View Personality

BriteQ BT-NONAMOVE (BriteQ_BT-NONAMOVE.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="BT-NONAMOVE" ShortName="NONAMOVE" Company="BriteQ" Version="11"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>1ab7057b-a867-4d3d-86db-9588c59156b0</Thumbnail> <History Date="28-03-18" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="29-03-18" Author="Nic Morris" Comment="Changed cells to hidden." Version="2" /> <History Date="03-04-18" Author="Nic Morris" Comment="Split 16bit WW/CW Master into two separate 8bit masters (not sure why I did that)" Version="3" /> <History Date="03-04-18" Author="Nic Morris" Comment="Revised Warm White and Cold White ID's to exclude them from the colour picker." Version="4" /> <History Date="03-04-18" Author="Nic Morris" Comment="Added alternative options for 27 channel mode." Version="5" /> <History Date="03-04-18" Author="Nic Morris" Comment="Option 2 has the background as a cell. This provides a way to have a single dimmer in the master linked to everything but compromises pixel mapping." Version="6" /> <History Date="03-04-18" Author="Nic Morris" Comment="The white part/background part version is similar but will work with pixel mapping with the compromise of multi-part patch" Version="7" /> <History Date="27-09-18" Author="Nic Morris" Comment="Added '(V1.01F)' suffix to existing and added V1.03 modes. Added Atlabase ID's. Added product thumbnail." Version="8" /> <History Date="27-09-18" Author="Nic Morris" Comment="Fixed 9 DMX mapping. Fixed missing cell links." Version="9" /> <History Date="17-10-18" Author="Nic Morris" Comment="Corrected 29 channel mode mapping, removed old modes and renamed remaining in response to manufacturer request." Version="10" /> <History Date="08-06-20" Author="Nic Morris" Comment="Created from BriteQ BT-NONABEAM" Version="11" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="8482" /> </RDM> <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="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="220~0" /> <Function ID="2" Name="Safe" Display="'Safe'" Dmx="255~255" /> <Function ID="3" Name="Reset" Display="'Reset'" Dmx="249~249" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="xWarmWhite" Name="Warm White" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="xColdWhite" Name="Cold White" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="200,200,255" /> </Attribute> <Attribute ID="RGB_Strobe" Name="RGB Strobe" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="68~255" /> <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="8~67" /> </Attribute> <Attribute ID="Red" Name="Glow Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Glow Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Glow Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="68~255" /> <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="8~67" /> </Attribute> <Attribute ID="WW_Master" Name="WW Master" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="WW/CW_Dimmer" Name="WW/CW Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="CW_Master" Name="CW Master" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="CW/WW_Strobe1" Name="CW/WW Strobe" Description="" Group="I"> <Locate Locate="2:0" PowerOn="2:0" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="255~255" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="170~253" /> <Function ID="4" Name="Random" Display="'Random %.f%%',0~100" Dmx="2~85" /> <Function ID="5" Name="Rnd Pix" Display="'Rnd Pix %.f%%',0~100" Dmx="86~169" /> </Attribute> <Attribute ID="Glow_RGB_FX" Name="Glow RGB FX" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="5~10" Colour="255,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="11~16" Colour="255,128,0" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="17~22" Colour="255,255,0" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="23~28" Colour="0,255,0" /> <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="29~34" Colour="0,255,255" /> <Function ID="7" Name="Blue" Display="'Blue'" Dmx="35~40" Colour="0,0,255" /> <Function ID="8" Name="Purple" Display="'Purple'" Dmx="41~46" Colour="128,0,255" /> <Function ID="9" Name="R/B Switch" Display="'R/B Switch %.f%%',0~100" Dmx="47~82" Colour="255,255,255" /> <Function ID="10" Name="R/G Switch" Display="'R/G Switch %.f%%',0~100" Dmx="83~118" Colour="255,255,255" /> <Function ID="11" Name="B/G Switch" Display="'B/G Switch %.f%%',0~100" Dmx="119~154" Colour="255,255,255" /> <Function ID="12" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="155~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Control1" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Dim Spd" Display="'Dim Spd %.f%%',0~100" Dmx="8~108" /> <Function ID="3" Name="Pixel Order A" Display="'Pixel Order A'" Dmx="115~120" /> <Function ID="4" Name="Pixel Order B" Display="'Pixel Order B'" Dmx="121~126" /> <Function ID="5" Name="Pixel Order C" Display="'Pixel Order C'" Dmx="127~132" /> <Function ID="6" Name="Pixel Order D" Display="'Pixel Order D'" Dmx="133~138" /> <Function ID="7" Name="Fan Auto" Display="'Fan Auto'" Dmx="145~150" /> <Function ID="8" Name="Fan Full" Display="'Fan Full'" Dmx="151~156" /> <Function ID="9" Name="Dim Linear" Display="'Dim Linear'" Dmx="163~168" /> <Function ID="10" Name="Dim Square" Display="'Dim Square'" Dmx="169~174" /> <Function ID="11" Name="Dim Inv Sq" Display="'Dim Inv Sq'" Dmx="175~180" /> <Function ID="12" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="181~186" /> <Function ID="13" Name="Load Factory" Display="'Load Factory'" Dmx="193~198" /> </Attribute> <Attribute ID="Beam_FX" Name="Beam FX" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Meteor 1" Display="'Meteor 1 %.f%%',0~100" Dmx="4~39" /> <Function ID="3" Name="Meteor 2" Display="'Meteor 2 %.f%%',0~100" Dmx="40~75" /> <Function ID="4" Name="Flow 1" Display="'Flow 1 %.f%%',0~100" Dmx="76~111" /> <Function ID="5" Name="Flow 2" Display="'Flow 2 %.f%%',0~100" Dmx="112~147" /> <Function ID="6" Name="xFade CW-WW" Display="'xFade CW-WW %.f%%',0~100" Dmx="148~183" /> <Function ID="7" Name="Change" Display="'Change %.f%%',0~100" Dmx="184~219" /> <Function ID="8" Name="Fade" Display="'Fade %.f%%',0~100" Dmx="220~255" /> </Attribute> </Control> <Mode Name="5 DMX" Channels="5"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> </Include> </Mode> <Mode Name="18 DMX" Channels="18"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include /> <Cells> <Master> <Attribute ID="xWarmWhite" Wheel="7" /> <Attribute ID="xColdWhite" Wheel="8" /> <Attribute ID="CW/WW_Strobe1" Wheel="35" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Shutter" Wheel="4" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Glow_RGB_FX" Wheel="9" /> <Attribute ID="Beam_FX" ChannelOffset="17" Wheel="22" /> <Attribute ID="Control1" ChannelOffset="18" Wheel="28" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> </Master> <Cell ID="Cell1" Name="WW/CW" ChannelOffset="6" ModeLink="16bit W cell 2" X="0" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="CW/WW_Strobe1" TargetId="CW/WW_Strobe1" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="RGB" ChannelOffset="11" ModeLink="8bit RGB cell 2" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Glow_RGB_FX" TargetId="Glow_RGB_FX" /> </Cell> </Cells> </Mode> <Mode Name="34 DMX" Channels="34"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include /> <Cells> <Master> <Attribute ID="WW_Master" ChannelOffset="6,7" Wheel="5" /> <Attribute ID="CW_Master" ChannelOffset="8,9" Wheel="6" /> <Attribute ID="CW/WW_Strobe1" ChannelOffset="10" Wheel="35" /> <Attribute ID="xWarmWhite" Wheel="7" /> <Attribute ID="xColdWhite" Wheel="8" /> <Attribute ID="Dimmer" ChannelOffset="29" Wheel="1" /> <Attribute ID="Red" ChannelOffset="31" Wheel="10" /> <Attribute ID="Green" ChannelOffset="32" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="33" Wheel="12" /> <Attribute ID="RGB_Strobe" ChannelOffset="30" Wheel="4" /> <Attribute ID="Control1" ChannelOffset="34" Wheel="28" /> <Attribute ID="WW/CW_Dimmer" Wheel="34" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> </Master> <Cell ID="Cell1" Name="White 