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Martin Mac Viper Performance (Martin_Mac Viper Performance.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Mac Viper Performance" ShortName="Viper Perf" Company="Martin" Version="17"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>402ad5cd-3a04-45a2-a33e-e4f9282128dc</Thumbnail> <History Date="18-07-12" Author="Peter Budd" Comment="Created" Version="1" /> <History Date="02-08-12" Author="Peter Budd" Comment="Updated to spec" Version="2" /> <History Date="19-11-12" Author="Peter Budd" Comment="Edited corrected Gobo 2 Func" Version="3" /> <History Date="19-11-12" Author="Peter Budd" Comment="Edited corrected iris locate to 0%" Version="4" /> <History Date="28-01-13" Author="Peter Budd" Comment="Corrected Gobo function channels." Version="5" /> <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information. Added RDM Fixture information. Added RDM Mode information." Version="6" /> <History Date="24-07-13" Author="Peter Budd" Comment="Created from the Mac Viper Profile." Version="7" /> <History Date="30-06-14" Author="stephen harris" Comment="Edited to update gobo rot resolution so 16bit rather than 0-255 on wheels" Version="8" /> <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." Version="9" /> <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." Version="10" /> <History Date="01-07-14" Author="Nic Morris" Comment="Changed shutter pulse palettes to random to match associated functions." Version="11" /> <History Date="01-07-14" Author="Nic Morris" Comment="Added physical pan/tilt limits. Changed Blade All Rot range to +/- 55 degrees." Version="12" /> <History Date="01-07-14" Author="Nic Morris" Comment="Changed gobo shake ranges from fixed to percentage. Fixed spelling of 'continuous' in effect." Version="13" /> <History Date="01-07-14" Author="Nic Morris" Comment="Standardised gobo scroll wheel direction. Added colour function index." Version="14" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="15" /> <History Date="08-11-17" Author="Nic Morris" Comment="Inverted zoom" Version="16" /> <History Date="16-07-24" Author="Nic Morris" Comment="Added 35 channel 'Extended (Reduced)' mode which is the same as the Extended mode but without the reserved channels at the end. This is not documented and technically wrong." Version="17" /> <History Date="16-07-24" Author="Nic Morris" Comment="Added product thumbnail. Added gobo swatches." Version="17" /> <History Date="16-07-24" Author="Nic Morris" Comment="Revised colour and gobo function names. Renamed split get to index and standardised colour functions. Changed CTO display range to Kelvin. Added missing macros." Version="17" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="19792" /> </RDM> <AtlaBase TypeID="2c4cfe39-2ece-457e-a1dd-5db6c4f477e4" /> <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="Open" Display="'Open'" Dmx="201~210" Intensity="0~0" /> <Function ID="5" 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="1:6000" PowerOn="1:6000" /> <Function ID="1" Name="CTO C-Mix" Display="'%.fK',3200~6000" Dmx="255~0" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="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="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" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="18,19,20,21" If="'Colour1Func'==3" /> <Condition Name="Random" ID="22,23,24,25" If="'Colour1Func'==4" /> <Else ID="26" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="182~192" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Blue" Display="'Blue'" Dmx="161~163" WheelPosition="1" Colour="0,0,255" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="164~166" WheelPosition="2" Colour="0,200,0" /> <Function ID="4" Name="Orange" Display="'Orange'" Dmx="167~169" WheelPosition="3" Colour="255,128,0" /> <Function ID="5" Name="1/2 Minus Green" Display="'1/2 Minus Green'" Dmx="170~172" WheelPosition="4" Colour="255,200,255" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="173~175" WheelPosition="5" Colour="255,100,255" /> <Function ID="7" Name="Deep Blue" Display="'Deep Blue'" Dmx="176~178" WheelPosition="6" Colour="200,0,255" /> <Function ID="8" Name="Red" Display="'Red'" Dmx="179~181" WheelPosition="7" Colour="255,0,0" /> <Function ID="9" Name="Op - Blu" Display="'Op - Blu %.f%%',0~100" Dmx="0~15" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="Blu - Grn" Display="'Blu - Grn %.f%%',0~100" Dmx="15~30" WheelPosition="1" Colour="0,0,255" /> <Function ID="11" Name="Grn - Org" Display="'Grn - Org %.f%%',0~100" Dmx="30~45" WheelPosition="2" Colour="0,200,0" /> <Function ID="12" Name="Org - HMG" Display="'Org - HMG %.f%%',0~100" Dmx="45~60" WheelPosition="3" Colour="255,128,0" /> <Function ID="13" Name="HMG - Mag" Display="'HMG - Mag %.f%%',0~100" Dmx="60~75" WheelPosition="4" Colour="255,200,255" /> <Function ID="14" Name="Mag - D Blu" Display="'Mag - D Blu %.f%%',0~100" Dmx="75~90" WheelPosition="5" Colour="255,100,255" /> <Function ID="15" Name="D Blu - Rd" Display="'D Blu - Rd %.f%%',0~100" Dmx="90~105" WheelPosition="6" Colour="200,0,255" /> <Function ID="16" Name="Rd - Op" Display="'Rd - Op %.f%%',0~100" Dmx="105~120" WheelPosition="7" Colour="255,0,0" /> <Function ID="17" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~120" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="255,255,255" /> <Function ID="19" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="193~214" Colour="0,0,0" /> <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="255,255,255" /> <Function ID="21" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="222~243" Colour="0,0,0" /> <Function ID="22" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="0,0,0" /> <Function ID="23" Name="Rand Slow" Display="'Rand Slow'" Dmx="252~255" Colour="0,0,0" /> <Function ID="24" Name="Rand Med" Display="'Rand Med'" Dmx="248~251" Colour="0,0,0" /> <Function ID="25" Name="Rand Fast" Display="'Rand Fast'" Dmx="244~247" Colour="0,0,0" /> <Function ID="26" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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 Index" Display="'Shake Index'" 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 Index" 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>cf4829ee-68d6-474a-9e3b-17892c7a39ae</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Ray Brush)" Display="'Gobo 1 (Ray Brush)'" Dmx="10~14" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f1b784fc-5664-4aae-86a9-c77507a37fed</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Ray Flowers)" Display="'Gobo 2 (Ray Flowers)'" Dmx="15~19" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9ddcc813-0435-40a2-81e0-533c6269c03c</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Limbo/Crystal)" Display="'Gobo 3 (Limbo/Crystal)'" Dmx="20~24" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>25b59e24-cb1d-4038-b65b-dbda137cb592</Swatch> </Function> <Function ID="5" Name="Gobo 4 (To Boldly Go)" Display="'Gobo 4 (To Boldly Go)'" Dmx="25~29" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5360febf-9c4b-4dc8-9254-88e394415c60</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Light Lines)" Display="'Gobo 5 (Light Lines)'" Dmx="30~34" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2464fdb4-202e-4e0a-8a95-a15fc2a09d1f</Swatch> </Function> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cf4829ee-68d6-474a-9e3b-17892c7a39ae</Swatch> </Function> <Function ID="8" Name="Gobo 1 (Ray Brush)" Display="'Gobo 1 (Ray Brush)'" Dmx="35~39" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f1b784fc-5664-4aae-86a9-c77507a37fed</Swatch> </Function> <Function ID="9" Name="Gobo 2 (Ray Flowers)" Display="'Gobo 2 (Ray Flowers)'" Dmx="40~44" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9ddcc813-0435-40a2-81e0-533c6269c03c</Swatch> </Function> <Function ID="10" Name="Gobo 3 (Limbo/Crystal)" Display="'Gobo 3 (Limbo/Crystal)'" Dmx="45~49" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>25b59e24-cb1d-4038-b65b-dbda137cb592</Swatch> </Function> <Function ID="11" Name="Gobo 4 (To Boldly Go)" Display="'Gobo 4 (To Boldly Go)'" Dmx="50~54" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5360febf-9c4b-4dc8-9254-88e394415c60</Swatch> </Function> <Function ID="12" Name="Gobo 5 (Light Lines)" Display="'Gobo 5 (Light