View Personality

Robe Robin Spote (Robe_Robin Spote.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Robin Spote" ShortName="Spote" Company="Robe" Version="4"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>286336d0-7c34-44b0-a0af-64576864c464</Thumbnail> <History Date="29-04-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="30-09-20" Author="Nic Morris" Comment="Corrected fixed colour DMX ranges." Version="1" /> <History Date="20-11-20" Author="Nic Morris" Comment="Updated in line with v1.1 charts (minor change to gobo scroll ranges)." Version="2" /> <History Date="04-01-21" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail. Added gobo swatches." Version="3" /> <History Date="22-11-23" Author="Nic Morris" Comment="Added RDM ID's" Version="4" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="21075" ModelID="274" /> </RDM> <AtlaBase TypeID="281a5f99-b36b-4211-9d0f-f8e6409e7945" /> <Control> <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="P/T_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~2" /> <Function ID="2" Name="Max Speed" Display="'Max Speed'" Dmx="1~1" /> <Function ID="3" Name="Standard" Display="'Standard'" Dmx="0~0" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Display On" Display="'Display On'" Dmx="20~24" /> <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="25~29" /> <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="50~54" /> <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="55~59" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="60~64" /> <Function ID="7" Name="Fan High" Display="'Fan High'" Dmx="65~69" /> <Function ID="8" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="90~94" /> <Function ID="9" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="95~99" /> <Function ID="10" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="100~104" /> <Function ID="11" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="105~109" /> <Function ID="12" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="110~114" /> <Function ID="13" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="115~119" /> <Function ID="14" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="15" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="16" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="17" Name="Reset Int" Display="'Reset Int'" Dmx="170~179" /> <Function ID="18" Name="Reset Focus/Frost/Prism" Display="'Reset Focus/Frost/Prism'" Dmx="180~189" /> <Function ID="19" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="20" Name="RoboSpot Enable" Display="'RoboSpot Enable'" Dmx="225~229" /> <Function ID="21" Name="RoboSpot Disabled except handle faders + P/T" Display="'RoboSpot Disabled except handle faders + P/T'" Dmx="230~234" /> <Function ID="22" Name="RoboSpot Disabled" Display="'RoboSpot Disabled'" Dmx="235~239" /> </Attribute> <Attribute ID="LED_Freq_Sel" Name="LED Freq Sel" Description="" Group="S"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="300Hz" Display="'300Hz'" Dmx="5~9" /> <Function ID="3" Name="600Hz" Display="'600Hz'" Dmx="10~10" /> <Function ID="4" Name="1200Hz" Display="'1200Hz'" Dmx="15~19" /> <Function ID="5" Name="2400Hz" Display="'2400Hz'" Dmx="20~24" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="LED_Freq_Adj" Name="LED Freq Adj" Description="" Group="S"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Selected" Display="'Selected'" Dmx="0~0" /> <Function ID="2" Name="-" Display="'- %.f',-126~1" Dmx="2~127" /> <Function ID="3" Name="Selected" Display="'Selected'" Dmx="128~128" /> <Function ID="4" Name="+" Display="'+ %.f',1~126" Dmx="129~254" /> <Function ID="5" Name="Selected" Display="'Selected'" Dmx="135~255" /> </Attribute> <Attribute ID="Max_Intensity" Name="Max Intensity" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Indicate Drop" Display="'Indicate Drop'" Dmx="11~20" /> <Function ID="3" Name="Set 6-10% Drop (Red)" Display="'Set 6-10% Drop (Red)'" Dmx="21~30" /> <Function ID="4" Name="Set 11-15% Drop (Green)" Display="'Set 11-15% Drop (Green)'" Dmx="31~40" /> <Function ID="5" Name="Set 16-20% Drop (Blue)" Display="'Set 16-20% Drop (Blue)'" Dmx="41~50" /> <Function ID="6" Name="Set 21-25% Drop (Cyan)" Display="'Set 21-25% Drop (Cyan)'" Dmx="51~60" /> <Function ID="7" Name="Set 26-30% Drop (Magenta)" Display="'Set 26-30% Drop (Magenta)'" Dmx="61~70" /> <Function ID="8" Name="Set 31-35% Drop (Yellow)" Display="'Set 31-35% Drop (Yellow)'" Dmx="71~80" /> <Function ID="9" Name="Set 36-40% Drop (Orange)" Display="'Set 36-40% Drop (Orange)'" Dmx="81~90" /> <Function ID="10" Name="Original Intensity (White)" Display="'Original Intensity (White)'" Dmx="91~100" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" Highlight="4" Lowlight="3" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32,33,34" If="'Colour1Func'==3" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Deep Red" Display="'Deep Red'" Dmx="33410~34438" WheelPosition="1" Colour="200,0,0" /> <Function ID="3" Name="Deep Blue" Display="'Deep Blue'" Dmx="34695~35466" WheelPosition="2" Colour="0,0,200" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="35723~36751" WheelPosition="3" Colour="255,255,0" /> <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="37008~37779" WheelPosition="4" Colour="128,255,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="38036~39064" WheelPosition="5" Colour="255,0,255" /> <Function ID="7" Name="Lavender" Display="'Lavender'" Dmx="39321~40349" WheelPosition="6" Colour="255,128,255" /> <Function ID="8" Name="Pink" Display="'Pink'" Dmx="40606~41377" WheelPosition="7" Colour="255,150,150" /> <Function ID="9" Name="Dark Green" Display="'Dark Green'" Dmx="41634~42662" WheelPosition="8" Colour="0,180,0" /> <Function ID="10" Name="CTO 2700K" Display="'CTO 2700K'" Dmx="42919~43947" WheelPosition="9" Colour="255,240,200" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="44204~45232" WheelPosition="10" Colour="0,0,255" /> <Function ID="12" Name="Orange" Display="'Orange'" Dmx="45489~46260" WheelPosition="11" Colour="255,128,0" /> <Function ID="13" Name="CTO 3200K" Display="'CTO 