1" ChannelOffset="11" ModeLink="8bit W cell 2" X="0" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="White 2" ChannelOffset="13" ModeLink="8bit W cell 2" X="2" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="White 3" ChannelOffset="15" ModeLink="8bit W cell 2" X="4" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="White 4" ChannelOffset="17" ModeLink="8bit W cell 2" X="6" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="White 5" ChannelOffset="19" ModeLink="8bit W cell 2" X="8" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="White 6" ChannelOffset="21" ModeLink="8bit W cell 2" X="1" Y="2"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="White 7" ChannelOffset="23" ModeLink="8bit W cell 2" X="3" Y="2"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="White 8" ChannelOffset="25" ModeLink="8bit W cell 2" X="5" Y="2"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="White 9" ChannelOffset="27" ModeLink="8bit W cell 2" X="7" Y="2"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="50 DMX" Channels="50"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include /> <Cells> <Master> <Attribute ID="WW_Master" ChannelOffset="6" Wheel="5" /> <Attribute ID="CW_Master" ChannelOffset="7" Wheel="6" /> <Attribute ID="CW/WW_Strobe1" ChannelOffset="8" Wheel="35" /> <Attribute ID="xWarmWhite" Wheel="7" /> <Attribute ID="xColdWhite" Wheel="8" /> <Attribute ID="Dimmer" ChannelOffset="45" Wheel="1" /> <Attribute ID="RGB_Strobe" ChannelOffset="46" Wheel="4" /> <Attribute ID="Red" ChannelOffset="47" Wheel="10" /> <Attribute ID="Green" ChannelOffset="48" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="49" Wheel="12" /> <Attribute ID="Control1" ChannelOffset="50" Wheel="28" /> <Attribute ID="WW/CW_Dimmer" Wheel="34" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> </Master> <Cell ID="Cell1" Name="White 1" ChannelOffset="9" ModeLink="16bit W cell" X="0" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="White 2" ChannelOffset="13" ModeLink="16bit W cell" X="2" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="White 3" ChannelOffset="17" ModeLink="16bit W cell" X="4" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="White 4" ChannelOffset="21" ModeLink="16bit W cell" X="6" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="White 5" ChannelOffset="25" ModeLink="16bit W cell" X="8" Y="0"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="White 6" ChannelOffset="29" ModeLink="16bit W cell" X="1" Y="2"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="White 7" ChannelOffset="33" ModeLink="16bit W cell" X="3" Y="2"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="White 8" ChannelOffset="37" ModeLink="16bit W cell" X="5" Y="2"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="White 9" ChannelOffset="41" ModeLink="16bit W cell" X="7" Y="2"> <AttributeLink SourceId="xWarmWhite" TargetId="xWarmWhite" /> <AttributeLink SourceId="xColdWhite" TargetId="xColdWhite" /> <AttributeLink SourceId="WW/CW_Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="8bit W cell 2" Channels="2" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="xWarmWhite" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" /> <Attribute ID="xColdWhite" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="16bit W cell" Channels="4" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="xWarmWhite" ChannelOffset="1,2" Wheel="7" VirtualControl="Dimmer" /> <Attribute ID="xColdWhite" ChannelOffset="3,4" Wheel="8" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="16bit W cell 2" Channels="5" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="xWarmWhite" ChannelOffset="1,2" Wheel="7" VirtualControl="Dimmer" /> <Attribute ID="xColdWhite" ChannelOffset="3,4" Wheel="8" VirtualControl="Dimmer" /> <Attribute ID="CW/WW_Strobe1" ChannelOffset="5" Wheel="35" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="8bit RGB cell 2" Channels="6" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" /> <Attribute ID="Red" ChannelOffset="3" Wheel="10" /> <Attribute ID="Green" ChannelOffset="4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5" Wheel="12" /> <Attribute ID="Glow_RGB_FX" ChannelOffset="6" Wheel="9" /> </Include> </Mode> <Macro> <Macro Name="Pixel Order A"> <Set Channel="Control1:2" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Pixel Order B"> <Set Channel="Control1:4" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Pixel Order C"> <Set Channel="Control1:5" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Pixel Order D"> <Set Channel="Control1:6" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control1:7" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Fan Full"> <Set Channel="Control1:8" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control1:9" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control1:10" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Sq"> <Set Channel="Control1:11" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control1:12" Delay="6000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Load Factory"> <Set Channel="Control1:13" Delay="7000" /> <Set Channel="Control1:1" Delay="0" /> </Macro> <Macro Name="Reset"> <Set Channel="PT_Speed:3" Delay="6000" /> <Set Channel="PT_Speed:1:100" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="3c552a36-78a6-4287-8a55-55b13e52e6a6">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</Swatch> <Swatch id="1ab7057b-a867-4d3d-86db-9588c59156b0">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOy9CbglV3UeuqrqjHe+t/t2t1pSD5KQBJIQRiBGP7AZHsJygp+RZWMCsQEjwMEGEpARfDJIIgLFfhZ2jOwXYxPyxcYE+AhzYhybmBkkBgkNSN1qqec7j2esqrf/tfaq2lXnnNute9uRh1rS6XPuOVW1d+3a+99rXqU4jqmgvz96/vOff2WlUnnT2Nj4s3ft2nnu5ORUKQj8X/nt3/7tjz7efSuooIL+YVPp8e7AP1V6+hVPvzkoBW+++ImXjEYRUbPVoqPHZml2fomufPpT/8QcUgB0QQUVtCEVAH2G6bnPfe5PNNfXPzs+PrG7WhumbiemyEgpQ0NDVC6XqVqp0sjwWPnmm2++/F3vetf3H+/+FlRQQf9wqQDoM0hPvuySj46Pj7+ybsA4DEPz6tL0jl3UbK6T5xP5vk8+eXT//ffTvn3nvs6c8usbXe+GG254+c6dO6+P4ziMoqhr3rvmPcR7iIsTdex3eO+Y98jzvFD/xsv8je/b+M4cj/e2+b5tP7fw2f7dxbmGWuZzq9vt8rv93DTHtNbX1/He/OhHP9pEP/6+x7Ogf5h00UUXVc8+++yfXVlaesF6o3GJmTO7YvLGprdPB51Op1GvVu6f3r7t/R//1Kf+6vHu6z92KgD6DNEzrnzaX01MTLwAOn3PMxzzcI2iKKYQOOZBz+9RZEDb/Ep+16dWq/2SftcxIO6/+MUvvv3iiy9+dN++fS97znN+8orTsRMYcCU9znzUbzO/g6R/8hve9Ry8peel56bHpH+/5S1vpbvu+h51Ol3eiOI44vO7RlwIQ3yOzHuIzzH2EwPm+Btv9h2fIodMC3Gk34T2hWNwODYk84q68n3clQ2L37vScxyIv0PdrLq6QdmNCS1gQ4nsGGQ+O3/zRoaNyn7nbmb4G5tiw3y3rhuZOZZf7Xa7Zb7DcY0gCJoHDhxY/dznPtc65YP7B0zPe97zps2m/BPLy8s/Ye7vyiAoP8lMz7Mrlcro7OysGTyPSkGFAj/m6VE20uHOXefQ0uLCubPzKy+85ppr7vj4xz/+hsf7Pv4xUwHQZ4iGh4afBsAKzEwdGxulodFROnDgEWqsr5mJWxagI4GToFSiXbt27QcYA4jc67zsZS/7F+tr67++a9dZtGfPnka1WqU8QHtZJN2QXGDeiAS4vb7f5d+VyuVK5jdKdwTPvcagtvPfy7H86ZTH5e9RN578ZuJuSBtR771rP9JradvSHmW+70d33nlXsokZ/I4h9GDfsRuWfWFz6UbpxpXfp/hvSDah/oZuWEkq+U4/42V+D/Pzyn6f+c5sJCUzBaulUqlsXjVDo0tLS/U7PvShmjm+7PuBh9s3x7GKDhKg3rdcHj/7Mk6GGalV60ZiPIuq5t0AupkfBCmxAOgtUAHQZ4iq9fpKvR6PG6CmmZlZeuChh6liJurK8jJtm54mzHWe1AAh89+JEzP+Bz7w73/enPpx9zqL83O/FHsBHTlylF70ohfWg8A3IOD3tKeAMgiA8T0WFAjtdrtd0jWLBef+7p6bA9yB7Z6u948ep227IO++D+pDv9/6XT//3u+Yfn9nJY+8lJG9581QtRrwuwG4ZPOS5gTg+vVV2sv3mXLfpcektxP3/NZ7jcHH4fevfOUrtH16B62trZrXWjI+mDPYaHQs8DxF6pI5FJj3EcOUtFpNPgaMRbXqFWqwLVIB0GeIxkZHFu+/98fnzM4vGDCMeAKPjkbUaDYFCJkTKVFkuKh2p0P33/9jespTLvkVygH00tLys4aGR2jm5KzhvjoElUGp5PdwsIPAC+2iPfyGBaXfK+F3VruY73CcYZ4sZyTXc8Eof/1+bffrl56jC9r9XdvCCxwlSxR2w8gDd7/7zINlP87eJTkv5YS1bQXhfpvf6VL+vvv1zx7J6i4BNLMxos+Jiik9xj0f/XLH3vcHb5p5yvcpe572I23bHd/JiUm67777aWpqyszjUMbIqudg7C6b+TI8Mky1WtVwzDU677zzaM/evfSJ//ZJGjbzVuccqFKpNE+rwwUNpAKgzxCNjU+eqA+PXTrtV6gbiliLZdjtdnix+Z7Pf0eecNLDI6O0urLyzPx1zMQ/20i2tLCwSM1my3BeUU9beUDC3+CQQXmu2AUkwajYYgFAIySchv4ZEbfvffXjpvOg6B4jwBsmC1U3Cz0e9y7gEHIf9DtI4NjAtP/udTcCpn7csG5UKRDnN5+UQ2b9uRliP8gC9UZShHtM/+MFkLUPnucCbSCbQgTQi+Szt7HUovc5iNvP37tufDr27vmyIWVtFe59XHrZpTRigDYwUlx9uEyTU5M0bSTAHTt20J49e+n8886n3WfvNn9P09jYOB05enTtgQceOFGv188LyhVqNxo8zZiLrlTWNhzAgk5JBUCfITLcwn179+57wdr6OrMm4H67HdiXYlIeLjaL1veEmwZXMjo6Ofmud71r580333wC13jxi1/8EkSxNFsG4A1yLhqQHh+f4OsPEuEBhGgLCwIg6y5KpR6ukfsTCDixahJg4jF4uOf0u0Z+Y3AJgNRqtTJgq4CrHFtefJf29XwBdtzHxhwx2Wv2cvS4HvSf0oesKkePcbl4bt9uEqB+43c6pH0AOHbMc9d7B+eb59J53