Lines)'" Dmx="55~59" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2464fdb4-202e-4e0a-8a95-a15fc2a09d1f</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cf4829ee-68d6-474a-9e3b-17892c7a39ae</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>f1b784fc-5664-4aae-86a9-c77507a37fed</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>9ddcc813-0435-40a2-81e0-533c6269c03c</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>25b59e24-cb1d-4038-b65b-dbda137cb592</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>5360febf-9c4b-4dc8-9254-88e394415c60</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>2464fdb4-202e-4e0a-8a95-a15fc2a09d1f</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="210~232" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="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="Fixed Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" /> <Condition Name="Fixed 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="64516~65535" 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="Indexed" Display="'Indexed'" Dmx="11~20" Update="Animation_Rot" /> <Function ID="3" Name="Spin" Display="'Spin'" Dmx="31~40" Update="Animation_Rot" /> <Function ID="4" Name="Position 1" Display="'Position 1'" Dmx="41~50" Update="Animation_Rot" /> <Function ID="5" Name="Position 2" Display="'Position 2'" Dmx="51~60" Update="Animation_Rot" /> <Function ID="6" Name="Position 3" Display="'Position 3'" Dmx="61~70" Update="Animation_Rot" /> <Function ID="7" Name="Position 4" Display="'Position 4'" Dmx="71~80" Update="Animation_Rot" /> <Function ID="8" Name="Position 5" Display="'Position 5'" Dmx="81~90" Update="Animation_Rot" /> <Function ID="9" Name="Position 6" Display="'Position 6'" Dmx="91~100" Update="Animation_Rot" /> <Function ID="10" Name="Position 7" Display="'Position 7'" Dmx="101~110" Update="Animation_Rot" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Indexed" ID="2" If="'Animation'==2" /> <Condition Name="Continuos" ID="3,4,5,6,7" If="'Animation'==3" /> <Else ID="1" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> <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="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" /> <Function ID="5" Name="No Spin (Current Position)" Display="'No Spin (Current Position)'" Dmx="127~129" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="253~230" /> <Function ID="7" Name="No Spin 90°" Display="'No Spin 90°'" Dmx="254~255" /> </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="Blade Rot" 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="Blade Rot" 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="Blade Rot" 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="Blade Rot" 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="Blade Rot" 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="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_Rot" /> <Function ID="2" Name="Prism Index" Display="'Prism Index'" Dmx="11~138" Update="Prism_Rot" /> <Function ID="3" Name="Prism Spin" Display="'Prism Spin'" Dmx="139~255" Update="Prism_Rot" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Else ID="1" /> <Condition Name="Prism Index" ID="2" If="'Prism'==2" /> <Condition Name="Prism Spin" ID="3,4,5,6,7" If="'Prism'==3" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> <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="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" /> <Function ID="5" Name="No Spin (Current Position)" Display="'No Spin (Current Position)'" Dmx="127~129" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" /> <Function ID="7" Name="No Spin 45°" Display="'No Spin 45°'" Dmx="254~255" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="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="10" PowerOn="10" /> <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 Shutter" Display="'Reset Shutter'" Dmx="15~19" /> <Function ID="4" Name="Reset Colour" Display="'Reset Colour'" Dmx="20~24" /> <Function ID="5" Name="Reset Effects" Display="'Reset Effects'" Dmx="25~29" /> <Function ID="6" Name="Reset P/T" Display="'Reset P/T'" Dmx="30~34" /> <Function ID="7" Name="Reset Framing" Display="'Reset Framing'" Dmx="35~39" /> <Function ID="8" Name="Lamp On" Display="'Lamp On'" Dmx="40~44" /> <Function ID="9" Name="Lamp Off" Display="'Lamp Off'" Dmx="45~49" /> <Function ID="10" Name="Safe" Display="'Safe'" Dmx="50~54" /> <Function ID="11" Name="Enable Calibration" Display="'Enable Calibration'" Dmx="55~59" /> <Function ID="12" Name="Dim Linear" Display="'Dim Linear'" Dmx="60~64" /> <Function ID="13" Name="Dim Square" Display="'Dim Square'" Dmx="65~69" /> <Function ID="14" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="70~74" /> <Function ID="15" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="75~79" /> <Function ID="16" Name="P/T Speed Normal" Display="'P/T Speed Normal'" Dmx="80~84" /> <Function ID="17" Name="P/T Speed Fast" Display="'P/T Speed Fast'" Dmx="85~89" /> <Function ID="18" Name="P/T Speed Slow" Display="'P/T Speed Slow'" Dmx="90~94" /> <Function ID="19" Name="Effects Shortcut On" Display="'Effects Shortcut On'" Dmx="95~99" /> <Function ID="20" Name="Effects Shortcut Off" Display="'Effects Shortcut Off'" Dmx="100~104" /> <Function ID="21" Name="Autofocus Off" Display="'Autofocus Off'" Dmx="105~109" /> <Function ID="22" Name="Autofocus Near" Display="'Autofocus Near'" Dmx="110~114" /> <Function ID="23" Name="Autofocus Med" Display="'Autofocus Med'" Dmx="115~119" /> <Function ID="24" Name="Autofocus Far" Display="'Autofocus Far'" Dmx="120~124" /> <Function ID="25" Name="Lamp Full" Display="'Lamp Full'" Dmx="125~126" /> <Function ID="26" Name="Lamp 90%" Display="'Lamp 90%'" Dmx="127~128" /> <Function ID="27" Name="Lamp 80%" Display="'Lamp 80%'" Dmx="129~130" /> <Function ID="28" Name="Lamp 70%" Display="'Lamp 70%'" Dmx="131~132" /> <Function ID="29" Name="Lamp 60%" Display="'Lamp 60%'" Dmx="133~134" /> <Function ID="30" Name="Auto BO On" Display="'Auto BO On'" Dmx="145~149" /> <Function ID="31" Name="Auto BO Off" Display="'Auto BO Off'" Dmx="150~154" /> <Function ID="32" Name="Display On" Display="'Display On'" Dmx="155~159" /> <Function ID="33" Name="Display Off" Display="'Display Off'" Dmx="160~164" /> <Function ID="34" Name="Store P/T Cal" Display="'Store P/T Cal'" Dmx="165~169" /> <Function ID="35" Name="Store Dim Cal" Display="'Store Dim Cal'" Dmx="170~174" /> <Function ID="36" Name="Store Cyan Cal" Display="'Store Cyan Cal'" Dmx="175~179" /> <Function ID="37" Name="Store Magenta Cal" Display="'Store Magenta Cal'" Dmx="180~184" /> <Function ID="38" Name="Store Yellow Cal" Display="'Store Yellow Cal'" Dmx="185~189" /> <Function ID="39" Name="Store CTC Cal" Display="'Store CTC Cal'" Dmx="190~194" /> <Function ID="40" Name="Store CMY CTC Cal" Display="'Store CMY CTC Cal'" Dmx="195~199" /> <Function ID="41" Name="Store Gobo1 Cal" Display="'Store Gobo1 Cal'" Dmx="200~204" /> <Function ID="42" Name="Store Prism Cal" Display="'Store Prism Cal'" Dmx="215~219" /> <Function ID="43" Name="Store Iris Cal" Display="'Store Iris Cal'" Dmx="220~224" /> <Function ID="44" Name="Store Focus Cal" Display="'Store Focus Cal'" Dmx="225~229" /> <Function ID="45" Name="Store Zoom Cal" Display="'Store Zoom Cal'" Dmx="230~234" /> <Function ID="46" Name="Store Pan Cal" Display="'Store Pan Cal'" Dmx="235~239" /> <Function ID="47" Name="Store Tilt Cal" Display="'Store Tilt Cal'" Dmx="240~244" /> <Function ID="48" Name="Reset All Cal" Display="'Reset All Cal'" Dmx="245~249" /> </Attribute> <Attribute ID="Reserved" Name="Reserved 1" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Reserved1" Name="Reserved 2" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Reserved2" Name="Reserved 3" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Reserved3" Name="Reserved 4" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Reserved4" Name="Reserved 5" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> </Control> <Mode Name="Basic, 32 DMX" Channels="32" Id="87be9b4a-3952-44c5-8a1e-676a12a894e6"> <Import PearlRef="MT_MVPerf_B" 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="63ea540e-970c-4124-b133-b25268e7570e" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="3" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="4" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="9,10" Wheel="15" /> <Attribute ID="Animation" ChannelOffset="11" Wheel="22" /> <Attribute ID="Animation_Rot" ChannelOffset="12" Wheel="23" /> <Attribute ID="Blade_1" ChannelOffset="13" Wheel="79" /> <Attribute ID="Blade_1_Rot" ChannelOffset="14" Wheel="80" /> <Attribute