3200K'" Dmx="46517~47545" WheelPosition="12" Colour="255,240,200" /> <Function ID="14" Name="UV (Congo Blue)" Display="'UV (Congo Blue)'" Dmx="47802~48573" WheelPosition="13" Colour="180,0,255" /> <Function ID="15" Name="Op - D Rd" Display="'Op - D Rd %.2f%%',0.00~100.00" Dmx="0~2313" WheelPosition="0" Colour="255,255,255" /> <Function ID="16" Name="D Rd - D Blu" Display="'D Rd - D Blu %.2f%%',0.00~100.00" Dmx="2313~4626" WheelPosition="1" Colour="200,0,0" /> <Function ID="17" Name="D Blu - Yel" Display="'D Blu - Yel %.2f%%',0.00~100.00" Dmx="4626~6939" WheelPosition="2" Colour="0,0,200" /> <Function ID="18" Name="Yel - L Grn" Display="'Yel - L Grn %.2f%%',0.00~100.00" Dmx="6939~9509" WheelPosition="3" Colour="255,255,0" /> <Function ID="19" Name="L Grn - Mag" Display="'L Grn - Mag %.2f%%',0.00~100.00" Dmx="9509~11822" WheelPosition="4" Colour="128,255,0" /> <Function ID="20" Name="Mag - Lav" Display="'Mag - Lav %.2f%%',0.00~100.00" Dmx="11822~14135" WheelPosition="5" Colour="255,0,255" /> <Function ID="21" Name="Lav - Pk" Display="'Lav - Pk %.2f%%',0.00~100.00" Dmx="14135~16448" WheelPosition="6" Colour="255,128,255" /> <Function ID="22" Name="Pk - D Grn" Display="'Pk - D Grn %.2f%%',0.00~100.00" Dmx="16448~18761" WheelPosition="7" Colour="255,150,150" /> <Function ID="23" Name="D Grn - 2700K" Display="'D Grn - 2700K %.2f%%',0.00~100.00" Dmx="18761~21074" WheelPosition="8" Colour="0,180,0" /> <Function ID="24" Name="2700K - Blu" Display="'2700K - Blu %.2f%%',0.00~100.00" Dmx="21074~23387" WheelPosition="9" Colour="255,240,200" /> <Function ID="25" Name="Blu - Org" Display="'Blu - Org %.2f%%',0.00~100.00" Dmx="23387~25957" WheelPosition="10" Colour="0,0,255" /> <Function ID="26" Name="Org - 3200K" Display="'Org - 3200K %.2f%%',0.00~100.00" Dmx="25957~28270" WheelPosition="11" Colour="255,128,0" /> <Function ID="27" Name="3200K - UV" Display="'3200K - UV %.2f%%',0.00~100.00" Dmx="28270~30583" WheelPosition="12" Colour="255,240,200" /> <Function ID="28" Name="UV - Op" Display="'UV - Op %.2f%%',0.00~100.00" Dmx="30583~33153" WheelPosition="13" Colour="180,0,255" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~55255" Colour="0,0,0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="56026~62451" Colour="0,0,0" /> <Function ID="33" Name="Rand Audio" Display="'Rand Audio'" Dmx="62708~63993" Colour="0,0,0" /> <Function ID="34" Name="Rand Auto" Display="'Rand Auto %.1f%%',0.0~100.0" Dmx="65535~64250" Colour="0,0,0" /> <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Effects_Speed" Name="Effects Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~1" /> <Function ID="2" Name="Off" Display="'Off'" Dmx="0~0" /> </Attribute> <Attribute ID="Beam_Speed" Name="Beam Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~1" /> <Function ID="2" Name="Off" Display="'Off'" Dmx="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" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==1" /> <Condition Name="Fixed Spin" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo1Func'==2" /> <Condition Name="Shake Index" ID="21,22,23,24,25,26,27,28,29,30" If="'Gobo1Func'==3" /> <Condition Name="Shake Spin" ID="31,32,33,34,35,36,37,38,39,40" If="'Gobo1Func'==4" /> <Condition Name="Scroll" ID="41,42,43,44,45,46" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="47" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f02af19-24e4-4977-bc36-f563a7b0d26d</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~7" WheelPosition="1"> <Swatch>f7102b0c-8c7d-449e-8290-d06fe543ff3f</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~10" WheelPosition="2"> <Swatch>4df2fe87-6844-4337-9e17-dbc79a991bdd</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="11~13" WheelPosition="3"> <Swatch>31e32419-c19c-4ebd-8419-1927fef3adfa</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="14~16" WheelPosition="4"> <Swatch>8079a88f-bb01-4c74-a89b-63f7c99cb854</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="17~19" WheelPosition="5"> <Swatch>82aa9d87-2126-47b7-aaaf-ee06413574bb</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="20~22" WheelPosition="6"> <Swatch>f0f0506c-cdde-4d6f-8f05-fc1a1ae19674</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="23~25" WheelPosition="7"> <Swatch>0b5cfa97-a64a-42f6-a2bd-33490c48fc5b</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="26~28" WheelPosition="8"> <Swatch>8b19cb45-7c99-48a6-91a9-ce6f5f12eaaa</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="29~31" WheelPosition="9"> <Swatch>501f4b0d-48f7-41f0-8055-3993b2a5b529</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f02af19-24e4-4977-bc36-f563a7b0d26d</Swatch> </Function> <Function ID="12" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~34" WheelPosition="1"> <Swatch>f7102b0c-8c7d-449e-8290-d06fe543ff3f</Swatch> </Function> <Function ID="13" Name="Gobo 2" Display="'Gobo 2'" Dmx="35~37" WheelPosition="2"> <Swatch>4df2fe87-6844-4337-9e17-dbc79a991bdd</Swatch> </Function> <Function ID="14" Name="Gobo 3" Display="'Gobo 3'" Dmx="38~40" WheelPosition="3"> <Swatch>31e32419-c19c-4ebd-8419-1927fef3adfa</Swatch> </Function> <Function ID="15" Name="Gobo 4" Display="'Gobo 4'" Dmx="41~43" WheelPosition="4"> <Swatch>8079a88f-bb01-4c74-a89b-63f7c99cb854</Swatch> </Function> <Function ID="16" Name="Gobo 5" Display="'Gobo 5'" Dmx="44~46" WheelPosition="5"> <Swatch>82aa9d87-2126-47b7-aaaf-ee06413574bb</Swatch> </Function> <Function ID="17" Name="Gobo 6" Display="'Gobo 6'" Dmx="47~49" WheelPosition="6"> <Swatch>f0f0506c-cdde-4d6f-8f05-fc1a1ae19674</Swatch> </Function> <Function ID="18" Name="Gobo 7" Display="'Gobo 7'" Dmx="50~52" WheelPosition="7"> <Swatch>0b5cfa97-a64a-42f6-a2bd-33490c48fc5b</Swatch> </Function> <Function ID="19" Name="Gobo 8" Display="'Gobo 8'" Dmx="53~55" WheelPosition="8"> <Swatch>8b19cb45-7c99-48a6-91a9-ce6f5f12eaaa</Swatch> </Function> <Function ID="20" Name="Gobo 9" Display="'Gobo 9'" Dmx="56~59" WheelPosition="9"> <Swatch>501f4b0d-48f7-41f0-8055-3993b2a5b529</Swatch> </Function> <Function ID="21" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f02af19-24e4-4977-bc36-f563a7b0d26d</Swatch> </Function> <Function