M1TCErSDvvj+L1Am7/Pfm3i+tgMWq1Gco67KbqPyDOgi2PVQNxPUjHzmK644gq6++576G3/9t9GT3zSk1YNrZjX4vr6+txaY/3E977//YfM39+cm5v78q233rpyx4fuuHloaPSGquGomw0wzTE/bCMJLj/mgSwoQwVAnyEyHOx3MPdLBuRirEdPQEk4RphSlHv22PoNMJqZnYWx8I3m6BtxjXaz+QqAONQaUJPMzc+z+JgHRl58EfjxkBqGYwEQ5UFNOVnlTvHKgyQWt1xPwFHFalwvT6fm8CLTF2GYcH4QeBYohGPLqhq8vqCDa2CTCLvoAzayXumhX388a4HFVthklZLHfciDbb9xlO/xr7QFABMu1zstLloJbUL/qvevbWfby3KvMuYC1GrSy3PEgyjV7Ye8KepGpG3m2xapIpVq4thnJkHGOGuPeMpPPIW+/Z1v03fv/N4P/9WrXvWUU9376trq5aNjY7BMOtISpMHy/GkNXkEDqQDoM0Th2tpX2maBRmzR9phbxsTvtjsp5waABnj4Jf584sSMER8nf44sQK8sLz23XKuxSAxmttFY76tf5e8Mx9U04OyCEUg5t5DF524iXrP+O4p4keqmIRymnwAzuD98p79vRPl+ARjxHTYK7Q+4MdWFi9u2gDDUMa7aI98W7h2bj0eDwdWVKPga5vZbzRYDgwtU2hfcEyQNl1IVDf+bAAtDfeRb98j02H5ShV4DXLNuboN192gl4Gdi4DL5Xsbb542bT/NOb1NAPyEtuBuCaxh2Nxm3T1ECpFFyHVcaEf1zl44ePXLh6fTCSHuXjYyMwdlRnhj3AxJdZeY0b6SgAVQA9Bmi//Rf/suBF77gxXFtaATozNwEjHGdTos6ZhFVymVZKFikMPiYSVyr1wFCF+s1hoaG98Ati1Uk5hxw0f1UCyBwa1hEwjmTFXUFgMF9Yp22WtZPORIxXj05sIjrpm3VB4PbFS5XOHffbCDg+T2/vyjskgI7XqlYL2BRrVZoFJb9ZpvmFxYMmDQTUHANme55cr9q3AxSlVBuv8iDIMAX56k+XYDKs/2LGBTVIwaAhrEA56mSRy+3i7H3Eh/2ftysq9PWZwHXQ7SDv8GJC0dO/FvaZtYzJ1H72LEWNcRg/b877vysEs5czkX7aE+lKFevn6p4RM3ixbpBp9LKpZdeymN07Oix+o033vj097znPd/uuXlLcBX9qef/1Ln7z99OnVabARrGxK7o348POq+g06MCoM8gmUluWF4a7na6FiwFqNdWV8k3QIVQb3LEQKyJen24fOuttz7vW1/9alQql4JWu8vnwNCIxexaxUF6LizsICzEiDcCl3uDeFnn85VbZUu8bRvXhAsVzmUANccpOOIYcMNm6dHw8DC56ohBIner1eZ3l3sDQf0CwILVv1qr0tLSCi0uziVuf3i56hRXzBauuw0ujMdtkKeGfidAFDDXnvbTs4DXZYkFQA1VBsBcOXzlrEUtE+hz5GcAjUCpXO7ZHLLPXAzB6COup9cAcKqREO1iE8QmUamU+RhVS7j3JCoIUQFR7CWA3a9Nz+qryiUrlfC9+VaNlc4x9aNXI3LeYIsNyNXL43vMiUuedCnNnJyh1eXVV5nTBgL02972my/7u7/7pg/ffkgwSRt4xu320cEjV9DpUAHQZ5DqQ/VjZnJeoEDH4Go+z87OUMcs4roBzVQVIQvtG9/8Fj3lKZdet7S2sh5G4iMNcADEzM/PJ2AHUuAJLXirbjfLBeL6PgObumbhu8gxILkLdGVlhUZGxD0KwAGRGS+gQ6kUGKAfstxVr+4WhGu02y3m2tStLnWbk3vtmE2nWi2bdmoGpIXbU25ewQNA4oroAE2oDYQD7TX0uZuFAjr6q33QPuK6jUYorm3We0XHAMcq56sboW5gaF8Nagg0cj1O8nps5UhFOvHYdbFaGaKV1WULfsS6XpkTopaABINnqBINCH3RjSbwDdh7qq/vP988qG5iGWf25PTUOJj6nItOXjYuNZ7qb8pEyLOuJDYJ0AUXnEcHDjxEzXbzef1bF5qdW3jN0PBoqjah1DDZCTsPb3RuQaemAqDPINXrtXtXVhoXtDuIojJiNvS5ZgEdP3aEThw/xlyWit6Jgc5M6AufsP/5q8srLQS2kF04nXbHnHOSxHiVTnrlPtXgh4WGha4+0+BYERxRLgcpkPkCJHkgSvWnHf4eHG/6O/F1K5Wa9UTIgqPLVeti1/7hGsJREnOMUD2EIcLbOxwaHIWtBMgVaHFPOAd90X6ILh2qC+iygwwo50V9AcislwYI/rol0/9ON7T3L5ykhKhL3wFcAHLtu6hL5B4hyZSiIHHDy3uCCGiHyb2322LoLNdLiT4fm1cUispEDLYxrRqpSr0mVJoQLlc47spQVXTW6hqZC2qRMY+ZM1eOWTdJ/V37K14ebd7AMBn0/tSILMcB5Cs833Dq9I4d4gdN/gUbzflDBw89c2h0itaWV6nFG4CV7FhtRgc2OregU1MB0GeQhmq1r9/zgx/9bN2I9M985tNobHyU5mbm6Rvf+BYvhPX1yIbGEq88AdiI7v7h3btqQ0NxtxMmYAcj0omTJ3mxiogc2NO8hPNMxFRKOVmI29B71+vVDJDm/aRdXfH6+nriquceo+dVmIOkpH2XBoG19gvnK1jA6NlqN0i8NdL2lePWfigA6u8AFxg5B7Wr3Lo7JgrwUOVQZEC2UrfXambGLQFiy73qOKnhDek+orhMXpxysnlOWnXAet9os9FoJgbTyNwv9PCuhkiBVDeKVPoQaajTbTEX7Qe9/s6qxlK7g46XPkPXgIq5I/fh8QapBtP8fGBgjuLE7vDMZzyDPvyfPkwPHzxUd11BXbrqqquuO3b0+NTEZJdOdI/Is7eBVT/9gp9CXx7Mn1PQY6MCoM8gBeXyp6I4fB+4h+HhOkdagZNmE1AkASLmd0r9U0Wcvuuuu2h8fNwcZrkfu+jAwYKbRECABpLg+23bt1G306S5uQWrV80CJxbfsWPHrH5adMouiOJ7cG5Y0KIqSTlD5FxwvR263bblgnu5VxXPhRPOiv4qXj/yyCPMnaLNhYWFzHXQB7xUAlDq1TmL8RILX6/tgiz18fZIvUdClmRiI9VgLN2NCG2rMU1VLqqXdiUM9m7xS7xpalt5LxTdnFz1FjZLDZFuOvpZ1+tGAVZ153otfF8q9dc/gwSc02ehG6HOE9Wt6zPS7/X+Xd2/9juMDJftV/ENc9C7du+mo8eO05O7l77SfPk7bj9e+cpXnnfgwME/qJRq1FxvQGmVbKrlSkD79u999LrrrjvWcwMFPSYqAPoM0oc//OH7Lr7wCWFQktkvkz7KRLWlL7vYzP8qGiaqAqu/wAIHqO3YsTMrsprPZ+3azWG3J07OZKz+usAVnPrpTLGYAZ6pu1Wq0wWIwUgEbhakxkgllzsDYaHvNgv52LGjCSeX9NNyam7It3sdCWqJU0OmedVqteS6zP2SgA1H3Vm1jcs5pzr4Guus3e/1XFYfIHDIaUdVGwrQrlug/uaCXxCId0yeFFzVB9r9XpIktTP9Ta+X+lrjhU1JdMTpHMHzh0rIC3rbjOP+ftquesZ9x/cK0mgbfcazdp+n6PujxHZxztm76d5776d2t30V5QD63nvv+xvAPG+EUSczH6655hqanZ39+Z7BKugxUwHQZ5jGJsaPGI5xD3TB0F+Cc4brXGLgS1xPFRTFsOL6/DIgWfA+aQD4wgsvyizE9dV1OtoWfWWlUnV0icp9qdbSS0Rad+ErSCuH7R6jnKfofyWVqEt5sLFbAwOMAq4bIIJF73lkjVjZ4BIFMfWAAIeMnyVvRdYQGMUYw3S65oEJhk5sOq12Mxk7l6N1OWL32mh/bGzMqj9aVqVTSdziEi55wPMWqWOYR0LBMc9Jq9uf2y6urdKKjjm8ZmC01esyB+6XB7pFl8tV63+dbqKqZlEwdsccm229NsReNXB5zLcnag4wCLIjnH3O2fTNb34TKpzL3Xavvvrq25YXl8+tVOoyRknbsZEEJ2Es/9JvvuU3B3p+FHT6VAD0Gabzz7/ga0eOHNkDsbrTFjc5qDUaRsQdGRqXIIxYvDUiy1mWy7VEhxraQJIuL3ai5aXlHvUBFvvo6LgcG4uRDPpn33DU9aBMS6ur5m/DLQaim81lnuTrSvRhmbkl1b0qkKl/sBojNyLmYMsl2rZtG3uddAG4pYCq1SG7+EXMhjeIBrO4hPaQ5wHZ09TwiXccCwBTLjp/Xr4P7MJoqMw+4BG14oBWl5co6qYqIPV/dq/lelDo/YOTTQ2N6YaXJ30m4ETFc6ZsnssYLS0tJhKM227+PtzNyf0tBfLIGpN7x0yPxeZQqZRoZmYm06Ye5z57Nvb6cn94xjpm7sYRqz+2+fxTP/VT9Jcf+0u6//4HtpnxCJDi1HDHF99z9z1v27//CYZLnpPzPEkAtXfPufTSq//vzte+9rWff/3rXz/weRV0+lQA9Bkmw0X8h1ql+os/vv8g/ehHPzLcyghdfPFllosUzoSDGKzfredZbtdwiGuPHmIuBOAcxbI4YWzKAyyoWiubBVY3L589AsCJlUdGaWpkkuLaPM0fP8HeBarbdL030A/kTVCvBihkxJgUJ4CuHhWuR0Rex6x/r6+t09j4GG0310X4eq02QpMGdHGPMyePJ6Cn10x1rCX2snDVAOhzu93JAE0/cM4bw3ANqGawSVSrIzS9bZJmKmWa4XFIuUr1rFAwxvhIaH2XJQ54v/hBiSpGApqbn0s2jI32KZxbrw/x89q5cwcfD/CSSE4v4aLT0Ps4AeYy+1mn96JcrWxWrvdGb/AK3kfNM0dU6fDwEC0tLvE96DE63jqWeJawKWjeDvyt7fVunD6de+65tGvXTjpw4JA3Njp271C1PmzGZqeZ0x7mKZIndaOunfgxNVtt+tR/+2y5PlT5hvnmsg2GrKDTpAKgzyA95znPuTLqdv8c+XSPHD1OKwa4PNZxUqJGcD0c4ihN6GOWi+E+O5wkibmtKMyI4XlaNotq2HCYEaICR8aoaUDNN6+Fxgp1ETiCEltx6tmg+ToqXDygRFPbtqPyBXt8CFiBi0q9KkRdQomPdT/OV78DN9YybVdrdRoZHqWhsQlaNZyv76fH6j1r4IQYF8vsRofz1eUOHhteJGHxriHL5fb69QcbGbhXbIgjEyPm3uapVq4k486eEZ00oET9vsH1so+zAdey6c/QUJVqZlyXjOSCe1cVhOf3QnRWx9ulHbvPoqWVVVa3QCKA+sFV5ahRVFVILucPtRVUGrV6zV7b9bFO1QhZDlzsFbiHyckpA7SrEiKfUx/h5c4h6PlhY8CmphuGfVKJxKTP6HLk5fjWnZDynrBm+hhY47ZcsytRsS4HbuZRN+xe+s53vnPyfe9730LPoBX0mKgA6DNEV1999d7h2vDXW52OL/64Ueq9QakYqbpQN0BBKJYQ764YszDRsYAAdGGYV1HEtLa6xmHQFcMJI4x8anzSfC7RatOAvC8h0jGl+k6QAtXISF38ns0ijR0/WABStcY6GNO2LGgVv/Pcc74/7WaTJgwX7fuTrGdvrbd5s1E9t2u4hLENHLxIFOm4iEeJ4WrrFQMgDRsunU3glNeBu9RsNmhiwmwOK2vUbLQ4Gs9Va6juXQ1mgSPFjI4M08joCAfVrK4sm01C1QUi+fQrbuD2ITSc6crSIkeKSg7DIPldvRskQjPdbACU2GRPsqFX7A4NqwaSU1V66a/mAM0bLh86dNadm+s1wBTYzU1cL2WTEGmlzgEyKytLA3KuiASl10fb09unORKWq+dQarCVnC4SJq7h3RqocwyeH5df+kvm6z/seUgFPSYqAPoM0eLC4u8MD4/5vvVrZbMSMDdM/W2V8uDCiyEB8ogTLklO/YhTjmpwQ94yD0AbHx9nEK0Zznh9fY06jVXWfcN4CFFWagRmo+A48q8sOTwCa0wCN1QqG+DcPmHQNaTm3JJEtAUBDeJaXWq3JOdIzVz3uAEceDWAQ67Xh2nVRtQpqdcJwGJtbYU5X4lGFJc0BOlUyiU2ajG4eUHm3tPrZBMCrZpNiyMHWW8tSfEr1WriHeEaQ2XcA1axQH+Oa5w4cYLWDeeren25rsdjuRGJBES0urxMo9bgCP05svtFllN3A0jwO0B1yrR7+OFDzAXDngCjsu94Z/Cm5PXmw867VEIHPjk5KbaENtwVUw8WfUekICS7+bkZVqFJ9GApk9wJm3qAbIyUtnn++edz30qVkiQCM/+rWoP7EcUJONvekT0Vnh8FQG+RCoA+Q2RA4OlDdcnmJWIzSQRZ1OumlvciYA4HukikuUyFWZ748wvziQErnykNwAMVxdBQjbySb8T6JnORuA4AAmoLdZcDqT4UnNvI2DhVDaiXzSI9fPgIg9fYUJ3GR2oUTBpOcs1wwAPUG3qtjLgdoYzXSdq+bUrA3pyLcRgaqnMuDNelixezASIjcSD6kuqmP8eOH7WqhIC2b99JY8MBHXrkMDVa4AyrSZv5PuiYgjBOKDcGkEYBU/RhfGyEQVI9TPR49KFuOHW4CCKABmMgHgmG+yxXKa6aZ7e6ZNUg6SbluiXm+yOSzSoD/uTEOMErb9mAtqoSErdGgJrZfB414NwFp867MdlIvjSAJF+Psp+rIghji+cNkEZ/l5cXkzByPQ59OHb0iE1slebAdtVIvFlbjxW9RzAA6+vmnswzKTkbjeuvHbG0mPWQCfzST/RMmoIeMxUAfYbILKZd8NZQoxNzpzbFJ0g5OHdhZxY6mBMuWehE8RlOZ9WIrOsIVul2EoBwQQKABCCCkajd1UT5AYPemAEncIUIc5ZENpH1gR2mNSPGTxkQWVxaZY6nYrjdiW3bqQKu0yDLxPio6DQdUOvnpgbS/oec43qO+wBQA/cKzQDSV3baES0b0Rocs2xIAXtzrSwtcQIlPt/0E4AaALTrAq6dxYZZ7GkukX6qDbd/Ckaa26PdatOUAS54lwAsNcRajutwIA1UD7agK01OTVN9bIjmG6Y/68uGk69TXsXgjkOesweAzc1hDHYQCv9iLASkF1P1lnnQS2b8fb2vyKNtpo/r6xVqtI/x3Clb/bnbRn5TcAEbxlFUPoHRDyocSC4zMydJHS6xSUoKVVW5lFg6cCvfIKxfLqdOmkRf/vJfsWSyY1p81LEBhV0JB2dXQJzvsckj08+TJ2fOemwrqKB+VAD0GaAXvehF22rVegVGvkq5asVoTUwkYD2o8KvqZj0vq2PF9wAZgNz83DxqHpq/I/7O1YdCDXD06HF2VePyWtB9+uCEfAZYLKqJWp2OH0ekrvjljo6N0qLhzOFpgFwh0NtOGJG7Dq4bXPvcMru35YFY28zfg3wgGykJThF6T/EeQYgzfhgZGbIZ+hp8ODj94yeOZjxURkZGDfc5RR6CNsyxXQNcNXCRUW+Uojt+7iYCCi0Yg/uTFKAlalrXQVdlozpx8a6IDUdfpdHJCo0YcT40nHu3UheRf4CKZ9BmgethY2w2Jwjh+2JUqySBNCCtkI0IxcnxCTp75zY6ObNK3eUaS11V07abM3pQW+59nzx5khkE4b4rlkFIXSVrLFWZDTgu0ZCRHg6b49XVE/pp4e6j5Fn+j//5P+nP/uzPeO7CCCt66DiJhmXOH9+E7LeZ2FXQnUcOPeK/+93vvvKmm2761sCOF3RKKgD6DJCZmG8uBxV2YUKGMa5xx14KyI+QioRKrk4YpIazrDubh0oVND4xScuGywR32Ywb1qe45qTGFIA/fvy4NQ6VEqMNvAlgkNJscUSaGtOnsYkxcekz3P6I4Vhr1TIvrIWFJQNuK04SncHGwUHfKxeLfkH0hvsb2o2sV4EYPQUUVH0AtzaEF0PnurKyRkuLi2yolLzFcUaE7tdunpPF50VzjQkjJZQ5ai4tKKD5L9T1D99NTG4z4wDpo2u4WyO1GE6Rw7udQJ1+Ko1+3yftLywm3h/i8tbOnDdmNsrp6Z1UK1WoZTb3rnm+iA41O5SoQygm2gCY822rXUJ13pI8Kd1c4BmzY+cuA9AVswEvmvE37bY1IZbkE1GvjMNHHqUPfvD37P37fN2hoREzP4y0owm8Iquuwv+emy+GNBfJL5o/C4DeAhUAfQZobXXt5cNDnvWEqHCQCMhn7ivlmvpxfqlu0/FQkKM5BByLivM4eGI0VF2qgnSv2kE4ppbhUMNuicX4pq0sjg0EFJhFOGpE4bX1Bv++YIDMsxZ8NwQ832e37+5v+ftTYxxAAj620IOzyxgHkQRJyDUWfqU8zCWf6jXxFlmYX9i8790AACAASURBVGLuV0HUbXtQe/0MiEqLi7LhqOtgRhdszsHmARUMpIdV09fZkytcdd3l7AeNRT/Kctsw9sbWi6JMw8Oj1p4QsmF0//59vIHPzc7TunleMI6KhkG9OPq3m9+I8r/JPUICq3OoeNu6UmKTQPa7ufkZlij8oMyZD91IRBD6eMcdHzKb/jFSjxJw1vA40QRNssnGaZqB2LavwUbm2VbL1f9r4EAVdFpUAPQZIN/zz9cFEDnJi2Sh2oM8mbl5cNN3cL5S8UOz3MXsGSG5oV09cMSGQaLYBjpk3eBc1yoXjNLPvl28AftEr6+tJUl1qA8ADeIa9bd+XLULbqKG6SbXqXICqUqyoSDkuNvoGBDNVuM+XcpvGP1AzI2wAxeoFWAYRnwRzZGcHiohDW+P4/QZ5u97o/vfyJCp+T5A8Jv+8Y8fktqSsS2BlZQX7h8Q5NJGqqcEVNGmAeRaUONrgKt99JEjtr3YAmm2PdCnPvVJ+uIXv2hVJKLGgDQ3aTYyRISKi12YgLPLKLhhNSdnZ06rZFZBg6kA6C3Sc57znHq1WqlKUECFjSbKPSU+vr6fLBgXTNzPUGFoLISmfOx2JX3oso30cheqJLMPeZHlQ4UVONwqGhokAZqbm7fX6GTydAziRPPc8yDQ6HeOUr/7ToFysPrkdNoYtFH066duUshjAVo1oAwjWPb8/knyTwWUpxqT/Hn5CNEo19/THZNBOvL8367k4Hm9+UXw/T333E233/57Nsl/lT1E0CXkOGfja6XG7oOykaVt91RiNx+PHD42+upXv3r4Ix/5yNpp3UhBPVQA9BZpcnLyxeurDeZsmYNO1oSCWepa5XK5eVDUShoCzmlZK4jbEPnziAGQCdl9TPTSMCr5SW3B3oXutqcBE/08AgaBkPvbRlyle4573Wzfe4HebX8jjnhQmxt5dwz6HoA4XK9QqymqhVMB7KDNa6M+58dg0Od+93A6aqZ+x/f7u99YY65IEn/idK7wcLntttsYlIeNpOH7yNUCn2mpDARfdfiNr62v2DJhJXtu15ZHy861Y8eP00/+5LNebr7+yIYDW9BAKgB6izQ3M/dLktdCdKxRN3ZUEnZh4A/PS1zFQKpycCPkNGjEXXwA0yNHjgs+x+6iS1UXUBOAwN34gYis7gIUV6r+qTK3Qv0Mc4P0pb0ieBpR2U+vPZj77b+B9AOnfuCX0dVC9YGNExtbmC3rtRHl7yXf7kZ9GtS/U9FG97dRm/3OT9sVdRpLft0mfexjf0E//OEPJfteIBGlXIneFs/FefAv5/O92Ep5aUKofP4UfDbg/bNUAPSmqQDoLVKz1fxJrpAdixaRbMg2yK124Ua94dUyImMHKSdrNfu7WNCxIHyHK0N0HnxccUnfcxdhFhylYrakH0XazlSXKgYjqSR9anDbiDvrBwjuddzf3GsPArTTUZXk+zDo+8d6LRBApdEQo2uSuKqPCifPJffrT78NYZDUcarNpN/9DTp3I6nndMYDANvtNljnfMcdd9j5GlC5VOH5iWj8sCPXWl5Zpt1n7RavD+sWCqkRBmtVp2nbcj8+rvO0U3aioIFUAPQWCCkYn3HlM86CWgMgDQd+hk5nQVvYygAYR6chv0NZjEVwreLsdZ7N+eClUVrw2oAXBDLGjY6ObLjoYDyMoZeuygKCV0C5UqJ+PtiDONp+XPAgygNU/robidjud/3UAv3aOhXHmb/eIDBz7083T5fcHCl970f34cTA5ol04xr3EoNfyq3m710osvt5uukOum9cn1MCeE5NS71fLjwZkRoZ81kI+92HjgeKLfz+738w4YAhEcKPHowCvE+6HamnqNGJ1YoEAXm+eOVEFGcA2h2DY0ePnd3zQ0GnTQVAb4Guueaalx9+5LAHA0qFJ20kftB2LeiiiHKLTq35CNao2Yg3rJlWs8l6vjXrWQEdHzhgRBTCsAeA1uu63LhLCAaJzHU51zMHD1BSKmqQ2mEQt+cemz+/33H9zjkVuRuCS4+VGz4VwPfXwaYb5qB2+42FR54tKkDMYVoXYusilwhQ9pzBVbllEw5t1rkqHzdI4uAiCCSAiOPgmqhJtNSlkRKg721n0Hcw0v7H//iH1o+ebEXyGl8nlOSlyQaPz2uGUdC0uZ7dkjy7T6m0KM9UBuPI4aOlG2644cJbbrnlgf6jUNBGVAD0FujEiRPX8gcDoqVyhT0xerjBOCY32RFIU10ih3BiRIyR47nKgR3llVXmVjwv5GOwDBAltm/fHj6/HzDr92IkRGXqmMVUJCzKZ43LHt/7uR+5i1y5JQ3yUH26qx7Ic2z9ri8VtNvsXiheAEHPMbb1hMtUNYSSVm/pm851g81l0Hf581xSH+CIq+S0nXzbge2Hz2qqSBnZWMY9g9jKhPfZDN1+uX1Q0INxTnO74DeNGtRjEFgTRpqUiZJNA/jqGqld+pM/+U/0xS9+3h6MyM06+/KnAToSCSsbUsQMwPDwCCm377pF4j3VQ4tfPVIVmO9eaL4oAHoTVAD0Fmh5afmZVc5fEHFIsOGFsgBg/w0ddzed1KCU0+C/OJsY8hlPtjoS3GG+nZ+bo3POGebKKqdjxIrjFKhRGRpiZhB6SYhz7/GD9cousGrfJUFTWj1afWA1faXrc5xNp9pLmoZTx6HfHpHldEsMjPAykBBmOYFD4lmCSSuBqy/z6Yj5+bb6EY5H28jSpxuRPkvoYOVyeh++laSkqjbC7+XXqOcJYlNCkYB+7YFwz+sGmN0kRZqGVf9ONv5I87XYCELyLYcb9R3ce+65hz7ykY8k81Fc6yrcU30uyNmB/d1WVOO5LFGpvbr57LyO2SzNcYh+tmRWQadPBUBvksyk859x5TN2ITAFGdu0Uoir+1OwBFfje70Vqd2FjmOxOFbWVoyIKZWlscQQigvrIBLZC6neM6V+BjzlNCV6UIyHrijv9mWwikHa0sAE4ZpCfkkFFlyjSspN6fW0ncQw6vQ3z8X5vm4c/Q1hng0mwRgibalcH7/7PZy75j0RWMiOy0Zql0Hf6zm4T2S8U68b3YjccPgsR6ybcMR9ldSxcfrY7O2eSmWEv9eZa46Tdt3q5/37rIbpgJQJjql3g4Lr5q23/nsOXlFCuH2VI1RLiS1FQs6R26XFY67ZEZGDvBtmayG6Y52+I6NiowDoTVIB0JukV7ziFT+9MDfvcUHYKMs9JGTXG1ekDlKO0uU4FNABgI1mgyQrXMTqCXBK4Ni67a51ZyLKG/z6icrud7xBcM1CYnUHkuicyhtBSTxAJLAD5+K8ktV9JtGHlDUsChepyaIC5uIEzD27YWW5WNfDJc/hCiD6pu8NKaCaC213OXnPSze6dIz1JXmd5brZ57iRakf7p77mrjoBkoS2o5GSbmFYvS7fmy2YG3Vd75sUlAepOSRNqWiC0X8tppuXxNwK4dInYglDtrc0Z4v7/sd//Mf0ox/dYzdyaQ8VcQLk3o61gkyU3Je0Kdx7u9O2G46NfYzSzcdtRzdeA/jnDxzkgjakAqA3SZ3m+r8cKhvOFoumWqdWJ7L65l6RWWv75UOg9V3d7FDNA94gk1M7DCh0aW5+VhIaGXBaWlqylvuc9d4BrDzQppwZ2ahD2Qg0FedGIn/KAQaJqkCqk0fcHz0W4MUivRWt5TKeBcyQPQtgeJKw4F6DoKo58vegnwEIorMvJf1SUNTj5JhyMpbufcjnNFugfp0HxX6qHm0/jiNb5bybgKR7rIKjbhiuOknGrmvVLyUZh1Q46Ut6H+waifExj6JjdcAuaXoBV+2R32Al0ZTf87wPHDjg3CcxQwDvjRiAXDb912IJfkkSPUFdBgkFOnYzDmuNBget8PkUCFA7Oml3fhtue7j/nRZ0KioAepO0vrr29LGROnXMZO30WfS6aGVhh5kJ605g9xwkpn/CE55A5190Ke26+276/l3fpWPHjvHiQwHTPPfs6njz+sD87wIUEesmm81oQ5WH9le7Jlxsh32tI1t1PGkrjq2XSpqbAcExmh2Nubm4w4l5xH5lAZR6C+HmNx0NBYdbF66MtpmDsxVSlFT018KwvVypZ8HNcpRedpPIc6X551irD7EbJMpJAWzz56k7JPvDq0dFbvzlul0uSKDeFq5qmIHU6rG18KtElpY4oZJy8O4m76p4sOnqZpZ97javCDxAgnTzufDCJ9A3v/n1ZG6gOrikY/VF4vOEi/YjCaACUKN+JEhqULaoitJdmC/W0I15oI4kCth8H8HGtoiCBlMB0JskL472cLmhZpvKtSF2ShqkR3W5vX6kgI0MYydPztP2XSus5oBagxe/WQzQGeJv5Dbm9nNglulbX92mK3ZLhZFardaX48RCxGYAnbhyhjgHwGu6wMCuOnes+aYRefUecU7L5l4WsBTwCcM2ewfY1Bt9dd+9f9sMbLbwKUp5uRXA89KKArUCVu/4CPfKID2Ag82DM3TIMcYoyva7V5fuJwCJF9rPg6VU9yYS17sgBWdnM7StSMg/PkFyaKcRenk9tQK3gjfaFQ+gdIxEgjBtREGS/nTbtu2Z++SiueWK3UiIOfckd3ZHJSbZUFaWV2hq+zSnIdD8LlE3LVbrWh1UDVbQ5qgA6E2SmdCjon+ORb+JIq0u9xWnBkMtWqoqkLwIqBN7daVBa2sP0fJqk+bnZ+no0aOs7wOtrK5y6k4ktE/6kFusrojbT+XhkiYpcn9XvScnfAc4OxU9xP9W3MiQKnPm5Elt2YKe6M4Rmq4GLdy3qzeGF0SpVGUOTfWe2lftg+ot0Qe4HDJIUMD9BSep/UHIMQC7n0sdPsPTA6CuYyLXFnUDYybuxYYw99vktH30GVJS1A0T9Yjva9rUTsJBuwCt7aOcF+ZI+lywgUQciSdpSHXscxu3R1xFptsy86YbkzLNUBWhD9quq47SAguag1tTvAoJl42QbbNt8ob5rGc9i37/90vJPMBzl/JexNxyC2NtnlPJFiCGl1LXE6BGYWPcV9WCc/rsOLOjCCixE0nbc4MFnS4VAL1JQhRhnIj6kpIxWQ9eyqCxWkHrElqLTD/ODy9UW4au+eiRExywApUCgEC4QilrtH37tkw/8uC2kW45K8qHvedSyrWy2iKpNqIW+oCGjLg/MjxCs96MXAfRj2b9dXNtadmprq3srW1xUQOu+jJ4bHGVcrVGE1OjNIfKJI12UshV7sGnkZExs6EtJXlI8kYwaUvazhsio6jDeZJt7HxmLF31CHJFN5vrPO6iVhGklBSvXl+gTMddrqeVVLTSiHD5LdN0xXKz/donmpiYpGONdY5OtfONJR5RoYhRUvXP+bkEcFZOWr5Xg6/ZLLwSj/0FF1xg5tJ2OnHiOB/Tbkk9y7HxUVaDIa84874xcd1KbA7CLMT8pZTQyrrVyR9cwStTZIH6bIAFnR4VAL1JYg0iFpPVwcbqMJCkSqJEROyX5Mdd2AlIAxC7TfY1bYfi2gYwatuFhsTzPf3ILdD8d3nqx73rOX7s087d59L84gku+aTcoACjBKaMj09m8noABFVCyF9PauPVM/mgw7DFmffc9rObihxXNmM3OjRMJ8GJW92nbioQq8ElAuzVuyP1hkk9D6SKSScTTKPtduIOu5V5fpqz291gcD44YPXg0N/xQqUaRNThswSqxIkLnn4W9ZHHnCbadz1O8BnVTMhy8O61dRw0N4h+n3pqWL24uT6kFXW7U3WUjHGYjLlbTVzsBCFz5zj0Oc95Ln3iEx+Xc5B0Cz7m6y1JkKSJvOxzZWmkpSGTYtCO6nmPDTv78wDt7kIFPSYqAHqTZJiMdsnzhskX7oQF2Nix0IM8cY1irieOMnpMXfRuQv2SWdDTI1VaM+xo2DCg5yOBklkMYdu6dnWS811uWN/7ezD0gqDL8bmgOjw5Zl7DtLpeptW1hiRw8tKk9likKEYqYehBT5BKv00IXJyW3dI+tNpNVnVId0XWSPsnGxx0v4EvorWSXscPJKCiHJR5A9DgGfRDjwH3q+5wrtpFCRxgBO46zqqF3L5LqH0KuFBboK8AXZyP79Cum8UN50g9QI85Ud0gXNUWq72gk/erkgM8N274nVPMmrZwf+p7DA5XwdLNfaGqKeaoSdQjUMn4pSCzMYiawwA0yWb2xCde7Nw72THEQ/FZerK9SZ4x8ruwfcKHHnqRpiankqjYZB7pZkfpnPQLHfSmqQDoTZLhONZLQTAJnZstnUmpROcl3I54Tlh1gjNPXd2lLh7UBpyYGqLDM/O01jBgHPus30bGNdHBdjLnu+SCdV4P7XLWqYeG1wOqpaoBPNPJHaPbqbEkHgv4XcVlcK3KAQJ0NHkOCODA4+KAlZKro5V2Q8nYR9kNwx07BTW0Cf2qqkuYe7T9aduoQj1fOUctrJsYMp2Cpnr/osEJk/F3OX99HhKckroCQl2B5wC1R78NEqSBQQjgAXev6hWAuQItp4htmU23Wh4YbakGP3hXIE8HxgDXcz1E3LmjzwXnlBFoYmtcqtE2mbdhmHD9U1PbnHmSjp/YADxrRxG9tOQLKcn9me/XzdiI9OJn6mPaD/xSG0byoAt6zFQA9Cap1e6s1IZLFJR8q7OzLmVs0rKTFWK+6p9jC+Jx1tUu4ajMZK8O1en+Rx+h5dVGEqWFMN3IJsLBAs9nKSPq1Z0OooyuMPc36zSt8jyG72ulSmFTwLZkFnwYIDNe2SzMJs3MzCRJ/5XUyOT2T9tQXXAmMAfh8Z4tVJrTm/P4wpWLvUEqbFTDBgCdZ8xgW6EVM0ZNWyE8zwGjLxgr4fjrmb7i+1SSkCAc6uOfLbrcBhecBUjC62Lb+A6aWTjJYNVorNrw8l4VkyRA6mZUK+oLr5yvekuwgZmFiDQdbQq2Ne7bWbum6dAjTa5kohuiFr91nyNvIiWZk+yvbY6tVCt8/9pPN+Lv8ssv5xJg6+urJPUuG9QxADw2Nk6N9WbKpcOjBNJJBXpo30ZGSnRlxTEUJvNJfe3kS0iWBUBvkgqA3iS1u90VT62BdoFLQhpHw0GpisNVfeTBWb4jOnJijlYbbTEehQIevsRTc6j3wsI8G3cOHjyY6H030m3nOTxXT+yqWZQ4WIZVCFIRHIuWI+a4jTIn4+HNo93tC0ziRlbKgID+3rEuWeomhwx9Qa3ad2zVyIgKH7je+Pg4/z01to0Cc41lA5zL8zOsvs1zkXIfcl/K+asutV/EIuUkG3fcoLKCLhwJhNDO5PSYkZYa9Ojho/ysVbx3dfAgqDnY0Oq0h2OwWcATR8Yu6wLp+g3rPSTucwY0IUksoEq4l5Uy1Cdc/2Z7CAyLFidh0EUel/S5p/c5OTlJT3rSE+nb3/4W6SAg/ziOR/SnukqSdbvzvKoYryMJ+1YpRNVA7vhx+tzY5guJCw56s1QA9CbJgOcKoq7YyBTGiduGuG4lB7ER0WI4aaFOndDpopbXyMgw7d93Ds3NztHxkycYMDVcGpzNkcNHGDif+MQn0kMPPZSIzNJUf5c6F4xcY5f9NXOcuGqFVgwu08T4JFebDkrm8+h2A05rtLw4Kz66US/Aa1vgLCXbWzZy0g3YkbZ9Ug+YfN+15h0Gs1oTd7XySM20a77vrLELWGCDUtzgEFxfAi6CRPcselUzlubZDHlDVr9LqasNZVUb+jc2lR3T0xR2kZPbSA7Hj3HMHHtDWBB2j1W3Qs0y526I/aJInYlCyQ4ep89KVFolWlyFOkdS2aIiu6pN0Ja4AorqKyn84FkViOfxM1WDYj9J65JLLqHvfOfbSb/YGAg3v6oB/1aHJbvYU5VQhyUDqD/gZTI6NsZt9GWQlTmgwoljK1QA9CYp8P21iKQkUOwsLrVe6+Tk70Lhxnz7hctxqOsWvkNZ+4YVwUdHRlGthdRnTyqrLDJXCZBGxOHDDz/Mbnkup6zXArkicx6cUy4uRSkBNOHEiER/Gfuy4aw1181il6xqJa+UcMqpTleNSeKSBYDOc+4Zjt8VNah3U1GjJHyuwbVhXJjrNsetWx9n7YOrT3crZ7sZ4KB8iizoJ+WZktzdvQCDPjRNOwAlCeBYo3Yox5fKVSqZa6g0gL5gU9JK4TourvcF/lZuN83p4dgNSPW1aV9U719CsI65zupqjcOsNWJSDbV6rzLemg41VYVk5q0TPYr2ALTpc4o4YjV1ZyQbHZrOFaichowksH16B3/vGkD1OfRIUIUf9KapAOhNkheUVrvg6myuZbFgWyDyRBfNHDWymcWh/U3tJyqKu6AliyAINBRaA10EuNQjAfpfADQW2vnnn09Hjhzh7/LcX17FkAQN9ORryOapVgADyHH+i7bHfRoZNqI8xFvrzoXzwJnhXXXjGiosxjyiOAfAYmhKPToYjByOMauuEb18pVLidJwAq6XlFeEcEbBhflPdKtpF0VJXf4s20vSnuLaAWsty1epLnHmmuXHBufPzC7YfFVY5wdURunPdgBQkJXKwnKQj1WtpP/C7AquoLwS4nafUl5uHEXTCjPPc3AyPQzsKE99u5pjDKLmujqOr6sEYceARG1lTjwtt5xlXPkM2KrvRSp4VAWWdeyLlUKLymNq+g6sAuXO5xy6SSAPMJBQAvUkqAHqTZDiolbaZ/NVRA5ZeSF1N7eipwGrrC4IzUt9QZ0LbozPX5KxxHOVmJ7rnWfc9idACoCNoYv/+/ck5u3fvZi4L3HR+sWR13L3J6/sZFQHK0PnqgoeqAyBz4sQJarVFpQKwVBEegIv2XTFfjUsKBvlySLHlOlV6GASUy8urrCeVz0uJJBFZEFaQUqCsVuuJh4Wre08j/oTDlTFJkzT1Gwc9d3FxiTdEHAv9sXCMBuwaoY28KyX3Av/wVivu8WpQNzgApnD3FvwSN+hUzZVn6AHQuNfJiSmK4RpofkOfGEihAjMTpuKLxIB+YrNUdYa2rblCZH6VMhvjhRdeRNu3bTeb/ElKGI1kjOLkOzEAl2hoZIxGjFQDwEdJtbwdJJ3rrtqqnw6koNOhAqA3SaVyZfmRw0fokskJQuWTVFSlxM0I1C+LncvRJoxTrDkTNMk6SZZ0myFueWWJdu06iz732S+YRXUh+/mqSA8Qw4KBXlr1kS4XreKvHu8CtOi50/UDFcrOndPJ73iBS1dDmIr1uA64VnynYryCkGsYw+ckpweuASnB83vGJa+mAeH8kydnaGxs1EY0itsdQCs0ABU5xjFsLIgqhK7a5UBTsTvOqB0kx3KJNIlSntyNDWOCbqGSCLhYqEoQybjWWOEakGosVE+WvIjvjqV6lAwPj1k1mKZhHTzXNJpzZHScVpaXeQywwUCSWFmZJ67oYz7jeWhQjIw/ON90jJPIQ7WLkGyiCFj5zGc+nWy46jut96HeOQjtnp7aTitLSxSZZ8OBPvmOR+Tk4tB55hcAvUkqAHqTZDjL5RMGPCrlEk1u25lyPi7nkPiTUqLqVV9cV+9HnhU7Y5+DAfKTHscsLS3SI48cpC//dYdOzszQu971WwawdyXHYNHCeAgPD0lNmi182g+cVWepGeZA6NvCwgJt27aNDUwotSU61ppwzqZ/6+trCZfIbmrWml8BB4tgjlhqPmkbCmBI8o6yYF7Jz4BnP9WL9ntlZZW5QtFJV9gTAsbU5ZUadZGXmtOd2rSknMoT/sqIAqyy/7jmFiFS/Wxkg2dqlHKMveRucNo/tAuJQgBTEvlLClKPWs0G90c2WauHNudVSniegVVnqaqgnKiyyEkR4FFWNeXaDxYXFxP9LtocGaqTX67SeqNihrvNiazmWX8cUrVUo6nxCZo1Y9NePM73jc1I/J9znjvm78svfzJ98QufZ+58777z6MEf38/cehxLTu8RA/zI6Dc2NsnP8eTJo7R/3wV2zorVJVHPpLcl/3giSRa0OSoAepNU8kuLWHQzc3M0PL6NxT83aXls2SLVOarY1/tKAUA4HC2bZIt1MviIX+3xE8eZqUaineuu+3X67d9+N/uyaoVntKVueADZPBfkWvBTvTMWb3pfOHZuboG9FkSfiiCLOhvBIELXqhU6duQwNdod9v/G4uvEXTrrrLNoCb7JLF5bJY9tQzk31geb/gzVhlKJwzFs9gNL0QVH7Is9ZjjIoCTRbEP1Go95symg02Z7gBmrtoTKQ8LodiMbVKNJq1JvCgCtqwbptzm4hD7MzMzS2Wfv5sARcNWRzThYNn2qjw7TmtlMxCAsUkTFDOyuqVEanZiihx9+lJbWujYJ0/DA+81vDPod2sLGKxujlEdrNtY4m6AXqNeI9BPD3zDgXK2YZw4PmHaX1T89+hN5SrTdbMbVWtlsaB06fvyYMBC2XYS77zl3t7lm2dxnnR49/DBHNKqxm/NHu3bfuNejyIsLHfRmqQDoTZIXeOyUCq6JjYXVsrjUMUehuTkEGLuamCjO6oXlQmT9TD3asWsHrS4vsl7R2ldIEvarDjem2dnjtGY42DA8j37jzW+lt/3b36SrrnoJBxFoHuHzzjuPOd/Dhw+Tup3luecUnHpDtLFAwT0DkCUarsSdgfpg3YDC8JgBHb9svRIkMAScLYCxOz7OwN5m/WRoDYmpvywSw+cXMN/ZAH25/E2sHgEnXTOAMTxcY05+DZy16T+y2tVrEsyyjsqQ5YAWFhe4v3XDae6YmDBj2qGjJxflu9pQ3z6civAcHn30cCZS0SAybZ+aMhuWATWHwwWII33swtIatUJRKaB+JTY66qfS0Afex+XQHR+VvrpmXuDe6rx5lu1cicxzP8HPrGM2Kq8l3iF4NrJppvkxkudvPl962ZNp585d9NBDh4zEIi6Inp0vXMS4ajbUKDBzb5a5dD0Pd8V+19BtO66CvAnGYizntVDooDdNBUBvkswkXRQu0acScjTb7Ouc+5hBOmLugkXrUERBTWgPynBJ9jhkigs8w6mZhaAcd5rkR9rCWYgo+/GD9xnOZj/d9oHfNQvrAP2bf/OmxC8XND09zUDy4IMPDjQKSh966Du1WwAAIABJREFUOVjtGwBxyoAPoho70Geae4QeFqKy5KWQ1JNIwlMxoFgzQDAMVYQBy7AjORugFlgy3DwqxMRxyWaC61+wYDDJ8diYJLeGtM1VwbF5mQ1wzLQTwSDLGCEGu2UDjkNGPF9Gkdlug9seHS3ZwgEbY0beE0ZJPSPUe2Pb9p1mFRkO1nD1tfoItzsyXLcukRIgsm4+B4bLRZKo1PjmgHECzhZEN+DmFajnzZiK50yZJibGzXORQBbBRl/SfuI6UZptcdDYQtoYHZ0w43KAPY6keckPjWcNlz0wIcePH0nnCaa0rQ6jQTWeYwTHGvBMP3BIVHDQm6YCoDdJZlLO4R1AzLklUImCrIGEEyPFibE8jnsjxZIUmKSuUcRBGLt27KSHDhxMVBwQ5yUoQcOiRckHYDx46EE6Z/c++uQn/zsdfvRR+q13Xs/ADML5WHgA7WyASK/43o+UWwPXxIEXNmIO3JmqCcSFrWvAcYhaXAJpSPTAcctwXfAV9jkoZHJ8ipYNWDWRAIpSg2pemnDVHv1VADEH7CC7nRqukBhofHLCcPVjDCS4Wqcdsq57uxmL2bl569lhjWO9hVxOm/IGTNw/7AHgUGEwY0knKtG6R5xrQ0uBcfGASCQr95bQJ60so1/H7ucBapDkfGTsCtssLXlk3X9I/ert1bze5+6qlvTvZz/72XTXXd81nHDAKjMwE+K+OEZIM3v8+GEee/fazDx41rdaHGMSKU4uH9m/Cw56s1QA9CbJTPZ5ZYLgiypqCkSrCWcRWVUHz1QYBxHAkONkweVwxjpPavghxejOXbvkspbj1mKxqaXR8ZM1C+TwkYPUaE7Tt7/j0Rve+Ga67f3/nvbt3yvXt/6vUFc4/c7dSWQXXH+RXz03NCChw3rXNheRlRwbgQHIKapaV7tqpcyucMzpgms29zg3v5TU88sDRj8d9Kk2EPUQEX1uTdQroaRFxfdr66uiBkCx3FbLjJNcV9K3ZtU8G7XhHtPPFZA3MdMePCuS6yZAiYvY6uaU+ly7JuRM6x5RGrS04e0nFJETuu5Fub6mTEH+nkD5clyvfvWr6Etf+iIdOPAQdwYMAebO8NAonZg9SQuLc0nvsbEkhYDJqkMCqZ+oOdIx30ONBSiSJW2aCoDeJC0uRjOel+rhMO0x5SM1nujLGuncqLbE9YvSonTs3WG+m945LbXg7IJ1I+TE4GIx39b8w9xfmJ9jnW+3E9JrX/trdOON76JnPftZiY+uuqJJJeo00bxv8wKnHDr1BSTOvma9IcAt1etD3B7cuqant3N6TSKtWCLcpbqTtZodkuKlkU1Qnxrq3DY2SgKVP9bt1+rqOr/yBkd9HwTCp9oEsgCuOaN7z8kb9Pg+k6hAdY6nxHDYA6JW5RHH/bPapX3Iq6MoMTCn3jg2JDuSB8E2AZuhLpWiPOc94jkHBgPHXHLJpXTkyDG+HuwP27btEFfHY0eScUi9TtLcJpAWoAuXPtnN0FGF5GtpFnT6VAD0JunLX/7UwvbtO6xHWcw5GiQPh0c2ya9wFmTLAPk6WR3R3hoSPcvNYKGsrq1HgW8Ed6/EYrqImmlQhSA0PjhBBYSSR0v00IH7ac+evQagb6JfuPblhit6ZQIEMPYgbBqLBeW0kjJcJOk/gyCbdtMl/S5KNhsJ+ABoz83NJ37OAAHNQpeEslMv4Ocz3uXbUXJ9mfuRC3aqr+/3fb9zBl0vLz0khlT9Lulrvs+pwZULy3q9bbnXZ/15p8MvJMJqcyHWNhtYOTowTv3kw0iiISVcvMVZ9rAB4r3RaErqVfN9q9liw6QaaSF9qVqKAdqGbeu1kcsktv2UaYUc0ZdadYx8f/DgA0nBBPc56dzTdKMVTkXa5WszcGNTsh5JRH0qBBd0WlQA9CbJTMJox46d8odVZ8j0T0FBcy2kvznnq43IWcNYmLOzswuxF20D6Ha5eCsWfWCv5/flPhVosRAPHHiQ9u3dT3/x5x+nw48epmt/8Ro+BgsanKYAbCcJzU7PT6/VD6RcEs4tsm5mjvi+Aceab8e9dj/9uFzLvdes+1k/9YOrw+53Xzrgcq4CTXp9jZtJ/Y1De4/tpH2+gr1vlSyazZYFS/tiAG1wzhBwl/Abl99a9th1LgSs4+f20yPtl6gN0KCf3I94++A3BMvALgCADXTDi8UlEdRRUI41B4kanKXcmXqb4DdJbRsLQ2ALS6Dv6xyI0z/vNQYOxRTg/ghvkki/d54Rq7TEaluoODZJBUBvgcwkjw3QebI4slZ54UgcoHMmOl6+VQeEzHnboI0YrljVuMTcaIc5JwlnTlUcbi4FJeXyBHRievjQgzS9fTd95StfpR/96D569b/+Zdq/fx9z4qLOqOSALEr7nvydXJ3chE7sSZKAHbF+N8q5h6Vie54rlu9833XJSsV1FfldoGezl21XpQEZ+1A4RHCiBiSRSKltQ82TFJhh5HCfXfb4ALfZsJwnks7j1Wo0GTj5N/4sXCk2PFwz6ooqqs3Z6sSljFPBBpIKliUCEr0sss0ph5pugJGtcC7SiqooMA54JsJFt5LfVJUE9QPuDflD0HckSlIAThQfceiMHVn9r5+4wekYytDZ8fPIPsf0GLKbD8apbcagbTYlDdvWOabvfO+sNguSvNTdrq0cFFpVC8U2HSwfXwD0JqkA6C1Q4m4Up7pG5WTiWIuwitKY8+PaiEHlZvRduSZM9LHxcV4V8K/2bUi0WxnbBflejtWKsKFPJ2eO0+raCv/9wds/RK+/7rV0wQXnZbKZuefpPYgroAu2qSQAEqOl6wWggJlmlZOouahH5aBclabSxP2movp6AoxNy2kim18TIjy41EbTApmI7zhO1ATdJPua6rcFMIkr3XjWm0Y4Ty8J6kH3S9bDhRPpdzoZDlNAp8OGRvGm6XIwDLcVhZbzjcQgDE5bn4cdtAQPiazZ0EuYydgZt1g58zhKgpW4nFcS3NNlSQoqjKgrdgypdJ5KGe5c4JwtsQ2MUpnO03niW4khbT99zrEtRLDO98dnxp71PHFD53uTbamkkZGk9J7lvAKgN0kFQG+BPPgPxbHncpSgpHKGFaHhDpVxuYtT/2YGFE+s/+D46vU66pgw8LipM5NFYXUlCoZEriivYnjE6AC99H333UPnX/AE+oM/+BC96IU/TS968QsTNyotcYTMbB0GKHsfsRQR5d/aHS4txaI5uE3z3jDiO+s7uWhpyBxemz03OvwO8MT1oA/FdTi8m2LmdhE6zOqVIM3IxgZUc09hN0xzN+cSGTF3BtHcGls7yk3C0GXVBGoQk4xsxPk63Krken+C5XHiUBJLQ8kzSvh03XgV7GI5TgDYho97mlbWcpuOQUylqNiqKvh0W4BBfYbhd6zPUV3bMEYIaCnZmoL6bFgysJ5BCvPpPdlAlihM2nIL0qoJOzVOuvlhIp5vuum4c0rVQel1FOxTtVPCaHgauSpqIHXfKLw4Nk8FQG+BLED31YU6R5HUJZQUkzqZw1j8p9kgA3csXxbd0NCQbyZ314iQJZeTShLwqKHHglgK0vyvXTCpOqLdadH99/2InnDhxfT1b3yHvv+De1inGjIwdxlEwakCcLlAq5cqZgCWnvVx9W1Ajq/csyd5GtRLRfsSWn0mvmPgBxfaEbVDZOszaopMV8/LgT2xeBSoISs31iRGOJcjT0FjkIueq3wRqcZLuFz3maWcbXq853vOdRxuUi9McarESiQct78xJe5zeT05pYZNGQM1nkpovM9pbCW/djnAJr2eRKRqlB9cC1PuOcxcP7adTMcnfU4gmTcC1KoWclVImbGxnLfa+uRzr2FWPZr42caSBoDizNAW9BipAOgtkBE1IwN0gWvo6TXeEYOq6BdLpO5tCGeDO5SqQYSb4uKi5Vq9tliulLdzekinGjVfO1L3vWzxV6tJIXVz0vYFUCJ64IF7aeeOBTr77D3MWUXsMyygiU0Ctezc++ioyM8cakdyPFj1jQJtmCRnZ2UCc8UIOQfQA9yirhS6BQce2axxgQ0uyVOkN0CUgI0mcXJBWf7W71PJwSX3GeT9PzRbIFGaxc41hGYBO+UYk+dGqRdDlsvsvUY+YZX7t6hczPfdmDdK3VDXG9bQF3k0PDpCu3buoqHaiBlDUT9A5eGqvNT2kFd3ufuU20/NCqjgrHmx88Za957S4VQAl+8SdZKdFzK26TWUq/aKfNCbpgKgt0BGBI26Bnzc7HSghJNQjs+AAYw8UmRUQKJqPncN97q23qCJiQkBAF5AUWnXrrMOLMwtbtcF3Q27SRHZ8887zwBfhx588ABfs2td3rjdRCfp6ocl9zDUGnPzs7SyvGTFaK06ni5mdbnynevJVdJkT0piCIusR0Bs/bhDKqN2YSngyixd6G5xTDvNJxIH5UQfrBuO3DslngB631nASIFRfxM1Q/+AjAwYOs9MPTb0c97zQ3hbuW7kuZtAlvKeIwm3aFUQG7kr6jnim961em/RdY/Vxmh6eieHcFerZRoeGaL52Tn+XVRn6YahRsVsetNUJeEG5shzZA9tfjYvfelL6e6776YfP/hgop+mxK3IAjqM07ErMdgRsiofBnzHhqKtCMfubhIFQG+WCoDeApkFBtSpahAKkZNvI07FX15EXddC7zOItdsVGqIUUCzAlp74xCd9dGVp+WnISMeeAaEBPANwSDl51lm76A8/9CH64O2303/+yH+mhaVFrg+oqg1HQCfVtyoAsXoiAS7PelDIQuczHTW3vKcbTmrsjzPnh2Fa4sjl7GR8cE/ItNZ0QMTnnMoJJcd7VjeerW6tlOfuVOVA1lcmz8Xqce67tuOCtEvpNSynzZ8Dcrlo7Ys+Ly8HxgmPaa/l56SFPKcNPTNUTpLMvyq6+/Y6XfHkK2jfBXtodHiM7rv3ASrdE1CjuZY8HXeM5N11Q+w1zsrxUgXnzW/+dXr606+876abbroIXkj98lfbkUr082m/7TUxd3xKHEPy4+OOu1/ooDdNBUBvgQxAt8wsHZbAAnHryoKCb6s+h2zUSo2EYhREUVa3pp/1Ty3feuutH7zttvc/9c7vfPfVDzzwIIMqFnqtWqVPfuLT9Nyf/L/ohhveRS+56ip6w+uvowMPH7KWd+WelQtKgci3oBZY/WUqnka8cHUFsZdDZBeZbw1LYiWT+1IvCPN3JxLf2dRgJcEXMBbiM7Ksid6dWF8qGwGAopq4CyY+vvYqDPLqoBhkVQSU9NHPgE8KUilgul4FeW62X+5ppTyX61LiKZE7X9Uf/QBZf99IjYAXwBmRmWft3kVn791HZ517Dl100SVUr9ZoaGiMhuqjbFA8ZJ41yK2mneqhs2H7sUw4MUKb13n799I7rv+tcG5+/jeu/tmf/Y/vvem9YXJwAvxZ9Uh2XGSD1c1AVRvcDNpImIQ08tIvVBxbogKgt0AGoJuySDqkUWSu/tG1bIt7VsS5KdTNzK38LBwkL25mL//dv3vHvzZAfffQ8NAHvve973PQ8MT4OC2vrNJ7f/s99MxnPJOe+hNPpT//2F/QL177S/TgQw/ZSLEs15SChpf44ubBTSh29Il2QXp2QVpPE1ASym6Nnxo5BoJHR7mE/BhVbAU0vWOaIxhnZ2bp0cOHaH19mUX0BJwhTahfdboH2HD2vGhNmfsaZBTU75LQ+Bxnnefy+53bD9jzXGEeoN02866Mbh/dIq74HnlEUBwBCZ4mJsZoz95zOdFUtTJEpaBCF158EX3z23fRAw/cz5thjSucpwmr0ntMQ7nl2vJMPSuxXfHUp9Db33H93HfvvPPZN9544wO2/Tjtf2/aWb1eXqPvqjOSOeSLG6G7YYBSB9SCNkMFQG+ByuXKGvSEoyNDNklMlntyASL1FRX9bRCnpZESDkxOS1b39ddf/x+MGHrX5NS2z3/1f/9dBQEV4LDWVtbpX73y1XTz+26iq176Evr93/8gveIVryDDGeX8USlRbUDdwC5sHmV1hvoeu4BjdYj2b+W0VX7nv+15Wl4JOtOpySkuTyVpUSOq1hCE0aBma90GZVStX3Fa7Vo1vqJXoJRTz3bJ3k+ceU/1xvZfLwuweW42D65ZFcHG0Ynuc8o/V00klTck5vuSgFbkurjFDNBIxg9j4eL8IiEP1xMuvIjisEMf/bM/pUcOHabm2jKtrqxkUsq619MCsskm50nGgeGROr3pjdfRJZde/rXPfu5zz7/jjjs6zgXE7pG799yoUyqNpe0mm4GXjj8zIM4xSe7pLeUQ/OdNBUBvgSqVytJZO6dp0nC2qw11MaMezjgFaHF3Isvx+DkO1waEZFDl3e9+95fN64KXXv0zd37205/e3om6BvgqhpNepl/7tdfTG83ie9vb3kb/4l/+S/rTP/3THMjENgqR2EuD821YEZYBUAGPD3aMcBr1SGlinDxIcXku0jwekqJyZXWZ9hgx+kmXXsKAvW3bGHKL0AP3H6CHH3yADh08yCDtVncRJYxwX4O4U7csloJbApT2BvQeBqkv8smY9LP6Yiv16m2z0Zt5VYrrp576M8u7uMv15jhx70XnDEAahMx4cGf8ypf/J33xs5/mRPrIc3H11VfTX/z5X3Bko96j21cxwnqJFIWRmZicoFvffyutra2//9prr73evLKDEttdeIAUkm5Sblk06L9SCUH07XINzxnH1J+DTZMFB71JKgB6C2QWzhymXq1SpuX1BoOWp/k3YvURFe1qB0EUSIYe+czacKCCLoBQdXcMFj3oYrjoR6+77rrd/8/Lr/n6l774+StQC7HDvqsduu222+j222+nyy67LHOOu8DA4SmXRwn3RxmOOH8eA5PrCZEzhuG8Wr1K5WaJwQV69idc9EQaMpvVqAGGc3afTX7JAPfsHJ17TpcqZnOYm5mlwHDy0KuGTvQlX9UfrLZwVSKDSM9R8HeNjf2Oc4FZNx1XbaDP0N1M3Gvq8a5fsQvWrkol9THO9iHDceM/q/9HHu3JqQk6u76T83Yg8AZZA1HTEX7RkELwPGGT0KK3fD+2iYrZHPeft59e/Su/2vrunXe+7L3vfe8Xze/+m970pnP9KDor8qOdzbXW8FCt7MOVr2mjMuMo1WOr4TjtbzaXNd+z4+KnzEZM6jLqbOqFimPTVAD0FsgskpkOJ2anJHtXpNyRw0Gz+xgMiBqFZUsg8QRWzjXWCtscaedHrhxsyIqmTzMX+JPv3XXnr377O99lDg2XQxjw9773PTbeeFx0NrY6Ram4gVJLif7ZU/4qNXjlDVdKeRE9L7ZXqhVqtlucCOicc84xwGsA20cwS5n27NtLP7znh1Su1+jEyZO0MDdHVQPoOAdAEFCQaU8Br1+bLuWB2u27y+G7emDXkNhP7eGCrguurvEvfzy+U3WDOy7qt+6Rbnwelfw02RXyd0CPDN3z8NCweQ0lBREwT+B+efz4o7S0vMQJlbo2D8ihw4fpD/7gD2h2dkZMdb4flsplhKu24jBshnG8FobdNTMfV1udztLc3NyJ//f3fm9haWHhj//my1/e9ZIXvqh84tgxI33VuLgC2pyY2k67d6+Z9o5zeD3P30giUX0/Hb9UryyctBoFE/nLc55DrCyJY7ztx6IXdFpUAPQWKCiVFrut1B0pVjEvt6ADBWxMfl/z5MbW4OYaFAUM3vGOd4yaU5f6tfmO3/qt13zgAx/4ljnnD7/69a/7kjS/lCQdIlLds6gdkHS9bkAgsOwVLyxWJ9s++ikIbaSPTd3ashw3KriggCqKAiCDG7ix8bFRCkwbD/zoXtq3dy/NnTxOx48cpqFaXRSjQTbIweX0VeTvB6iueiN/rguieXVGv1f+Xt3nlRj7NBdKSZID+SyJlBNpRDICBuytgmoy8GcfHxun8fExrmYzNjom302MMyCaZxW2OwZCW+21Zqu5Yja2BfPHXKfdWWi3u0vdbnvF3P9KtRa89e67fzgWxlHieXPB/vPor/76r1/0gx/84H997GMfS9nbAXTVVVd9ZH5m9je6nKJ0geYXFtlnWSukgypmbgwN1XlzXVla5pJZ67aUWV4KsKNjE1BFYjguif46GWurziNnLkmUaAHQm6UCoLdAZtEtNlfs9IttGIAFaUxtXgaeqDI0dDmjO7Q13TjS0Es9Pmo1b5IGADTo7W9/+x+95z3v+f6evfv++i//8uP1peVlksoocUZMByigJiB01q6YrpFkslFYo6ED4Hq+a3D0rf+w/q7tAMQmxyf4IouLkhv6C5/+b/Slz1QMAJTpnJ3TZvHPMedGVtIQq39JpAifekCTQdINviERp1VVo/3LACu5OmxbzMDmMoEqAAnlq7Uq103kQB0Sn3AALDha1FpEknoF1LGxMRv6ToZLjTsGWxumLw1z36sGaFfMa92AKb7rmBcEHvOn4WQNwOJ3A8RLR48fe/TgoYcPmg3svptvvvnE6c6rm2567wvNrTw37oZcDOGaa66F7vnDN9xww1+dzvm/8PJfeO2jjzz6Ks61EnaTTQ65U9o2sAqv1bVVQvlLGbOYVXRlM168AVlpLrbhLWyasBGxXPgh9pzKQR75rhbDzivxn+cPhZFwk1QA9BbIiLhz+pmBxEtBOjESmv/LfmAzvGWNUPp77KfWeHwVBEPjp2r7xhtv/IZZsHtf9a9fdddH//NHz15cWrKZ2bSenM/cEdzc8nmfJYAk3SR8l5P0Um+IRG8dWz9qG3Hg6l4VuLn/cLkzoLK+2qDJadSyi6Sw6rZtXBuQOV/KAasjKnNfAskHUgpsnWgFW0RfGoAF0OOeAKDj4wKkeGEjwvukAdhafQhJnsJO13Cr7fZqp9NZMJzjjBmfefNaM/1nEDXfr5j7a+Nlvgfwzs0vzM8dP3H8yPLy8qO/8zu/09jC9Ng0GWC8aWRk7EvI8vcbv/GW8Lt33vkrb33rWz96Ouf+yitfecW99937R5r7RA3UmnQprxISfbMYK+HWB2lBnrt1sIO6LFJOWtVOPmkWPTHSSuZF/mgttqpis1bggoPeJBUAvQUy3NmshrxiIkPcC3SCUpxwzb5NhOT6h6Y6u/RvSZ7E4Dd8Ou3fcsstM+bYPbfddttff+ITn3gefGUBzlBnAJzBDbJ+0xMOiI1evm+9SKSfHmaAekx5wlUKWBNzScLZ2gWY4KpV0djrqTFNU2V6JfFSwfkPHzzEIjRqLaJqea1quFXDqY6PjybgCg7W84PIjFPXvAwXGjfNyWumHQOmIXSrzW43asWSpCO0OtEI3KuhRfOaXV1dOzI3N//wjxqN+4108WBeh/+PiczG+z/+6I/+6PcMR3/h3/zt375F/ZZPRddee+34vT+692/NHJL4H+tmyRn+OuKHH1lvImYYotSgVy5VOVgGwTC+kW7wHIWL9jhNLooHlDhwSAzhameRiSVh/3AX8pRzdvyx46Kq96apAOgtkAGlk67ullUVlKoqPLtKOHFQDi5EyRCn2eFAntTzM9cdOd0+WCB6vrnGBz/zmc/8m3vuuYdd6lDeanRklK+vmeM4B0ZJ1BRlm4lOvhcdKypuQ6wF0AI0oVcdYTAdF52qea9z6axR8xphuTgKo65pu1UqBW1zHYj7zaNHD0+bvgwhenB5eYVe97rXnjx8+MiHoQKwKoIl83nWcNVHDh85+shjEf9PhwygncnLPS70+te//i2P9ZwDDx24K+x2h8VbJ+WMjSiRVFXxrOsOe597kj3Qi/0kayKeOTxwOMFVFCU5pSKbPlQ25rSqu6rG2HzIUmTaH4Vlr+CgN00FQG+BzISfwexVI4omhufPrpEtWRaOKkP5jMB6Dvii07MlpKqPtS9GBH6zae9bL3rRC//07/7X35ZGDIiyimN4iEOIz927h/bu20eTE5OsKsA665hVaNhRgGYDqgDzWjfc6Jp5rUfdbrMThtC5Nkyf1lqt1ol22D6yurb6yOzc7MPHjh07mAl6cOgd73jHSwwH9oVms01TU1NkkPjLb3jDG35rM2Nc0OnRC376pz/XbDT2qwdFFKapTCXftpcY70DM2TLOSuIuspGmMPqiqkyI5E3qIKegq/7O5KXqDSVrK6DY4cwT3/YiUGWzVAD0FshMwuMaCOJbVYAXpcY3IRERuzGwzKo5WCMihsMwsmk4re56cWGRWp1mv7Inp6S3ve1t/8WIx1/6uV+45iYjgpbM9brQvxrgPdpqtx/94Q/vOdJoNA7ccsstc6e+2ubp/e9//xd/5qVXRfV61X/ta1/T+vznv/Cmv8/2/rnTy172shtPnjj5Us7rbCuzJClhodJQtzf2/RMffLJVYFBVhgIpoABwllzdYQrCrtulegolHnWxBDW57okKxRlOulBxbJYKgN4CffKTnzz57KdfIYavWPJUiPhISYQbyLeud66BRlNrSkUVjw0xmPDf/8H3aN/unX/+lje+IQ4Cv4RLczkmcSUwHC+dGBoa/qvY9991++23z+T7BL20ebvu7/3mT0FPv/LKQ8985jP3f+1rX7/mfe9738Lj3Z9/qvTLv/zLL/nxA/ffSDYtqM41N6ox64oonLSEqFcSl8UdO3bYOohhoqJLXBwtd1yrVqT4gubr1ukcxaRRMonhO+tZV3DQm6QCoLdAcK169pVXEEyDXBdTE6FLcgnJ7qUip6OG4xBpKzuKAGh+9yPWkawsr1B7x1QN1+nGAvXsg2te1QpHRpwXeOGvRXH4uuuvf/vtt976gcesq/w/Qd1u+Jx7773v6re//e2febz78k+VXve61+39wQ++/9/j2OYjtCoIrkoTU0+ecnVebKMkGPvJBzyvpiYmWQfd1YyLTvAJG4d9C+o2cyE8bVAKLc9hU+K77ubXpiQSv6DHTgVAb5FgpAMkB5xWU5LSs0DniQ6OrLXb5WISnbPq7Uhc1ADXyPbWanWsf7BUdm6jxp+1xDeaLVv/r+0ZDvs3333DDU++6ZZbXvC43PwGdPPNNx8zb//f492Pf6qEaNO1sobPAAAgAElEQVSnPPnyb4VhVE7Cq6Mo4Z61QIJLgHEUI26HiIKsMJBKYM24FOF1CtAq7MbWxZHdQuA37gU9wUT6mTRhUpQGq8Q8kYtAlc1SAdBbJMOthGb++Ym7HQlfzJ4TXLpICpsm7nTKT6guz7OhsTYwYHZ2ju68605JQGQLq/IC8dX5X/2niHNA/+Due3/64KFD3/2v//W/Pv0fs2tZQadPv/qrv7rv5T//c3+ztLC0Y2VtlZqNBjXB0XKJsrTeIMjz0okGRqHVahtwriIKluq1GhtxAc5quPbi5PBUr2ztJuyRHqc5qD1KVRlJO576yqcJt9i1qaBNUQHQWyQzARFpVnbFutQ32pHtbLShTn72TfbT0lh8SCQALLUIS0l+BkHmVGRUUJdFR/TZz37hqb/8y6984Gd+5mcu+dznPtf6PzoABW2awAW/5jWvOa9UKj3FC8NLDDqe3w3D3YZb3W7mxJh5xJUIhSxtMV3P90v1WnV49/RULZwap9Vt67S6tkZrCLFvtFjCgr3ixMwMh96jYK9G+oEajTYFhnPm2pGlMp21eze1m007J4WpCChlMtwIT99Lk0nZvnNQkgK5M0UlQMZJCxAXbnabpgKgt0ihsq2Wc1GfYhu7ImkXbUgsGGrfs37R7I5kfZNjxW/R8QGcJQrLptP00irePmcuC5idgScI2uoa7unTn/7v57/0pS85eN111z3xjjvuGBgmXtCZpTe+8Y37zHO5OIq6u6NuNGnE/8l2uz0RheF4GHbHzFMdNwA2EpT8kXJQHimXK/VKtVKvV2uV97z7nUHZJrHSijwo7NDh4r0CfFo5xbNzChGWJU4dG9DwyBgNGyBeX12lpRUD1OtrzA2fffbZHDWIJFbIvbG4vExLSyuGa67w+Qjn3rVzJ4VtKQYskZrpPfWrGJOPQJQDbQoDzEP0MfB7Mvfx+XEB0JulAqC3TJ6XlB8CiKpZ0C6wyFPwZcGPj4icxOZemBp3YqubnpgSo42mupRoLl+MPIFN5hOnqTXn52bp2PHj9PnPf/Gs5z//eQ+/9a1vfdLv/u7vHnv8xuQfF1177bX17ePjT4pL3mWeFzwp8LzzzXAbTtafjuNoyGywJQN4XQO6XfN8/FKpPFSv1UZGR0fKu3dt58cHG4S4TcaSMtmG7XNaVa12EmdD5VEarNNp25Bq0d+q4dizUhJyhfg2aZNIZT67wTXXm9QwnDMq7KwZEG4125yoqt1q83WRCQ/JqwDSSPSPYgBctNj8t3N6B09K1lM7wBt4SbExKQbreYlaI5/lL0nJStZ+Yqul98sIGFN8yuROBfWnAqC3SL7MVMshR5LjmdNpGu6H1FhCmbrGOI5LPeGz1fulIbKS1Y1zC9ucBhqhGFtWW6BaFhgAfXh0gs4yC+PIkcP0N3/zvyfM9w/ecMMNV9xyyy33PS6D8jjQz/3cz42ec86uKw3AXhEE3kVGujjbAOu0AY9RM2ZDZpOrmcH0fcNCGsALzN8ByHCypSuferkVeWySK6kNKV4LNgRfS3upGxkIXCqFAT+PLoWsaI2seitxtWQJCcY1jz0nNLQ6ZkNeyHotz1asQc5wJORHCltwvquGI+b3VeGE183fyBwILrnN3G+YuGvmU6ImumHfE7WFJ8UVprdv57mFxEl6jEQJYh8x9+iAaxhFGdY3A8w2HUDJjBk2AQRDufpp99rmOn+vfvf/lKkA6C2SWegoqs2TP7ThsL7hcrvKTYE8mysak9ULRX9HTo5i8hLHaWamUbooTPV9UpLI8N6xVERhm4sn/q6eRL0QIgf37N1HRw4foq9+9RtDzWbr+9dff/1P3nrrrd96PMZlMwSQ3b59+wVmTC704vA8A2Jnm1s07B5NGVhA9qWaAddKUApq5XLJvCrVWrVaHxoeqjzv2c/wlOtzuUJFU6lALs9I3iVBfRveMUtLvLH6kr1OXMvUk8H69yLYCAUIknzUuil3I+Zawb0CsENbGkw8bqAbNmDbMNxuY41TeSIBEsDRPB9+77QlpDpyQC3r8eOCr5/ck6a49ezckXNSvTGq50g61BKrzEATEyhJNk4NJ+Wotpdww1btpmo6irOA7yYCYwkhMpx5rZpEKur15BYk/3W32/nOGZsk/8yoAOgtkpvLGd5ELBJavV6cc9hnI4ytDpK4KDmcs7tIXUoqmziLgAsDJAsH4O+xVX7vnvPokUcP0p13frdixOevvfOd73zJ+973vtNKU7kVes1rXjNdr9cvMj27wPR2r+nWOWb17jD7x7Tp9aTp5ajvxfUYTBe2FzCxBgkNyJbK5XJQq1X851z51OTeEJHZVY6VbIFaW/EjtO5kolYiI+ILh+nbbHyiIhDATcFCKLa/wUiGa8Dz17NONhzebJ5jx2yiHFHXiajRavK1AWoo37W6usYGODbOra0y9wi3xy5H7UVJG+oT7FmlV+pMoeAb9eh283pfSfNpizrIlzwXoP4qV6QQg6rCAMii8gpELaKpQq1UwBntuh3uu0gJIhEAQD1KA6c8VbfZ7mqWOnfTcFUe5aDCGxdFcWocJzUyEj3tqU+BpPehMzTN/tlRAdBbJM8PUpBUgI1FrwzuNsnDEUu2uzKlkzzwslVKHD+N5Bi3LJP+HCd5a9LQcT7Hk3wK5+2/gB4+9BD98Id3B2ZBfsG8rrz99tvv2ug+4FHwute97oJy2b8o7IBz7Y612+FQ2OmMd8L2WBSGU6bRScMTTdZq1fFKhQ1eQ9VqpWI2hmDv7p2JscuLY0enagFXxyAMLYB5Iv7byLYGdKoNcUDxVQmrY+x45UbJ+GpNw+TmWUUALhaqHxGt42RTg+ENqgHkmVhdXUGdPsvRrjFXi+/BBXfZQGezEHpBAujKMVqtLKlLGZG72XqWA2doI/VZUx0yQJWfuVOdRpNTVcoVLq6A0Gs25JXKpNkFdT5oClFsBLHdvJLx4N8BkR0zDl1yZl4yVzT7HJ8fp7YSnV+x86y0LqWMup1jiSdSnHk+6vecXRjCxV922WU/fvv1by9UHJukAqC3SCWtl2cnbJf1y6qBFI8NNp4AvLpmgZWEcwq8dOGl7+liwqKdn5+j7dunWd+oojpXRPFS/bZvF5YqC0NbxHX/vgvo4MEDdODAwZLh/r77puuuO4niIAa4ylHY9YwIHsJmZTgyw71W6ze8/f9v71ugLSmr9HZVnfd9nPt+dTcN3c1DaBRhIuMjYZAVGDXOAoODM45ZwyyziIiNQwxoE4YYsJUoyygrLFiOTshaJsE4LhNMNKORhyK0NCD97ra7ud33/b7n3nvep6ry773//6+/6h5B7Cd27eZwzj2Pqr+qzvn+/X/723vfkVJNTkHquFUtBxUERYtyjDgGBD6UdykwiTZipc9JflIt55EZFSdLHIun6zagd9hwXdlfjxMj6JxK4EUpGQIpebR4XxYgW8RgWYUVC+JvCpI16sGYPSXqlcPV+mDQgBpezdARSABVAAXsicpWYjxlOLqjSoIANiEANqubCmAiCNbdRiPdsePoTi98buW58MLxM9VQoYrUhwRDk45wpedtKZUHazNJb09jl+ohz6hPxG245PWTSSY0kei2CGA8p/plqmnIVxdQf0+VBlo7DSHaI1CcvO3tl2JQ+z6I7Xe2GKCP01KplK+4QluJlBVAy+WiWmYqryecfSVNeo2UlCJrImBJz6pYYttYtFltSzpvjlouGz8mqssLqv4CwKZN58Pw8DCMT0xZ/+sHP+y/+qp3Q3trjoDQSaU0TYJpu/Pzi7Rf/DEnnCASj9tzDC9OR+klD6uSEWwZFlPevOsywGP6MNEF8lhRTYBL7ZIAWwyCFZeLkj5gjpZbZ1XpPb5eNhuyLz88IVEnEMv0ciUvb5xTnRSE3CqwB8uAKY5Xvoc4ZqppnaAuJljhLZ3OSMBNhlQ1IM+x9tTlZODLQKI6fnyI28LJI1gJKSd0dXBPmSrt6akEJz0XSk9Wrgy8YCkF6iCpoBGAzlQN7cPzdbdtlVhivseS/Dt71rIhrCXpD8/XfTfxT5QHmvVklDJFTUJInVx77T+dvvnmm3+rRgOxNbcYoI/TUomkS7oq+TtxbLX0DlaDnlwiak8IgcdS0XsJcrJSmCMbi1pEV6T0UhSC36DEfyv0w8OWWb70gBDc8YeCy/r169fD6OgILK+swP976hm4+qr3QH9fLy0/fRyr62sPSBn/OFneh/uhDuLC+69SIKzBihKfA281og5qwrutkNwLAZYoA/G4UqswP4tA1lAeXvNO21r3YKkDlcIK6t6hWSN6XX2aFApOksCCWzUlNeXBgTKHFAvYoBUlZgi+1O6KG/MytsnSmK6iDDwvtEpQ1IJKnfYj54pOvwxOKm9W0Tn4R6FQgEwmawDha3+f9HdETsaeF6G6DLAGOX75THA+LQh7uKAknyYdEzxWx6zep6gjjf2K0lCXR/VusEB75qoeuvKu3/XOP4SpqalbXvtoY3s9iwH6OM1JJGr1eiVoYgp6Nc0JKmpFKZ6sq36Aksa0f4MXJZV7oDwcHXzxA0/RXF7aRqBRA74EHbRz1q2H4WOvEjXwk58+A39wxeWwZrCfBoXUBAKwrO8BVaku4MBbUQA7S73Qy/Y8xWPK7s5yPEGgU45BOXb6OUsH7yACznQOMZiHXi2pKHgyYhB1KCUZmwekU8zRIuAifZCSvfMcR7Va4kCY54bBVQEPPkZZW4Okc6B5Zg2cYACov/pcqutidh6PJm/4wR/6muPE0MxbbrbtZs9FbyE1hQGO8hEEX4twx/ZmChE0E5jNyScUvFQrI18FL/kYFUukVnEcbQS6JhdeeP7+O++68/urLnZsb8higD5Oc5JOsV63uij4I4sOqGLOlLpiSbTyLEkJqO+xr7/kpukfKfjaGwTtYa/+EfO6FAL6A4wfo8dcZM2rwfpzzoWpyQlYWlmCnz/7Cy5vSgirfl38Q/SU1E+Pg4+ENAVU/SzwIlW7KyURxBupCewUcbMOJtU4auKyqJUSPk+9BdGjTXFAjNLa7YQGFOa9OZtOZaaZx0wtnCLFgNRS3JbH0czTVUFMk0MNAFq+R187/sPyoquL5iAWpgqC7UY7kIcAWVEKirrQl3Q1cPO84YVWCKFjU9Oh/I4RBSKvpVlyNHo+mh2bjh/g+Hy5HfXdMigW+qeOW9aFdt06vPeaa1BiePOqHcb2hi0G6OO0hJOcF1/qdSpwQ1ydw9I7BG2mHnj561N7IdAogOAZbaJqen6+bctlZfMfv3oO7Tem4wIX460KD7ivf5B+W4uLi6DLIyjKBLggk2VuD0C35KJ92+jtJmXvwSR5h8ix4t8qOIY0A/Vg9EEHwKjXoh8sh81gkkddZLB0ZS0Efpj4gOcAg4MmwKhld3glEZwXD6xVYGnyxiYnbY7DB0X16NMiZ9LwtkyPPFBi2KHrEM2kM+9tY1JT34XA+/ZDk0toQrYAVIeT6LWm8+rLJCnL0u/Dg/Hk4aoKdE3jH9JCr+kVj/o+8SrDirZuU8ct94dvv+yyt+699dZbn1+1g9jesMUAfZyWzKRftZbhbRw4k0tMGVDxfblclz9+BSQ6yuVLT9oytbvGj91T8jv5w7HCoAIQXpo2W9YSBsgfHGapYfPWjo5OWJifZ1CyUcvKoIscLSsTkhQodJDTVUWgfAhxlTqrTlrg1VYAwBybPFYIAlMg30Gg40mv1uBQOQ261nRZHuZyV68otOY4sjbRY5UgrFcKJk1gnNcozRFdvUSBmPTtYJTmjFizyTW0Tz+Yuc3j1ROQdumhyeeBvFcqjuT6mvPmLYa5ZvW5wCnA74urr4u6Xra65mCMQfrpUTqEPmFxo+APfPB9MDMzE3vPJ8higD5Oa2/L/3x5Ye56kodZtmx1r+gDBmyS1PlBIorWnypgkj8YirBLIKQiOgDKddGeloFj2tNexU2CpgOBO3JbvFQVnmy9xh24BwRQE3XCrWD0WGh7wCqEmluhbRpqY/47Ama+nHx8CX5RDzIMbAEIqOAo7dfYnlnPOMolWxGAWm2BF6zMlKlp7tWSFJIBXlEAVd5qdH9hgIuOJ+yhRq+N/lt6pK9Hl0SPLfoeZRi8xWtm20EiVPQcRB0A+Yq8JrJlmxWoZqI8tZojfGMVEVxzFzo6O2DT+Rf8cMuW29402atnusUAfZyWSKX+e1dP91fmZuZonYfcrm4K60vZnJQugVRzcNYh6II6SAm4CizkD0knDCgu2lh6E6WtQMcKZFP6Zyc5SOTCAy2vp/sgoqEmW8nz9ERgmV5bCAn1JBL12APPjLcUOKBNuE3pUTNdoiYx9SYDmPAm++IFQwgoDs1RGNvnZ826ln7oXVFvnHXovk7lju4HrIDL1mBlNQPN4HOeH712gZnbMW/RY2hKU6ljbuJ9q/fhCghlgXrbhues3m/SLLwCkhp0PfEbKwi9EgFaWaFKJptJo2oJLDHBo3wSnYiOzjxVz7vggvNxDD++5ZZb3t/0BMX2O1kM0MdpDz/88Nj9933+2Z3lF99tWTMyfsJZgxZwFhnK2RT0EEhZUsKG5RmrNZKgIUfopLmZt/kj016qAmROsyOem3cWpOkG5AGsAgC0IAAouVw3/Dp7V2GvN1p6MgouUb5UgfQqDlXtVI9wtafJHrUn6Q8rRD+El/08yUWPz6RJgvPxGywChFQCFhTPy9fPVnS1Ol4/eL+JwCFqBLi+ty2pKdP7D/PGq1c+UW9dH7Mcr3k86vuBpiY+5RhwcS2m1ZT2ngOM8ryL/zB4m2vJQKfwetuwA3wmSysrrOnS2dUJ/f0DMDQ0iLEGT3jlZfH9LNRqtZl6tT5Za9QWxeMCNiQW2y6Wy+WRiYmJJ052M+Kz0WKAPgH2N/d+/qpPf+rW2cOvjnTU6q7CTV0bAnzlWTI4q58hggyqGkrFInkoaPhjMmvqNltKKxrDtgKP2HiR70B5xpIKwYeWL+mWgFZR+1jFfzfZvwk26m/zdfV5E3TMjEJdNc2HUDCSH4T5XqRkOOgVBja1vaY0gMGV0v5AyR5XS9RW0TShc8dgjAWvHLBClQbNfUa3GVwbyXP7AV8fTtlnjTbIVZZ63VyhmOctAFlVTkAmkfgyK5NkihYrZygJh+Mhra0t1DFlaM0QDA4OCsAdQn7acxy7LPY5JwB2HLu8C7AdE49nq9XqND7faDRm5ufnpvfs2T3yyCOP1CG202YxQJ8Aw+axn/3sZ9933ob1z+3ecxiwYA3+0DBphVtZqSi3RT3hko6kEHybgLk9mabqZwKaQSkHVCovJ7UoGZav5XacEcbJH9SvVgIZAbAlA4ygKBFLSv8syX3yY0mN6+2hhYDBDxI3zOV5KEBmyXFK/LJtWysGTMAOgm+KjolI3XxT4RBQFU3B1HwsD1J5urwL7erKba32XKP3oM+X8pbZU/ekR6pOn8mTm2OhMUqPm6sTqsAvkIQQ5GMVaFPDk1MnpWCranxctIkUQgSybW0tkEUPF1UyyQTk8+3Q09VNnbhbWlsbmUymmslmSmJDy+LzC+L8zwvgnRCAO4VerrjNiNvovn37tscd1t9cFgP0CbIvfelLz991112P7t176BZaQtpyGQ6yI4as+ctmySWrlNMZS1LbSGsOcYjBCptf87wQf6rfqxxSDRAGCJnvU1pWBfyKdjG2pwBac8gG3WECuS3BKarsMFUD5hh0rZKIl76KspD7jG5XbVsBfYh6iHw+en6iHr55rNFzribD4L2WBu/oPsxJypMp95yx4+tVDMkP5YSH2Z7YpL2zu5PqrawZHCKFDbah6u/vxaQc7NWzIkB2bmVlZaRUKh0UN/R2j4rnjojnDvz1v74jBtvfc4sB+gTaAw888K+mp2f+2fbtO9Z4PgKYpz1UFY/CpTtVpaRoeYP+ZiaENbxo6EnZwa9da5ED3gJkpDAo0uQojaw5IGO5rICONqnA0gIDtDzipE1AMukMR7bgCjZt6YAYpUkrjbHxerN7tUzn49Gh0xBnq95Hf7te4NVCAPbqPfreeF4bLS8gdJwBLeHr82M2Uwgom8BTVhOEqwr3u54x4fjaU0bliSu135j9ePnbL4NLN2+G8zZuwHTzuniuIq4DerpLwsNdEECLt5lKpYLe7oh47vDIyNH9H//4Xw3HDYBjQ4sB+gRbV1fnH3V1dR1YmF+wOQfb1xyoktk5En4VWJEvSqAMOmU2yu9qgOIPEscIVgBo9FqT96vtNPu9m55jdOmuXsf06lq9pmJLITUHlw71DdqiOXcd3WdovBqsQasgzDGrfaqx/SZvGy3EgavVAUCIQw6OV76XO37oMqUEsrJ2Mk2Z4jyjcoFTzJOQoTrMKVY2iOedpBMoIkBNahbk853gim099dRTlZ27d32/t7f3MxhQbnpSInbvvff+Nm+L7SywGKBPsD344IOHtmzZ8u+eeebZf+/WlRLC0l04iE8GLqrjW77C8MA7NjhYFUijIKMdXs7T002CXiYVEQV5ZaZCwAQ8k09Fw552WI+jpaWVov7khRu0h/683IUdnSB0/C+sComOX3nSvAjwNVjTSxD0xTPHyWBoKkos3aqKJkGxn1QmSUk4mLyBhfcb4vV8ex4EWEJfbzfkcllYLCyDWPXAyvISzExPw/LKEnR0tsOGNeuIF+bqewFwN2pVqInzoiu5+V5obPScGMPY2Dg3DbbtzNTM9Ed27dr1kQs2XTD11sve+oTwlG+Lu6/H9ttYDNAnwb7+9a/ft2XLpz/00588dZkS/WvvTlaC48BdsNz2IzgaAlBfqQMCCqOZR9zMu4x6yKu2DRACdnXD1zCjECvB4b0vqYxw2nVwv0pVoSjZ4H+rxrZqrCrw6SkAZuqEanPI0p4oL6TEG4cDsFiitCwmEQ7GYSXAFKxddw6877rr4PIr3kZZk0vFCuw5eATmFwpw6eaL4aJN66GjrY2q8P1q91745Y6X4NiRX0Pd9aBCRaNcGB0ZowJRmIaOBfB1LWvZzQWNArW2FZp4TDUGvo4TRbFc4vNr2f3P/eK5j6eSyb+89tprn167du1ff+tb39q1+hsUW2xsMUCfJCsUFt6zcdN5s0cODWcsWZzfldXsSMIsAMjxDdUAgP6hkyON9ZQpkm9rSR0XrgkK5qA1UzeY24t60lFQbUaRqPe3trbS47rqMmLQG6Z5UvYFocpoyhv2dUlP+qfKe7qcXsxct0/KBRcL7XscWMMOI5kM12Ruz7RQQA2LLKGKQX0eq+7NzcwKT7fM9ZrtNDjJDLR2dEH/0Fro7eunCSaZbYehYh0SqRx0d3VBZ0cH5DIZmnjS2RZIiFu6tQMybSuQXhFgWinC1NQEOIkgK0+fU/V/S3UfWZ0Grs+9eNiwLFCtV/XKpFpJvPLyr67Zu3vPzquvvvrA5s2b/+Shhx46eHzfuNh+Hy0G6JNkjz32WPEzn/nMv5idnfvO/PwC0xboDdYa4KDkGekCg2v2pZyONLESBhIyEGgCgOU3py6UllZ75P5qz9ayjBq/EKY10FzZzYS35+oOKeDLQu+e1BbLgJkCSgqMIcjKglA4FgySefo9nLbNlexSkKVeeimSGDpJ6bEjRUFdrWtUM8SU9zXcOpQrJXAXmcJQ3UmQN56amaKKeOl0ArK5Fsi05qGlrZ2SftrEPU4yKeER55dKUKo2oKW1BVpacpATr6NsrbMjDz3d3VCYm6cCTVkxpqmZcTr2aGPVVWYF5z66QmlGMZnyxLrvE+WyZ8+eC/cLe+mll16++OKLP/GNb3wjTpOOTVsM0CfRvvKVr/yPO++880f/+4kf/TFWeqtVsdZyUXiB7ZDQki0w9MDGYyugN0KJFj4YqeNhdUIgSZMiDwkwZnKH7zfnrhXAcwU6JlMsVeoTVNEcG9LCg0XQ6+3rIR3uzp274NDhQySdQ3pCBT0HB9ZAh/BWsegR0hMZAYhYr2RpaZkAG+tQ14pVAnXqA4iBulqd3+8HdALVeI4UlFdGNTvqDWqFhR1acqU6dIvZD7ezML8IS8Uy5MRYkWbICODNiEnBE/t2seO2GOeiGMuxo8Owb+crcOTQARgTj5eXFzibsSldBACh8x78HaVuoisNE5zN5+S5t44cfvXyo68e2y486n1vectb3v/www8P/67fu9h+fywG6JNsS0tLf3LlO//RzNNP/TxfFUtyLIifTtXBznImmaoHbHb8ph8ueqagultIKZdtyS4bAfAqpQMVuSEQ9XWiCBpvm9+LXmtOLPmxRKiZ+NDa1gp54W0ODPSRJjeTy3jZbKaRSqUEjvlFMa4l4a3O461SqcyJ5xpiv2K+qY4eOLj/Q16jfgU1xE0meVnvome4l7o9q7KhCmhxokLPF4E4Wl3NlM81ldLBat6cexx6lC5fLC1B5VgJlhdnoTAzBi8+/wwMDQ6KcSSoIS1OPod7u+GVzjyVS11cXBKTy2EYPzoCsxNjAugLmmtnk5IaaaZOPABaXrFwrEE1lAX9OT42s76J0purFQ2nELkyTfvA/oNvObj/14dHjo78T3FUfxYHE89uiwH6JBumym7duvXqwaH+HbVa1ab2UNUSJMVS31HJK/5qfa9