HbeaRQyqpVQ5iaiPqFO4dcphYWFH+nr60ukuDCr2a9aTIMFldsuKl8NB5lX69aNZRGUC2JDRv4i5fiYnJxMRJ2CL3+bkpSUdBXZlQOUwDigVdtmo8eNZSFyAKqUrEyNyv3CiKZTKZ2dnUtkN4Y3ZvEEylwR1WF1cWJxW47x/k7DF9TWnBcB1PdXinCKl1LWdlCn7Wg6ldLf3z+b7KomiM43corqcSeZ+GnmdQvP5Npoz8+JADqJDfIMSbA+G7P3Sy30qFO33nprRkpGRkZ+JBIhvbgeNw0XuaE4HuC5AqWv6c0LFRNZoz1Tr1uWKGKDIhFRFhp0Kq+kpCQPY1jKJY36ZUOxhmptNc6OPFegKK2xaNUTtMmLdwKqU3FkERSRFqsq4k5dwgl0Kg/cwryUycnJDJIrxiBOLT3VlvX1A5q682qJj7KqGfDeJ+k2y7+4uDihra3N9P9EpkmoUnSSumoD6lRXV1dGytjYWCrJFWMQv1l6ZlC7g5pYsHREPx4MquH080eXaNeuXZxbw46bZ69i2gjqFFiqqSmRSIQkBysgftAvpDgNEPtV+N2ebqMKbp69iqkcqFMYx0qx/1Vv+HVm9SvGvWo80gn0M7CXALGogW229YX6ueDCA1YtQCG3cslYKj8Y417GZyVDVGSv9peUlNxIKlhms61fZ1a/4nWCEBm0dequeg1a+7GCqHHlzfisVHTbjFCnNCUlJZWSCpbflmNjHTfi4yRoaxRF3qkN+qC1ygM1npKRnUD9WYFbWMjdJRSBaCvOL5u2o4mPl0A46yGglO6XlSskWijM3pM+Gdmvm8LdFCy0K6lDxcjIyAKpgkW1giW6Y5h9MKokuupntWhC4udAuB1e+pUX91OfexRPnoZdSR0qxsfHs4QIltVg9ltcIRqqDH69BSIq/0e1Wk5e+pWXZ0aZeyTKavETYGGlCxGs4KHHHvos5liaePTIPG1GlNXiJ0CwUskFKx42zvoBbYndCq/F96JZEsbVIacTllmQVp+S4HZbjrFPOo3TsDwbbeFBe+8Y48LPQDRerWrKdAnqPcEgWMnkgiViI2SAd9zGWaxWfvTiZ/wdq4FvFBKzfqNPSXC7LUeEa6y9F7PnIzKe5dVgoFzZo46TTkxMJAhxCYPlXjHoV/54DVKrycjNoBRdilgEWuBdj1sLQ58uon9WKp5AJAIQrEQhguWm9hTvOlqxWMJGP6MFrrkcNCuQot69/jPUfx3rB+VaIczCcgPvBMFYXta3i1/xQFbMRkU0jyKeUhtEkJKSQi9Yqi1xiyLe3F6V3q9qfU7zKLxauSq9LzvxFWHRg2BNkwtWrC5x26FSyWURsSHj+7VygbzuCtC/F8r4mRVORMLplieKyqOisXI17Z6LiMU2LhaWGVTxIl571mSer0c5M2nbRWTEr6xWHb263fr34jZMYGxXtOs4EQmzLU/6PkTZR0Unj6ocJsnMzJwUljhK8SB4DUSZWyl4zEzRZkO7srXRrDO7/Ycsn4/I046N4sLDEjDrQxTvMUge/R9AsCJcBMuvGz9jhWiCZLd1xMv+Qxbx9WPJFxYo9xQGR9n/NyBYY1wEi+VDCsSNFrtnr1KwnCcU/cqLJaZNDF69Am0SiGVxd0paWtqw9LQG3q6YzP1gMrCbiXkuDuAAxdQGvRXmJT3FmJ7BElag6Fde2q5NDDt27PDUBhbBU+XEHF6AhdXFRbBUSlqMN+st2rMXcRgE3l9vmVDvTbO6p2pQTQws7qDXE3NUr/OWmpoa5iJYZrEMVU+AjhU0MYpWLE9EsqzbRQQvYqrKFh8ewomuoKj4lcorhMjU1FSrMJdQ5dK2FOBKDlYBoBRllutpnS2aS2AUEtbsdCeVQ926JSrsPPAqDHqxptz6pUJ+n91nL8IVDYVCr6WAmTUdHPUVG9i5BCImDa2Okx2qWEV6KAedCgIsEt57clGnRkdHe1LS09NBryJplBeXmYgZYI7Iw0yduEZOfseLqKkY1wpwD+oUTLiRlOTk5FH4nlSwWPJP3KyCxNPM5QQnFRpEzvia0Hgtg6J/P6wBYc09k5m/5DRuq68FH2AO6tSCBQtGU6ampnrh+xzeN7T6UFiCtPFeNtZqa5KTGlgiY4iaSFCWQXErfGYTp9f+4/QUIKfPnLIWfKwCOtVTUFDQkwJ+YTd8X0p9A+NsH3wo3vHi5lCkFzgVH5GWgspZ4H6znFSuFIzxq1Ao1JMyb968oa6uLvIbBKWSxeJm0LIGmVV0xVXa4mOM3fptko5W/tpt/6JayECdOnjw4GgKmFlneAhWgFiiDVqrQxdUr7bqxXLSsu5FEqvnEbqdFLwmsupBncJ/MYbVRHJFA0GAPMAr+kES63l8AdHRdColHA6/lZycPD05OUmaixWPAXJVNxarNtjduBgiwgs8csOCHR7eQX1CncKvU6AzX2hsbBwfGhpKl9GYWLLEVKo6qodisBs3kXsJKIuKO+EiBYtY88jdUm2y4Amv3MvMzMxx1Cn8OmXVqlXhpqamcIKAlUJcDr7lllsu+5kqlpjoQxRUSWx02smMv+MkoOx0+R9xO7CjPUe0mFjaoMfpYassxHpCNa/4XWJiYhh1Cr9Oqaur65yYmHg/gYNgBSuF1ojcmhJtgKgSJDb2E6cuo4pbfKzwa1De7TOm+mxQn1Cn8OuU2traSHl5eS+4hSQX540qlgkVIlxiHtfmnf9EMbBVqA8l25qi6F9uxxzVWF2yZEkv6hR+falaw6xZs+rgn20kV+dMrFltqrjErIjMf3K7D9LpRmyeOBUKXsF5v/YvPTP6dIlLgtXb2/tyRkbGX42OjiZT3kjLhfHzw/I7dnvweJ1EREk8VD6Ip+A8C6BLk6hP2veXBGv16tUDr7/++jkQrFx5TYtNZAuC3UB3arb71ar1U4wrlqAKGaSnp59DfdK+vyRYqamp70Uikffgy0CwiImVmJtoC4BKaNra2i77XnaN/1jpD3ZQhQxQl1CftO8vCdbu3bsHwXU4dfLkyWs938GAPl3AytKQYYWoEJAVgZ3QGIOyIhIdnYiRk4HtZhaPdrKxk2u5uae+8ihFDFbVUAsPMV62bNkp1Cft+w9KJIM7eAj+uZ/8jg6QMetQ7nNSGbvBYQzKirCkWD9vqzZRBv6dXsvNPf0cf2OZ2PViTDWmZ3TpAz4QrIyMjAaSOwQEEOPX+Fks4HZip3Lpjbr0gWCtWbOmHVxCkpvokb2sHBDgBygPrTAie+HHC6hL+u8/EKznn3++o6qq6uLg4OAsyhuqUqsoHnGav2TXoXlsU4mG8QDVWMJqAueZuiEr5OKV7Ozsi6hL+p9ddszX9PR0CP5Z5flOBMTLagoLrHvRnA6C4FmLI14mcIr3OaNHl3GZYOXl5TUPDQ2RC5abDZ9B/syH8etetAB/QDVxUfVR1CPjz4wW1s9SU1O3RCKRJJI7zhAvg4xnHIInqi6T2+G2EoNoeKSK8IhLeU250FYUKdxB0KEp1CPjzy8TrLKysrZ+AARrvuc7ckLl+lmqbSGJhe0eXo8KUwHj52DVf1kKQLIejycCLUWGwlLLzMzsRz0y/vwywQqFQu8mJyfjMuINnu+ow+4NsIgQ1WZOleI2vFZxWGbLaM9DZpY75VFhqmDVf3kVgBRt8VOEc1CHUI+MP79MsBobG8dWr15dOzAwQCpYdqamVxFyY4KqFCPzKp4s79/qd6N9RqLzoFSaTOIJlVKQCgsLa0+dOjVm/HmK8QezZ89+AV5fGBoayhbTtA/Dum2GwuT18zK66GcVi/glHsYTipU9nPi8jqXs7OzBuXPnvmD2fx8SrIULFzbV1dWhW1jh6a46WONO8bJtRiVUPpA01qAIAag68RC5tA25ubmmp3l9SLBwo+HKlSvfqK+vJxOsWCgi5jdYg9V+TJnwW3s1KFxe1gndqcFgTEGScXr14sWLa/UbnvV8SLAQMMeeBbfwHnAL5dbikIyfM67dBKtVqObK8sxjzQrnOaE7NRiMk4Do06tBd86D/nwonUHDVLCmp6cbUlJSsCxpJbeWRYF30DVwf8wJgt1iUDk1R/a+Q9Qd1B/L/zf74eHDh0dWrVr1KjxUKYLFuoLHOtBE1iP3E/hcjMmvbuupB1hDFSIxih6F+yZ70iosLHwV9cfq/00FC0lLS9sP/zxK1RCeyq1SioKfwYFkTH5VLRlWZazihrziQEbRi+a+ORUi2dbfjO5YYilY8DCOZGVljQ4PD2dQNAQfmF+DpPGErM/I6iBbWekGbgauVdzQTEisBIRniRkn8UmZC2SoN6g70X7HUrCmgLlz59aDYK2lahCvErSs8LLIYqHssuzYnmyXRIP3wLUSEBWsWVlxLLCu6i9evDgV7XcsBQtZtGjR72AAkgmWE0TEl3gNCrf5YzzMcL/uIwzce+fw6sfG64qo84+g3tj9TlTByszM3ANm2lfBysqiaxYtdlaNHwYuj9ncbXqCXwTD75YsxSTFkobCcj9j3TURYwh0Zhj1xu73ogrW8ePHa0pKSvaGQqFPUTTKyWBgjVnYWTXGDzQW3DaeOHUJZW9loXRdZeTbWU1SLBUbKO5nBno4bmrYeaGgoGAv6o3d70UVrGlg5cqVL6Snp//x2NhY1N+1g6pOjldY3DYKk9tMHFUWTeOzkZ1IGm+wVGzguaInMokY9GUCXi+g3tj9rq0ILVu2rCYcDp8GwVrtpVFORMLJQBaZF0ThHpm9bz/tlfTiDqgSQFcVr8FtM6uJykJjLcfthYyMjNOoM05+11awqqqqesHKehzMxBe9Ny06TgayMS+I1TUJBpE4VNjqozI8+mI0C82YOhItmI5u4ZNPPnnpM+RdSbewsPBx1Bknv+vIzVu6dOnrDQ0N01NTU4nemhYdEQFfvwSV4xVVXWUemFkxrEmmXqw0O+tZC+HwTB5OSkqaRn1x+vuOBGvv3r3hnJyczsHBwUXum2ZPYP0E+MVVpsCsQgbrZmOeY0bEZzFr1qxO1Benv+84kJ6Xl3cABOs+d81yBuvs6ibJNBZn8FgQepUXImIFN3Ep3nEs1BWW33csWCUlJbt6enpuAdEqYm9WdLQ9WG5q/EQznc32drHcQ8UBZOYCxIKbqwWQ4w2rLUlOYTnxyE3NMy2OxYPs7OwO1BWWv3EsWAcOHGgFX3M/CNaX2JsWHV4KbtzbxfphqeiexII15RdkPWsvmeV2AXLW94STCI4bHtnu+fn5+1FXWP7GsWBhjsSGDRue6+zs/PTw8HAOe/Oi48aaYVV+lWfwWBQi2Tv/vSJildOsT7KmkuitbrsAOet7QuHbs2cPebZ7VlbWBXAHn2tubrbNvdLDlAx65MiRmhUrVjzV0NDw16BfZCuG2Kkffvhh5r9jHeQqi4KKKQCbNm0izxOiQnamPRUU+2Z592t0Cymfd2Ji4nRxcfFTqCesf8ucvZ6bm3vpVB1wDQtY/9YKFtdLU3o3AXfesR5VYkl+PXxU1vOTPZEZA9useU8Ux7xFQ7OyqAD9OIs64uZvmQXr9ddfbyotLd0NgvXnbm7oFc0K4V3VIZqLavWhy+74Gn49fFTW85M90Rj7Gmvek3EcRMt2dztmKA94BVdwN+qIm79lFiyMZVVWVv68tbVVimBpOOncer+b1SKL9rtBeWU+qLgqKwKqY780keN1gjQVCxYs+HlLSwtT7ErD1Ybm6urqE2DSvdPf37/Kzd9T4GRW1MeEgjrucmCxmlRblTWbtFBYMLZHuWJm9oxYV+VYYoVO0yB4MG/evHdQP9z+vesKDAUFBc+CCDwxNTWV5PYaXmCdje0EDuM+AfSouJjgFFETnFlCp5eVQlVJSkqaQt3wcg3XglVSUvJvnZ2dD4CVtdJLA9zCOhvbzfTGmI/suEYsI6qCpWjcVjigOMRW37/t4l+yxA3adRp1w8s1XAvWvn37zlZUVDw4MjLyn/ASYp5oy+ysKx1uCrRRBoB5bm/w45YWP1SBdYMX4TFmvLOuFOoz3u36mozFjczMzPOlpaUPom54uY6nonzA0fz8/H1tbW1/5vE6TDjpFPqlfREfULSgvrG91GKoWuwnlhCV+GpMsnVTIcFpv5JxkDDqBPxz1Ot1PAlWbW1tZP369U+JFiwn7pp+ad9NRrybTdUsJUHM/p5qcIgsvuakLX5G1JFXFEm2+nhhtBI1FC4oKwsXLnyqpqYm4vU6Xi2shGPHjp2YPXt299DQUL7XaznFzUnPrL8vekWRMitcRoe0IliZdY6xX7NWD9VPVHYlavBeolxz1AfUCYpreRYsPL9w7dq1D9bX1//r2NgYyaGrVmh+Pms8ijpAH+B/y0lFcAuMfkWVNZ+K5fAItMZEbG9KT08fXb58+YMnTpyIet6gUzwLFpKZmflf8+fPfzkcDm+huF40eG141s82wQqhPYHlRA9FLFJzC+1WYkUt1qAuoD5QXY9EsA4fPjxSWVn5vYGBgZuGh4e5RiidWj/6PYdOYMkVwtUbI4HIWeMlnibb2hV9f30c080z09xCO3dPRP2xrKysc0uWLPke6gPVNUkEC6mpqTlSWlr6Umtr6wOUlRw0NJFgFSAeAXezwLjsgaUyXmZy6sRTY1vsLA3W+3vtB/o4ppsFGM0tdBKf4tlnsSJDQUHBS6gLlNclE6ypqanJjRs3PjI+Pr6gvb19G9V1NfDDw87D4oq4iXcFW3j4w2N7i1OMbpebtJBowXCvAmtM6mQ5kEIDY2H4vuyeMc/9hkVFRVULFix4pLm5eZLyumSChaDpB6L13Y6Ojq3UVhYKFqsJ62YG8Ztr54f2xpr1yXNzsVbhU+8W8l5kogatq8WLF3+X0hXUIBUspLq6+g2YFdphVlhCeV38INva2pj+xulg1h/O6nZwyVo184MY+Hk/oeiqqVTpLXgNWVugcnJy2lEHeFybXLDAspqqrKzcfurUqf1DQ0MLqa7LIlYoQNjJnH5YWlaxGxdSI3AjYxNWAaFI2tVv03ErOsYUCVFgcb4VK1ZsB8EiSWMwQi5YCJaPgEb/uKmpadfk5GQyj3tEA8XHTYVEXtaKH6wgnvi9tjsLFEm7etFzm9yJ/R8Fi+eJzUaSk5MnwRX8sZfyMXZwESyksLDw6b6+vj/o7u7eyOseVrBurXG7oqhh10H97BJR4MXNUUHsKCYcFkuJQvTwGthukc8tNze3Bsc9z3twE6xXXnmlb/369d8Gt/A/eOdmGWF1z7RZzG0nYRFHloQ9VbbXyITnQRZOYZ1wzMq3uK1vxVq1QQ+6hQIrY0yXlJR8G8c9z5twEyykpqbm4PXXX//J2tral3nexwtawB3FQYTpzLKM7qU9qhV0M1opGKe55ZZb5DSGEaOVZ5eWQWGRoUunuYVurSTsP6I2wBcVFf0Hjnfe9+EqWMgbb7xxcM6cOW1g9RTzvpcb9AF3vxHN9VUtbuZnt9hN4N0r+n2BrJug9Yio7Y7jG6yrndxvlCBAsDChdPXq1TvBLfxJJBLhujnaDV7jV17/Vo+bKhTB6qR6UH0m+n2Bqh4qkZqaOrp48eKdhw4dqhNxP+6ChZw6deq5NWvWjDY2Nv58fHw8S8Q9nYIzGM5kXs5do7Jm/GyF2OFluV8Fa9HoYttZPcb36ia7H39Xc0XdZLzzJi0tbbisrOzzJ0+efFHUPYUIFjI9Pf0rUOKbW1paviTqnk7AToUi4bYz+K1Esayifl5WvnjsJ/RazdPO6qHqE5or6ibjnTcwnp/HcS3ynsIEC6ys8crKyu+cOXPmfnAN00XdNxoYcPdqXfmtRHGs5EJ5yeJ2s+ro5pRxikUP1RZPNMAVHMvPz/9OdXX1uMj7ChMsBN5cV2lp6YttbW2fmZqaIq/owArOWrj0q5qprQrUpZb1g8/Lcj1CtVzvNP5o7CN2wm/cE4i4CZ5r11HppKGkpKTpoqKiF3E8i763UMFCcnNzvwjq3A2u4V/KyILXwJgAdgKvS+syNx9Hu7f+FBW3UJdaNh5FpYK1xxIf0z9POxE3W1l0EzzH66AHoMpJQ5jNvnTp0h/k5OQ8JuP+wgULD66oqKh4HMzJlZ2dnXeKvr/Gtm3bSIK5Tq7hxlJx4oKoEIxmwa3FpsqhGsbnbRcIp3Ln0AvwEragBMbtb0GsHsdxLOP+wgULgTd7Hj7Ir4+Oji4bGBi4SvT9saNhR3r44YeF3E9vqTgVGT8F8p3i1mJT5VANY/DfLhBuVirGjRuMv6/C5DR37tymq6666utgaUqLoUgRLATe9Olrr732huHh4dDY2NgskffWxMpr7MpNdQc/1K/iid7q8JIQKQOjm23Xfs2d00TOixuM/VXkRmYj6enpF0tKSm6A998jpQEzSBMs5Pjx4z3l5eU/am5u/vrk5KSwtlRVVYm6VYABvaXAEtNRwcJA9ILrpP1UKRkoVJjHJYPk5OQJEOcf4XiV0gAdUgULycvL+4eLFy8uD4fDd/OoBc8T1a0lFZfEVcnFcovezXOS0GmMRXpNxxDNTG32Khynwm9ugnTBeu211wZhUD0yMjKyqK+vb4Ps9rAgc9Z3UkKHon3Uokfl0nhZYfTyXPSrf04OLDWeFehltU9G+s28efNqli5d+gi4goPCb26CdMFC4GG0V1RUfGxiYqIZPpQC2e1xgpvj7FmwG1Si9hHyEGU3meZGy8zLiqFXa421Iiiu8mnWuAqpHE4B67GzpKTkY/Beh2W3RUMJwUJqa2uHV61a9dD4+PjPwNrKkd0eO3gLhuruphc0C4Vl8Kq0m4C1Iqi+VIzs1AynZGZmni8qKnoIx6XstuhRRrCQ+vr6X5WXly9sbm7+x0gkotQmaSOqBIGjoUr+khHt2anWLqfgRKVZTU5SFViOkFeB1NTUYRDiv8HxKLstRpQSrJlSND8FnxlF6xvgIqbKbpMVrBaQjAC4KvlLRty6ZLJLJevRwgFOUxVQ4DBZGX9XZnqCHSkpKREYf08mJyf/FMej7PYYUUqwENwkDf88VlFR8eqJEyd+Aw8tSXabzHB7RiKVgGAcRQQUW3yMuK3TbtzqIrPkihZ8R6vJSfVU/H3MpUKxVkV0jSQlJU3B+/lDlSsEKydYGvjQlixZUhUOh7epsFFaD3ZUtwNF1ZlVJG7rtBvdcNklV1hLGGspESomzOKG5sLCwiqVxQpRVrCQoqKiL2Msq6ur63aVcrR4z+qUNbZUzMVCNPFhcY+ocrH0Fp6X56y5eU5jU/rMd5UqiGKuVX5+/ss43mS3xQ6lBQvLV4Dy/2FZWdkDjY2NP1ZJtHhCWWNLxVws7Zo4cFncI6ojv/QWnpfnrBcgp9VE0S1UZSMzgmIF4+urML6e6ezsnJDdHjuUFiwE3MGJW2+99Znu7u57+vv7K+FHcSFadogMpvNYEXWTx2Z0JVVwrTQry2kGu2adKxJ4n547d251QUHBM6dPn1ZerBDlBQs5ePDgBMxgn6urq/tlX1/fuoRAtBx3dhVXCRGKFUwVXCs39apQ5BRgGg8+Xbly5edwfMlujFN8IVgIzF5NIFqfra+v/2cQrUq/uYeyar8rMItbormFLFaSijE5bBOKllOrSfbme3QDQayqV6xY8TkcV1Ibw4hvBAvBhwvu4c3ga/supqW5M04QlbLgFB6pDQg+D9YguooJu5rgYnxqx44dklsTHRSrq6+++qsLFix4xk+WlYavBAvBh5yUlPQMPPAt3d3dt6uW8hANCgvLTexHpYRLPW6sP332vpfjr6iFDy0sbJOKx3FpYOoCrgaePn36mbq6Ot+JFeI7wUIwEF9ZWfnZ1NTUn4TD4a2qJpcaoToRmPWUajc5T0Z4WTZ4XZZBro99OamWYAV1uRqMS+HnIjs3zApMCsU8K0xd8MNqoBW+FCxk5sSOuysqKm5vaWn56cDAwJWy20SBk1iXjFgYz3pUrINcXy1BFfQpDqoJFm63UT2D3Sm+FSwN/BBuvPHGTx89evSA6humncDjnEMVA9UabqpS6