ID="22" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~67" WheelPosition="1"> <Swatch>f7102b0c-8c7d-449e-8290-d06fe543ff3f</Swatch> </Function> <Function ID="23" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="68~75" WheelPosition="2"> <Swatch>4df2fe87-6844-4337-9e17-dbc79a991bdd</Swatch> </Function> <Function ID="24" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="76~83" WheelPosition="3"> <Swatch>31e32419-c19c-4ebd-8419-1927fef3adfa</Swatch> </Function> <Function ID="25" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="84~91" WheelPosition="4"> <Swatch>8079a88f-bb01-4c74-a89b-63f7c99cb854</Swatch> </Function> <Function ID="26" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="92~99" WheelPosition="5"> <Swatch>82aa9d87-2126-47b7-aaaf-ee06413574bb</Swatch> </Function> <Function ID="27" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="100~107" WheelPosition="6"> <Swatch>f0f0506c-cdde-4d6f-8f05-fc1a1ae19674</Swatch> </Function> <Function ID="28" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="108~115" WheelPosition="7"> <Swatch>0b5cfa97-a64a-42f6-a2bd-33490c48fc5b</Swatch> </Function> <Function ID="29" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="116~123" WheelPosition="8"> <Swatch>8b19cb45-7c99-48a6-91a9-ce6f5f12eaaa</Swatch> </Function> <Function ID="30" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="124~129" WheelPosition="9"> <Swatch>501f4b0d-48f7-41f0-8055-3993b2a5b529</Swatch> </Function> <Function ID="31" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f02af19-24e4-4977-bc36-f563a7b0d26d</Swatch> </Function> <Function ID="32" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~137" WheelPosition="1"> <Swatch>f7102b0c-8c7d-449e-8290-d06fe543ff3f</Swatch> </Function> <Function ID="33" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="138~145" WheelPosition="2"> <Swatch>4df2fe87-6844-4337-9e17-dbc79a991bdd</Swatch> </Function> <Function ID="34" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="146~153" WheelPosition="3"> <Swatch>31e32419-c19c-4ebd-8419-1927fef3adfa</Swatch> </Function> <Function ID="35" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="154~161" WheelPosition="4"> <Swatch>8079a88f-bb01-4c74-a89b-63f7c99cb854</Swatch> </Function> <Function ID="36" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="162~169" WheelPosition="5"> <Swatch>82aa9d87-2126-47b7-aaaf-ee06413574bb</Swatch> </Function> <Function ID="37" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~177" WheelPosition="6"> <Swatch>f0f0506c-cdde-4d6f-8f05-fc1a1ae19674</Swatch> </Function> <Function ID="38" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="178~185" WheelPosition="7"> <Swatch>0b5cfa97-a64a-42f6-a2bd-33490c48fc5b</Swatch> </Function> <Function ID="39" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="186~193" WheelPosition="8"> <Swatch>8b19cb45-7c99-48a6-91a9-ce6f5f12eaaa</Swatch> </Function> <Function ID="40" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="194~199" WheelPosition="9"> <Swatch>501f4b0d-48f7-41f0-8055-3993b2a5b529</Swatch> </Function> <Function ID="41" Name="Open" Display="'Open'" Dmx="200~201" WheelPosition="0"> <Swatch>0f02af19-24e4-4977-bc36-f563a7b0d26d</Swatch> </Function> <Function ID="42" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" /> <Function ID="43" Name="No Scroll" Display="'No Scroll'" Dmx="200~201" /> <Function ID="44" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" /> <Function ID="45" Name="Rand Audio" Display="'Rand Audio'" Dmx="244~249" /> <Function ID="46" Name="Rand Auto" Display="'Rand Auto %.f%%',0~100" Dmx="255~250" /> <Function ID="47" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="257~32639" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33153~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="20~127" /> <Function ID="3" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="4" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="5" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="6" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="7" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="8" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="9" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="10" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="11" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="12" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="13" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="14" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="15" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="16" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="17" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="18" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="1~180" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',100~0" Dmx="211~190" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="233~212" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',100~0" Dmx="234~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="32~32" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="144~159" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> </Control> <Mode Name="25 DMX" Channels="25" Id="33d1c100-44dd-4950-9d78-1331a9c36a13"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="6daa57ac-83da-48cc-8e90-67f337a72671" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="P/T_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="59" /> <Attribute ID="LED_Freq_Sel" ChannelOffset="7" Wheel="29" /> <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="30" /> <Attribute ID="Max_Intensity" ChannelOffset="9" Wheel="58" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10,11" Wheel="8" /> <Attribute ID="Effects_Speed" ChannelOffset="12" Wheel="26" /> <Attribute ID="Colour_Speed" ChannelOffset="13" Wheel="27" /> <Attribute ID="Beam_Speed" ChannelOffset="14" Wheel="28" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="16,17" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="19" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="20" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="21,22" Wheel="20" /> <Attribute