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Phocea Light Mini Razor (Phocea Light_Mini Razor.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Mini Razor" ShortName="Mini Razor" Company="Phocea Light" Version="5"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>c16e244c-fcdf-4f96-8bed-9ea136e9adcb</Thumbnail> <History Date="04-04-24" Author="Nic Morris" Comment="Created (very poor documentation. no pixel layout - guessed)" Version="0" /> <History Date="05-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <History Date="13-09-24" Author="Nic Morris" Comment="Created from Unknown LED RGBW 4in1 48 Partition Strobe Light (equally hopeless documentation. identical)" Version="2" /> <History Date="18-09-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" /> <History Date="15-08-25" Author="Nic Morris" Comment="Created from UKing ZQ06121 (identical. no pixel layout)" Version="4" /> <History Date="22-08-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="aff4d616-d650-4436-960f-0a01668d262e" /> <Control> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="RGB_Shutter" Name="RGB Shutter" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="RGB_FX" Name="RGB FX" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="RGB_FX_Spd" /> <Function ID="2" Name="Static Colour" Display="'Static Colour'" Dmx="6~10" Update="RGB_FX_Spd" /> <Function ID="3" Name="Breathing Effect" Display="'Breathing Effect'" Dmx="11~15" Update="RGB_FX_Spd" /> <Function ID="4" Name="Jump Change Effect" Display="'Jump Change Effect'" Dmx="16~20" Update="RGB_FX_Spd" /> <Function ID="5" Name="Gradient Change Effect" Display="'Gradient Change Effect'" Dmx="21~25" Update="RGB_FX_Spd" /> <Function ID="6" Name="Pulse Change Effect" Display="'Pulse Change Effect'" Dmx="26~30" Update="RGB_FX_Spd" /> <Function ID="7" Name="Effect 1 (Cycle Effects)" Display="'Effect 1 (Cycle Effects)'" Dmx="31~32" Update="RGB_FX_Spd" /> <Function ID="8" Name="Effect 2" Display="'Effect 2'" Dmx="33~34" Update="RGB_FX_Spd" /> <Function ID="9" Name="Effect 3" Display="'Effect 3'" Dmx="35~36" Update="RGB_FX_Spd" /> <Function ID="10" Name="Effect 4" Display="'Effect 4'" Dmx="37~38" Update="RGB_FX_Spd" /> <Function ID="11" Name="Effect 5" Display="'Effect 5'" Dmx="39~40" Update="RGB_FX_Spd" /> <Function ID="12" Name="Effect 6" Display="'Effect 6'" Dmx="41~42" Update="RGB_FX_Spd" /> <Function ID="13" Name="Effect 7" Display="'Effect 7'" Dmx="43~44" Update="RGB_FX_Spd" /> <Function ID="14" Name="Effect 8" Display="'Effect 8'" Dmx="45~46" Update="RGB_FX_Spd" /> <Function ID="15" Name="Effect 9" Display="'Effect 9'" Dmx="47~48" Update="RGB_FX_Spd" /> <Function ID="16" Name="Effect 10" Display="'Effect 10'" Dmx="49~50" Update="RGB_FX_Spd" /> <Function ID="17" Name="Effect 11" Display="'Effect 11'" Dmx="51~52" Update="RGB_FX_Spd" /> <Function ID="18" Name="Effect 12" Display="'Effect 12'" Dmx="53~54" Update="RGB_FX_Spd" /> <Function ID="19" Name="Effect 13" Display="'Effect 13'" Dmx="55~56" Update="RGB_FX_Spd" /> <Function ID="20" Name="Effect 14" Display="'Effect 14'" Dmx="57~58" Update="RGB_FX_Spd" /> <Function ID="21" Name="Effect 15" Display="'Effect 