POxVEht0EArC18quYW4kRn3BsaCWCG+Fyzktddeq1mxYsWj4F78ncqlaWSVjKFw54zuLNWgxOuyFrXT52OpkNqgoR0WoYpbmJmZeQGrLkxOTv5UdluoiAnBQhoaGv4JRKuzo6PjKVWLALa1tZFcR8ZKmVGcqAal23wsVa1GtLBUcAux+B7Ws8ISMSpWXXBLzAjWzIfy7xUVFftDodCB/v7+dX5Ke9BwIkasFgVVWgKvmk5uhFyz+NwenaU9E2qwHTITQzFtYd68eUdLSko2q1Z8j4KYESwN/JBgYH6ypaXlic7Ozq0iT+OhQITb6NadUylrXhMoVU6Q1kNlSbOCp9vggREzNdhjTqwQXw1mp2CN+BtvvHFHdnb2t1pbW/9C9LmHKqK33Ny6c6olberLFMt2wWSD5waWlpb+KDc39x9UOTCCBzEpWAiexgP/PHrttdf+AFzEwwMDA8tlt8kJvKwYirQEVY7a0tDKFLvrwXjBAAAH/ElEQVQNvKuWGuGWuXPnvgsu4EYVzg3kTcwKlgZ+iOAibm1qavp+d3f3HeAiJstuUzR47f2jKM1CVd6FCuNR8PEGuICT+fn5v505Pj7mxQqJecFC4MM8XVFRcc+cOXP+GoTrf/lpOw8Vbqt8Ul+DEq/t8fPJRLjNZvny5U/Mnj3776F/q5H0JYC4ECyktrb2PIjWt4qLi/M6Ojo+FYlE0mW3yY+oFsfS0hvcLCTICo57JTU1dayoqOhFEKtvQb+OyG6PSOJGsJCZD/f+ysrKb/b29u6EDvuZ8fFxZbLjeQeOKba0qBbH0p/5F+uB97S0tGGYcP/P/Pnzd85sTYs74kqwNPDDXr169UNlZWWvNjQ0/AKsrQzZbRIBRU0urVqCKitz2hmBqrSHF2BVjUJ//fz09PSvoP+Oy26PLOJSsJCZ48ReBOHKCIfDOwcGBoplt4k3LDW5rNAy01XaEoPvCUVLlfZQM3fu3LbCwsKdJ0+efFF2W2QTt4KlAcL13E033VQbCoV2dnR0/FFCUH7ZFtXcQm1lVaVNx0RMFxUV/UdJScnOQ4cO1clujArEvWAhM53hT9avX78ZhOtvsW686ukPbqGoZkpR14saXAzAwyBiwcrCdIXc3FzcXvPtmpqaA7LboxKBYOnAznHbbbe9BS7ig+3t7V8dGhpaKLtN1FAdk6Ua6BKiGPtdsGbPnn128eLFPwYX8OlXXnmlT3Z7VCMQLAMzneTxTZs2/QYG5u4LFy4s9uMmaitQbHCzsFdUs7LwfeEKqF/dQty0nJOT0w6fzfZXX331hOz2qEogWBZgp4FOVFJZWXkdWFuPdnV1fXx8fDwmVhMpLCRFjqq6DD8mgqJQFRUVVYFV9d3q6uo3oN9NyW6TygSCFQWwrLDzHNu4ceM9ubm5W5qamp4eHh6Oz30gBlRMuvSbZZWVlXWuoKDgxQULFvzl4cOHR2S3xw8EguWAmc70Elhb4TNnznyjt7f39rGxsZiwtgLEk56ePjp//vyXlyxZ8r2ampojzc3NMVNgjzeBYDEAJvvrYG0dz8/P//i777779NDQUL7sNgX4i9mzZ3cvX778wczMzP8KrCp2AsFiZKaT7U5KSqpat27d2q6urofhdZfKteQD5IK11cHt2wevJ48dO3YCCOJULgkEyyVTAPzzRkVFxY6FCxeub2xsfPr8+fPlfjkjMYA/eBbgnDlzGsrKyh6cmJgA768mrjYq8yAQLI/MbKh+7c477/zYmTNnPtnZ2fmF/v7+VbLbFSCXefPmvVNYWPiz4uLil/bt23dWdntihUCwiPj1r3/dCf88ha/Kysq13d3dXzh79uy24eHhhbGUxxVgDqYnZGVlnQVre09+fv7Pqqurg1wqDgSCxQHsrNCBv7Jx48Yf9vX13QuW19dAuIIYV4wCQnVhyZIlP8zNzX3h8OHDjc3NzdOy2xSrBILFCbCqsNM2wOtvNmzYsL+np+d+sLruHBwcXCy7bQE0ZGdnt4M19eu8vLznjhw5UiO7PfFAIFgCwM4MFtfRzZs3l4ZCoe+AeG2+ePFiQTyWavY7WJp41qxZnSBSB0pKSnYdOHCgNbCoxBEIliBmLK4WeH0Gv9+yZUthS0vLDeFw+LHR0dGrx8bGgs9CUdLT0ycyMjJOFxYWPr506dLX9+7dG5bdpnglGCSSmOn0L23duvUAzNDrQbDuBZdxA7iMMV9I0C9kZWVdLCgo2AeC9cKyZctqqqqqemW3Kd4JBEsyM4PgP8Fl3H/HHXdc2d7e/uD777//sfHx8RXDw8PB9h/BgEiNpqWl1S9atOh3mZmZe44fP14zYx0HKEAgWIowMyhC8Pomfp8EfPSjH90AwvUJcBs3TUxMrBoaGgpWGomZPXv2hZSUFMyZehWEav9bb7115OLFi0EmuqIEgqUoM5n0h/G1cePGTLDAygcGBh4AC+w6+FkZuI7ZkpvoW7Kzs/FU8MbFixe/MXfu3GdgrmgI9vX5g0CwfMDMYHoTXl/evn17dl9f31Xnz5//MxSvycnJcnAd54EFFmwJsgAsqClw9fqTk5MbUKTmzJnzL7m5uU27d+8elN22ADYCwfIZM4PsOL7KysrSS0pKljc2NhaDBfbFnp6eZfDvlWB9zZLdTtmAFXURLKf38vLymuHfZ+FZtYVCoXfffvvtMdltC3BPIFg+BoQKB987M6/92s/vu+++opMnTy4Gy6ssMzPzppaWljWpqalXjo2NXTE6Ohozh2tkZGRMpqenn4tEIu8tXbr05MjIyCGwpBrXrFnT/vzzz3fIbl8APYFgxSAzgxVfR+D1HLqR4DoWg3UxDwSsDL6+MxwOzwdXqRD+fxEIWxr8TNkkVnDlcJ8eniP5Pri+4cLCwt6cnJy63t7el6+55hp09doC9y4+CAQrDpgZzO/MfHsIXs9WVFSkrly5sqChoaGwubk5p6io6BoY+FeBkC3p7+/PBsslD77PAyHLGB8fT4UXN0FLS0ubhlcE7jcK9+sBS7Bn3rx5gyBMZ+D7po6OjreXLVt2oby8PFxXV9c5UyEjIA4JBCtOmRn0Z2ZeyG+1/7v11lszFi5cmHfu3Lm8rq6uDBCM1MTExPmlpaU3JyUllUxNTRWC+7UA3MtMeKWDhZaKriZYPwnwSsR/wXrD1zT+i64bWEgR+HcMXiNg5XXBdcJwnVBra+vvp6ene0EwIwsWLBi94oores6ePdtz8ODBUSkPJkBp/j8Po5NwThaQBwAAAABJRU5ErkJggg==</Swatch> 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