ID="Shutter" ChannelOffset="23" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="24,25" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Int"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Frost/Prism"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Enable"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Disabled except handle faders + P/T"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="RoboSpot Disabled"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:2,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:3,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:4,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:5,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:7,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Speed Mode"> <Set Channel="Control:8,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T Time Mode"> <Set Channel="Control:9,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:10,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:11,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:12,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:13,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 6-10% Drop (Red)"> <Set Channel="Max_Intensity:3,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 11-15% Drop (Green)"> <Set Channel="Max_Intensity:4,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 16-20% Drop (Blue)"> <Set Channel="Max_Intensity:5,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 21-25% Drop (Cyan)"> <Set Channel="Max_Intensity:6,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 26-30% Drop (Magenta)"> <Set Channel="Max_Intensity:7,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 31-35% Drop (Yellow)"> <Set Channel="Max_Intensity:8,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Set 36-40% Drop (Orange)"> <Set Channel="Max_Intensity:9,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Original Intensity (White)"> <Set Channel="Max_Intensity:10,Shutter:1" Delay="6000" /> <Set Channel="Max_Intensity:1,Shutter:2" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" /> <Palette ID="2" Name="Deep Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:12,Colour1Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="6" Name="Light Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="7" Name="Dark Green" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" /> <Palette ID="8" Name="Open" Number="6" Page="1" SetControl="Colour1:1,Colour1Func:1" /> <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="10" Name="Deep Blue" Number="7" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="11" Name="UV (Congo Blue)" Number="9" Page="1" SetControl="Colour1:14,Colour1Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="13" Name="Magenta" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:11,Gobo1Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:12,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:13,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:14,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:15,Gobo1Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:16,Gobo1Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:17,Gobo1Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:18,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:19,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:20,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:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:2:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="286336d0-7c34-44b0-a0af-64576864c464">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</Swatch> <Swatch id="f7102b0c-8c7d-449e-8290-d06fe543ff3f">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</Swatch> <Swatch id="4df2fe87-6844-4337-9e17-dbc79a991bdd">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</Swatch> <Swatch id="31e32419-c19c-4ebd-8419-1927fef3adfa">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</Swatch> <Swatch id="8079a88f-bb01-4c74-a89b-63f7c99cb854">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</Swatch> <Swatch id="82aa9d87-2126-47b7-aaaf-ee06413574bb">iVBORw0KGgoAAAANSUhEUgAAAJgAAACYCAYAAAAYwiAhAAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nO2dCbwW0xvHD7Ime8lWyRLJFolCSklly5JQlIibhBafbCX7kmwpIaJsyccSLaRSlH2t7KTsZMu+9T/fc2fuf+68s5yZOTPvvLf7+3zO573Lu8w785tznvM8v+d5aqxYsUKsrFhllVXWkg+N5WjgGPXlqGU9ritHnZC3+UaOX+T4VI7l1uNix1gkz/EfZo+8dFCj2AeQFSSZ1pYPza3RVI4d5dhJjlUTvnUdazT0+f9/8rMXysd35HhNjhcZknS/J/zckkCVJZi8qGvIh73kOFiOtqKcVKsX4VAg8M7W6GL97W95fJBthhzT5HhJEu6vIhxb6qhSBJMXraYoJxQXElJtVNwj8gVEt2fTC+T4Xh47ZJsoxzRJtl+LeXAmUfIEkxeG79BBjm7WY63iHlEscCN0scZy+Z2myscJckyVZPunqEeWECVLMHkR6smHXnL0kKNecY/GKLhBbLItkd9znHwcK4m2pKhHFRMlRzB5wpvJh4FydBbFsamyBDfOEDnOk9/7Efk4XBLt5SIfUySUDMHkCd5fPgyVo02xj6UI4EZSs5o8DzPl4zBJtDlFPiYt5J5gKzmxvMB5aFMqRMstweQJbCQfRsjRsdjHkhX22msvseOOO4p3331XvPjii2FPt4k2RT72l0R7L/0jjI7cEUyesA3kwzA5ykQObKzVV19ddOnSRXTq1EnsuuuuYq211hK//vqrIsGUKVPExIkTxW+//Rb4HkcffbQ455xz+G7i7rvvFmPGjCl4zllnnSVGjBghVl213O976aWXiiFDhugcIjdgO/neo+XjUEm0HyN/yRSRG4KtwtmX10KOkSI8PJMJ9t57b3HXXXeJHXbYoeB/O++8szjmmGPEsGHDxCmnnCKefvppz/do1aqVePDBByuIs88++4i///5b3HnnnRXPWWeddcQVV1xR8RxwwQUXiLFjx4pPP/1U51C5EfvJ0VWexr7ycdKKnMQAc0EweVK2kA/cgYcW+1hsHHnkkeKee+4RNWvWDHxevXr1xNSpU0X//v3FTTfdVPD/448/vhJxQLdu3SoRbN1111Ukc4LXbL755roEs8GNibN2sjynZZJjn0d5cRooOsHkiegqH0bJsWGxj8UGdpAOuWysttpqann74IMPFNmc+Pnnnwuev2zZskq/f/vtt+Kdd95Rn+t8zttvvx3j6BW4UfeV57aPJNkDcd/EBIpGMPnl15cP3PLd+bVYx+GFW265RZtcNiDZyJEj1XLKEmjj9ttvF927dxebbrqp+p3/3XjjjZVey2p21FFHqSWRZfmzzz4TJ554ovjll1+SfA1u2PvkeSa60U9+xk9J3iwuikIw+aV3EeVTeaNifH4QmEUOOOCAWK9t2LChOPzww8WkSZMq/vb++++L5s2bi7KyMrHmmmuK8ePHi9dee63gtcxgLVq0EBtuuKHaRPz1l5HYNzfuiXI0l+e8iyTZWybeNAoyJ5i1JI6VY52w5xYDBx10kCjfb8TD/vvvX4lgADtq8ODBWq//4YcfYn92ALiR58vv1SvrJTMzglm7xGvlGJDVZ8bBHnvskej1O+20k6EjMQ5u6PvlZdhTPg7KapeZCcEsbRbqgGOy+Lwk2HjjjYt9CGmDG7yevCbdstCgpU4wy3E6XZSL/3IPHKgdO8YPHvz4Y678nH7gRq8vr037tB2zqRJMfoGt5AOhjCZpfo5JPPfcc8qnFRevvPKKwaNJFdzwc+U16ihJtjStD0mNYBa5ZsmxTVqfkQaeeuop5YOKs1T+888/4qGHHkrhqAqBSctMiwvEjjQsXLhQuUVmz56t+zbc+LPke7VOi2SpEKxUyQVwEVx99dXimmuuifxa/FsffvhhCkdVGfjo8Jkde+yxlf5OrPS4445T4a3TTz+9kj8uAFyj1EhmnGClTC4b119/vZodovjDXnjhBXHRRReld1AOQGQ3uWwws5188sli+fLl4uyzz9Z9y9RIZpRglkGPzVWy5AIsdThMH3vsMS2SzZw5U8Uuf/89/Uw03CA9evQIfV7fvn1VRILwlSa4ZlPkNdzPpOFvjGCWK4LdYu4M+q233loMHTpU7Lfffmp5eemll8S1114r5s6d6/saYog4Xfv06SMuvPBCsckmm1T6P26k9957T6kg7r//fkXKLIDNRVgqDDzniCOOUN8zArh20y2SGXFhGCGY5UTFzxXoikAhwMjqYoBGjRopItWuXbvib4ceeqjo0KGDOPXUU8W4ceN8X2vHDW+99VbRtGlTFSeEaB999JF49tln1WPWiOLIbdy4cZyP4BpOkJf0WBPOWFMzGLeJrxOVGBz6JuJxtWrVEtOnT1ehE+JvaeOOO+6oRC4bNWrUEDfffLN48sknlZohCH/++aeYP3++GsVGlGU4TAgZAK4lWUwD476BjcQEs2KLgeEf1JmDBg2q+P2www5T8mBEe999913SQ/BFgwYNxL777uv7f3RYLCNs7dNGy5YtxcCBA9XSBbH9BIphwM+G0FEHGrLrIAyQ1/aVpLHLRASzVBFjg57D7HXmmWcW/L1u3brKnmDHlha23Xbb0Oe4bas0sOeeeypCrb322ur3Qw45RN1kTzzxROT34mY4//zzxfrrrx/4vK+++kptUhJirLzGi5KoMGITzNJzIbkJVEWgaUfH7gWnwC4N6KhB3eK/NIAe3yYXwGTF/otDMNQWvXv3VhsLt1LWBks6O82ffkosAePaTpTH2zyunizJDIZYMFTPxZf184zPmjUrwceHgy06Bj67Ry98//33Si+fNv74o7B6kx85dECiCa+/4YYbKoSMNpYsWSJ69uypXCeGwDXmWp8U58WxCGbZXd11nstOjIwZJMjOk4roLouwCsswRMZV4QQee0N3eShQup5wwgnKXAD//vuv2pkmwQMPPCAmT54sDjzwQCUxYmeOzUUsNYFx74fu1MuIY49FJpiVoIGGXluVd++996o7i+ybDTbYQJ0Itv9ZuCtYJps1a6YM7Hbt2ikjm88nQWPRokWpfz54/fXXlcMWn9oaa6yhljd2r0nBTfL444+rkTK41qPktZ8bNZEkEsEsfxfZP5ETNFiqghybaYIl+rzzzlOjWCCUxChhcM1HSwocHsU/FnUGI28xN6ll1cgcXHs4oG3baBPMijOOjHFQ1ahaGCm58LRuvDLKDEY6fy4yrksB+KnYYOyyyy4qYkE2UZpO5QwBB+DCWTpP1iKYVYikLMFBrVTAJTNnzpxKsUB20rhLli5NTTyaJcokJ0bpFFzRncGoclP0QiSlAkJj7kBz/fr1lZCRUgJVAHABTnQKe2Iowaz6XCtNCSUT8FMxIP+pQugIN8Lqk+nMYEMNHdBKA7+s7MWLF2d7IOkDbhwY9IRAglmzV5WtLEhFG2KEpuORo0ePVk5dN1CYVjG0CZvFwmawKjl74S8mfENkAc864kFkO6ZyGh955BGlfbv44otVrJBwFHZZkLixhBE4i/kSzKrmXCVnLyoOEraxQZG44cOHK8KZArFGxI6ExpBfGypmkkcwizXzq34dNIP5qhnRUFEFhojBJ598ooK3pQQvEWKTJuZTCYi1VhHfVxjgimeakyfBrCYHnd1/b9++vZrqCR7boIYV1fouu+yyUOlxGLCJdt99d6VERUPGxSGZFO27yVodb71VqJ+rIv6pYqEznPFqFuE3g9FBo5LfCx8Osmd3aSNkx/369VOFclu3bq1qO0QFxdfwemMYu0tJAnZfyFNQYKDUTAoK8ZKWRvIHgFy65ZWq4Qm4AmcKbPYCglm9f3o4/4Yi89xzzw38BCTQyIIJjejWuGKWIgu5a9eugc9jRoMA1Iy47rrr1CyaJAeRpQvJMjkB3CDIabxEgdWIhB6SO5e6eyt5zWA4VSt6/xD20M1Y3nLLLVXVZWa0MFA8l90W6WC6YMeH5IaZktknqX2ToAZqNQoBZ+BOJXGaF8FOcP5CBgsGvS5IaSdl/b///vN9DjsrXAPMTHFAfiJqzjZt2mSSTV0NbcAdf4JZ/RY7OP+G0R0FderUEVtssUWg0Txq1KjY5LIByci4Jt+yGuaw/fbbK5OFjCzyKagxi/9OcwPXAQ45+126ZzCaeVbqt+hldIch6DUUxKUCjAlgk+Ew/fLLL428X1UBTmPOMRldZC6xqQlzJSElv/LKK5W9TVKyE5hInGv8eiGAO3DoYfsPboJ1cf0etRGAYn1QzM0rRzIu2CRQ7psdbjXKgf1LtpG92+/cubM4+OCD1S4/CJSr8iu8Rzb+bbfdphJ4IGsI+KBCglnFS9q6n42tE2UZmjdvniKZF5jZuLtMApvPNMG4OLR84aKQgc7dja1HVjXukldffdWYX45Mo6222sqIwxqRI8VO3K4k7GhWDr9Mb8ygsFJPvCc7+EcffTQsE6stXLKLpzhnMIpeFPS45qBo+qRbt5QqNn4g0TZqg4MwUNwEApiKJlDEjWXXy9tPSGnAgAFq2SHUlNQ5iwARwtIyhlmfZS1JYgiFUdhpe4Hy6n4Eo7WNTp4mHgV8ls42OB6AQ3DpOX5xEuxgv1dQ0Iw8Rk5EEFirgzKHcGOYBrMix2XCE89sNWPGDLUkBIHUf6IZRDbefPPNWJ/F8k76mn1O2fRAXPI3KR4XBzihmVm96vx//PHHvq9DDKkLd6KvD+BSAcEKlkcbX3/9tfJXkTzrJZpDhYBtNWHChMBPTasOhF9pgijg7sQvF0YuG5xoZnaWl2+++Sby50FQdtvuY2D3huM3DiAR34FieE5QxyxOmYIEgEsX8oMimGQ8hRMCPZ6QjDt2t912U48UnoVYFHPj4HXuOnrwpAET2dkYuWEztBs8/5JLLlH1UKNiwYIFyla1s70ByzznOQnY9EB47C7MkWeeeUYdn59dDKJs5DS1c03hlJxNf7dnsOZCU3P/xhtvqBEHJuKIbkDypB59Zg5ioXFA+QGiC1FbwPB8uwUgNiSOad7niy++iHUcNsj2Rot2xhlnqPfVKQSMHYiRH2aHQS7NWh5wCU7NdhIsdRCawZhN6mR1gohAUNRAB2zl8RnFATMQBnScUkk4nCmbzkaF5c1kQT7Oie55efnll9XGJijEh23HBifCalGJYPoBwQTgC993332qvpUpmFCJRjFyvYAdFrcWF2XPsyh9HgZmU2Y/FDNuRyukwgGr4QNzQnHKfqedTRwku5cw/xCSG+4UVAxJQfES/HTFxkYbFXh3Sg7Yf9z43LAofrGx+RvaOTZvMbR+ilM1JCnYgsXu24g8hwPDR4QPhtJBlGXC4ecVwsEARW6T1DnKbEgRNxP+r7huARtRox15BrFHKmcbQCO4xQxGEl+samho2LEjnPYLdzPTKcYvXnavWqR4hMkdPOmkWDXNFPC5ETUwAeygJITHDqxGAeBUYwjWIM6rcVWMGTPGd+eBxIcdB/4zd2ySWadXr15Kbs1uJwrYbmNsmkwBY1eMEtfu+RMFVFGMu6uOCmwjdHQM7CLcPkll6imjQWyCYUuFbWsh2ZAhQ1QkwA1IRjcKmqhTddldgdAL2AMsi/jeTIMZMWrFRZZpbpA0C+kRukI+Q+iKSobOWq+AnTkbDAzwPGwWXIhHMNwMbK11YOve/UClP8IzhF8oM0m4xunhxi9EDI0oAgZ9WhlMtEFGhRChv4/yW8UtRx4GPPojRowIPX/IvhkIEnCqsoHKov+AJhTBIu/RoyhcUa8SfgkypFn2Hn74YTXYiTq3ycwOGXX/VVt1lh4ulnur7gRLOzMpDso0QKiHGSnKTpvz1rZtW+XTwrblXOYA9TmLesE3B6LMIiRTRNmlQSbNNnTGwWeTjU3oi0ck2faSxHfGGcqFY6ZLGtLxAxsj3AJBBA8C4SGIT6XpsNhwBqgVawYjeMqdHtYMAKCdKgY40dhVbEYw4Nl66yZ5oPtiycZLv80226jZAb1WCtWbKwEZOH0g45LLBq8nW4uM8gwKBAdBzWCRPZ4saWiCcEcEgRmhWGpTOoiwjAEC9GQiYTdGCYzzPbOqRI0pQTVuU3o5SIbTFA1eWrOtBtaFYLHKYjI7IDkJ6gXERWaXmDWYeVAVOIG8BqlRVi2PowJndcOGDY2+J7by5ZdfbrTmRkTUiT0XE7eiJR5fADmIU0nJHYOMhTJGxQDuA5YzpxQGYJznERDBWYzFJFCJcC3oU1AMJFrsuWDUHmU2YyZDUEjYBNlvkP7IrkHBVpylAb07z0doh52UdNfIJgF9F1kyNqhxwTY+j8DPZVpKboMbn/eP04PcBIz0i8SYRN0ZBAxl6pOyhW7RooXvCcUgR3GB8zVJva6rrrpKedjJJcDjjc2Y1xJKbETSBIk2JU2wMOCBZrl0VuXxA+EapnRsEqIA2HFxPeXTpk1TI+8IsmNNgHaCxYIvwTCK8SKznLG0sMTEAdJddjNRE3jR2XPXkdOHIJBZsioC2bVXJzqTQIxAdOTzzyO1GTICr+o6qtYXzaNswx2biFAKzjuMe10Q+sEjrdPE3A84O9mJsozk1Uivhj8KCEaYxK04hXTMRBAFMZqOEY4RT3fWJOSygc2GLMjteqhG/gHByLlSvrCwUk3EyAhGh/WCZubDqHZH/pOA5FBSshhVCTRFdWcXmQbvnzSZJCa+gWCsO4pgaLf8MoNtYBOFEYyZBu+5STCLopJFfZHX3WAcEKslnMYsnRaQN2UlGHDhFwiG3le5kL0ygt0I04DxHthvaYC4IB1e04wOoPzABqU2BcFtZnREhWkCuVKaBMs46daJTyFYhdSBIC8e8KAdX1j2DFJoXa1YHLBxSJNglCiyK9HgViEAjd4qqW4/CMQgsX1N2KtuMEPiVywSltszmAL2AMFpymB6gQOlRkUQaB2cJqKU3IwDarc6QUobO9m4aWk6INGCOhXYmaaBvCitjHoNqBlssfMvLA/4oNC9O+0x5B+EhcJg2vZyQ0danQSEmdy1LtzuEQxydtVseNZbbz11AXHo0pA9LliKqVxjcmPEhBFWvDllLC4gGIFi3BS4BVq2bKlOJkunrmzFZNa2Fzie2rVrp5bsQK4BpTltYIDPnj274ne84sw2xFGdYIljtmCDE0c3RmIMiTCIBHVKKYWB64jfski7RxuFBLPBXalZhyBTMMOk6dVnJuFmYlnkopNSbyt48e0R1WDW8gIzELMfNfjj5A5AXG4g2tAkcVtALtQZRRYbAkUwpiaKGCS/bSTSDkfYyos0wYVmOMHumHiqH7lsdOrUSW1ESFKJA8JqZAcRAYmjD+PmQ/+VA90bnFpUY8WKFX/Ik0eg0Uj5gLgF2XQRp5OICRCEpwylDk477bTYBAPYcsyWbLZ69+6tFcdl1iLrCjs5J5nmC+GWHSoiz8kIwdLOcnbaQ1kiSjl3yKhTpyMIzERI0tG0EewnY4iSm9ifto2G64RdPRsM5FJePZiKCJU7ZxMM30NwGWJNoMGieRVOUdPgLvWbGShZsNlmm6ktfxpZSVFsqriloLxALQ8y6BmARBs7KYQaY0lLV9lAbYFsyBaBokomuYeSqDF1ecqfZRMsOPYTAXxhNFwYx6Yxffp0z90sxXMps00eIV53/Emms7+jlLVkGU8rNGOimqMTlCEgDY+NidfulR0xogXcVxEL/SlOOQnGbW/k1uNiYztQeccUMO7JpHYDPRUGsT1rbLfddsohTDTBZBY4xMVdoyPe44KUAnBD4UAO0qNh/2HXoYpFH6iZ+geX/k8wamlKm4EpzUilQ5YodjJz5swxUqAXUB7dawMBid1LEsszgkmTPiBmJJJbMMCDvhNuDJzSeQcREWKguteHiMbMmTNVzFQjNvsanOIHpx5shjBYSpMUdmJ6EydOTEwy4oOUfPICdoK7dDf2QxqdZnG6YmyTOe1Vkh2/E3kHaRZDMQGiBXGuC0k9OIIhWcjqMMP+wUkwxOtGO0uxbUZDhk9JJwvcC3jWqRnhZ8yScU3BEgiI8YuUh+U5LUnP888/rxpGYecRKmIJobgxOrUkoaIsQcn5uJswvjOJOyHNGCoSIZwEwyr+Xnh0+/ACdwEzFAkd8+fPV5Jqr90bygfsFpyU3P26QHNGyIppOQxUasaWwD1AZZm0cwCxB7GzSsXWcgJDXqefZxDImA8gGByq2GFVEIzeMnKZYWoLdVfgi2H7astyuCMoHotWy6ucN55psqqp90C8DX291/TMDollhmmYskhRdmI4F3PiYMw1mjRpUtAAIiqQMSGE8FklZth9ioBbkz9RaBCMYLBb84UjEpL5VZCGLCyZDNwJ7PZoAgVY/iAH9lRVUqvmEXGqOLqBbg2fo88NPdH5i5tgrJ0o6wJLOvlpvnTz+5C/4FeK2zKlGvERJonXhU/tMrhTKRG1EsHoVCqXSeSigbOYX+padXvj+GBWwHXATo0QELvwNIL6JpS5rEY+cqmpzm63wCvx9l4RQjBsJDTrbphoirAygjqsuD6cyxc+PGrbEr0wCbv2h07+hR9QzPg0ALvX/QcvglFkgm1YPb8PQK9EiAH3ALol7CbS/d0Sl2qEgx7nBKrdjbj4neafuAV0C+fpgEQWguKQOi58SofCmYICJQUEk+z+R7J7nPxxiN8HYJQPHjxYlW4iyIxTM0rGdzX+DzZGfl3e2GkTwSDZ2STwGcaVEzGZoHb2wDi44/6jX22KsXIQ+AuMTbKep5ltszKAPNMg4PpJKv1xY/z48aoWLOLIqKAgDc5tF3CAjvV6vifB5JdZIr8UKdRGJDzV8EeYLZTEVgoCBENHFqWyDzOfT0nUR+CM1z+CyjcNF9UESx20saHXth8IP6Uh/cGkYfZEZ4bcKSjRxC7t7rM0guF+//AlmPxSL8u7hzhNG92DrkZ0UA6B3aJXrBa3D0tSWoBkxFTRg6GeJYiNPYivjPgqJbvIlMKoD2i4OhOu+P0zrAAdGbjVBEsRdKTDFsIucuZ84gqAeGGJziaAzo1EFUDwHvlTBGGjd5a2hUCCSWbOKfVZDAcmrhSWmbw6glFo4APDt0gIjWA9sd5iHG/EnE5mrzlBT9ApoVmysxiBdeKmJAPjWpk1a5bKWI+S+YRtghqEtskEeXkvQl14shHeUfAYxUdSMrD9J2GmxFoDBs5eIJRg1iyGA62jkUPKCCTQ4vy1AVHY8nMB27Vrp0IxQUARi0qETG07KO8H/IAUMGGH5dWEtYpiStjsBXSLAPeXo50wpNlPG1T4odeQFzCm0aYFaevJisb41q0rS/wQ3TpCR4jtp76tQsDv1V/niVoEk0x9T85idFVIplTLCOQRBm27EUli67i15RAKYxsVbhwgwhw+fLh6fwx0SidVUYyGEzpPjFLGfKgcXUXM1jNRUVZWpsIozDgUUENnpluWgLy+MLjlJmwGSLenrn5S4FeikB1Ez7s+PwaIcg/VfbI2wSRjf5SzWF/hEpSlAQxxZgIb2EH4aEjdpyRRGMIynJF2u8Md2GsmyGUD9S7+Jbr6VjH0hQu6T47aiGGSHJPlCG7DmgAEeL1UsWQc03eHJJAwoJolswhD3QvIjZzZyoRLvHIukwJbjpwE6sqmCRI4mLXJ9CGzPcW2g1z7SVFeEIlgkrkr5CxWJn8kgKXf9jYCSAdDoeEF3UwYyEOlQi6u+71wKTiTHoj1kYmeRsyP9+SGIL/AtBSc9+7Ro4fa6TrrZiA+IMOJzYbh5Bdc+WUrIsatIreSke//ufxytAaj8Kfxq0JNLsR2XhKWKMV4KR1AbVVsOaouYguhuyIp1mkXUQcszVYr3BTIbUzWSbUbjnqV3MT2w6QgyYYqjIZS6SBVH6595GON9WkrVjwgSdZB/mi8MwIXH+conV+dswpxsagZ0xA1qO4/QFWQNijnZJJguFnC6rnWrVtXCRbZ0RrIthrPNY/zwiTNsFhnyAQ3XlIaIhFcxUDGjiJsAulMt5KBwPS8TBtUqsYFYsI2QuFKhEIH1JxAFJqwuDDuiNjuqdgEk4z+SV4g5Dzz5YjW6UoD3H2MNIGD1KsEgGmgTiChw8RyRdJrFHuR5Rk7LUANEQTuiC5c6zgvBona+ckPfkt+WW6nkhTjQ7CsQDDbBMGiVvEm0I97J2Zbw15c4zgvtJG4X6Rlj2ElD0j6XlkjS4L55BFGBrZVVOg4nj1wXVy7ywlTDUkHifIspGMMvV8myDJRxVStMqpHRl3WySSKCCoID4r6Ii8YIZjlH8OSrC/HXibeMwug2swK1OcwAWqutWrVSvv5fMeIokUKl3SL6u/yg7GWylbxFJpPz5Wjian3TRMkj1JsN6w0eVJwrUyVSaCiD/mo+Lt0gKM3Qjx0gRztncVLksJoz24rXklAb5Yc5qsAGwYnnip/cdUTusB5bGq2XLp0qepmR/Jz2G5y3rx5Kh6qiY/k6BglzqgD403h5QEulV+8tSgRkhGXTJtgpjPeqYGLTUddND/NGjdO165ddSVDkKs1187kcQLjBAOlRDIC49hH7t5DpkAMEkKYBpEO4qoslxTzxQ2ybNkylcCBo5oAu6YZlRq5QCoEAw6SIbfOrU3GMkkZBCo0poERI0akVhgPyZFOB7wAYHN1TItcIDWCAYtk+8kfKRGT290luX8oWZEDmQRlQKktkVOwW2xv2uZyI1WCAcvwh2QTRI79ZGi3yBiiXYsJMLvQfS2nFRvxc3UzuVv0Q+oEA5YLA9kCAqVcevwJpKNoRdKTlGTIinivtDvPxQQZKYNM+bnCkAnBgPWFBkqivSLKK7EYD5AnBSQjtY02OFGDyjYoYkx2EYranIHAdS8T4Z8oyIxgNqzYJQ2H0Pan1z0+JtDro9+iUQH2E3JqHaLhSEV2TTGTjCaHKEBy0yVp4DoOMicYsFQYaMlukgPLOp0aRaJc/YkeC883YRbd+CMtYRhs/9GMURGQEuC4M3hPZiiaXpEljkQZ90AOicUBjZejXxLJTRIUhWDA+sInWUWHqQtkXOOP0Y6fC2IAMrDJV+RvuoBE7j/vBZMAAAISSURBVCaoEKwE0tEQgPXJekl0o2gEs2EtmcQvSew1lq3EskbPcZtcAHkOfyPzm/BNXJQAubiDyuJo6E2j6AQDViLJ4fJHipHSaDJxci/dLJAXu0H2NYXXiOVVQZAUSyLmpKx2iWHIBcGAdUIekkR7WpRXbSE9LnYtDJScfqhZs2bct80rqBXBCjA0bcdpVOSGYDasE3SWJBp22QgRs6oPjk6v1s6UcTJde77IIBTXX7dWRNbIHcFsWCeskyTa/qK8FkKkGmUQqWfPnipxxE6+tcuvL1iwwPwBZw8KAw7TKaFUTOSWYDasE3hgHKLZHeHwqlOSADeFe0dYgigJYtnIPcFsOIjWTD4OlKOz0LDRcE3EbTqQI2BjUVZ+eFDB3TyiZAhmwzrBx0qikWRCylwPEdD2psRB7HacHGP96tDnHSVHMBvWCR8qiXapfCQ9u5v1qCdWzy9onYLzGfXJVK/2LKWEkiWYDesC4FicLMmG/4HeLGSc079Zqz10DkDRM7oNE5+d5m6JV8ooeYI5YV2YhxmSbHTexNMK4SBbU5GfGrPYVOSSQSpSrl/KQptVDFQpgjlhXbDnrHGhJNzaorxYCwOy7SgHPVz8i7mawX9yLJTjHVFOqhcZ8vjyWbTfMKoswdywLuhsayhI0tGZvrEcDRyD5OFa1iP5/mFhK8IzlP1BeL/celzsGIvkZ1fZasBh+B+acpBcFiBqeAAAAABJRU5ErkJggg==</Swatch> <Swatch id="f0f0506c-cdde-4d6f-8f05-fc1a1ae19674">iVBORw0KGgoAAAANSUhEUgAAAJgAAACYCAYAAAAYwiAhAAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOXdCfht5fQH8C2JUlSSuZIhUoaozJTq1g0JDWgiQzcJDaYoyZiQpGuKkJASooFUKkMhRJHxFhkipMzR//3se97733ffvffZ4znnd32fZz/nN5yzzx7Wft+1vuu71rvizTffnPyv4ha3uMVtwsuGYVsvs60bttVGr6uGbe0xu7k2bDeG7aqw3TB6XZTZrgjX+B/9HvncwYrTPoBJIRjTyuFl89G2SdjuH7YHhG2Fjrtee7StX/L//4bvvjy8/jBsl4btYlswur93/N45geXWwMJNXSm8bBa2bcO2VbLYqG41hUNhwBuPtp1Hf/t3OD7Gdk7YzgrbJcHg/jWFYxscy5WBhZt222SxQbmRjGrN6R5RKRh6HE0PCdsfw7EztpPDdlYwtr9O8+D6xJw3sHBjnMN2Ydtt9LradI+oFTwIO4+2G8I5nRleTwzbmcHYbprqkXXEnDWwcBPWCS97h22vsK0z3aPpFR6QaGxXh/M8IbweHwzt6qkeVUvMOQMLF3zT8HJQ2HZMevCpbnnLWyYi6f/+97+dj20AeHAODdsrw3mfFl6PCsf6zSkfUyPMGQMLF/ix4eWwsG3Z1z433njj5Iwzzkj++te/JvPnz09+/vOf97XrvuFBSke1cB3ODa+HB0O7YMrHVAszb2BDGFbE8573vOTud797+vOTn/zk5Oijj+77K4aA67DlXDG0mTWwcAE3CC9vD9v8ob7ji1/8YrLvvvsm//73v5MLL7xwqK8ZCtHQzgivBwRDu3LaB1SEmTOwcMFWDy+Hh21BMjBv9fnPfz65173ulfztb39Lfv/73w/5VUPCA7h1uG4Lw+thwdD+PO0DymJmDCxcoFuEl6eH7dhkfHqmEvPmzUunvpNOOin5+9+rCfOrrrqqy1fNCjyI+4dt13AZ9wuvp9w8IznAmTCwcFHuFl48gU/quq9tttkmOfPMM+0zecADHpAccMAB3Q9w7sCDiaw9PZz/gmBj10z7gKZuYOFC7BpejgvbGn3sb6211koWD4ZJcuc737mPXc5FeFAfHa7DvsHIPjHNA5magYWTv314OSZsu/u1r/1+6lOfSu53v/sl97jHPZJDDz20076Mhm984xuTNddcM3nf+96XHHnkkbPKlxXBA3tSuM6yG/sHQ7t+GgcxFQMLJ/3AZPFQvkHf+xYRdjUsMBJ+8pOfTFZfffX09ze96U3JL37xi/RvTWA03WGHHZI11lgj+djHPpb8618TzWl7cPcI2+bhOHYORnbZJL8cJm5goynx+LCtMunvboLHPOYxS4wrQvDQ1MCe9rSnpaMq3Pe+901e+cpXLvX/+9znPunfRLGvfvWr0wdkAHiQvx6u/d6TnjInZmCjKPGtYTtwUt/ZBRdffHHK8N/2trdd6m9Ncfvb337Jz3e4wx2W+b+RkRHCd77zneQTnxjs/nugPx5uw8PC68GTijInYmAjbRZ1wE6T+L4+8Otf/zpl+t/97nenI9l73/ve5AMf+EDj/XzkIx9J1llnnWS11VZLXv/61y/z/x//+MfpK99u0aJFXQ+7Djzg64R7stskNGiDG9iIOD07WSz+64S73e1uya677pqOLDiuv/zlL7U/u/nmmycf/OAHk1/96lfJLrvskvz5z+P5yI9//OPpiLLKKquk39kGprzDDjus9P+vec1r0pHx2muvTb7xjW+0+o4W8KCvG+7NvKGJ2UENLJzAPcKLVMZGXfeFODWFcL7hhS98YfKoRz2qtpEdcsghyYYbbphuz3zmM5Pjjjuu1ufMJG2Nqw7+85//JJ/97Gcr34PPc658uT/96U99fbUH/sJwj+aHc/xlXzvNYzADGxnXeWG7Vx/722OPPZYYF2y00UbJtttum5x88sm1Pn/66acnT3ziE5Prr78+Offcc5f5/wMf+MDkxhtvnDlFhejzoosuSqfp3XbbLXnsYx/b5+49+OeFe7XFUEY2iIH1bVxQNIr84x/1i3Xe//73pwntP/7xj+l0lMV+++2XvOtd70ophMc97nGFU9W9733vZJ999kl+8IMfJCeccEKjY1911VWTrbfeOh2Bm/pZd7zjHZdEswMRx+7RYEbWu4F1Na4VV1wx2WmnnVIn+ytf+cqSv3/0ox9Nnv/856dTHHzta19LzjrrrMp93eY2t0luuummdIMf/ehHhe97xCMekb6utNJK6chYZGAcfMYH3/3ud9OtLj73uc8lW2yxRWrYaIkmvqMg4EUvelHKpaExBsJgRtargY0cej5X65HrzW9+c3LggQemUdWjH/3o5Otf/3r6dyPPwx/+8NTJl8Dmj1SRlgSEps9rrrkm2WqrrZJf/rL8ur3hDW9I7nrXu6bT52mnnVb4nshPtYnuH/SgB6Wva6+9dnKXu9ylkYHBsccem24Dwz07I9zDx/Tp+PdmYCMqQrTYyaGX4oEVVlgh/TkaGNxwww3pVFcHggAcFnLz6U9/evKOd7yj9L1XXHFFOsJUQWDwjGc8I/nZz37WaPQCU6sg4zOf+Uxy5ZVLy7Y8REYoCfqmU+8AcO/OHhlZLxRGLwY2IlHxXJ2piFe96lVpeuWnP/1p8ulPf7r1fo4//vjU7zFafOELX+h6WCnTfswxx7T6rNE2svl5mHo32GCD9CEQfFx99dRrO9zDE8M92KUPMravEQxD3wuJaoTYeeedx79xDBjneuutl456tkmCY/7Upz41+fKXv5w+KFXgazIwosc6U2dUigxMxLuXLP2grjvqbGCj3OJMpn/cvGnAdPfQhz40NWxGzn8sg5Hr2c9+djrKjiN/+ZKmWYaIrhhnvB1xYLi33+qau+xkYCNVxPFd9rG8wQgTC0lkAPiBVQbmf29729tq7fs5z3lOuj8bTuy1r31tH4dchePD+VzRRYXR2sBGei4s56CqCBwSArQrJJ05/Jdddlnyz3/+s4cjK4apS6QrEkbuVkWvTSGv+ZSnPCWNosui3Z7h3p4c7vXmbfVkXUYwHm/veq4IUaTpYLvttkvzdeiLLDbddNM0EY2GMMVUTS84JDyahLOI0e9V0wseTtZAoNBGv3X++eenWxtssskmacTLF1XxlCWT8X7oFJTJkOmrHNxj93rPNh9uZWAjv2v3Np+tC47vk560WKJvNMgbGGUCI7OdeuqpyYknnli4H+QpoV+U3SBqqVTLAonInwFSNK/p51MdfvjhqX/H8COJ2xcOPvjg1L+yqXrKR9J1kvRZ3OpWt0qJXnSI4z7qqKPaHNbu+mW08ccaG9ioQEOmuJHMGau+1157pUnb6667Llm4cOEynFAWRphLLrkk2WyzzZJTTjllmf9/6UtfSiXNpk8pmDJIs2Q1XbDuuuuWvl8EGHGnO91pmf/ze+RFQdqI8faJyy+/PH1luH1UPElxydnCK17xitTfaxGButfHhXt/YdNCkkYGNuK7VP80KtBYeeWV05A9pmRA2ucJT3jCUkRqFqYBxsh3KnKSPYmiNcb629/+tvS7pWdMV49//OOX/K2MkwJTKQNcf/31U04uj5gMd5N+85vflO6nLWQVLrjggnSE7CNKtA/XWBbEyNyB3nDPFwYT2KEJP9Z0BFO32Li0TDI5a1zA6ExzjKwMnmIGVIb4tI8Dn8p0Zto1XRg9yyBF9brXva70/29961tTTRkDKFJl5GGKZjQKR0ij84n2PNw7BtYXPKjk3xLl/NWOcO/ZQPkTmkNtAxvlGVslxPhJRSCRmQT+8Ic/JC9+8YsL/2dQ3n333VPje8tb3jKW7BTBES7WhYjyoIMW85Wm87LjGBI0Zz0YV8Sx4Zp9qW6+sskIppy/suL6uc99buozSanwTyLKprBJM+xFEEh8+MMfTn/mczmHPpGd3qv4sK4wS5B4mxKN1qLlgcAG2EKtJ6WWgY0akSyoeg+ZS0xEP/KRj0x/j6Bnd+NMi1n01c2GHJqPxVCq/LEieLoj+o4IQSSoGolwcCjuyihJzwZmBREjH3JAKmNBsInj6jRcqTuC6XJT2YiE1AWBeetb33oZWS9fCZ/lIujJ9bvf/S6NZvqQoGDN6cZ8L7XDgx/84Eaf1x+M8oLe3xQ5BHTxGRKolSzIgjR1QSoPBLbAJrYf98axBjbqzzW2hRLG2sgl8iuqHWQEdFGcXiNFduToAoalSyFg/ZuCU11Xnz+r+MlPfrLU7x70ccFED5jPNsb1J6szgpWXxORw6aWXplsZ3My+0zQYb1VCnuK5biht8fa3vz31fdUcIGIR001dhZZgG+U0QDLGwEajV++dBccBKSvnRkNfJ/rBdnfRjs118LUEK1JhUltD5lpz2HLcKDZuBKs9evUJRKinkS/HWW2aHpk17Ljjjqmi9Z73vGdy9tlnp3WS+WmtLaSCUC0Ma0pReeUoVmpgo27Og41eLoqRSjI3TwzLAYLIy02pSgXNOmQs3vOe9ywRCgpEkMsPechDOuvVdBE655xz0kIZI9g3vzmVBtRGsU3Lul9XjWCd1YxlUPig2BQBi6+hd//e97635P84HUlfU2RT/fuswWgVjStClCefmU/gNwWCWPQLDLnMwChTBm47xVZ2KfpHoYGNFjnYcaijwVdFdp+6AX/GSY3wVNrmOiTOPUxFoE3rCnqz/fffP42kSZvyYFgkR+RJL3vZy1r11qiJHdlM0WIRZSOYFTQGa8CrFD4LaZrlEQpFMOtxys/iW9/6Vuf9q99kwGgaPGQeZNsULGBGGNDA2AqbWcZnX8bARmv/7DXUkQBHl0gwooramOvg3OMFs9PkD3/4w1Sd2geq1L4KjdE4SFeFygNjr3COR+TXVioawZCqg679I+Fr+N5yyy1TH4v/sLxCRIz0fMlLXpLmOr/61a+mgsc+ZODjIKqUslNfOnCBCLAZtvO57B+LDOxZQx+JE49D9/8CZDGybRC6gPRIoS75NEPNQk6SJIhA84gjjkj/JkrvixKpAbZTbmCj9Ra3m9TRTBN4Nsy/PKnSsXximF9D/45K6Cut1QdQHrRlNF4i8awmjqjgdre7XZrv1dus7qjlMwyxh/6x27Gh7HqX+RGMtnYurrfYGAsWLEinDtv222+/TBsoylac1XnnnZdKs/tSWiCOUReElCTMTW8qOkebA4IBWxYa2alml/0giqwD5yiq1+CYCqPjiidshw2dGv+QN7DuJdVzBHpuUXjIFuSJXPWMsW+qm4nw7WupGZp+/BVwwrVHbwKLdpEmMSZCyiyQrSJ07QfqtrZS/CIbgDZxrnX7rVXtMikysFHzkq267n2uQPNd0awpMJ8YVsavdAzHZCTrcx2jrKa/Tc2k4IDGrAhykE0jci1CjeBGvZ78xK3YUmyekh3BMJ2t17jmeHIykaYz0CWmECJXNzampqpuhunL1jfUIYicqVvLtPemObIn/tbQqggUCr2aEW/cuk41wYbY0kV+yRrYtm33qPLHE88xlmNTo9i3OtR0pqEIh1Qfh6Y8kunDxRRRmWL66nXKaNVOcrxVOo2TRbsuRax7hClOhGi/aiNROX0DXaL2IBpUj31fI9jSMgbWenp0sOZ9iWk3sO+8F7Iy2wKc3+DiN9HPm+5ItkmKGaoUSh+wL5VGwPjlUbOgsKWUNRKp1B4nY+YPVUGvfclyFU15H6wOqHcpiwUIji0fKPQEtpS2Y0wNLMyZxPKbtN2bKUdZGtGfsrA+DUwqpKh1pEYgwvK6CgK+hhsjelO02xf4axFF5YKqqUWhoJBYu4MqmD5p4bTrzEvKGR/nHjOvtSYStenKIPKSsgrK2NyvD33oQ+nfowBB6wL0hmMoazlaA5uwqXA9/h5HsM2TjrlHT0I82D7BcMl68nCRJMrrGpgRi2GZDprqpnyXC44P8wBlQdOv0w1VQ5Gilp8l8kNH1D1WSWxbHq5D7NyjhYFotygHWQVGS2hgpsmKNBl+FCDIDatYf9jDHta2UJctsanzswY2k5BLc5J5yQs09R3adg9EK8TSNlNM3pCq2geQM0tK883kILvAg4G/Q6GgE5oaF3hAyIU8LNmZJvaRjTCSqZ/ooI5dysBaT48RnFJb3849YpHTy8nPwk0b12W6L1gKJoLIrwk8HPKPfcEs0XWmKJpWEcpI4AijfUfpdWpT0cA27rInqQncDAMzr3//+98f+xkjkgJRhoMOqOJg0B/K3Ew1PieKFLlNamk8EbImIqYkPtXyCAIE15Yujw/Ww0rBqU2tGHbKwekkyGIA8SkXRb3gBS8Y+xkOarxZdEpFmqkIUaqqZVsfkHuMVUh1dFkiv+U9Oe8c99577z53uQHbMoJZ2WCFLnsynJKj0IZXda7JQtjOL8EfdfVNmkD0xGfiX6gIz4sfpwVOuwh3Ftop9AQ2tSEDW6/rnrRHkjQW5eQLGWjP8S3059liUOkXEaJIpU2bccM53k2Stkmkk9WnN1mKZkjo5sNdEIS4Jm2KQVAhiG4trWYI6/ViYFDEYMvOx+jLlBj5oAhcTlwvsSn0ecDpSFojXfNGJgq6//3vn7LmWXLTzeP3+UxfqtKuQNYCN8MDl6dCxoHrEJPmlMIzlKrrz8CKIFoxWhg1imiGtjAVx6iSEeOGsoljPI6ma6ZB6SE+YhZdeqgOAZkKLaE8LG1I4GxXRqm6WTOw8n6SHYF1xtkQx8V0Sh9AhZC9RLVDXpWA52FcIPqbdWDQGUnbDAjy1AxhiixrbY5ElRHhI5f1sx0A6zKwXgWGnGYaeww3OYwpqiq52xbkNrYiqKd0MTnxZe+ZNeSNiwZNdiDbZy0CX4WPwwP6nChbbWkVBDYidUl/JYET6l2xWu8jGN/IiaAqREZ9nYjaP2VYJMJ1GGxtK+cqqFO0XjL14/9ih0RwTZHPOgnh5+ryVYIq9wV3WDVScmc0Te4pmk1HsOY9jyoQmXxOd1+sPv/N00pmw8BEpUM0i+sTpiu5Ugnjpglpn4s5x3xgZOSKbaqyjY3HAff3rGc9K80qlLV28hBj9E2nikdatjzPYlUGVtkW08kQvwnpTT3j/AQts1W+OJG8nET3ZifXVNgWjwFMwSQrA8lMeoOR3HQk2U2K3MS/khTn9LuW+cwBmY5UEWdetXZd6Ig9zmBkZGKzZv5tDwa2dmV3Hc4yQ4mOsvCZqqCKd8LlFK29o7L4yCOPTA1DKF63KAEM14hcWQKLLsy6cUHsOijAkWJqUgdpdC5j1U1xpEpDgL/HuLkifS2AWmlgZNDZKEwuUBfDNslbnwVqSirNphyUtM5cajDHB9QIjuy5zLgmtDRfbZiljGD6jPXVMqvSwExFeUjttAEmn0CQDr6HypWpAP9W1/dTmmYrgymOQIBg0Wg3weLYSpDx9NmPrdLASGv33HPPdIgHrZbaNrSVDoqO61yErAFVLH2aaS+vRaM25YDLTNSRuWDfFfaCazzggu9LQfBh1Q85WWT00GtqVhqYJLT52FTJqpGl8eIh9hgbB1zZkwBgeQanV65VkGHEyYsM8X4WDFVjKQobVw3ugeNneV+Vrs2+OPyLFi1Ke9FmJdpNgaZA6kqhgSnRKMs3HgpjmwALs6k482BUsfcVkm95NzDplzhy5cvNGJ7/gakPKz+O/2NgOC0GVtURWqToYbZpxdll8S0lhdG44nEjoqWnhuoi2Xq9SFl7kR1SbnlpwIsW4CuaOjxUWWpBSsqNQPLmaRYjgYWzVA0xgLrkcp3FtER1OCwzR5duj4xeIUkeiFUDxJAG5vGp5MKKgGnGa8n5TaIV0STgaaZNtwlEkI5ZVBkO7b2tDfhu2HoGpPgiG1Xiohg8TrGLbq4qUo3rDAyAaxkY62hsYICTmZRseRKQgpElwLtNoJ/WEoiuyYdApiJr2EbRPtwPBmpJxfzqdvZftHBGT7iRgVn1cv1x75yL8GSaAuqmavbZZ580Mc/v7HOt7XGIWjr+2JCKVoXKXJtYuOK6vPzlL09VLwPhKga23Gh0s6AJ4zOJckV9qpDGgS81hPJjHESTRk8Edh+9W8sgEjX9i0xxnL5rYJrihjiCLXdQy0jGDeRDdQysT+C5JI9FbuN4MSNYmY6rb3Bp+iyjG4N0BFs0qW+LIOvl1ArVDdFVDqi8m9AfV5OftiTAlbwZ6g899NCltFP8CjdZvwjd/iYJU1GUMCOph+SZZhyLpmJgMgToDbIUOckiUR3glmKTEhFrzGeCzD/Zs/QNkK4wxLiQutpMRSFFywvWAadboxT0RNMKarm8iKycuQ34kVh+10sDmLgirywARl66aYYDrekYmAwA0pAxVDnTcZkZSeF8BRBNfjQuoADVVyvbCx7r3Yb5phgVcdm/5C8dVRNQIkjFMO58o96mIDmP06fRWCDi9dvf/nb6HeTPsWPiDCI1MGvvYhQ71UY2gZQH0g+5VzU6IBm9V9STV1IU0Qh9rUu91lprLTHemC9sghid9YHs9YmjlwwK4wKj9iTgIVc8YyRl1DVK/tjUFSuGEeIf4cNaFXdqH9AEbkDdpWLKCnlNDUR9RkJcjlSOGoA+wLClaEzD05ZeOycaPC2bSH9AQh0h6+9qKicBD/pJJ52U/