ID="Blade_2" ChannelOffset="15" Wheel="109" /> <Attribute ID="Blade_2_Rot" ChannelOffset="16" Wheel="110" /> <Attribute ID="Blade_3" ChannelOffset="17" Wheel="139" /> <Attribute ID="Blade_3_Rot" ChannelOffset="18" Wheel="140" /> <Attribute ID="Blade_4" ChannelOffset="19" Wheel="169" /> <Attribute ID="Blade_4_Rot" ChannelOffset="20" Wheel="170" /> <Attribute ID="Blade_All_Rot" ChannelOffset="21" Wheel="51" /> <Attribute ID="Frost" ChannelOffset="22" Wheel="20" /> <Attribute ID="Prism" ChannelOffset="23" Wheel="52" /> <Attribute ID="Prism_Rot" ChannelOffset="24" Wheel="53" /> <Attribute ID="Iris" ChannelOffset="25" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="26" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="27" Wheel="49" /> <Attribute ID="Pan" ChannelOffset="28,29" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="30,31" Wheel="3" /> <Attribute ID="Control" ChannelOffset="32" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 40 DMX" Channels="40" Id="351ffe14-199b-40d5-9696-248b1b840946"> <Import PearlRef="MT_MVPerf_X" 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="53dc2046-1dcb-479f-bd80-5188585dde8a" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <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="Animation" ChannelOffset="12" Wheel="22" /> <Attribute ID="Animation_Rot" ChannelOffset="13" Wheel="23" /> <Attribute ID="Blade_1" ChannelOffset="14" Wheel="79" /> <Attribute ID="Blade_1_Rot" ChannelOffset="15" Wheel="80" /> <Attribute ID="Blade_2" ChannelOffset="16" Wheel="109" /> <Attribute ID="Blade_2_Rot" ChannelOffset="17" Wheel="110" /> <Attribute ID="Blade_3" ChannelOffset="18" Wheel="139" /> <Attribute ID="Blade_3_Rot" ChannelOffset="19" Wheel="140" /> <Attribute ID="Blade_4" ChannelOffset="20" Wheel="169" /> <Attribute ID="Blade_4_Rot" ChannelOffset="21" Wheel="170" /> <Attribute ID="Blade_All_Rot" ChannelOffset="22" Wheel="51" /> <Attribute ID="Frost" ChannelOffset="23" Wheel="20" /> <Attribute ID="Prism" ChannelOffset="24" Wheel="52" /> <Attribute ID="Prism_Rot" ChannelOffset="25" Wheel="53" /> <Attribute ID="Iris" ChannelOffset="26" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="27,28" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="29,30" Wheel="49" /> <Attribute ID="Pan" ChannelOffset="31,32" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="33,34" Wheel="3" /> <Attribute ID="Control" ChannelOffset="35" Wheel="28" /> <Attribute ID="Reserved" ChannelOffset="36" Wheel="29" /> <Attribute ID="Reserved1" ChannelOffset="37" Wheel="30" /> <Attribute ID="Reserved2" ChannelOffset="38" Wheel="58" /> <Attribute ID="Reserved3" ChannelOffset="39" Wheel="59" /> <Attribute ID="Reserved4" ChannelOffset="40" Wheel="60" /> </Include> </Mode> <Mode Name="Extended (Reduced), 35 DMX" Channels="35" Id="514b225c-8097-4810-b5fd-27cdb885dde1"> <Import PearlRef="MT_MVPerf_X" 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> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <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="Animation" ChannelOffset="12" Wheel="22" /> <Attribute ID="Animation_Rot" ChannelOffset="13" Wheel="23" /> <Attribute ID="Blade_1" ChannelOffset="14" Wheel="79" /> <Attribute ID="Blade_1_Rot" ChannelOffset="15" Wheel="80" /> <Attribute ID="Blade_2" ChannelOffset="16" Wheel="109" /> <Attribute ID="Blade_2_Rot" ChannelOffset="17" Wheel="110" /> <Attribute ID="Blade_3" ChannelOffset="18" Wheel="139" /> <Attribute ID="Blade_3_Rot" ChannelOffset="19" Wheel="140" /> <Attribute ID="Blade_4" ChannelOffset="20" Wheel="169" /> <Attribute ID="Blade_4_Rot" ChannelOffset="21" Wheel="170" /> <Attribute ID="Blade_All_Rot" ChannelOffset="22" Wheel="51" /> <Attribute ID="Frost" ChannelOffset="23" Wheel="20" /> <Attribute ID="Prism" ChannelOffset="24" Wheel="52" /> <Attribute ID="Prism_Rot" ChannelOffset="25" Wheel="53" /> <Attribute ID="Iris" ChannelOffset="26" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="27,28" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="29,30" Wheel="49" /> <Attribute ID="Pan" ChannelOffset="31,32" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="33,34" Wheel="3" /> <Attribute ID="Control" ChannelOffset="35" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Reset Shutter"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Reset Effects"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Reset Framing"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp Full"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp 90%"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp 80%"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp 70%"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp 60%"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Reset All Cal"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Enable Calibration"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:12" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:13" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:14" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:15" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="P/T Speed Normal"> <Set Channel="Control:16" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="P/T Speed Fast"> <Set Channel="Control:17" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="P/T Speed Slow"> <Set Channel="Control:18" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Effects Shortcut On"> <Set Channel="Control:19" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Effects Shortcut Off"> <Set Channel="Control:20" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Autofocus Off"> <Set Channel="Control:21" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Autofocus Near"> <Set Channel="Control:22" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Autofocus Med"> <Set Channel="Control:23" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Autofocus Far"> <Set Channel="Control:24" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp Full"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp 90%"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp 80%"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp 70%"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Lamp 60%"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Auto BO On"> <Set Channel="Control:30" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Auto BO Off"> <Set Channel="Control:31" Delay="2000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store P/T Cal"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Dim Cal"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Cyan Cal"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Magenta Cal"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Yellow Cal"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store CTC Cal"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store CMY CTC Cal"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Gobo1 Cal"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Prism Cal"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Iris Cal"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Focus Cal"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Zoom Cal"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Pan Cal"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:10" Delay="0" /> </Macro> <Macro Name="Store Tilt Cal"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:10" 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="Gobo 1 (Ray Brush)" Number="12" Page="1" SetControl="Gobo1:8,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 2 (Ray Flowers)" Number="13" Page="1" SetControl="Gobo1:9,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 3 (Limbo/Crystal)" Number="14" Page="1" SetControl="Gobo1:10,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 4 (To Boldly Go)" Number="15" Page="1" SetControl="Gobo1:11,Gobo1Func:2" /> <Palette ID="6" Name="Gobo 5 (Light 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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> 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</Swatch> 