15'" Dmx="59~60" Update="RGB_FX_Spd" /> <Function ID="22" Name="Effect 16" Display="'Effect 16'" Dmx="61~62" Update="RGB_FX_Spd" /> <Function ID="23" Name="Effect 17" Display="'Effect 17'" Dmx="63~64" Update="RGB_FX_Spd" /> <Function ID="24" Name="Effect 18" Display="'Effect 18'" Dmx="65~66" Update="RGB_FX_Spd" /> <Function ID="25" Name="Effect 19" Display="'Effect 19'" Dmx="67~68" Update="RGB_FX_Spd" /> <Function ID="26" Name="Effect 20" Display="'Effect 20'" Dmx="69~70" Update="RGB_FX_Spd" /> <Function ID="27" Name="Effect 21" Display="'Effect 21'" Dmx="71~72" Update="RGB_FX_Spd" /> <Function ID="28" Name="Effect 22" Display="'Effect 22'" Dmx="73~74" Update="RGB_FX_Spd" /> <Function ID="29" Name="Effect 23" Display="'Effect 23'" Dmx="75~76" Update="RGB_FX_Spd" /> <Function ID="30" Name="Effect 24" Display="'Effect 24'" Dmx="77~78" Update="RGB_FX_Spd" /> <Function ID="31" Name="Effect 25" Display="'Effect 25'" Dmx="79~80" Update="RGB_FX_Spd" /> <Function ID="32" Name="Effect 26" Display="'Effect 26'" Dmx="81~82" Update="RGB_FX_Spd" /> <Function ID="33" Name="Effect 27" Display="'Effect 27'" Dmx="83~84" Update="RGB_FX_Spd" /> <Function ID="34" Name="Effect 28" Display="'Effect 28'" Dmx="85~86" Update="RGB_FX_Spd" /> <Function ID="35" Name="Effect 29" Display="'Effect 29'" Dmx="87~88" Update="RGB_FX_Spd" /> <Function ID="36" Name="Effect 30" Display="'Effect 30'" Dmx="89~90" Update="RGB_FX_Spd" /> <Function ID="37" Name="Effect 31" Display="'Effect 31'" Dmx="91~92" Update="RGB_FX_Spd" /> <Function ID="38" Name="Effect 32" Display="'Effect 32'" Dmx="93~94" Update="RGB_FX_Spd" /> <Function ID="39" Name="Effect 33" Display="'Effect 33'" Dmx="95~96" Update="RGB_FX_Spd" /> <Function ID="40" Name="Effect 34" Display="'Effect 34'" Dmx="97~98" Update="RGB_FX_Spd" /> <Function ID="41" Name="Effect 35" Display="'Effect 35'" Dmx="99~100" Update="RGB_FX_Spd" /> <Function ID="42" Name="Effect 36" Display="'Effect 36'" Dmx="101~102" Update="RGB_FX_Spd" /> <Function ID="43" Name="Effect 37" Display="'Effect 37'" Dmx="103~104" Update="RGB_FX_Spd" /> <Function ID="44" Name="Effect 38" Display="'Effect 38'" Dmx="105~106" Update="RGB_FX_Spd" /> <Function ID="45" Name="Effect 39" Display="'Effect 39'" Dmx="107~108" Update="RGB_FX_Spd" /> <Function ID="46" Name="Effect 40" Display="'Effect 40'" Dmx="109~110" Update="RGB_FX_Spd" /> <Function ID="47" Name="Effect 41" Display="'Effect 41'" Dmx="111~112" Update="RGB_FX_Spd" /> <Function ID="48" Name="Effect 42" Display="'Effect 42'" Dmx="113~114" Update="RGB_FX_Spd" /> <Function ID="49" Name="Effect 43" Display="'Effect 43'" Dmx="115~116" Update="RGB_FX_Spd" /> <Function ID="50" Name="Effect 44" Display="'Effect 44'" Dmx="117~118" Update="RGB_FX_Spd" /> <Function ID="51" Name="Effect 45" Display="'Effect 45'" Dmx="119~120" Update="RGB_FX_Spd" /> <Function ID="52" Name="Effect 46" Display="'Effect 46'" Dmx="121~122" Update="RGB_FX_Spd" /> <Function ID="53" Name="Effect 47" Display="'Effect 47'" Dmx="123~124" Update="RGB_FX_Spd" /> <Function ID="54" Name="Effect 48" Display="'Effect 48'" Dmx="125~126" Update="RGB_FX_Spd" /> <Function ID="55" Name="Effect 49" Display="'Effect 