sxdUcc5BpezrTjHoIg7GxjOycikoSzlhTKsJlon/obkq6QsJWdVfyp+h3pCF56EJvpeZZB3oyzFio+TozjmPqugukKCOgvHR3yZb3ZXF0Yj6SH7kbGoI0HKNsYb1yRvhDTtEA1Ms9JOHab5Gw4264jLy+npUFdDRcwYnwx+hoT6OJDP1AGCUSCAb6KozR+T49b4Q7pnXBvMuQ73hEIDCEAVj0RQzzC8fP9aUiVVTqLio48+us7XpDuIBtaZylU8mjUu4Bw70Lo5OtGe6dMT0pc/FcGogCrBaJbNn/qbhL0RFBFJS18G7+GfGUFnRYnaFB7eop/VUhgkZBT4W1YMiXBfGi4/mNpU1sDkU1p3OdTQvwiG4roGhq7AbZGU0N73CcoPjreCiXxynkHHhK86hCLEdlP2I2KVXhHRTXo9S/6PgMc5aEbXZrTF0a2++urpOWVHr9gIxrXw0GUNrCHY0v8bmF6a4csMaa07HZbl+5qWbHGwh1i5FZ9W1vhXNKs/Fqc+e8GzYFzZCh9FvagMyfFJ5i3JiGJBiRXU3vnOdzbeB7lRUZ8zgUPsdCgB3wGXsik/ZPVgwrrWBiZ0LYq4Jlim3gnHHHNM6f9MiUU989UnKHx96Utf2vn7dcBGPZAEVZX1xbWJTM9xUYdx4LpQJSONq4ptFOeKynvAEooga2B0u4fk3ykpGn0pUWEZRF2Y+UhKGrnctBhaz2WYMhhAEcpWtG0CjjXJtelZSZ427WWLNOhWJFAxvdURCQq+0Av4K0EOAUAdoWNHLNGAZw3skrCZ0JcqG8KMx1pIU0h2da8sGJRuy5hrSWbva1L7WATMPEJVD7BpgkPvfIqa1ZUZQhNInUXfT1RnespKm/No4vdFCsfDTxM2rk9/D2BDl8RflhiYtWXCU2FoW4qu4NCCJyYbcZQB/2XrCslrfgJ9FL+AkZHgSGLj2wQVZcbeFEZpLHmZv+jhIodGdcQKK1BlTS3RFdnmu9DHqBghIlSHavSiKInZgAFxTlynCPKafAWLSxkYZQAKgkOJpJwUcGIgcaz4l4GJ2qITytl107sCH0TdYSRyE8qoB//n0FN3oDnUMYpImwQxHlL6tLyoUMScPZc8sdoVpt2mqlW+pcBHhkQutAEls1TRa97AzJ3OfokcwBSVXV97UpAC4URfeeWVS5rFSZu4EUYwPktX8E+iz0g9YeSoEuAxKk1B2sAxMxxJepGfqu8IQQIOcN68eWlkOiltWBl097H8jeDGTMLvqxlQsJ2lavCWMjArlYanTJPPqa8bacTErGehftB0wuluu6hCFoSAyENGI9odUt1pFLbKLqixzBoYH48kZ1LFt+MgwU6UKO2n0KQBDXNmdrVbKCpbU3g3dQMrQ98Mv9wnI8tTA6ZDDVtEz0XNXJrC6GeaUoI2F3psCLD0uUV+N3ADlinaLDIwc4/hYZ2C/y2XKOKd5Ns8wTIRtOtdF+vkw0i/CBK6VGdPCoyqYTEIm1nGb1nGwMKFuClMkyeEHw9tfXTLAeK0QApUVnlNwkJlipcS1dZ50ueCcbXECWwn/8eyym45Fd5spxXYgERGmkVIn13zcdYhmLD8HuMpK3hVzc23splSh0hxFUEkjdg2wggIxvXBmAA8WYV5uEIDC5Z4dRjFTkt68MX4N5x1hibya7qmdBeQO7sZqIgi3TotmTCcs28qzI5UqAQEaBWIJun2BRyTJIPlS11PfpKmgJMy7AqcxmaK/lHVm0L/xM4GJrxlYLL/Q7cKygLrzm+ilCArLlo/Caelzz5oodRUZKgyisMu9TLJqY+ilYHxHasap2RBHeEBd5x0dnkdHY7OewRRLRQapb02Sw0sWOQ3w5eeG35stWg0QlFaAlHrxEw3dZqC4IsQnvivLhGjxHFUXsb6yDxMfXwsU4wiiqbguNcVPPYJvBlWXuXUOCVvBGI6XgcPFvI8C7yXqNn+TPcNmtCdy1bK/jmuuw5NR2MDwyshSvkvnjRZ/Czk3VQXI1DzuTFTqhM1Rcl95i+gv5GrqMBmhGXg89kX+XaZ74f7Mr0oYKh7o2YBRq6mq3moYYiEeVE/sth+it7M6N+gOLdyfcNKAwuWeUGbUcwCWFhgKgEOcDbrb1QxmjkRzLyWSVlEcjWmiLI33mcx3WoNpTH4UFmKwTCPrJQoZlR1WPcqI60Loy6G3jm5kXVJYMbvc1JFXYUB46DI2fe5RkUPk1I7/0dwN/DpjF6V2f46/cEaj2ILFy5c0nYoX7gheR7XlmSAWPlsFCTi5AtJUeWfIjcyrt8t8c7gsgamc0yssqHYjMK8CMShUcv3ubF93VQK0dgV2qgpuTyux4RjJ3/ysBhZTEt9I5bexfqDKsNXP9Giud3Y1VnHGthoFEOgzR/33gg6MDKfIseXUyq/hXTEoudDbK2KVCwXQbSnVyrOiaHklQH2bcjr0esAAAlPSURBVH+MtkjzxPeIMhijbNeiWDDKZluOG3mJ+wQNVUC4RqWKhyGPuJ4lxUgbWTSDpf3iJ8pxDtBg7oxxoxfU7XBovZKtkwa8WFVUZfpqy4npnZVvDBehKZ6bEnuR5uGCa4TCCPlofaBIZSCJPg7yfYwcPVK04AHlKSJX5K3wOK/AMNVVLdqu2lsBMdDz9WxgeK9aa9jUMrBwEa8MJ7Qw/Lh/l6OaBESDZREho+PAmlb7mh5FkYoj5BgBHVN3hQxNWYoaszCe2JBOZbkHJssfCpKM9Lp2U78WLegqCELNiJLbdgavwEI2UeeNTXq0avpu4cVW3RBnBUP0ozfd07ILOlSi19XKl8GoSHFhCidyzI8+/EcOOahyKjIwBoiqMVo3XbpnDBBv5QsA5FDbwMJJ/zk8WUqJ5+YqCmPAbxOZcowx5U2EhG5ihxKvQthf2T6NSHKlRreqBswD9c7djy3UfXPTLtPO+PSwlVemNgQilo9A1FZ3QfkhoMYwynJEqw2LTCcKAYxgRUAxoXUfI9z7Rk9SIwMLlntzGMUWhB/lV9Zo8tkiiJ5QGkYNPoe8Wp1VMoZAtmV5HSd92kBQT6CAIwtN1hbc3LCcvXGf/LD/a4KREZBrtdJpIW6RpqdRCoNufJqN1JTXMTKjggLUoYDH8z0z3DSuCIxqX/e+6QdbLcQQvugTwcisyr5Hm89HuMhGLoWh/I2hez2IvhTQSlMhgLHX0lngpnep4RT5idpEfHHZwjycp6gRf6dFQttgwBSuKEbA0mRpQ59znC3kPR91z5t+CFqv9JEspixUgm/QYR9p5+OqquqmkCWgRlUDqDImOrqmY7nPSLRSUajjREL2UdtoP6Z7UKxSVCiDUkCw2qTI2kqnYxrM6I9QraOosGyNNJsC4rhgbE2gI1rTU60NLFj09eFpIOdRy7bKuPdPClJFsfzd6BSnOyNXvpjVdKXCp48ugdmOf2XtqujSFH5QKiB92yKuSqsKStegOhVWMgux/lL5X00Dw5bv7F63PdYuIxgjuywYmTzJZNs4VyDyXKZbo2OEvGcRiqq128DoKBo2UmT7xGYhe4AcRYGMC2YYolFKAh2ZSz0bjUKEq1eXNFKTTpFkPh6q2KmwBvZ2j+u+uQidDAxG/pjmWweOffMEYL0hOi+pGFNCRJm2rIvmTMLd6GFk0NStKD3lf4jOmButw03x1WK/MmBMlCdGLhowP0eiNQvGi+4RPEkVZTVdqu2NeJLsNau739bW78qis4GNcHCyuAppp5721xqc9SLykeHp2EwIGWGUywvvmoAvExerR9LmUzJ8Lk49A4vGUQdEAPkFqjQv0d+M31gGIxQlB/A/iQqycBw1WX2E5MG1DnYMejGwET/mzNcN22bj3p+Fp47PpD+EEafpwk9kvp5a0RSVRVnXarovZWimFz4XORBZUJelCBkUB5vkpqgBMWmyyI1xkBLVNbAoZ8pDKqoKmqLEtu8d+oNoXLJbU76rDH2NYLF5yrzwIwvZqM5nPG2mlTiqeHI9dUcccUTt7zUC0XmBnGBV4zQJ42222ab2vsdBuobSgeymiHIQJTpH/laTfhO0ZHkhJlS1zwLKYWJC30fU2QJWxJiXbV7SFb0ZGIzylXRj9DSVjxu23PSRnbJARx2MfuSnxoFzzbA4zn109WkKPSXKVhJRVsbpb7LiG5gKTal6RERQf9RpRdqBclFcML9JnrEOejUwCAf4y2BkWyRjjEz0VtQP1fAeu0HXgRFLlY2pcZIlcXWB1GxKbEZdG0WFKFK0iCscsHEc49rCvet7x70bGNQxsuuuu26Jv5BHE3YaygSIQ4Dz7bizucsqiDRpszSW46DXFf7xGYvWSh8AgxkXDGJgkDEyLOAyPhlfgVO/1VZbLfV36oAifdMswKgipUVdirmv03VGeyiVVaCjTlUUOAXwueYPZVwwmIHByMjUQwmxloku+U46P+tLz0/RyUWKZchVX7tArlHUG3+u025JlQ6nm8/Zx9LIPUIUMK9vnyuPQQ0MRo4/I9NueimezDSJ/Za7kyPr2ppJKkg5vSmpj/5hedgvAlOSvm4DPL6kBDh16QyU+EfguXbrM1osw+AGBiMKY5dkcYufZRj/PpZuEY0K4xkr5xjTXddPqgvRrRFMrtHDURem0kn20h8DqsqD++K5xmEiBgajEzooGJqCQZ1Yek2Qc6YRmiA6NSXlWWt/o1pVySOdJOlbl/yMyAYgpvVozAjcIUbNHiFxvXcf6Z8mmJiBRYxylwgr2v5OUp8slHdJ3ZjC+HVFKRFL9MXIjJ7q9NNPT6evpquRRPi+uDIINt/vMwqSm527Jq7bYOIGBiMVBi0ZIZjlWjspYyMYjK0MMW8YEfswtF1vyIgVC32bLrs8IZg1NAbZv4vkpgumYmAwOuE9R02HKe86a/zHgcONXoiQR6xak3IctEawP2x90zbhE4D0wr6TnhLzmJqBRYymTPE7OWhv1UpFsJaSUQstQiumyrvG0sCVyEqCZgiG8QVtNPR9Y+oGBqNCkh3Cj8qjj00GKu6lg8K9tQUtlSCBUy9fWDedNUHQTqtdPWVSUeI4zISBweiCfCoYGi2xri3K4zr3iO0TKqo1NgEUSL57zxQhSjEDHDY0cdoUM2NgEaML9OJgaPwy8oGZuYvUGjgwdZwS7Fngx6gd1CpaS3uCNYsY3wPq9oqYNGbOwCJGF2z7YGi6gOiF0KqVZ58gUqQ9I/zL67v0NYs0hai0zUKhDaE90OF1WihNEzNrYBGjC/iEWTE0xGwROZulOrLFJgNgThhWxMwbWETG0DYNrweFTW3azPhoinZNm6ZGDXp7Bh9LW/mjqhruziLmjIFFjC7wLsHQCNeVzO2VzMCyN2KUASgLuacTwnZ8WR/6WcecM7CI0QU/LBgaAb82BruNXler/ODsg1YJ+Ux9cmbR8ixzCXPWwCJGNwCxeHowNtlu1RIqzikZ16z67AyBnEQFrfzsWfkl8eYy5ryBZTG6MafagrGtlCwWOTI4xqb0aFZ8Nj6VAgJGpWn9JZPQZk0Dy5WBZTG6YReNtlcHg1s5WdysxcbYNKrQN2CFgQ+FKM3i4lbUYlTWyLs4HF+vfS1nFcutgeUxuqHnj7YUweg03d8wbOtlNsXDq41e1dSNS1tJz+gHYHWDG0avizLbFeG7uyU85zD+Dz/kmITfnl5aAAAAAElFTkSuQmCC</Swatch> <Swatch id="0b5cfa97-a64a-42f6-a2bd-33490c48fc5b">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</Swatch> <Swatch id="8b19cb45-7c99-48a6-91a9-ce6f5f12eaaa">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</Swatch> <Swatch id="501f4b0d-48f7-41f0-8055-3993b2a5b529">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</Swatch> <Swatch id="0f02af19-24e4-4977-bc36-f563a7b0d26d">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</Swatch> </swatchLibrary> </Fixture>