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d229veds+gG9wQY1qkzmrVFwT5boOowApYD3vYw468q1xhJkiP7NNQzLtJAGhMGlogNGPQqwNQJaEZzksC0MBNE5loOKZ/M/vapC1yrYBFizHd+jITDh3wntF2rIMauU6Q1xgb67t3G7ZBDgSwNe+6a+9vQOBlvdwoEV05lU4Bkl6CtxXmCQHWWcAHGACDu1QxeDqMBksw1/2BLuGHKjy2L/qiL5rDBeJb4lQ6XtA3VRMcEu2MZiDhRSlk5DTgWbzfKjWwSsNxbADFRMTlgE6fyDoE0K3kWbQ/bpcVTd5Tol1FR7xIJvBbvuVbZg1pUuBsKAmA9frZ76S7OB2DLMJd7ZdxED62b4CtF2iooe+WOetcszgaoScGMQV7TKbk8k/+5E8e+Tvg9IQXyHwxFcpizGSeogLAOvBAzkQyd5HqXfXanJntvkwpj89AMoMEt/qBH/iBowYo2hHYmVi5Qs9oTbDQigQ27xIZB1ZEnqYBKgtyxa2YK1xwSXivtFPNfaILnhtnxKRg0t2PdiQmF4kWNvlNJP0C9JbcLYQ0jPVjp7F/2X4XkuwLYOt4l0TacIGGzgOQpZJfL/SQhzxk5gM0h46pHQY4wNdWdZrlzIJOkSrxPfk2/ESoIEJb+H4lywamF/mX2jHjE8z1PWBN0Dd5Pe9Fq9U0ULw9Jv/MM88c1nH5LhAbQO/pmbQxLYR/Mcueo2BxKZo/EsNSF7EIT+h/YM7faDiS0JacpdgbAOrnLUJexvxx0/1ut5/42H41GDY9XFqWhG1LhluxaocpkVLBYwCida3xpRrBj+gswBKctQSNtuJ5VoABIFOohisySkIbcN4qHkVoKAAQQpH6SeRcm92jLraNo5IIeRuWiABfuA4gcUqALUFcAVEgbMcNYHtaBfjrhBSSqSU68pbuhcynz7LOMpw21bocFJRmy/05jD0MPH2bi8nWAFvnGR8z+rsKB6aFu93m/UjVSF6ICfKSZi2hztvrR8I0iWmJ4+i4Ggil0QRWtaeGOIQQemKApXoS0zLzBUcBqYKJtCa2eotAUkFepYZScC/mSntoGvyIFukByeD3fl/vh4owsSkvAuRU1Ob9q5cYDzaTt25n0HOYOvKYaXxfsG2+cj8azHL+4YprmoQHNMrDqRR4ylOeMv9bmYwZZtaM4li0gzhTT9Iplne19VG0Fi4U7RKhlXqiHcDl7yaAf3sHWkmeMJzLdW1dVRbd0nTeY0NZzCz6Sewr4Q3eMI3M5LeyxGMjvEsmPe/Hw45D4FmkOkEVUCSpJ3Qgk2yDwAAs3Hebi7cC2HojkrN6fzPLzR6VmpVot5IZY9bzcJQNS49Q70Rn1IT00uIJZtVMpMFagAEGc9aa6dH9EqvCVxDt5P+Ai8tP4xAAe+QjH3nUd+M9JpJfTTrv1gRqF3DgbfrgsY997Ky1PY9X6flLK8ORcLEuUgPB4V5pd9XaAU/ljYBUTbFJSvTB0mLkRs6aMPHYbTZc2VaD2eVmz0YkyLUkstLmAGckzCHyLzXCc+JVGcSUmehc8Zzk95ZeVgfptJ5WMnBSLy2glOZwHtpJUEMpuFKS6ADs2kTuAV+5tPsT7Y63y2sWvaeRCI8TuFSmBmDifEAvW+DdBZU5LUDps2k/DP1mEtOuNU4XzRdgVS6Verrq1QJnfedkPJJVIBQG7tmGf4rAAkzcZrHRqy0Att6fq7uFkiCplAlNogRH+GBJgEhaBOfhogOdYj2DxaOsEqC1kt1vYsZaMYAS5WJlIa8CiImNteK53iF8C1DEgpJi0maergEQK4rQbDGfgK6y1jM9g8f2y7/8y3N5jfsi//KOTCqeKkuAd6VNNO6mqgcecI9+BDzxYPHRxN0Sw2urMmolbyqC9WtCGoLSwj/6YWFRza1hY9P+ZNtosHNGfxAXCk8y8zcBjBk0K7yM3Bj3XqcZAPxHfCcvOcjyz2YKl1OzDjg9Sc2W2Vlnu+cmroUDaXs6H8FF7qOFIggzc0fL1IECEprUABhk1RmCmWJveI5nJ7ZGTCb3Njloe+EIoMIVA66lNaGPeMQjur+PRo6mNTGZdn1pkQjHhKmspro6RSYQzU4bp9+AlbbeYsUWbNx06YJFgK2113BnQRokiV2dVyPWVZgGM543w2yQW93qVnNymwAXjWYmAx0QjPZ3wGE8S/LXvWiA1r3PzGUm62w1MwMwoQ0Aq44EJ6U1VS0pru3Qbh4rLcksar9J1KuGwJ9oVn1E89O0coc0HM3n+zThCGCj5WoJV9QFLX4HYPobd2vbo8/yPSEa3+W1x2ooyd5ytdZNNmmxTRpsqL1ILXcRxzFoOrwVLytC7cWy9tEsZnoSl9HpMVNm66jkhKkQEuC1Ice9mF9ApXMT7yECr6njp8HMXEA3qLQIHtMOZDzFnvhO3pc3ZyC1G8dshaYGSFqOBuHpKpmhvWlZSW41YPsVqSVtqNmPSvTbZXlxfmpNnfiecck6UcCXSKfFaOoNax8WtdgQYOvdnIfaC0DiYUUApgewSOqtEvOS8PYShFpOVYSot5qtAKWaDrXvVHfWNfa2EE/E3gSIhiVqyyI4owFlxmid+9///nPusRYIEq47s1fNSoTJjCkHVuYIYHqLTIiJg0ALgEpJZbCRfprS/ztL/hclQElQlWkOce+Jyc7c1+eEm2ay46UsCU+/9Zw7Qotdb7T79ZIGW6xmNPPbjtRpTBfy2ysB8Z1qckScI3VnGrM8qQ3Cu8uLhnMAlzp1XhSiWqPoow1ITAp/08meFX6W6gRgqloZ8LLwhNntld8kjse8MN2AHq4m51oXt3ime3qe79GWQh08VuZ821XqNQDM7Ltv+hVnXCo4ZA7xtVr4qE9xNNqOmRcI1naTihMWCQXipf/gD/5g5aSwcqfe87oAWx9ycPv29zwrxJ6H1C5+IDqIykZca9UCMq4mqQ1+VoCG3BMzpyZ9UydWxUCa8fiLzqoDGQ7WiuepXDCD8R2aj9nKbDbItUNp1GhA9zSIrUcWLe7dgcU9MsAtn9J/3s0A8SY5RkqoxcC0v1fa1JOa9vKMVG8IM9T0mPb4XV1DYAz8v43aJ8YGYAoPeMw0GkB6Z+/n9xSBfuFklb64Pcz0DosYaTAnaOyJeyUcIUlq5rQCXAace14BpmN7K5qr1JgWU1XFPVuhfZgCppR5qABrXX7EnvbBU1KHFr7B5CbijW+IlyH+CD8Na2YnZNGKe4bjeHf3kbpKOqYNo6j6UBIEtEAdvmfySTPVZWgEL+N1t/dR0apahABQYl/MJRMcy0AZML/SX1J4YpacGPdsCwkSsNYvKn9NKGSft0tjWqsgX6uPWKfGCYMVmNnD2fcAbH32z5nt7w1ydklWf9SL2htAJkieUdA1Kj/8oArSW13nGm1uF67Slm11hd8xk6l8qNLu9IzLWf8IXLSLHGDIuzamnZyC1IQBGKAwzYCRZ1YNJjVkMAhQb7OdgWsMFiKeun/SW7LGEenF7vIM5hB44gkzvSZIAAYcJqG+AzBA9hzj10o1z4Aq5ESRACywaTOgsxYmVicGeebU1oe1Zyv1NJig6h5GiwfFpJlBuIqAaRW/Q3r9zA7OOqiNLREDXgn10iJa9zGL2lnHHAlV6LgqKXeOAL5OBTCAVEFbTWGEuQMagxB+VvOLNW+qPUx0BgZ/ozGYkJ5DUAVIgYOWt/0B6cX9OCG9VeL5Hc2MSlS6UicAs8fs8lhREN4tYDB/rNEoNeUdmG+FCMAaLa2QwLNkJXj9zU5CXhp2nl1/2QPYXXoPrdtPeimzvRUqX5VA3UNeZ7fmUYMNRhW2n5jhbemIRRpt6ij3tMyNuk5Ok7RJ5yx/S4iEqpegbsVMBRT3jieWACap3CcBTdcqd/be+iXUwd+XJo135P4HYL1wSy8WVZ0QPE5VSeJXqnezQw/Jgl4xRkKT4ZF+tpPQfTOptE3wGP/itEVYsOQ3B9UusDMG2Pq8xVv1vhmeEmkJOzGjdSrTEpBkiX0Vnl/1IIkKTNxNR7crXeTgWs+oarMaZCQ9c6MdOks4ghveaz8NZjlbXfFU71W3MY9Uj66SaY6JVNVIhD5qmGdpb1egAFz9pm9iIplEValpYwoNI9EwGQN9iPvRfNUkZn0Ar5xl8QyctgURWpP1oIPChlvBUD3vstVg1FL3TduAHa3RBhTj+VHhtcCuld7OzgA2kpb0E7wDiHGldiEuTZr69Ag+o9wGwLSvjTeZHK7HNXlYcQJoKKZCQr9qMBpVJ1cA+r9QjPsvbQDnnuJvvDRgab3mVmhgMbR40zWRTwMKpXhmzZW23yeepd+Asm0PENLu+DK+hVa0G/RZyGPMKQehId9rNC/swNAz84sWYN3knmVR7dKwXoVoqiZrUpb9d63ZJU42+u42iz6qMHePf/zj53hZu1CCdgO+mF2Cm6QgsFe5wJQDGOcEx4ipc5+YY9cEOIlbVe6UDAOthoP2thjwe5FyzxKeMJiA3xZctu/qvtqvD5lOE55mM3GsdpdF2ZTe0R8A1nKvuouRscaxUYS2Vk+/xaHwbA5dh+zD0F6ArTcvuVl7Ne2QRZsR3h9vxUCaNVkmFfJZCTSVDZw4TwDWk01hjJ54JgC05J85bzeEYxIz23qLShKcTUwp2o+GTJiixtfcP2sLeGiEplVfhcf1tLSJZ3Ixs9ZDutb3acMlvmZyAgGnCMl2fbQ2oCHcSxunbJJMkkwMoMErew4G80r76y8aNRXJRW4GS9k8paoNqw32bPrgxdnkkEuDyk776YVVXeIS3PTMQsQzwvPEFWoH9hLIo73AlkS7aJrWKQCEljPqONfpHCGCtjaMdjBj2+9V0en1vUi9B86lLGfJPFbKADj6z3OXou/a5JOCSODPdqD6YFtwjTIFiUGyBCpVKAV52xQGVNHOrCEYFHHCECzNOcMKsL1u4ep874aL75xDnZNCvKhGwPKyiLjacFJVcAh4jXn1Iu2VqG+7uS/QMx+ty1w93kgcB8lvzkQrtAtvNblRmqINHeBKSWHJndIkotupUcuq9ZEAtmAqk2iSZTHvpr0kFHaaECwDL5GWzSkk2ZNiJCYWbWccRyVQ4dc87SS2q7faSsZmVIa+Oh9LewC2xzxGxJmADMBk2Uk8GZ3Mlaf2aaHs9xUJP/ISOAJTKIDXCrdYstz3deg2B4Ui88Id7YrwHjgT7MUvtKnnBdUMgFCHAaHZXCvdpX0RmgQx9zdgAyye4EKnz5NBPIpDQ5viT7jTJtF2GlMyXRLaZGFBauFAFru0gjcCJxCPSoH0vb9Xzx6lMKGS+WivF6gWS6t7rBWBpYf4xwywSeXS23trTIpQl2aC6DCU4z1mLuBwn2ktmkeHRZsYEI2IeEEA662Z1HGJCenQbQA22p/VwIcnROKBAc3SEq2YrIisgHRSfQ8CUCaWwY4HbJIJcWiXOFO7ABcYDIwwCXIP0Fl0HB7XE/2ayoucYYQvuV+eodasB7AEYTc5AO5T22t8s0lM71rCGxVTrHvXruU6MDVpzfdFgym9XDz8E7oNkplCaBkq32Bw/bnxRElMACZfVhPazBOQ9sqDqXCzkn2vwc0l4TQAdnu2IkDQJnURiZlMA7s/t71nhmlP2losLOBkKvAfM7oOUm8FEXPnHYCOJmsBpr9oMJPQzNcWZlVlQivap+3ZUUe/AZW20IT+xqMLER+Zvzg7PT4VSdyrCn41WgmPg6vg1RZZmg7AYAmmXlIBtihRr3kRWshDAKNyiFqLVKPFOhZnwEF6nEMkXKcZ5HY9IuHNtZoHrwMIOxfWSgSDy4QZlBTfGbCkcLS5V9/ue4AlGY0CeJ4BMomAq3qGNDmynYpa2hxdcM3oMFFk3CQF4LQr5UOt6KN4shwZ5c8mtxAHPmwCeVaqUHp7bhCKoP4cSTvZcDypwN4meHVcR8fxrBqAdc1juBVJ9jxekDyXlwyXyexObZXBqh3n2ix26Alinu3Ne2GEXirFgKoWaAcIGJlJRLrGyJgZE8U7MC9t+skgyVOK3UUC6tYx8T4ATBvSyNEkSDfwjFZF0XKCmgDE++YYyUuiBCYWUIX4ZyJ6FmLvY4JK2fKbpjAAACAASURBVDCJ8sN5jj7rlVWHo1UPuBV9Lqmtv1Ae2pp2UkqkbW0YqMa+mPtBkHzGVADWhTf1F4CZdWJZqVSgyepChGw7ZECZUx2eWI0Guh5I6hF4VWp6qLc/fq9KQScAbNux/p/j9aog4yojBCZ7BZEIfbu6qeb2epKZT8vRwDSlKgnJ4p5ZsuxNmkifCGoClDwq0HmX0UJkfWdFFr6WRcA+nsOcibD3ABbnprcnWhV/bz3grHhqzxOoz1k4VWTG1GnTTfij3X2+st86QZproLTdtTmgqCozBFPgMbvoUPU9YSLFYAB1tLtOKwi1nf2EKSpAzWqapUbySTo7G67ETJqxzJfwxVJ4pC2dEfeqnU+r6BfeNE1o6Vcr+Kl3pfWy+bF+yUr3kZiglatpi/HwPWMzWpWdSb4pVka7R2O6Fr/Dp3t0BT3yXFZLwHggV4UtGkyher+IfIP0otU1yJjdCRNncX2rEcJhmDlbaZrVWW20Scx45b1eUp4sYqBp0jYPGoDhNP4W85LONzNlHQCzrTYgrfPBe47p9h4CoclIjE4pUexnL3s1cxFmb2nDGo5MnA4TB891PQ2pD3KKbysmUZL6m84vav/umQDWew9A5Cn7uTAhYerqAHalxSdvKSGtkr3Qb5CyLL0GXtuZhrTq9Aw207VJnRMdHiC2A880ZguoKulswdIeR4om0bE9gFVRUZBksFSZUpk4EbyvuiaylZYYj0q8I3iQlJJ3qiuGAC193BNOQSo2Np2g27aJMmAhRvuDKLSULtwgV9oZwGIOk2qRMsm/s7ONAdZBNUwBcHUWcCaEGWK2emLWAkNrAiN4I5Dy9Gpaimmk8tuDpiIGGtdrK2J7UhdOSI4HXFJiIu7Z2LgnNceXJX0RpL/13LK5iRhaTiZBzJUfMevtdumRZEf0RWrue2JStZzUBBx5pgRX3OLg1N0BLPGxlIx4oRxLx0Pi7gOWzd5ST07a+iqgAi6eUlsxG0GIAy6d38bVlDkbCOmrAMwyeGEVwVzcoa6XjCiipL16i3kJMm3S8OqU9eRI5joRaLZNC1frWkv9VElzJiNngYb2DjxAAFDs51p5QppJuY/3QA/qYo/2OUzwyHkgHI62NIfVabMyVViHLU6YmwE2Xlm6D0k4IGS7Fu0RsSWmS0B2NIAkRHcp5VL3raDxWg+TWqcZajIWYG0hxYtEvnsA05nMnTKg5CQjtA6w0lbARYMkttTbChwIRyvda/6w/W7CCfrHog+mze8ADYeUZtM+5pKG0YZORcMs2us+o9PbqrSLa4FyBC5CMQjn6P+F3PEVAWxcSrmlQHrdbpy0CedoEjPPwI88phD+bdcIStC21RkxQVH7ZqiZn62dRoncaFx7UbTgiLk3SbI1Z1IztQLDkj474eCIJl0v/rSJcxGDy3nJu7lftHYCxaiCiTgqdaJFaa6lQ1IjrbljPVCV0a6NJBN9YawusRMNljJn/CZeRzojG5uEbKqZMkgjgCUpu8XBTbMAEe+tSjhJAoQWTxiQAIEmy8EFhNnUobTTqLPiMNAWecd0cI23GUycyoRTR9YCzGyvwd94f8I3eGXlUsxWzJDrUvIke4GrpR2jrc/b9NZ+xBlR2jnKCZuAPG5xvYVqkFmDXXz0123FA3SG+E/MUgAibAEENFp2VgZGA8YLoQVaM+F+dTNcwEgpM6nXiw+1Hl8GKWXRFj8ITRgsKaR25TdzYAIABPAJtsaEJ7rNVHmPumIoHduaW6ACsOrxRQDYoAMziYfN88x5kzQsXmdRRyocmEU8i1YxeQMuk2iUNQC8bRfzthqb5ttUcCD4vmE/4IsD2HBbzP0Ioi1AGhBkIOK9eAGdl+CswQai3taR9XQz4mXrSuRqEpfqr6RcgA/IUxYDSG1yOW0CItkLpikdlxieyeFdhAXipMSLrLtLG3xEnUMxGnj3CsAitJM+ozUATFUHZyVmXkgicUcaO3v58xBHGsz7b1uK7roaS/N8Wn6UychW765ZMJGX3dl5kQZOeQftwnREA1XS7iV4PCoJzFCAHG1XXj0tptf6x5SPVDPSi+/UzVIyg2PixKuygLiKwdMOpmFEbj1LWCUAi5Zm2nwHtwJAJTVLm4ZULZh3N+GsrhYioRkIAKf9ACbGWN/JxADoHFDabnpiHLbcPfoocHHCZAAAeQQwDogxokmX+PLOAKZz4wozDeE74SnZ2cZASkvoJNoCaFIHFtGxdUkXHldLRyqoWvea+TO7s54vHZyYkNKS2iEGCYcy20dVFiT72fdKiXhUNBB6YNKYADRnT3vop7pELd6bflHUSSNFU8kzSiR7d/fCLWvgU5sBmekUwmgBhoNt2lK+FeCSKzVe2S501B8AxuFJjVpPdgawGhKoObsU+oU3iRHpVDMEB+sFNZmFCgIarO5OWLlN9ZAABUiq2c1gpn6r9W4NOO0KPNotQIrIt9mElCnV96xtBAp/S0zLO7SeNaGFavwoJl5lBJ5F4vbXxTY5Y7Mu0dMPWQB91lln7VlrCmDeV2hDaGbp+MNUgNQtm5bCFPnbpoMjDgUwL23gzVadGS5Ql7KnPJpJNPsNlMHwQkhlb+UKjZACQSZErAeHSgdFiyS1EwlfqTnShCQCdD/rMYC+zzx4D1oTmJm5FmDZXM4g+JvEfC2083capvKu3rlDCUgTTkhIPq3hfeUpZQJUfFTqoI85RN4RAH3X5Ej/tYtVaGYBae/PQ1UqvgSwtLuWU/UOwoikf5Zq98mhAMYzq8fTRX3X3WhChAM6pcc53kTn9FZYM3t+T7PodB1ri4BI1mhuShJ7hudS95lpcoRmfZbWeU48MmSdplWl0C5izUTRHhqyLtz1/VCAqr17uyPWtJDVV/HcUupj4tFS2VwvHrJ+C03Iekz5w3CndstRtMM9lA7xins7FC2Jvus5YBH8LLX5S7IvgLWpA+hl++P2xxylYI+bS8vovHAB34n2cq/eym+8iauP7NJkKiZqMjYkObOX1qHh8BUzPIOGhBs0nC2eIt5STYnrc/5ixBL6er53FVqldUoANrGwzHqaCQVonZjq9dbwRipiq5hAgrbayIOtu/GgBmJhPvK+bZuyhiD1bUuZkSp5D89cMpE0MZOeRUAj2RfA8JO6yYiHmLEBCc1DoyXDH34U0xL+4CV0jE4d5ciYxewL35YgxzQlhMBZwLEArMZyOAf+L0qdMEU83HhHyHlWb2fnQ0TdgACw1NYoFROpaz5ryKOaw0j1IGsO02SgVTkoCh9pSM/lPUvOVwfEZFDdqizJd9rdhdJ/VXqWwjU0YY3WJ8tgbLITY0/QkNHhX1UAjA7eKhbWeiRmI5WfB3kokxQzUTszs1PH+V5M5mjTD+GMUYyrjU5nMYRONAiAgg8aKI6BXFwApm2jsm2AMtA6WdCYMzKKMVUB4Ozck/eJU6Bvqtdb9/jIwAI3UxMtltyhMp3enq1iaCYA3juqeGhXitfnmmTMn/dEZyrAUmBIqy+t11RsKQKwIdD6DgAz8kOAZT950paRUNvMQ929Jdv7kMxmjY6txtdCrJck51IvSe4B+O6pwxIjopXwEiarJbe1lFkbQ1Q5D/lbzH7OCF8SAwSYAJaJk/03/L8CLHte4FM0NOG5abtYlkxHsgdSXIDSbhgXgs0jHQVzeedMfaTmK01CnKx3uEP6j/bSjqXVSMIYdf1CR94LYOzY3j2W1qIKwmDFi6oiFgJQErxeOntWtGJWx7ZHK2WG96piI0uLJzwvpS3AKzpvEa5QQbxJJpq2ajeEq++B9EejGYTwum1TLBH0gGltwyA4EKAzhyaB8m5SyX4ohT7xvrSnSLo+MzlaHpf2M99ZLtim25ZOTqMVTQp9VekCqXE2ymUJYChJqk4cuipU0shbAGw8wpNwx0cbc/BmkGgzMbMxSW4zOLvZVD6Q6HfiSUulvCNwGUgDlI42QDl+j8aog6cdo2OKSV2EwhwmOLrp5NlW2oqFTBwrwj2DF8yc9SLreI4BN2ly1AxB6lX7ZnVXwivVbNOwvOo2XLBU/1XFYpEKsFoKlW2fRkLLpS2DtRbviQYbytKuL0xUe3wMDSaGI0eVWcWFz15eIezbLuzoCQ5SN1gJB8yxLlUArt0Gs24fVcu5aQz3YF5GJ2uMJF5aJkUmTt4zmq0t1WHe9YvJoZ/kQWMFgE5sjWOF0IvUq7OrGlgoglfcaqwlyxBRV9/WgdX9dIFmKZqvfSpq0YlBf80a7M0bWzIQg1EP4cxKX/sZAJfOQMhxBZ2oqqHn8exXuO7VJBg0qh3Jr6W/BsKMzBaSln094QlPOAqEtQ4qAVzL+JmzJOhHp+VWCYiZFSa71VQBXiZDACnwm7ghU1hX8XhPudPsKgisqmiTSBec9W8TuoYwSNVoxin5zYhqWX3Rarqq7Zs9WPcI/obG4HNW93fkzYcCWCs8NFxBDAvvMuA6KN5naqm2LSYcCVtvUWh4kk5icg1C9rciAJLQCI+sF7OpZlh7EfKAl/Zj3uo+pSNRop1zuG1il+/IS+KqKevOu4ci1NRTux2S9nCKLIrVr/HYOQBig+5JA3s3NCHeNU0oNhaxYESKLqKd7tUzozV0ggvWxdet6G+Tm7YcnC21W4AZmGyMQpB/WiteHHJp1qlmaAOTVcxuje8tZCC0pMGv8bBeOMEMY8IthRstUKgAo3miARF+sbr24IWR4EpJ2ks5cWYAPXtbJO+a+0WT1bxqPNB6mJfqjvQnM0Sb5h7Zaj1bSAVgYmTMluty/niVpSR47Q9VGkImI4BpFyvh3ZYAhhQx6gdaG1mF/W7DC9Q7bwMHwSFwCRJA9OIoOp3p4MH0osnJFwZgccEBvC3xZa55hqO6qDrA2ojbqQ5IWmbTEYWRuoEe0kxTARgPlrvfnhmemrb6fklcV35KgzpAgXiH6hRJkKvE5RTUQxxobVxXpJ1j0WoqQBwdt9M6XcDT28WISeRgUB60aUdg6g2nTQP8/sm0SSZ2tw9YChWQulOgZWE5JZWa1sFeJoV/Qh7tNki9oKeXEsRjanr7T2UbqEhmPLLbCy/giSPSm8PUIyLpPcIK8MIIvQUeBDBpZ8I0a18tOQpo2o2TU2JDA2iLZ9TtGcQYAUYfmgC1mkIfG2AJcvdN6kl0n4YE6l7KCwftHfBA2vdrd/COKNORCjShBzv7vB62Mq0FP/YATEchr0vbcddKyHoEb03vMI3UvdmcE1kjvfqqBCa5/uJsbcggBwpEEqtp0yOekzzhKBzSalDxrOzVhePIgZpEvDRaCVB6FSC1PZmQdRAz+PHKAyLv5r4i60ykhchxKlrw1xAMjsskW6hiAgmq5hkG3iRhJXoTIqvCe7JpF55IEuG48GB36zmgFoDZHmXPDtMauLQiuLelEklS3MAAIK0CFLiTF/aCqYnqdUC0kPgOrlAJK6EdeIZnn332Ub9v96nyHG2s+dJW7L8hSBjBKTJpaE8cKjEq/HJkavHAhGJ6G6skwBwTngkobph72papeqy95WDRYDSygWUVhG1Ymmzv6b3xI89CW0bLBOWWY/5y9PM24Q0ii8P6GKPB2d7zljvprVf2rth0UHkPHCLDvBpE00szE/FMdJgPVztL65ci5kh2+EcV5tZz2tM0WlOuU7niAMqc9DYIqYuACXffRDA5hACYLvcBIO8L1O0qJoLn0JIcEwNvYtTNk3E0A5F4WEx8NUHCDVWUKQn1ZN0njQ5gNDIQ47s5LZjmqws3cgaTiS70gKijJ1XbZHMb4BKR55S1a0xHq5JMOGaYVvX9TupvxlQFmKm1uMthK9SwTqsxEOraS+gM3hMXWTWAzvfyZnhbIt0KTaBcWBqkJagGPoev04q2MEoid9QZXPlqIqtmaAPJtBYuRQvjXXXZGbPAucgAVxHLoi2kqwwqTYALASlpV5+nejWhid4uNtpSB5yzpAhAtF+Fqn4UhDUBcoZ4K1YhRWpO1vPkOjlB+jEFme1q7ardqzCxvNQa8C4CSx8FmL00pwGj0jbudFjFrNCBNEMCfbyTe97znkc0k4akuNDvk1JaEsSWus4qnioGPlqBlgSwDPZgW+2Z91VNWc1Oq4W1HzlO9UUdNG0RYsHL2v1LAUjSmnZj6kjdaQioady0MWGCaHeawDU0XQKcbXFBgrkpnvT+TKwJJ8bXAxgroK0AXzmh/k30H++MtapVF8j7KGUmjSTc0TtUbJLXwtT83uWXWNu+AEZNMnWqPb2kaLpV0TrPqhNk2azBK3C5nucy2gPCTJI2qXuUkVqDJL5l0LJ9ersO0fOyc+JoO6V2gxXEWmgiAJOLJUh5tFlvUxba2Z5gnsf80aZmv11oPF88Sr/EwQnvyi7WJiHgV67YbmoScNKU3oe5NHlYEcBk4lqhBICP1muPA+Klsy4maBZu1HejHEblODn0bCBHSmHrFRYw7j1IcEHSGOpWZ7Lxie9oMBUvViIuZA1db7kYr6VncuKVyXXVs4pqvT9A4R6RmqglBkB5DJDbjbEXkW9NAu0JYLiNwY62TMmMdvW2lwKoxLQS9GTeElLh9VVzHE/Ud4AoNWAsAXBrux0lma9sUek9aC1tZGK1jZY3sfVjiHr7fvrIeUZtTLE6FAn11LDRUh6aLGRkjmzlUwFGX3rintM+RqJTDIKcWS21JXGDxZVCZHsVnu0mwpG83KaymbpdedshBpd2xeVG3lG78se7mBxCM4KcmaUBOo3Q29ZAuIVzYBB5VgEFSiAg2p46V9vqmTXTYN9/5F5pTx3EWlefDfc8B9fFD1twAQvNlbRdy1FVyxKaXpsphFF59z4Eho5k3o8AzNky04Ootu6BWD2h3iVRDUQGMOUvyK6/ccdpOuah575T9QamRrqR8pDeNknbioCfvdqZzrbuy8AiuRyOUX15a+50tpiS9It3iXOAcwCYd+7F1KRVmD+k2+Aj4TnASju0zf9prrrCndQ1nyZDSl9kPSTo00++p8CPNsohr0Dg3rQYbua+ASvPEIVJyTrRTz40n/t7tnFJqKE6FW2d/5bywpxTRFojyiXYGmBIpxc0i6JaYyK9BA5Fa5lZXj4rk1tB/ivAesSSl9amW4g1fHk2M1GL85gyM9dntOd7j5vRHBazMiGZOOl4Dk1P43pfE0PuFaBwMeS57u8A5Ii/TIWB79X6oxO8cIClfRQLmAR4Gm2OVKMbAOb/MgE56AsXBU6pG21JKMRzo3X9jfcJYBykvEucncqrenX8W8hRbmULMLZTj261pRMvRHwJ9+ImtyQeqNQTefGlXV7a9EnEQCCmvDbBRBykTdJmPwwdHjIfgCVJy8wgxr1tCnqZhJx3yZsLAEOwB275PECogGAvUNIOWX5XhaPgvSyNoyVb0VaODYAxbfGkAYgWAir3YNIUMXpHfYAq6GMTXOyOd59aN+MSfobXRfv1JkpdfdQ782mDwM5RWykeBTAnlU6NUYG2lRYzWLSXeIgXF4RMPIV4gZ5ZbGXkjTAXQGrHG16cQe9tmylAKWDKA+wRT/dHmnla7VHKPYDFWUC+AVMKZtOBVbQdgPOcEeZwrrx/7pmtDtrNT4iAqL8HGEBFaycSj9dyclKBKg0mVcMkal8mlFgj7zUeuPfXbwBIEdTSHcIS0dDet3rpnlWPWt5Czqun3c7P7lzEGG9tJr24F5RwbVcXi0Qn2dqeSluFpzParjEFcHEaemYyy+N1+OhAAkJztADrlVPX41eYeKY+cS+cDgnn1DBBSU/FBGXbT96e/ghfyz3jrbUlzu3xgpE6QTkDtBjTKu7GHHJS0AR80e9z0q8UEm+YxlW2XaV1UoyRCSKOV7khYOKeS8cTNrInZ9QDmFWpRvMKnb91xazTcVndHElQVD1Su0lJFQNFk7Sbd+TeVXq5T4Md4NTN4LLmkQk1GG1lqs7s1ZGl3kpKK9oiGYUklIGZhyzj0AqtzuyLkgNnNr+rcTAarVaqKLdJLjECKMIs0Z6VmwrC0kQATcsy4TQQkOJWAAcw+G3KgHrC6vCQk/6qtV848z7ABTPPbX+5B2DTDPjQ9GKP9+xt7zw6s5B2MDDINnKsswUje9JbeezlWl7nXoK2NesPJADKPFYvyOCJfQkVAFibrjHoPc0aoOvs2uG0Eo3G9CSv2pOsZQQ+2gV35KRoZ4Dq2UARgLlv7kcD5xjllHu3ksPbOS+IP67n3bWXo4HMpxSbZhtxYMnuhHNaYeaXjqBp5PGw0/5yFIpVhOUQxq1yk6OAG7WPXCZ1YkbzYJbMJVGCIiaj47IfaoQJAJQKMGQYT+Oq1yBo0kw6CcFt85o4ZHa1rlLPhazbqRtAQUthkTaxzjHQNlwR/6HpkGkxOoNnsNuV0P4fAHsOMwqc3k9gVzwuh5224n76xvK2CnTX0uYcAM4GU7mkwTwrlRet7OOYZl/uHhzZBdjUUW+dNIc9urfiYq2W0TDrAQX/gC+dpBM3LadyL7EexYNyYb29p9pNfxMwbGNmnuX54TdtqqTmNatUjVw7mYkDAnEy3KYu66JJmFPeo3cIcJkeZT4mmQh9NfE8vdRVKRjIog9tFrtzH8UCTF0rJh/NLDGPE2YnyRxWr620XE5tG3FcWopjBqiklohvcyDGWp4FM70/LO1N4aSrrQDWRsmZMB2ED2VJP4AlJ1clS+4jtEBdIdNLjo9SGG3tWtqFp3hG6w0leNmKwGU2yatS91U162spkff1nexpwZuU5xNwFssyuLQ3op5znipnTXVFBChlSgKQNieIb9HcAru1IJTmNJlQArlJNEOwNuBqgWbBcl2axnKwIAC7D4A9YvSHIcCmF3r19GKY80023R2JrodjAUVCBgYinpaovsGuNd4GRWS62nqmjhmlmXA35ggXEbTkZgNgL2g78h4Dok2hhkg2pRulqUZaGMekhQAsSWp9YhL5+Jv35F0j1rWk2iArEIgIz/Bce1souCdPEMkH4toek4O5M6lz4BcvWz8j9CZHJkYKMevEBGSWYFSg2ZEXwcroj5t213Fc2EaAUddSDWJROISCQ2Yuq51rcFN1gs7MoCeTXzmAmeM+ZjvPD+Csp/R/AOsNvI5rzy3MmYu8QR3drhAy002O3i59PV6Z5yYWx/2vgVc7EsYrzbt7L3QBF0vQNpqU95ywheg8UxjtwkECILG71pMTtxKu8XdtYtK9W1baex7+iaPpa9caAxqzai/eJ63cxiopCG1ZOGChyt4j5YosAmxC5ku31WKi0gCmaiFcZ5T/Q4SRcpJ9EqrQRADD+/GS2VMs3lmbc9QJtIaMQq1aRaCZD/eIeUuukaelfcnhtVJXYGc78OwrJm7k+72ovhwkTYSDpSIj/CYLP+KgZN0mXqYtzHjekcn0HKEQAPPOrIJlbFns7N7aVT1d4QvhDKGhcFXaXnQfyGnOVALzllvTTCzfE2QV2+z9vQjt9dKlC7bZH2wrLSZepTQny7yo2d7Aman10M/eto5mmsUe4kJ4iw5ERMO9Wpebd6cjWmeD9kK8cZWYEQOK2+hkHI0JUlLdftdgZKKomzKQeTfR81GdVPijScPECcsAmEqIxOEEcDP4BhLAfK9yWVpOLC1mlNfIGwSwaJUEcfVVNqnxk0ai0UwCov/wMO2XgooGpcF7TpT3MwmN3waALWovshFgay1m6vaPqi1itkVUHvQOTjcraj6xl0qS7NUJgAO4Br8S+1YzMrd4Te+weWIAcsg6yU7PAVhNDEfqvlz+zZwYWFpsaUunun2VGjl9QmMzmdk7rNbhM4G4pfZV0HIOTJAs+WOWW3OFhpjIvG0TQtgjJ4aYEJkgwi760DlNPq5dqpTAEzkPG0rbn7tJe5Ftdzi0QerNV1vGxZg0Wipn/1Rp00m9CH9mJkDgLTqSOy8tIhzQllHTFma4AWz3aMj98CWhAuaDBlSBkZxf6122JjuZCmJPh6XBwYuECkwO2hlwBGh5dMISwhB1YS3tiCfVbT31H0IOlDROdl5svTptSiUJLkl7uTdaUGNnnKTwRuaPZRCTXBKxvpj2juig+43+WGUrgE1IfdM0A1T/711O0xFAGG0whwvUrX6WFvVm9z6axocWM0DtDjVMQVX1GeBIApE4jQHFFes+WPhSjWkxbWY/gPs9oOB3iDcTr/NpIXGtHOlXhSnj6BAemus8E2fzXYDRZsBLkLfW+ON83hF5r5sst6I9FXQ13FPjeyaId6dRgXlToJvo74XzIB8HExtvstrfHq12DpF4W9xuk8bRWW1eMkLDCEvs54gTwUuz0kDjTlmpE2nTHO3SK4BnIvL7diExx6BunJfEtAHEXXivvgtcCdxae6CmqwUYUArFBGAmSY6uAWQmk0n3XSZI8hwwBDwTLuDQMPnAhYeFS7Xl3bRa5WjxXPE6ZhGH8nwmGsDEyABytG3plmLzsuWdf4tsDbAJse+aBole7RdErUVniQGNPEjcTIcFJKMVxkyDnJ8Bpc4TwxIKaPdVQKAzCD3pBWZrwJEpSOUoiVeGH9JgeBCCLNru2cDIW2ufyTzlIM8ER7OCGzjUtaWyAaD8TkkSTYZSJNlNO3oOK5BDEXDEds2BNQ6pBuFRmtgmA3DKIAhT6DeknQNgXNShjY7/21LuDQvbXrzfffKxWys3bzu6wGAuHepuhsv2B2C9CgqSo4NJDZC2RXAIroERgc4MbheRuAZQBW6RZxwrQUjSAjbxMlxNEj1bGBkgYKZp3NN7VEkZjOvkIb0DrYEPmTD4T63NV/kqYo+X1tgesPg+QMbz7K2b9J60pai7lJJPNLEArJBE+lK7AV/QO6uSNu2T2xFjv3nT2iL7AtiE3I9MM9NGnFZvXHp03Wgtnc7QwZU8jo7ltQeYHBuTkniTmd0W6snF0XRMcgBGS4iqi0cJMoob8YwAJZ5aJfJtyCGEOGka5gzAJKCz+pnWaUl3LS7UTgNrEPE9E4M2qwBjcpkr7etlB9pdINsdpwFQ1YR7ePfqfOBg+sUzxN2AHo8EK6fZSAAACipJREFUPADe5lDURpiBsz6yYVvpVvZ90sd0/7dPnS6nId/T36JlIMiuzjDYZiwSOaoTc53BrYtpLWJoAWlGcr3rVph4idmtooC7bQBpAvGvXmQat8suglWApBJnmjIFj8Bl4GqaRTCUyaeVaRLtImJJwB0TFqGVmCyhkjYRT2iZmodsc63ZM4Nol/Zmny6BZ+GNbJLi/mrEvGMO9tqHaMC9jP1+vkQOdJTM9KCnTi8uGXi