l1oKWLjFpjqUuGFS/Ouk5Z5NpaM+3QW9PD/QP9Iv7Xujr76e6CgJgG4mEUxL7WBb7wMyyBbden6nW69MCcCfF35j88GqxWDz0yU/dOvFGNLjf+973rkYJGoIudl5BkFbAWSlVhUe6TBNPWtYZQWsGxOrvKKcetWaAHW5Q6wvwr4qJcRGmpiwoFgvUEAB57oR4X1l4yLMtOaJs5hcLMDUzA3Nz88Rns0wQU6WDcKxJV5gWALQav0riCWR8wXvDcQbjkop71XjAks1yaaK1X3755RvWrV83Lb4758bZf2evxQB9Ckz8wF4WP7R/+aT79DdHjo3Sj7VWKVK3Z6XHVT935GkxtTffkScZWD6fhwEBtFi8ph/vhZeL98lEwq83GjUBLEUBggVxmxMAOS5A9po/kyUAABZ1SURBVCjWVxC3g1PTk3tu+9Qnj76Rsd533xtswuyBXRWAiP0KiXLAok9OOOMQn0fwRu9Z1RkxMxSj1oxjD962+v3KO2Uw5YJPxZUicdpLhWWtTMEVRGFpibxnpDGwcza+jh3C0bvGxrFYIsP30avF9Ysj9+hBMBzDi+YUG7lv/FwY1C1f6dUdEgtyr0lxjbG1l2xci+nciaRDjRBU0wMeKzaptdt3vrLzyC233PKBRx999Bdv7MLE9vtgMUCfIhMg/a0vfvGLlWw2+4Xe3t61bW2tiR07XhQ/0AR093RTMZvu7m6s5+uKH2ZVgNRKoVBYWFlZmRLgNiYA9+jM7PThkdFj+wUY7xLbKpzuY/rwhz98/ezszJXkLUuARnBxPEfLzZQpUA4HM4PXmifmKI/UMrzTcEnTgNe1pPfr8KeEx1xHGgUDnwmujZLAAGQ1aK2F/QnRc1YcuKoPwntxyOtmD90BlZlu8siUlq87hNsEslioiAoWYVlOi4siEfVj83tT2EfR5g7iTGspWWMQJzBrn+x85ZWOqcnJZ9/zzne/euHFFz3wzW9+89GTd0VjO9MsBuhTaJ/73Of+q7jDG9x9993dbW1tm4XH1CcA2N21a9f+vXv3Hnj88cfd19nMabWbb775HaOjI3dUy9XrMplMB9IH2MEDu4YrVQc1HCAP0FlVMMlXNI3PfDRjnSU5XLUXBZPM6eoAasirNlkYRUNImaL02hsNycc3eDu0DZ8VKhiIpHG4ciKwPAJc1ECmnIQeO9+4l6LqCI4gjMoR21HHaMnn7VXZlKhwwY7oSAHhKkMsdzgYWherDrHy6O8bIMULZWX6kWJV4lYWE8jo6ChO4Oft3rXrkeuuu+5Ll1122fUPPPDA0yfpEsd2BlkM0KfJZO3cN8WP7AMf+EBagM3fCm/+BseyW8Q9zMzMwvz8PAGIa6Q6K88Zg4AIaMhPByoS3h5230BA1h63kwgBU1DxzQ95lgr4yLOFoJu3bSsPnLl5xGSPanKrJJJA5WITpWBLWgG9XgbjRJK7hCO4JyQ4U0Nb0kKDBFA/pCpBzxtBF4+1LsCWuqML4EXgt2SpQJVAw+VFmZumtPFUms7fjD0DgwNDUCyuwMTEOJx//kVEjXDBJZ6k+vr66XGlXIGJ0njH8tLSk1u3br1SrMpeOBXXP7bTZzFAx/aadtNNN/UuLy2/mm9vb0Gt83M7tmtwVaDFxl6vAjEEIQVi6E2jIZByTDBMU5jlSVlayNmCVH7V51qt5KUivWDLGqkgvVsHJK2B2YUJ8oIRaKlOBt4nmdfFSQAVK0gpqTomkhjRx4L8OQJtuVSCagPpkBrV5GjUGrprjFoF2JracFh9g0As9pPFRBoXlSA+N9lFYEaqg/TcfJw4fGrQQMFLrgOytLwoHjdogmn4ftBQVvwbGRulAk0gMxPF+bTe8Y7SN8QTl52SL0Fsp81igI7tNW15ufD1fHtbCwINdt5AMyu8sQW9BhHAULGBwEzAKf5Gnhcz+hDMUAMdeLxmg1uAdCorwdRZdSOPFrlciz1bTkVngMTHScowDOgF8j899rY9V9ILwktFb7darRAooqeLsMcp2Vz0Hk2NGymLNDXT5WYKeExp4fniaoFkhbYjG/kCKUdQ292ez1MQEGt/lItFKAugz2RawEolQzVSWH3DYhw8hly2DXq7+9lDl4J4qnSIssVGnUaJ2ZRIh+D5rVaqF5zK70Fsp8digI7tNa1ULG5aWSnCQP8gAe3mzZth9+49+vVw8gt70LVanVK08W8CNayIJ4CRqIRESjaEVU1KbQKollwrKVYGB4d0cC2oC2KzBhx7NyKfK7aFRZxwPDVSkNQF4FYp6Kc4YM9VtAto8NXqCkxcEROGJUuo+tJjVXJAnCQQCEm/IbYxNztP2ynXa2KcWbHfOgX56IjF63h+cMWwZt05sLy0JLzhJeKZSdniN4QnviAmtzxNMKADjQzsqihULpfjaoeup7KVmDqyGMC7OnvFvnO0CsDjSaZkC57Yfq8tBujYXtOEn5eempwWwOhRJ3D0hC+55GLYt28/AZB+n+FBozdbrzMHjUCNYJVMJSUfi54vpmn7MnHFhrbWdmhpaWOKQnZkacjiSL6qWofKBtQxl0owOztL20EPl5b94nPIdWD1OgQv13cpJZ4SyGVjQSrApD1XCy6+5BKiIRBwp6amMaGIPGoC52yOtsmJgg1Zr9qG7u4eSGA2pTimYrlMYFquVEk+N7h2LXnMmKmYFuDOLIxFWZSVcgnm5+egp7eXgJ0mEEXzEGfeCFYSIOt7eIFePCP2h/v2ZWATg4uDgwNxveizwGKAju01TYBNGUFzfHyckk66eroJGNGTHh4epkCX4pAVvYDeMgcHHelNp5hqwGSRBMvbWMLmSEokQ/wsEg4IlGZyCNarWFyYh5XlIjUxLZXK5OWGk1OAuGXPqBFCjVsd/nqrAk1otlR7VGoWzC0IL7yGNTowZbxFeKvCw09loKutizI+3WoJMtYi4frQujUkg1wqFKBSFasB4Q3PiYlicXEBLrjoLeDJcqRYDY/Gk8BSpwlwU5zpiV41Uixt7XkaC6fGgw6GRvXgLLXjx5VqBY4cOUzqERw/9Rrs7Dp8cq54bGeSxQAd22tad1fXEeEhvgMBEZM8CgJosJ4y8tFDQwPYoEB4oFOAyg5K9pBJForGwIp0CNjpdJa2F6ghOLWdA3QNGTCzdMo7e89AdAaCNvK7eI/Ap9QfSsJHXjfuW3rMtA9LNtSVae4Ef7I4FQpA5pdTUPb6YcNFGyElAL+lNQv9Az1ihZAmr350bBye+YefUIASJXkjIyNwTNy4LgnQc3hcmMqOk0OlhnVWqtR5BicVKjxlsRePHjnW1i4LrxsBmlUoQYd1rFcdra1iNpLlSaUBqWQG3v72t8Nf3vxX5d17dn34tHwhYjulFgN0bK9pfQMD389mMh9p1Oq6l97kxCRMTk4SSOcE+PT29lBFuKLkhbWywecQnOJz8TGCMQb3kkmPgnXmV9DWOulA7YCeOFXGS6ZomV8oFLSumsHWCmgBIwCHUjX8PGmTVUNYnzpEguUhiPtw2RVXUNbmxvM3wEsv/go6Ozqh1qjC889thw3nnwcpAdZ2zTHL/wFrKTiw2BAAnWtphbIAX6QyauJ40Gt2QEtUeCy2RVrxSmGRwdlWhZa4GJbnB5X7wt29XWqTlsnl4B1XXgnX33D9QrFY/C/P/Ozpu772ta/FNTrOAosBOrbXtK9+9auPX7Vjx99Vy5UsokoNHWOfEz0QLJcWl8kjzaRTxL2iRwmgitcj9ZCWSgsEyyTzxhb3H8RA38TkGNfIdpiKMItG2bLiX19vH+hUPmkapI2+jLxPW6tDyAtF1UcmQZI5z2N1BKtQXLH/KuTFCuBXO38N84sleOHFvUS1WFYGqqUaBzobTpAg48uJQB6hi5X30i4UxerBFR408d+eG5osiEdWzQTsQPvN0wrz4mZp1VBNaZ+pmwe+/B+Qd7/7Yx/72LZTctFjO2MsBujYXtf+8VVX3fbUT5/85vjYGMnLGBjxFR8aAqxR91tvJOCcvjWkc6ZyoqgflvpiRyajeMQp4xu4ZgcGGRlovVWlT33preo6JRbF68Q2XN19Bt+H9Uo2btxIXjbecJtKmkeZfGIsa9eugWPHRmH79l9K5QXv88DePbBv315ob2uHCy7cBG3tObhk8/kU6EOaY/+enVBeMcbj+5q28Cz20GvVMqWT+14DksiNG4k12jBxp17llG+LvW+dum5ziVZLKmFQ9WE5rNDmFUAC6ZEjW7ZsicH5LLQYoGN7Xbv//vu/tW3bl8774Q+e+LfIwyrwoSav5JIiFZGm4BnSHMvCs0bvuCFbRSEYtra0w8DgoKzSFyzlaTsaAIO6z+p5NF0X22KKxezCjZzs0BoOHi7ML8Dc3Bx58UNDQwJwW+HwoSPw5JNPwXvfew3seGEHJ4u4rIa48t1/COPjU7Bhw0boH+wTz9Vg397DMD01AXMLC7C0tAIplZiCLj51lgGeIGR5VaQ1yHPG8rCVMlE+QcakqsrnQblUgfaODs2bm+VHVbcapmDEQ9fXQE/cf2Fp98m8vrGduRYDdGy/lW3d+tl7hFc5uXvXrq8//+wv7GXsA+jKrDjh1VKZUYHUjm1xmylMpSav2YOV5WUolZcFGLowNLiWtqcaEwCYQTFHB/ai9TvQSFQnMwsxhJhMsFfe29MH09PTcHj+MAXukjKhA+WBXV1dcPnll3Nii3jelcFHnDxefOGX4CRTUBLAOj0/CJ09XTA00A/rNqyH4cNHYFZ41Ef3jUqvGYvSJdhblmNDSgebzKqqhNRVpuGSVM+sV10sLcssRocmF+SgoxWn8Timpyehn9K6OdEGkR4/J1YFe0/t1Y7tTLEYoGP7re3OO+/8T/fcc88PNm3a9IPnnntu8x5MWKnXCPwajRq0t+Wh69yNJDlDigNLjC4ITxSldtQWC4zi/PhYdTo3sgkVZ6vMpAqo6pyqYCf+ob56YnycQBNVJGjMgQPs3bePqBVUfoixUuYgdujmQSANUyXttUBAarNVr5dhdmpMAHFNeN5ZOLhvN0weOwItCVd7sxCpuId9E1vFNnC1kMu1EK2CY1RJOUz1NEhWiO23VHMG1GhzrQ02HH9huSCOvQ6q6D8fJ0AmRbRNXHPjLLUYoGN7Q3bfffdhfelLt23b9sErLr/i0f/7438YREUHghBm0SXTOQLkydFh4TmuEDBTdbtUGrW7tA2q0SH1yqryHAcFZVNZ2w/RH8pCxf2Bl/9Hjx6DkZFRLbXjjuCgk1NMTzxUZa6yAtXKEgysPQeOHT0Ew4URmJ0eg4YAaq+2JHZWFRNABc47d21Qhc/jinOWMZ6WllZ6HqkdTAO3pczPkrU3MImltbVdc+I0dvSssUaJmBy4ZKkjHqegY6BL1jlxdTy0t68X5Xk/PmkXNLYz2mKAju13sq1btz4h7p7ItbZ8sKOj4z8ePHBgw9GjozA9s0jJGp1dPdDa1sbdyx3maCkbUFIaCYs7Xqsay2jqtWhnFaWJpqxCVIPYQVU71Uk8KETkB2oJCNK79TZt5swb1QkY2X8Qhvc0xDjbSWJ3Tn9ODAK7rXCbrlKxLIC3zC2wdPAStGpEKTJQ25xJV0nn7MqmuXjMrcKbdwTwSlim1+gRdcPxIJtOQ0dnN30OPf+gkQGrrfFY3vmud81u23b/8im6rLGdYRYDdGzHZQqosTXTe6/5oz975pmf3fLkk0+tb2nJQ7vwLu2kQ941BtIgIYBT1stQLZ4sg88wi9XTO6ygDRhRIfhJavnF6dus7pDvsWVmnlRDUKah54eDkeIdmA2ImY3jYxOQy3WA6zcAS0LPzi+CRd3XuTOKrfsLqqigtHCjFwJbNTkECTpccxpTvBPJOqTE/hJ2mvbLnjRPLjg2BGeWA/JE4kivGlUkmDSzbt2aH57YKxbbm8ligI7thNi2bduGxd0Xn3/++aFKpXQbeszLSwUKmGVzGSgUFuTSn2sspzEV3ElSAgeab8nAmGFmDWakEVR5TgurzKXS2jNHzre9tU0AGuuw0XNlr7SVgoUWKSEWId/RQVw0Zj7WKSXbooAjiShkLh/z40xBqPZaJrVCHrj00OUz1LElmc5wgSe8ya1hwBBXDQ2xA4eaw8omsdj2Ksl8dDaXI1rDkQFSPDc33vghOH/jBs+2rZn9B/Y9fJIvXWxnsMUAHdsJtY6Oju3ZbPY2V3YqwUAhVpxbu3Y9KS1qdSwyhFl36EFi+nIawGiwqgA52jgWt+H7Ferht2bNGti0cSPVxag16jQJ9HT3QLlUhowA6aXCEoElpl5j8BDT07HIUnHffqrvjEE5S9evBghqYbCcD0ESvV7MYtQV8CxOzibgRfkgTRoeNQ7wqWt3Ej9I4G0Tp4yqDU4xRwDvaMvD0FC/OA9r4dvf/jaNh7rOYMlUWcO6sLRIWZbdXe0//tPv3vg+73GMrN5wiq9gbGeSxQAd2wk1Aa6Pf+ELX/jc+Pj4efV6I4PAJgC7eN655xbHxyf7vvvdv7deHT7CtSqoDGjAF6vMQTSttRavzc3NCjBsUElOBNb52VkYEeCGVeiK5ZLkh31dXhS9VqqpTHo9m9KlmexmEEa5G3ngySTJ2CzmHCiJpi69XvLM6y7x3QSipDjhutG5XBu0trVCDjlmCwtKpaG7swPOWbcO8vl2MUmky2KCmE0mnXEx/qlqtTohvPwp4b3Pitt0qbj0n6vVWiab7SIP2pFUTwXlgdks1uD+BYNzbGe7xQAd2wm1Rx55BKvLX9Lsta1bt3b++Udv+vvt21+8+sUdL0IRy3P6nuaazXtl+Bib6npUXClBtT6wgt7i4iIQ2CaYVsB7z2X5HipGsLh9MsFabKJIiHJoaJUHAiLF7Bo+8b22k4KkA5DLJml/PT29AoRztP+21hz09PZAR77NFZPKkm1ZE65bPyRWCUcbjdq0AN9xcZusVssHP3nbnYde7xw99NDDjzUaHjePtW3JP3O2ZYYq/8HkibgWsb35LQbo2E6Zbdu2bUHcvVd42O8fHBz4b6+8srsdexsWi8sgPEojSKgK9atehPwYeWikHtqEl4oaZKX6oLZUbkN446gOsajPIDZ6pU7algDBJAJfmirrZamRABBfjUks685ZA91dnej1VgRgzgmP+GitXjtQLpf3NhqNceHxjoiJ5NiLLzw/eqIa+ubzebu0UtagbEsPHiV6WFlPHNPYidhPbG9+iwE6tlNud9999/8RANz55QcffOzIoaN/sXPnbm5AWypxAocl22/rlHDZ7FVSDRbW2kjKmtCYzOHY0N6eJ8Btb20lyiDXkoW+vl7o6Mj74uUVsalJz3OxhvKwAN0p4fFOVKvVEXE78unbbzvomZHAk2z9/X0wMz1LGmml3rCpxKpMH6/Vjp2qscR2ZlsM0LGdFpOA+LHPf/7zD/35R//0R49/53ud87PzlLyhsjRs8oS5dx+qJ1Bv3N3VAWvXrYN1a4cgl816jmMt+7435jYahyrVyj7XdccE6B4rFmtHCoszxz571x2F1xvLvffee7IPN2Ri4pgUk8g6fKwaD6imtN3dXUj9DJ/SAcV2xloM0LGdVhPg+Mvbb799cLC/e374yKs56sidTEFZBv9QMbG0XIBNmzbC7VtueXpiYuI7wgMen54ae1lmNb7pTBzLRy+68KKnxkbH7Fq9gS2sGmKCKbW0vrXwB1dcPvWJWz/xupNKbGeHxQAd22k3LD5//fU3PLG8vHhTJpPjllAY4BOeNPYuRCVFZ0cexsbG/u6OO+547HSP93hNrBp+ds8992wYXDPgiAnqyOkeT2xnrsUAHdsZYalU8tmEk7gJ1RepdJLqTjs+FkjiQF9bOxYlKu083eM8UfZm9f5jO7UWA3RsZ4SlUqlhVmsEtaJtTxU5YpX06OhoXBc5trPKYoCO7Yww13VnWJWBNwdsrL1h+RQkxOBZOpNSGuvYYjtrLAbo2M4Iy2QydexXiMnUDpe40yVF8YaJI7fffns6bpYa29lkMUDHdkZYT0+Pd+mll8Lc7Bw4iQTpgimzsJV7Cl511T/xb7zxn8fgHNtZZTFAx3ZG2IMPPvjKl7/85b9pNNy/cOzk+ra2tnS+ox09aw9bbR04cODfnO4xxhbbqbb/D5lZ+67yiK7nAAAAAElFTkSuQmCC</Swatch> </swatchLibrary> </Fixture>