3jRcXMcOpah3D/Ig2j062NSNprLpFJwehLfcl7VbaQOdZBiTaiBvfC5us3+coICXoWqs7ifhduCGgtwOe0ADguI52dW9pNLynd5xLbzV6fb6CQ5NwsP/DDCQTCu+qlavaQuvK+5p8sgC0GNOuT7fNy67licZ8P1+IHOasIiELK8GvuunCCK2VmWOmLW0joHMU4UULkG0XIcRUiuIDac4/jCbIyutIuzYzG6q5RpQ/S/l5q9mTv+dBxuzgWgY9J/qm/AZHaqW3xiCrygmPkElDFdqsR7a2kgriDNjohXg2LWWScZDwQJPB5FSr1sYiNwi+s1V4qicHBtjUye+eBs6UUUO81aGEmcUGXIcsLSbg9bQLdWkwqr7Wg/X26spCDZ2Km4lwZzcfz86CiOQthUKy3SWJNmM28b9qTmgVg9bbsojTIEkcgKhozcHxzKsYXCtVc0Zov/ouQNY7nhnHzN5rJOc5xUmR2VA5YWKnKkOfij0u7aNfhOdxurHe5uKeHOq0tenBr5sGzCqHp2xzfd0hsLd4I6IzgaA9owiJrRwsuye2Eo0jgq8zc24iIImBiRHhSQGYvFtN32THPrxJ9UfASdyPB0ybtNUZgIiHJZDpOmYyXmt9D/xT5L03yWj3JMQ9r6bgqvBiTTDhEkn29l7+324J5d16HulA7mGMt724J4c+kHTNx9iU7j7WrSDemxyRnAzSaideVc1jjvhbcpLKdwCHNmMumDAznskJMA18u5MgkxYCnjhTjZvZuK09eCFS341mwaEAhsa0mNfzPB+4SO9AVqZU5B9J57WKY1XJpijhgp5jEi2d7xipztAGeeRBeVeVXZ14K0KohqY/1daCZG8Te2EGxXDsnlMlx7BENhFVXERaKmkfAGHymJYABCCEHKoYMOkelagZtPqsmmZqpfXOhAYAzHcQbsn+Kr1UGRDE9NWixEiKGYGrt6neDgTxfeDGq7aQnQBsHR/Tc068Gp6xu5/AHrPU1lsxiVltwwxtuh8TRlvwrqwuopnUmlXtg5O1pJdpQZ6BL5W2NTC7JOJvlczXWFY27K1CG9btBSLiVbge8GuDcqW6sxDxbr2KlUMKcnbGfuNdI9nZmd3rzVOssUKAxocDbSnxiuoOe9JMPDx7NgjaLp1zRLJnF3MXM8N5qLElWqC3B4NQhzYkTEITtZH7nlQPkNS9LxRQ4kq0WZLbld9FTASaiabFAbN4ueVOcpu8UFH/kcnepwhK3qJuXnJY2RnAyDpfqW5MNnn5JKUNgoO0e1bkKGHBRWU79dD0JUGyE+UWrMXJUqnBU2w90xxGRdulzl/CPedCLkm7AKae/SOy70MbymXimqPEcwLCtnEK4e8VcJpkS7uA70Pk7G69nzzjNrJTgJGpgW+bQIbBHgpkdXBbYRptkbR01Fwr2fxO0LKewUMrtHvBJ6IPTEmU50D2TSJW5hnIPQ3DhLUbw9GsHBjvMTrNJGXhJlKyDDlrciRZ0XQAAa4bG7uDfHlJdg4wsiuQjUQn9uJCSyKyLaktbcOkJK+HVxnAurNf7l1jXe2pZCNxP9pSTIpJZ6JxvN7CVgDr7aJNsscEb1e4BOfkhS7JyQYuckwARgrIlGoempORRKjxqU2EO/s+yM/hU64HKrVoVTPSJpLvTDJiLxDcaiqhEWEFsbu21qwneBFCvml/LWZ5tPYQFQAwToKYnbZzCHYsONetjxW4yDEDGFmDTGyBLz30LreVBDYNYC85XCXuP1ODU2V2t4HHXIPLBGDtlk4i4cDNIeid21MFv8rx0WJ5NJf7t0HjTcKsAn8l78mD7kh4i7fYNedq5ZgCjKyJP5Ap8VyMk20r+zGPWZq/JIi4NFbOuM4y/AjzKUDcnlo2EmGU7NlF81k0TIvWSo6l/TyUTGfdqABvrt0huMS5ztiltziSYw4wsg5hqDDEyreK+C/Jfk6jtWqHB6hmX6C2DUwyQ1mPKMAJbG1cTCxKqmmbOFhMrjiWWiwAs1bUdyvfYmqzB4bUVcIheJk4XFY7Iff72IRkG1Ei+8Bdxbk2yXEBGFm/0AOmAbVDiZ1YtkqQH1SyKpkmsSMOM9dbcaRZ+I6laEwQgLUpKAFfoB6dsdgKj5U5z9GFzCaQVoCJsXEicCxORwAG7GJu8ovKqXcILonre+wi/bMfOW4Ai6xzlwiJMP3WpT77lZiVHLOSf/dExByAEvRsY1m0kmj7trXs0kscBbwLB8On2pie4kcVFjSs6H8kZxCRVEfsQJTcnH7YxPVB5LgDjKyrMIymKe00qn1Vxu5XNiWBU/9fj7+pQgOpaMhhCZtEOoinKyRiEbFYVkBeJVuat3/bxhRvKWbUE6fPfQ5TcnMYOSEAI+sXvvt602H7Bw1r/A8rowOdIu32SG3Zi5wfor4twGr+kXeaRRatAHICqltuNLIfESG+1/E2ia2cMIBF1iZTaB0KhquVjqUowkt0X0C2RvoJs1Vr6ZcEWOvCDuZReKMXP+MVZkvxHYPL6p+zDlJDv2s54QAj64UkNkK4w/SRYFxc3LtrSXVntpI8jInKMYMR9xsFZ3Gt3v5fhxC21trVZxwvL3GTnBQAI+sOefo0QAr17dpiedy+zq88qKSGi/bitR0GYFnoul8R1d8UPF4QeSgW4JxjHTjdr5w0AIusO+i+E9DwsketttjVZ5ey6WykTSLL0DvofpMcAlxScffbdq+I4y0nHcAi6w67zQQ0y5PthbBxj7KDiLWCQhAG2CIRDkG2djqobHuw+iHFxoAP3WYLpRMpJy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ote/e7390MHCAsLRUYBqlInAtesMEALDx4ki9PBLDBRiT7z3FRE5lRSrck31Ma0DCjVJiOtYALm/h/aToaG9E5mAZoAJdoNup1KjbUmViCy+PiyjlDwHAcmscLQ4YlAQJb0T5YVO5OgrYU5XHBAhK6zrFEw1ytgVGa66DjgFrUK+UiH4apSIWAE6Cxm4F32ctetpc2n9H2rzFx9CQbrkzKYHa5WdpGJEChxh2zicgwHQ0jrYBd6Bwjl6bBfPQXzWbUYwsAS3DApD90NhdH2BP5dBGGk0ZgxDN2wlxA6hyCCEABKC4cKLAno6Me+9jHNoB1bZa9iRoVFAoAJE/pNwDrqoQAKukaTGSAYVnaMCXcl7/85RvXLjrF4rQZrbckgwWYuPW4L44F2GB/rhXfQkmnc0lcITcGDBhDNSoQaXyRlL8b2ViFbjGZrdP9jkuVhypNxIaRgBFopDAwIZ0lKtPJ0hG0DBbBWpKcQC6YwCbYCeuJKgl4Ytv1ADYtJ31g0prQx2wSrQceeGADHG6vy2g3xwZMRYgWhGBnGlX+zKDgHoGUnjOFxq1qA4GGvF4WmKyQ7QYb4/Ynm4TBFu7US9ORRi9xLLmIFUSWWKRcXyjUx1o6sCy9kf02wkV/QNcVYcYiiHUesHCdGAbAEs36PZcmPVFWvPq7aA9IAdssghkIoAAWn9FEhL3AhZ4T+Q0z7hnYL3zhCze60TXJvXG77g/rcZ+YTLpCUMCcU2Dg+2X92woZbNxi1BdGAmzAXiu6s6DJW9rJyBQt0iH0UMBl9JpqkXqQvOR+StPRD3jAA5qoEbOkxKbLRGSM9stcJIDHMJBOBS6dLheng7GMIIFhRKwEAHJqxDkGEy0S8QaCWYkUEo4yq5i4fe4aG0nLSK9wtXScYMcshs+TnJUv47a54BUQ+G3bcRyLjWOwFb1i4lVHc3kJ0XWmztWIOp87kPO5173utU45S2mqDuSyRHvE+zBLgtd7mYqIJelrMhyz0F2iSikSmg6TYTdpDh1uEEhB6HRuDjDaRYvjTHUrVgJS9yjqLSfVsTcXn7YxiETBriuDUO7PAJUoFpm6hnYSukcbyWJDATbYzXlF2QuQNBrLvBoxbuRqWPoLi2g8QnuUEc06S/Q5jMUcm+lQAQFL58XoOMcBeqxFZ5maEfFhM52JSTEIvcR1YjH6CLv6jKuexrhu94qlXVfYUl0ZN537ueMd79hMD9FjKWWiV10LLagt5f24cWydhHLPhsWuM2z361EMNnc147QmBE/9l4YxWaxyQvREzNM2NNYkYhaLca0A0V4Sxt1gIZ3CxQEY1sGM7Yln2kZFg3r+gJDbzvJ/iWBAoH8ADOCIefqRe6PnfD7tsjTA4S4dU6CCRbFUDHvK/DNt5n6ZhCtQY1+D0vVpP95hQQBjsLJn1wedABs85GD3RV3NMKNTsJUkJlGv05WjiO4wichq1OKJ0vxeElJqo6tz4zK4Yt9lWGkYEKQPTAlJ2MqB6XAmzeHv3CGAOp+ZA8DiOr1z5SJRHT/pYg1M6jxcrWChnAKSC8RkImGJX1Gt+5G6cJ3Axe2nOsVLZcgCbXeY6XpYxDAG8wSNpeS9RIDqtoT5AEJLmSweJda7DPNIwJaT10l66hgmiYmxMCLgEPPtIkCms0SzMv/ybqZ2UvHBpE24Yll6AE2lBvaVepCZFzBYXykASYQ6zjAnV2eA3e52t1u7pZR2wegYSr4vZdNZ0URG0Iy+rx19vuAUBqzAzHqafT2ADZ79s+8ir2acGbk6Fa1zD8JwYlYEiTG6QNBl3IxkJDdBgxC7aWgina5yLOwCfO3l/TFaizvknrk9zCpfZuJdJ2Isi3xFwDQQlsVkAMbkr7hkbAnQBlBc2ijDRlIb8nRAzcLgBooUBmADnO9IQgOjxDI3zlX727D76tn2rfvsie1nK3UxmKTqUp/9I3ek8eSGCF6CX8PSHSIrYf+wOvnSBAKAIUNfLmrFBsBBm8hRydjTLl1Gx3FxBDYXDuBEPhbS6QAmJyXjDnw0n9/4HoDJ5DP60jm4MaCRRE6QMcqAFwNqE/ci9eGazX3SfZn/5EadMxUjAgxth6XV9WcaTD5uQYWJMAM760wvdAHsHvOcxSilZUROmTie1DSG0R1hLg+EuSQysZrpG+/yPUY3ATzO1JDRb1xFppgyxYLZdHimY7pMNt85gUvik9iXSsEOXFhpEqBSIxhR6sC0E90lN4e56Cbu3iCRPOXe2sa1CW5iXK2cmjSKQUdXcf0GWXmNppCIfUwGgFy4VEcMC/sMg1vbwJVOMkinNNgZDrDB8xZ3nfXoNIi8C3CYXBbem0pxU5KQwwQ6t2Jqh9sSkqtOMLoJW/83+jMNo4G5HCN6EhM5KdAzOU7Mp2IDGBwfuEbVUElqCvu5GrVpIjfsQ9DrJKDBbu5BjZhcGcZwrwIUAJYcTWkQ1yggyFxlmcLg3rCqjgcC90jDAalcmGkin9OXroWbVDXiHMBHW0r1AGmqTphzmfJyLEATLLlm58s6gJ5sVxgqn3fZZjAP85z5eYsaAlBcPCAAmgZwszqFniorS4lU4t2I0yh+TxOVhYGOA6Cy5XQS4AnXJTjb1a/DDBC86CYCmGYR3U3iorgd18fFAiOG4noBD6uI9lQ26Ciu1N8zpRR3Lg8VzYWRgQWw6KcADEi4bSCgn5QPSSwDkuNwydyt62cAyz1ykwag2Q0RpZSICJd7DqgdD+P7PybNOk/pmZ4NdmDohPyhDbA9qhnNzakuYNxI6sO5PRTOAE4kFQMuuoq2oEv8vwzjgS7Fgdyt1cyZzxsXiRnJoirHEKZzhzQSkGIXjKaxAcTfhxkgisK4SYNFx8tPlfmyTGBjaewV09EGnODCNFAGk+MwAMq+rY6B7blDxwE0TIWBgcc5pXBiJsBdF6CkzQBWYKQvMCAXLCBJrX8srrGrLKoHg6H1ATbYvKR7XdcERjjKX7HkXLLaxijTYDRAqcuMKCN/XKY9FmZI6Uxx7Q2LyPDTWpKnzotpdC6Byz2KArEE8PvcNWE1E9z0VZfReZgSWBVFEt2qI0zhlPVj5AEd5N6TZGVcqqSxa3ct5dQRnYaRDBZgkvMSCHBd2NwgMTgNSp+XG7akACCm/o17JiMEMe7LPXHTmLXc4M5xRdC+5556tlvCUjZPKRlMYfzMz7jmxmgCrsuIMuLRezrBDXpppEnTDOUEMXckB8S4mZQmYyK6zyil3YBBymBYGkAQQfQb7a5Hh7gmjT2svgrjAAmWoWUASWcCKFbBsq6V+7RiSbqiZEV/x7zybGFe50xKIcbVAaf74DITBAhuAF17pl0CVAxocPEU5mm1jbSE66RpHceAoGW1uzIj9+1zfbQAgyFYaqKQEmC7zHtkUZ/G10imYZLQLG1ScDF0nw7RiOb5/M2op+U0HGHNbakspT/G7d6sUUV5ZUWCd6DAKADLbWJbSVXsqkOlCrh47z63IqjLAKxtAKhGjfuTOOY6MQ5tWkqCVLAS5eWcqOmn5OmUkBs82gBbmi1wrQIf7lzpONby7rqzbtIxzc/KKdKFydEtyGBpPYDN7B5L0wBuOKt/kgfqMiNYOYxRJ73hd1yt0calcGnCeewFYP4mE26k0hjSFZKv2Mi/S10mAgN0ndKeg+OWaSFTPIDmuyaoRYZcEjbU0XQTZqYtXRdwARY9VC4yiUnmqgcL05YmJ4VpAyDgitty/6o+SAzCO2ssMZ+ABEANDMGP+wUe14BZAQuTAptoOTpN5Kr9AJoOJDcAfNJZhDkNlh7jHw3AarpWGLX9qF9MYzpbA+kY4XubyXQE9gEwURRNRHj7e9wOM4pFn4yLMAdnwlmondyVaRqMgNmAxKiVfwKSbArCLQKwJCPtYSpHYpI+oqkY90O/YUHXxgV7AaJ0i3shmEV0zu2euGIRLcAAvvMDe3ZEbBvdh3Fj7kOOD3vKbWE5zDRsPzHgov3cj0RrOXAMFAMgJvfm5XhAL4IHXvoUUy/Ytoep+n7/Ggbboep57pHO0TkphMvqbWakGZn0waST1wy9S246Ju2BbTS0SBTIykW4pRn9QGBVDsHrOtqFigCMLbkjmXm5Im6EppMcxbRAajA4r8gUIOTTnBuYyx0Kx5lrNpiIbNICe3Nnw/ZpBS6s5/rccwokmQFp8HQxZzSe1Ag2FizQypOkaOYwWIKpD5UA69WMVh2R3WXoGR2roURkRu804GJGIFZzDCkLI1ikmMqGUabjaRfuFlh0KFHfDgYIavXzXs4XQGIrgLKOEUNykaLPWYzr4h6BJHnBUW2RKl7gEoy0J64lWTGUAsMuE1AYkM7n3FzuggHG1gFYb+6xNGDQMToCGGgrVQuE/iw3SHCbhhJmOy5NpmOE93JIWChJ3q41iliUKKYTGVHtevy9dGsGh3QBl2m6JTsmOgeQcWvl9uTTGlABcrkF1ahdEIELgGjKElyAw9XTb65z2NSP+3H85NW0jVVaC9zLgjWYCsCuOuKLc5kMuujLsi5ht5vFDFb/DJtgHmZyX7SWRC6xSgcBMSGLaegrLoZGyj5gQE2HZCURzRYDdKOeixGQYKbSxTmm6FR6IWXL3CBNRkvNskyfq5bHS+3bONFt8KjM4AXazCVI4c5prFHBVGkZeFmPsEBrMLVRPQo2rhb43MYkYOV4aCD5JGDjOumGUbsWonX6R6lLJnHl2WgRiU2uTiUEk56QmaaFfA+oMJnfqpOX0VeGzJ2269M1Os2lBBlYy9yUKM1gUA/GMCYRjlFmqRDFOllYEoBi0nb6xvcMFC7ZgOrai0xggUnH7dpYGobvSh8twLaFLQy2Xf06+yLPlLlEVA5gXI8sNPAIt7uMEDX/hy1Mnehk0Y8VR0S+RpcKkcPyN0xgQvzxj398Ay4syRXqAGxDU2EjUaDP25UegCfUFwmWYlnHtjWePNI4/UjAC2KA0CASDXvPeR0zbNKVG3QvAdcoIEu4TqNlgRnAFrRDdWkwtR2AbbXoM3GFIrLM8GMQOSahPxfQpZdMc8gDAQ5xq+yGmM2+YLQHl0t3yJJrMG7CmkqsSWPoIBO78kCiRlqGpZOxWzlNxW0ZCFixLNJLHVf2KHNOmmfYFprSKa6ZPMjxgcvfsSrA6GS5vXLzOgb87stUj3OO2gLdfU7rpg1S9XFZX7Bg22pFAEYXyXmVERvA6ehMQpdGP0ktABeXaAI584oy2rLgQMktymUR3/JuOtD/BQB0n/PKBXE13El7dY/Ob+9IreMlPkuTnnDsGPc8DFxmAkR97XMR9V5A47wEu++I6gw4xwQubppGo7vG1dO5T20iJTSpAX7XcaVbtHvP1a8rAzDuQqO3qV5Dy0q3AWYOjdvQGLLuGlHHMQwgb8ToJiJXZwEG1ybRKToCZozjHLLa3HGXsO1iT8nTbBHA2ityHKsrQJF6ARYdSHcCodSAfyfqlCSVF5Rfo4eId2wor4ZBDRZachJmIh0MVBJBgrgdBGBHwKVfaWADFZO6L21mNbvfGMyO4zP3QMLQv6bg5kxnNADbcp4jTGJEt85vR0wy5l0LY2kKHaUzaDauDqjcNLcWkep4hD5XIXXgO8DIZepEGk7DcXtE+bBOaxf+KXcxtaMjpESc30BwH7SgDi2XkDGd6NoAkYgvKx2ACwOWAY1rcf1dj6phghLHMSMxLHnrGDRlNsjjTkW8WShskIlagcsAlcbBoCpflfuQGaVJY8jv0arZOisP+prRtgSwmQsMJzW5q4jKMmJKRNY2UzRAo0GyWW+sjIA0cOrLdSLmoy24UxWoAMylGqVleqJtWezLuFq/ESTIkUkBEP/yX1zusKfcAmEelND1qMCAa1gy1D2aMjKw6EaAxfrOqT0wETC2Bb3PgQtwMHRZRCjjTwcClzwfHaqkyXmkbehguUQehOYrV0oBv7SN87YXI09hm60Ig3EFGfFlxOTfXQ+lyt90MGBoAI3FdXQtvwIQc54YxAimSQDR5DXgichowKzM0RE+U2dF89A72QiF3pIABRJ/U9Tn/MQxUa7zGSBl6gsouWZ6ati6Ry7XQGu7ZNoHON0DIANE9voHMvmkX/UAACAASURBVGDH3FjV9Ytgu8qKyAHfK2UAMGovrpq7cy5talBjq3LQYXARaxbzMtUrvs9tz2gNg206668nNTeq47OtZMzo6xKcEogaIaPVd6QziOSS8UR7pp2MyjyUCmi5RVNTXKSOUcUgMKDpgMdoLytrGfcXM9qlQEwgc59e3C+WyUNIVWBkL1f/1/GjVuvQSPRYJrsBgRvHDuXqIAZwtA+NBdDYD5vRbe7HFutdC4SBuyvlAZiYF6trAyVF7q805+PG2/OU456zNMY2BbCFbItZGjZIbTttQlsQvlxZ1059Rg7hy51gM6AkRI1waQ3Rls/L1Tdr76h2waIwjCki0kHYwXHKHQi7jObyG9dEi0ijAJFELSs3W5GADcAMnNKNtw2z0IACFvpIyQ6QyNmlnJlrc1+EeLlNZrlyiqt0D9k/bJLFtFI0UjdYvJwOMyerH8p8mHbKcwkYyTGqnHwC23yhD4WPaYgwElGq84xk7qlriiO17cpqfI6+sZAbbs+f0WF0WiZwfdcsAbdg+keiVscBGAHuWjAGACajn+JD00qmmzCWwCBsy20EZLFSC/n9sI3lgI/rkW6h57xjXkFDJv+BKw/Mak++l5pVwCHAABZCfdSyM/crl6gAVJqmXUKEbcmGdsI1gRDXzJN0PRtgGusNYBpS+K7eSKOhcHqCydeorNCxiZqMao1kJHYZlwRcRjrmk2Ev9ZrOwHAaoOxcgpa+Ah6gJvqNSi5ILgxQnFfxXehflFW6aoDMvqixsqZdniwPq2KSum2XE1Nn5rvcsgQnV17u46WGyz2Uk+eEtfO5ptLlcbHOLbo2CEcBTCQIXCJB/+6y9pI17ZVH5tCxwyLcaWxugNEibhioVFjSVdwFXSLEzSpso4+AxhxAaOpGkV3ZcW0DCuyhmsFIExXSXCacVZaWghpguRaf55F89IYOkvkPmLgnKROuIxsLE9OlCSZKrUiblJuHYNKSaYT0qbgoDVC5UdEaV2iwSCmwTCUZSGUNmMEwKmrTdu5VUDPMlPSobcPmmUPtsnLGwqALm6m5M2j72I1nLoAZTSjfBHOWlymHkZNiNIw5OKJVZ3ILgEiTYTM3ZPUM9tOB7a2TgFdDcYuiIMLcgojyYe8x4EPpwEP06ygMxw0AWkamc9N+3Fas/aArIXtZc88llTkjgUKiYpEhN9beqhModRImAHABh4g0rjULYkpwAd2oTV60Hd1GtEuGdhkBLwmcCHDYPCUSyCDB+AaDHCJwubc8b3xemwtgGhabGO1YDCDkTnJxOsJ3MAQAYZcy0jKyRXuiI50ImKWQ5lYlTYECEwFXV+IPIOSpANQxU2+mEekjGkSj6aAU37ke7pJ7yuKIWPvReO3H+hkQjm/w5PpL01nEMZakmWTpRYIBj/aQCC3Lp7HisIrcGJeXrczL8uiY+5LiADJSYdjjCLFg7kFGX+AhJZOHQYxbODONzQUwroSLE82JDsvRh0FEJbSYG6eFAI+WyvdEa0CFkTQcAS6dkIlYFC29kfIW3+/KyWhswMGoXI7OlLfKprgiJsfGZD6nxQwEg4ILL8NyHV3qKxFpmXdK9JWyIWAuNyGmF90zcMmWM/dWPszLQMt0V4ymGmVydTyBAZ3NV9pmIGlPgyzL+rpMv2A2mjlPU8mjC8tS7D5sLoDx22heAwY0RoeIiHnHDJKe2Ier0+momxnF3KtggEYCPqM/ANO5/p2nXWiUdpacq8F+TAOL1EwfiQTpN3pMDioPVZdP07Dm4WggDVvODpiLK5mE1indHw3FHRtQzgd8WWHk+oHL9ZRbfBpsZSBSbjTMRMyjVlkLDKQn6DmAFgS0gwpsz72ZeisjbQPP7zE5SUIvSt14cc/aXQZ/ko1kZjEAo+xmyoXpRDdd+nlCPg1eVhygbUEABpL0UzrDbXF5dIWb1TBqvbIIFnA1DtbABjoPtWetH9OwXI4Ry4Vwi6ImrFgmJI1MswGOjwHU9NMx2Mz10mE+LyMrwNb5Wf1MzwEbYKrCkND1WwDiXhxTh3K72sS56aFxz3PMABpmAiL3Z3ACSBuMGFF7ugYpGgA2OE0JkQ8GIW3qe4IN7IkJyYQFPzzrlwAmDp4JYFwejRVWyZ6qnWeqR4+UhIbGAIle/JamkIjEJFwitgMw0RRXl4cpcAuy0RH5BHYKFo1eoxGA8tACJu9GXwAfEAMD9sKcRLeGz8pneiquClB8nlCdEOZ6pBgEAHlKiPyc66E/tQfGlV4h8gU8GJLLdk+pPOX6yzKhUe6My5ZkBmTfL9MpzqlKWK5Pe4W9VQyXTzZhUiSZmxz3qOge7U8Ahhu3nuXXgJEHnRv540aDkUz86jgjmyAFGEKYO9OJQABQRqHv+xs3R9s4B8ZJ8lHKAXsBBxeEPbGSY6fzHAOjOQ8Nl6fp0llGMwD5vwhOPkv+DJDlj7CzcwOGAcI9Og6mcq/RLwywMGZYSttIbnKb3A9mzQISekyA4HpKcHVNLJvxAHpyIk8jcd8YCiO5bjLFcQA32wswg9f1YD3ANNiywYyIcdI6/jnshwA2V8GPKI+m0fFo16hq7+ZSGlfErelgjUxw6pxs/Z0HPVk3SIg7JvbR0DSU7DTGEemYMtHRzs2V+jvdl3WQwJQ5NkzCFXMZRjoxbJQT43JF0gjcuISnjgIQqQwAJeJFyr5HCGM3L7VcMXOE2MEEstRE8mhcqk51buDEuCJlGo1edT3OR04Al2tNpOv4WBMDyvYbSNhXjtHvVUd4dz/SOKVpS4OUThbl0rbailt0DFLDNWFG0mTSzYmntDPCYDOb0cONuVju0Sgbt6QLY+gAyVcjDNtwVYSnxtDwWd1toQZdIYdmhMuFaQwC2+jlUnUA4GExui5Pok2jpVQGqHUI1wUsOiDbKcnZAQA33w7TnZcGdBwa0oDCoGXlAmBJbGISHZbSa8CjJd0jpsYw3DlWy6P8DCh5wmzcR2sBQMy9AJ08n+kzTJhrBOasfi8Nw9GdrgtLl1NjQK/deRDehGxYkNtsGOy0eY+ig4x+0UierThqMawGNzLdPMahZTQg5nHD5e6FGkZkZIRiP43EZWBOYDMyhe+0h5GtE5IEbc8SAIW/6UDBRcpfvJwTA3U90FPnA6TUhHMZBIBZHp9LDaPGPXOrcmxl+gawuGyMnIdEYC56ElhIBH/HYO7P+dy7YzqngZWKEgOsBDldiRGznwWXrX0wX1Ix0h20LoDJCwL3pKvRZ7DTegEYo8WMCG7KSI/WMGq7Sj7oG6xgQporklMy6y/C0TGit9QmaSyjPiU2OjGPxpNGSJ3XqJ17MAfwYTHapJ0Jz9ZSbcOyZgS4aW5V5xoIOrucr3SvQO4YeXobli734Y9lUzyyIFM+XGSe6EEL0qEGnsEqisS23GQy/0kBlekKMgCjc8EiWeDzfWAl8r0jAO3n+mlJHmKBq7z7Axgz5yiDDBw6ME+dxRBcS1mkxzScRpKnIkBjeYptud6Pm2gvtCCiuSvHcS6uGssANZCKsJLH8lnAxbjhGC2m0btyQfSKqJHLlkvj9jKfWBrtmC2WMCyAaYcySSvi1NGuC9u4P6Kd3sMozkFeaC/XJBrESLwDJss8L/alTbl6bGQai9vk/g1muksghPG1N9Bl1sA0GhmABLDugnacjjUAE5dLZPW2NjJPrSVoaSf5GMLeTeksbKVhaARZeCNXqB3DGkbbqE3hGIABU9IWOk+kafTSIF1l0vQG9nMOHY0VuSkjuW0637FNynO/GFKHAbrBpLMxkc7TmVyOgeXYtJSKD6azuT35NOcBqMwyAGb2WwUqS9YAMznDPJI5TKUKBAsBCoZyjQYLALZTGFykd+kJ5j4BM3VsCzaYOnWjeuT+raZ12cXetw/AFtyXF6HshmXxaZA8MYP7MJI1RMkMwCd5SO8MWyLGhNtck+MBNQagb9K5pQGIEY7NBA5cg7RJe+6RcVE+EzwYEFwKxmBAj41ErjqcbpO9N4hMSQExACaaFgBhC1oLw5fPdZQSASDX7PqxEzCSGCLhPKbGb4HJebUZFhL5lnu0lubc5MoS7euwFRGhjGFh+1MwDaRTveSOsAfdYjTRb8Q9/QJomMkop7EAx5zhsKkMYbcoCtv5DXfIPRHlWbKlAwDV+UaVB8VMF2EtHQ1AGMLxsR12ManOhechB7QUjQjA3Fh2dWZENc2W/BaZADTlXq2uLzrNwMpjmt2HwCHbrxuAWJL2o1cnuZclWlMaE4CZe5h5h+lpTQjvZWSLEHUAca8BIzgBg0sRWWngPIexy2iPcu4vYnkWwyZcE1eVTgca1wJYUhkiPkDh0rhCohzbcEGisrIQkBstF1L4TvbZIPaxlnvm0k3Gkw6AagdHKQk6jGF9bhBTGnSTGBaWT9TWK5i9jzXzWQHY7HsRzWFGOYCJekSgEotErQbnXuWI/C0TvbQOt6XTCF+6hYbReBiKiOcCp913LIYlAMj52ltkChqkCwhwzAVcEsG0o/NhLeAiqEvjMs1dlgWJNGLKmMJC7peG4m7dDz1Z1mQ5J/3aBpdokg7UbphQG0jcingxLlanH92XQTztQ8XmsAZTJcDkEpbyhDXMIPrTeTrNKNXwGkeQgD10npDfKNd4eb41N0IAc7l0DLFNe8zydDGd5bjAm3LvGBcnXYEVTCrTcTSYTuS2gL6rIsIsBRaWbfe7pGywVAr+osFUPDBAk3hOTo4u42rLDYaBCnDdvwGaIEBABWAAVT7qBhubtdDWcy7kmMTc5P8DzF6a9ejVOr3vdDipSczSGzpBlSvG0onC6Pb+8uVEcf4t8SrVkamaPEh9GqOnsAaw5AEJpQkgXBPGEplJSdB/gpCuTYFjCXJIAtebCBQ4RYIGFlZzjzQlFqL9YiJGsyQJRgww4CLyXaeBwRsYcD7zf58bqDQtkAM0tpV2yZ7/C7QvwJR/lPVgNk1fGMAIU4k9o4r+EP5nZ2UaQae58ebqaiagqWgfwlz23gS2FIQUQJm95maIch3MzfoMM4i4pq3MTB0b9iPsy7lGhlFTLcslZ83iJCuffWfY4ouY+5eWaK95BM7sKetzEaQAhNuUe9NOEsCASPy7JpWqYWHMLxDhpiW3MaJ2mmTr0Rlt7Qb8JcBMrY9ugRkNM2An0WBM53FnkoRGmQ4TsutAgAFIYGJCc6BB/6k3I+SJYA2VqSFTHtl9eZr9+GMYhCsGJGxRivOYpXYAT4xP8szHSc2MhjSIAVguwtUWAgjSgQUY2pK7cy3aCugMYAA0/8l9Y3+DRfsAl8CB6zVYlTWNWhAyp60t0ygBJtUrtp75aR9dJuLSOMBAR2QezfQQwMgJaUAUbyTKlamd4iboKsD0NyDzwiw6Q1qDO8wTPrgdI5q+kDeiiyYxKQMdAVA6Eztlw1yinxY05SN/hxGBsO+IzGyDcyfxm1mNZOOBArtyr9oPaMqpNNco76d9GQ2a5YDugTvWtuaKDWzeodwftmeDobWLDdYCzLNl6otBbb2mK1A7f99+tqJ8layyhlKiYhTSIphBojLTRDqTQDX68hRcrpK7kbSki2gbmgMAdQrA5THDo8yox5opMsReokUM5jPAJ7hFr9lzv8smWbDBzCeWVR4xAyh1/QBUrkfE8MDBrQG6AWUAuD6DM/k2020ZVOViElNgIlSuFKtjOexXriPo2d6f5xSxdk0+Hu4NYAQnyi53r2lbppVKo0HMrSk2FJrLgmOWbKdEl2l4rtLoxpCApXIAw4mWxu2poMEzue2YRjmGMmHMxWbBRsx3gNggEMmK8CK6JYHd47iqhGHX5Nq7kqYS0u6TwDdLINlLt2pX3y+XvGXS3IAod8kxWGlFUSVwiz7pt1E1e3Pa8eV/2gDjO2U6e9nSSYRlRM4yWlA+9tKwarUy9aPeSiOJGs11ErPcgdE5je6S65JnI4TTWTo6u1OXplN1iKgxz7M0APJoQS5W+iJP0HAc7ixlM+PycqI8DC+CdCyVH6SFYwCLSg5BC9dGxNOrghuJabm5ErgGJ4bkEbCatk/wwqRagE0y2QCZNWc4xGBnnTLZdQDmSaX1qD6p6pHFsAS3l92Ny50DR5mQm6ZiRGn5+GEuVWcCFjHb3rVnEuN2uW86kEt0TVyPzssku//nibhSEfQR9wxgEd2xgEudm0CE+b3B4Lspv+4yMxmOnz3GiHhAwbISrsxvsRMmV0ECIKbYuMMyISvdgY0VPWbu1PX7PrZPqbfBz7VPs0P1BHZS+bRb1rVsTQlCbwAj7gFApGg0Tzp/JuWALUyh6Kh2TZWGckxukhabdpMObpY75YIjjl2fzssEtE6SBcdWSXoSyaJHnViG+ToLY4nyysoQusvv6USpmWFbiANY+9nh5iS5s0S2kqpYB2AxMFZTneFeEkkbyJjOZ0wbGjCYPwyPHQFeG07i2qew9cpXugBmOGjNXp63q9NMY2gENzMJwOgGgNK5sdTss+Sd5Ie4T1qtNCyAOUSbivQEFAKN8iFQrkMgUD6zSAcS084jJ0XrYKNyMSotRkxjlmTEuURRsaDFeUvjvgCizXiTmEQqExUT/twwF6pNgcSiDTqN2xN5uiZsL0Lk+oHPfQdAGJhe1G5M5J3nN/VgMLPefgPrAaxG9b/qDnLG8WHYGAMSYbYQXMMY9fRFWRnRtZImbtSo444wIJZB8Tq3jJI0nmmm/M10i3M4t07xW9GlkF4wwSVklTXGIdhjvqvRrS6nfQAMuAwMswuOC/zuJ1uiM1pIJ2G09sJgjIbBMKJjTjMXaGDKX8X9kw0x1yXFghXpMm3g+2YxzIfyHMOsfBCp++nJjoOd9h+Hrew+tn4pzpprblLEpfGN7LgWIrrcG74rC67Thf3cDiFtFJrk5RLL6E5DEqkpXQZg+izLsYx055GUVSYkJSIiNcKBV9I0jwkEHm4GAIlq6Q+RmTycHBhQYjvJzVJU63SlPalZy6ptgBKAAGdWdbt3VSFE/STPbeQOHcP9YPNy+wFmcKm2kPfCWPSkAs5E5m13nHYyhUTjYd4y4pzDNMixXR90AqzulNNrEJj+n1uL0VIEpew090EzcTNSCtipXeyH0QDH51yaSVyNpwOxWoCpI7N/aeYpjWLuwqg06kvh73cA7jtSEVhKZOp6uFBMgyHl0BhgYISsPh+22wyAZ9WSa0oFLtZy7HZ1BUYXCJQMOMyy9ROWosMARlvmOZCiYC4cYAwSAYj2MyCUTdOmJWNiVx4gOTsSIltYzWlvhZmuD0btTUFxzg0wI15HSVdgJjcIMCheh9AuRCmgYKxUBehoQIkOEXIDqykOvxPt+S43hhHpsOxpodElT4dFrD7zIsYxlmhMtUNZBSsAIIrV4LsOnSXZ2t6kpKxpB1KumT5ynwaIzk4KxPUCrGtSGTHqcS6u3dwigNGfDBMT8Uk7CIAYBjOAvSRSzXCIrq1uByLAktYwEKQ+3JcIsywgmNOOHPbBUIDViPxs3XH2AVh/I9QpjfDkorgbQlpncVE0SznfF3ARq3QC8MUdZfdoLjVAoLcAQP06nRU3pQMAYVxAwb2JxnSAxpZTcg4da06TJsN0XC+mEgnKy3FDqj7aOSRsDOzSK1ysa3MdIlDBhs4V0Uk1jHtWEH3lupRs03/yZFysezM4s8IK65bPGiAnXAcXCNyABXSYDOglXckMrnfYc8entFNgZdiH43bXkSGdG2A6gvYRdov6ULkb5TKJ2HLZlGiozEuVnei3XIFR6TMj0QIO7g9zJM/UdkvDDGCYhG3KY7giURugiPwEF1IXzKCgA3Uqhuta7oXF3BeWLt1qmE/pTtcO0W0DALVwMczNvUqSGoCCGgOARm0DPYtCrCXgPulMgARQutjg4SZ7KrkemUUfCbC64z7SF4vJhBuNlvn7t8aXDjDzn+2cNIQG4wJloLuewYPmux7jkvlDx8wjVEaV0XCL2Is7KWuvdALgWh2kI1PRwTAR10VcA3l7jy+WOVDXoZPzYAQd6v9cefthDPQUl4mBk1tLxKi0CTiBy9+sovIaZ1geC9KX2ph7tTgGqOi4Mlc3h2Gv7jr2gU2yP1gvLBYTUUoCYgYjTy6JtsE+gOUFWLNkmLklzChq44rL6ZsY0Ng+iqvCpO2VN6I14Pf79rMsMWUZZAwzbMEduo4sEfN9btjsA7dvENBlXJ/zJeuPcbjfUutx0cnFdRVCDjNVF9pARCkCNhPAZc7xYIW2jZ0DHAuwAYvh+t16uaRqze7GXhoLi2A0wQAGMlJnneknpjEZ3URMa1h6yGgWDNAgqjKkKwQUYbuYqFTKgWvyW0wpuIhJZWCA9p6upWELQQZgl7sN+S33CRwWCgt6gJDrK82xJT8FPnkEDMbRXl1lQgKorlmMPKqQK1etAVjDtlqf0U4cx15s0h0OTQTuVPVcs6+xlZxwZzqkjwI++aXsiigv5F1Ul2w/HUcLYk+BB8bCKBhLGoB+AXgrhYAlkVY2vuN2uSpaZpgBBXBxp1IiwCEaNADoN+4Sm9CTJAOjGxUPxg1zaYDhWMAmAk9KJ+CRcnGsrifmRtTL5dFr3GWPJvI6eOy3qgkBVjfWt+qRLuQ4aJ6rapub5yqBS42SCIlo71oIO43pXEwzqoaLySMR01wQsNNBWM3vuDQAFaH5e/JzDBsOWx0NNDpXpzumEqDMBHDHEpvAy1ITx4ABm3OhmEr6Q3WF35ELwJ05Scd3TQYHtuzaz97f6UfpHNpvlEufwY6BiUm+OM0erZ4eoGV6e/QMLcYlGdlGGL0gVZHn92CisuZpFuMSnQeAuQggyTOP4qq7zHUBgsy7SW9pBZ1GdGOvrieqma2wDpFod92lixRxikCz4Z5ILqwjz4UpBRsYDaMKJIh+tWlSMKmEkEDFtmQAEAI695frIQmkbyR8yQT/d80Gbk8mv3L42G8NbGKA1Tf3+5rFDqxaBWXzGDcQABn5kp3SGUDGldFBojzJ1klDao1NYynU09nSF+YJ6SkjGYNwd0Y/1zmK5eS7dFb2nAAsQEhnYj66io4TOHCv2Nh3SnA5BraiLQFNKsZ3o6mAXs5Me/iMrooBFjAZKNpEMpXbdf0A5Bgl2KVSsCbvkC3Ke95C4EBYmPTL0+4yLb42eXXbKX/XaSgfm2j0TLqifyPOHKYaMP82goc9cqY0LChaEo3JAWELHc1dAQImEmUChI4ANDVYwyodsFzWEJj2od3oIx0I/BgXK4mEVS7InpsIL9MezLSRpDGNR2MBOSYyeAQggALA8mMCjHYSFpNjYDk09yK6NcHNzJsmpQFM0jyCB9cBkPPKjZbp++4HXg6xqQBWd9aZdefsX//Tdi0XnOa3XSZylJLIduDCex0qd5QdDI16WkLUpxO7yo4BBRjV6etAgr6s2OCKkoxULcFlYjqTxyLXYdt+6iR6C2PIm0WDpdOADgvSjq6PO2vvBgTseWwNIBswAOOYUhTeM9XluNInrk/Khd6KCzezgRkNFAMyDKl9gI5hsrBZ+5nhPZg5sf3PnHJb6qn3ya+P/5O6QezO4WkF6+/YNoVpQDkfoxdD0R3cAV1hFOoU+SDuTeUDNyq5mWI5QlfdFneIDX0mK9/1HG6dkNXegIM1dEYivXZUKPhwTCwAGIS6aaIkXkVvplzoRcxksLg+0y+izxgASiPIbwFbvscd+i6tB6AAj+mA2HUCknuWZkgpksHVHmAGTs8s1WVAdYC+n/aHMz2IoT7RG2qQmYHdZ5bflwYMQKZwjnjVYLQD10lfcGU0FZFqTs0Iz16jgGE0i6K4l2EPMyifl41psJzf6UQLOdoCmLBXiQEAtI9Uh6mfsjgR69FdwCFPRUN50VrldlPuBaCdB6D9Dtv6LYBiLoMF0Aj/bIsgZWPpngFU1r8tyV6tz2f54TxP+pCysBJ82zmOsdZEeFyFDsNIRj2GSgWmiC6VpgIDzGHqA5OUOSCMlJQDAAnPAVKHck/YD6glMWX16ZoyUiXc6UGdq0zHe+rX5KUcH2DNTzoW1pQKwHA0mkFQXgvmwk4ivuwmjclcd2rmufZMH6U0m9BXB+YeaKwl7I4Tk46YOT01M8DqBv9D3fDKeeybdJ5Zj9M6ZpMoxSg0D6Evwcid+Uw0NCwiAh4sk90RaStJSuwhlwVkWIKrBAYapeuhEUAlkgVkEWYy8NkVGoh0PsDK8vueihBRW/lENsbFOVcexkqzmfLJ4w79jcs0WFKCA7yiaMFOlqfNspFLT+bEe+jrWQ8w17OK6hN/pQaZuZTxs69TGE2jdAZjiNAy4duVqjC6abe4S6wAPAEZt0s7dVm5iUrMdBFgcFN+K+MOAAIPOhHTSsBiQNrRO9emSjZAsN8GEBH33DZXS8v5O22HyQQ3It1YsvMAyeUaVEDnmAvcQ2Kc7aeP5znA3A8kHeixa9f/PGTeY5UmqtO4kpY6GWDyzJ+s5wMujZ+oEVuJRLFUuatgl2EmLJJ6tCQrAcW5nBOo8vgaGXVA5XKlI9S8S4v4e56PSVvJmWU7T8zpe+YbVVlwjxiyq0oklacGC3B6OX57wn0F7Vmz6q7S+nqksgcGqUu5S0/Ha0zGmyuiRURmwMMNpopUTsv/CXfgo2PKBQ2jTC17drsBVKkBLlVRJFHtePSVaE8aBKMAMODQUMnyS6zKWwGZOjLXhv2IekarAR32A65Jo3wZfcwtcFiC2dvpsD4O1AvABvmxvep/elDOdfs4ZkzSkqvJDjGiO9UGorUU4Ml2t5+WyzCQ73StXs4TztR/EeaAxWg1TOS8/satYTrno6EkPLEf9yt9wc06PjHv2pyPNktEmwgRG8mRiSq7pqfirgUGXK5ZhJ4nqCc1Iete0+a7hllvD4UfbJ6yc/1PS1+u0uNxm+I4IlqnmlvTkTLhmEK59LAHCXCxRDhd1a78zOprrNIuvqOXaDmFkNIFAAHUolauk3ZSPAkUQCCNwugnWhFAE9liR9l2kaZzGgzKddqPhY4WdH9cK/YctiftAs2ja1G7VwAABDdJREFUe3cuNy+Z13oDGBvMV4q9CZtt+jw2V+g1zfaPOg1YsIvKBEASoWGk1LSLGLsm1EWLFp74HiYELsBQHChSJcBN18jhOWZcK8CWc4PSC+ZYXQcXrsSmfAiEdIrvSK34u0l+Ayc7Ta+gqczcbZp5xkmsV4Cx+gJ/VIPME9d7B9msZu5PSoK4pulEqZhNfouO6prwBro8yEGaglCX7SfyBRUYVBIWmKRVsKOot6vKAngwqIhT0CIHRs8R8Bg6FaqmwrCgSHOBj3fpMuC6ub7r+8C9A4ytRpABTNeOfpPsyCNyNdOQJ7sR/vbwByrpFAEIVy39MMyAHAC5VWzGjdJypodk980pChTKh3mtkC0MXGwhAGMFyJRb96bJ+jauc5yJGM1LAplka/bIUCFBL3FxNNk4o8WkMOTZuFgBQRYHZ6pogU8+6zKaa7dFgYstDGBsADLxus3de40u+7JJtn4CClWleaobsQ5sFk9wbwKASbYCwHBSKxK1QErbAS4Xm0XDK2iixZ371lxtWyjA2ED4A5k1Xr3myWa1bDXJxU1SyCgyxHSmgqRM5KYUMWb+cZqtoySJE0FKZVitvgST59qrz2hxmC0cYGyQwtizWrPFT68Z/1msTFdMAjBCXMSoHitPXCP85arK6Z4NxKwHPKyvPNc4WxGAscENHVoDzU5ydmLpZYJ8pSzbJVkNLu8lQz/pCvJVYiZK9+tj+mcaWzGAxQZzl1aVqlPupdRnpQzIyuX8G5Apudlj3onrWWzFAcYGVRhmiG2ds3c1Z2Xs/2yo8Ro2wjhonpKbeWwpAGODG77nYNNha9nnrvH/n61jKgIOWGmX2LalASw2cJnmLy3s7WW10v+sWf2z/yw19H3b0gHGBgtJbl//0zY7YvjeFvf+l5n1btauvnmlosRxtioAxgYN8qYaaDZhtfuJ5XFLeX7lBmiWGvEAhy86cTqtrRqAxQYN9OAaaHSZZTy97epzFjVTcQdPulfEStuqA1hs0GC3roF2k2rNXgi97VF2FjErVo6YZAulZdqqBVhs0IC3+B/Q1toGAazYqgdYrACaBxgdWr92r/57NBqNZVv5I0dtuLsabYMBWGzQwHvWQLPIxJK5faueHnuzCs3c7XH169hh+9CvdtvgABYbNPjhNdDsQWkbg70G7708inCJppRV8ln1yUldj2fZkGyDBVhs0AESi++swabY3aPTrDj3gPBeHw+9QLO1j/V25mdPbj8Sb0O2DR5gpQ06xkZiJ9Rg85hdRY4AB2yW/qwWzUZTWdcGVB6s9JmVqM1ahp2lAFbaoMM+Nng9pgbcJtWazVq8gO1K9ctDFSd7evzspvjMQkgLN4Hq01719S1tP4CVtLMswNo26NAPDV6N1aDbuH7brn5tVbwsHt5s8G5nt3HTVqZnrByx490Zg/fTitep9bmnexzvWcj+DzXaa07AIwj3AAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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WFXIAHz2Aq6+XeDBYbWSYXIEvH7NmzUwlD0KBBAzV48OAqymoOE4ThDLOnIsoQssE777zT+bthw4aOPFB3aKsUw2U5M9jCNFoygVtvvVWNHDmyoJrEw9VXX51af5YsWbKKJUQUJ2MMHj3gsfTqq6867m3E79KJFGOxLdROsJYtW6revXsXFaQWAsvYVlttFXnzj4tWOVqgApb0zTbbLNbv42SINfFFF11koGeRoJ9gmIwUSkHs59HDHimO1WUpkQvZH8tl165dC5rzYNZMjNbcRPVxfx/3OSPpBR2C4TWKQlCLbySxEQrFR/AcVIsFPCv3EEds5gvpXj2wwWeJ1YVczylLZjv80AU15Sn5XX4c8Sa1hg/IR5lltogMQnr6hfXElotwliZgyWxnPtzyVEV4PWgjGB7FECorTqlhQDwvlvahQ4eqpUuX2u5OUey3335GvN4JlkcMD40JyxxPGo9g85TGCNPPPfecFQ8dTl716tWLFS+McEqEDieZgkmCsflGFxg3qDDk0p3eBhiwLIFTKwn2ks6abbl/0W7cvRwJQdlom8ZDDz3k7EOTCFV1xyrDAIEyffp0nYagDqdyCYZIWVuGNVvIorQ+F5yy2ewzi6EHRBRBKPcocSSiOpUECVZJCkYBmsgFl/4jGLE05YliStMa6XDIkCGO/i8o/45u64Go4S6TAD9GZs18hws/4NbmnfIQ35DX0iQsJLmYB6d4kWsPRhbN2AQj8wTB5nKXqDBSdOKQkh6FMJu6gMolbBKrpIgTSCX3NMn3bQZjwegSFZdm86CVGVlzCUZU3nPj1njUUUc5U/+sWbMifY8lDSGkTqRFrlzgWIImIo6FLIaGo0ePdpKVpg0mBvSnxx13nM5qV0Z4ziUYccBxC441X59zzjmBnyF8EvZUc+fOrfL//M1uVGUsywxx+REx2AIn17hLEfZYRx55pO9nTBkhYoOmmVxwaGVM+ZUEI7eM7MOY2owlxMIcOMwJM+pAoRoplgZPF4Ii1CTRRPCA5SbaIjIR+7Jcw8OddtppJcHS3GPGwBNeniKQb5OPKNkYwUzmjDRo0+QAcuEowgnOZPwHj8j5Vq1kDPGQYXKBKuqIfIKxdiJ+jx3SCRsm4iMQuomMHjyNbOJtgURbc+bM0VIXsivTSQ4w6zalMkoBcKdKho0qBCNTqdxAHpXYsxgnSUIXAeLTt27dWjvBmjVr5iwrnuwmH/vss8/K3Ne6yAXSSHesk1zYkuXOfClgRm62W1DIbQ2viNgEY4/lCQKxJkUMoRsMtN9M4meAWAzF9jWcshAjJM0XySb+wQcfjK3rQw0WRUPCfafNlAm2ikdNIYJNl7JYVWaRTwwTkvWgwY5j9lJsX4MhJEr7pATzsubGJRh5B6LMoNx3stmmCDgzPf+fqxBMpri/ZXaYJC8vSKFTmUdUuV4x3HTTTYm+n8bynBCT4E7+P4t5dpNf+GxVgrrJco1Sk3EgXZ5Y6I2CBBMmLpZZbKqylCT+0UcfdfYPQbKlHj16ONJzBJUewpAL13/iM5BDyaTopBphKpwp9IZfbIqxyhLBevXqFSqX9GOPPRZrT4OsiT1VHHJVVFSUshjBFMYWe6MowYSRr8gsxhk/UcZ2An9gcfDOO++E/k5Yc5S4G+8kYpNSJReaACyNDQQ+mQNXir0ZFF1npEpIMJTAWGAWItjUqVPVLbfckrl0e+UK4mAYwEi/N30JJsx8JukslhvUIx+YJ5N3qJRRt27dVHwPMADAQxx9bhwvdR7wKKtISDB7+VpKhokPlngWK4Z8q4pSA2bGo0aNcvZlpgHBkG3hpBwHUQW1IeE7e4FAgrmzGAK0rlq6FBE4qnJaTJpg3QOCUw4QOhLJo6rSkS6HIHWo1ZihioF96RlnnFH0fQS5xQ481EvYzLZt2ybuaw6mB81eIGyEQwIsHKQsyMUwUSmmc4wD3XmwdSyPSPghfhJgE1eMYNjZx8lO5wPkXqGCboQimDD1fZnFJsjLU5L0Kg7Yb3h7juHDhzup/HAvQ5bF4F5yySWR6sM0m5BTUSTreKUzg5gybcYI0292CgM/cyUDh6gJcCLMB6PEaCVHSR9lMfXM5MmTnSvCVCT2UZ96CDpmzJjAeKn5QHlerpnYYgDLyND5akITTBj7o8xig1WeQVma8PRxBPwNY6KdD2a/OMi6K1zKGAwXwn44apRpshFMk3JIxO9VW+C1g6c7Dq0a3fJtgbGPlJEiEsGEuStkFhsoL/eVslGU70YFx3JORsuWLTPZjHHgZcR+sQzi8eP4OXBFRHf0yHHypf4vhGSD5OUdUozZD3OkRvJcDlL+MiAXpBrE2Ef9YqxEDNLQXUKyLvLy6DjfDwN8LMPAT4CIWz6xypIaC2YBWPA2atTIlpPuZMY8zheTZPpAZIEnePMEdSQCp0gMAnfZZZdVLCOaNGniHP+7d++unnrqKTsd1Ah0uniE4x+ZcngpxBGxxVOxCSaM/kmeKnQkGGCtG7eeJMC1i8C5+eTCvBjRAoMRJWaETrB/JLmBrtzbCJuZkfN/j+G0iJxKKhjruBUkylUkDb8lJENXcmeSeuICYhUKxubtQ22RC3BiRE+pE97vwQTKC1NqOOfmAMY4SQWJk2G5+7E95WUyUbQGcPJkaSREUhiwtEbNOIabPfK4MN46puLOEiyY/JW53uAGcEXcfVcudGVbG6YqvZCO0FRfLKCPq1+/fmiCYTYdlWA9e/Z0VFcpu4NVQQrZ0si5M0xHRVoI5srH+srLRlL20lFnHKCbRKgZFlHTrgCsO0wiA3EnCFzSN6q8qxi05Yt0g6d0kpdsinbSVW8aQPnNfi7XecQWLJMLi8ROucFLkkJrQlJXX8kjzs5zW511BwGLB+RdcUIckQ+olJI6GAKJLbtG0TOGgfaMt9LBz4Rk7VTKJGPjizNHHILpdGol2X3fvn3VpZde6iSeiItu3bo53k9J81uGBORqx9jprthISmUbJItjXWECJLDCgDCpxSym0SjKU4AxcgFjObtzSIa5tbU9GSdFBj0tYEp0//33J64nJR0se66upsgFjCaFd0m2n7wkwIOV0yVxT9MkWAmB02In3XuufBglGHA3/pBsirIgJ4trZFjmQM7VV+dpsRiMEwy4IozeqjLEj3WJfxCw+ccL5/zzz09cFyZHRH1MI+NuSFwhZZguOVcQUiEYcH/QUCEa6xWRWKwoyMMAm31d8igC2BHi3Yv6aBEorgfoUP9EQWoE8+DqLjm/Y9tvzdTHD+Qt0gVCeXrhPC0Ck5uKpIrrOEidYMC1wsCWjPSuhOEzG1m3+oJVA1esU5KY3CSBFYIB9wf/zw06jPbWqI1/NQS2PYPSXhLzYY1gHtwlE/0ljr2rvZX0AO+fgXFs6HXDOsGA60hymLw8XMo4ZdG5t8SBgRi+q/eldUoMQiYIBtwbcq8Q7XFVGbUF97iSixFrCbgtsQKMMC04jYrMEMyDe4NOFaKxL7tSWYrqU0JAFXd62FgRaSNzBPPg3rBuQrT9VWUsBCMxykoYBAYcGSaEkk1klmAe3BvYYTXRVqIkiOUh8wTzkEO0VnIlMWQPVX32aOyxCCs/1i/gbhZRMgTz4N7g3kI0nExwmeuvNKW9ySBQKUySMrFYHPqso+QI5sG94SOEaBfLlTAGfd1r7FSEGQEhExE+Y30yo1B6llJCyRLMgzsACBanCdnWk2tnVZlAggTYsdJDWwAZTsk2jH52Zn5KvFJGyRMsF+7AYE56v5CNPIIYOUI4yNZSZWfPxp4KFyZIRQLPl9OwzbKBsiJYLtwBe84t5wnhaqvKYC0UyLaDlB2l1DDcFUL/zJeC/Q+keoki/fvNcLuZQNkSLB/ugD7lFgdCulpyaSGlcU7Bebiue62jgtVWqGcIFLFIVe6fuC7MKQuk7XC5ccoQ/wedbFVr+N/GBgAAAABJRU5ErkJggg==</Swatch> 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