49'" Dmx="127~128" Update="RGB_FX_Spd" /> <Function ID="56" Name="Effect 50" Display="'Effect 50'" Dmx="129~130" Update="RGB_FX_Spd" /> <Function ID="57" Name="Effect 51" Display="'Effect 51'" Dmx="131~132" Update="RGB_FX_Spd" /> <Function ID="58" Name="Effect 52" Display="'Effect 52'" Dmx="133~134" Update="RGB_FX_Spd" /> <Function ID="59" Name="Effect 53" Display="'Effect 53'" Dmx="135~136" Update="RGB_FX_Spd" /> <Function ID="60" Name="Effect 54" Display="'Effect 54'" Dmx="137~138" Update="RGB_FX_Spd" /> <Function ID="61" Name="Effect 55" Display="'Effect 55'" Dmx="139~140" Update="RGB_FX_Spd" /> <Function ID="62" Name="Effect 56" Display="'Effect 56'" Dmx="141~142" Update="RGB_FX_Spd" /> <Function ID="63" Name="Effect 57" Display="'Effect 57'" Dmx="143~144" Update="RGB_FX_Spd" /> <Function ID="64" Name="Effect 58" Display="'Effect 58'" Dmx="145~146" Update="RGB_FX_Spd" /> <Function ID="65" Name="Effect 59" Display="'Effect 59'" Dmx="147~148" Update="RGB_FX_Spd" /> <Function ID="66" Name="Effect 60" Display="'Effect 60'" Dmx="149~150" Update="RGB_FX_Spd" /> <Function ID="67" Name="Effect 61" Display="'Effect 61'" Dmx="151~152" Update="RGB_FX_Spd" /> <Function ID="68" Name="Effect 62" Display="'Effect 62'" Dmx="153~154" Update="RGB_FX_Spd" /> <Function ID="69" Name="Effect 63" Display="'Effect 63'" Dmx="155~156" Update="RGB_FX_Spd" /> <Function ID="70" Name="Effect 64" Display="'Effect 64'" Dmx="157~158" Update="RGB_FX_Spd" /> <Function ID="71" Name="Effect 65" Display="'Effect 65'" Dmx="159~160" Update="RGB_FX_Spd" /> <Function ID="72" Name="Effect 66" Display="'Effect 66'" Dmx="161~162" Update="RGB_FX_Spd" /> <Function ID="73" Name="Effect 67" Display="'Effect 67'" Dmx="163~164" Update="RGB_FX_Spd" /> <Function ID="74" Name="Effect 68" Display="'Effect 68'" Dmx="165~166" Update="RGB_FX_Spd" /> <Function ID="75" Name="Effect 69" Display="'Effect 69'" Dmx="167~168" Update="RGB_FX_Spd" /> <Function ID="76" Name="Effect 70" Display="'Effect 70'" Dmx="169~170" Update="RGB_FX_Spd" /> <Function ID="77" Name="Effect 71" Display="'Effect 71'" Dmx="171~172" Update="RGB_FX_Spd" /> <Function ID="78" Name="Effect 72" Display="'Effect 72'" Dmx="173~174" Update="RGB_FX_Spd" /> <Function ID="79" Name="Effect 73" Display="'Effect 73'" Dmx="175~176" Update="RGB_FX_Spd" /> <Function ID="80" Name="Effect 74" Display="'Effect 74'" Dmx="177~178" Update="RGB_FX_Spd" /> <Function ID="81" Name="Effect 75" Display="'Effect 75'" Dmx="179~180" Update="RGB_FX_Spd" /> <Function ID="82" Name="Effect 76" Display="'Effect 76'" Dmx="181~182" Update="RGB_FX_Spd" /> <Function ID="83" Name="Effect 77" Display="'Effect 77'" Dmx="183~184" Update="RGB_FX_Spd" /> <Function ID="84" Name="Effect 78" Display="'Effect 78'" Dmx="185~186" Update="RGB_FX_Spd" /> <Function ID="85" Name="Effect 79" Display="'Effect 79'" Dmx="187~188" Update="RGB_FX_Spd" /> <Function ID="86" Name="Effect 80" Display="'Effect 80'" Dmx="189~190" Update="RGB_FX_Spd" /> <Function ID="87" Name="Effect 81" Display="'Effect 81'" Dmx="191~192" Update="RGB_FX_Spd" /> <Function ID="88" Name="Effect 82" Display="'Effect 82'" Dmx="193~194" Update="RGB_FX_Spd" /> <Function ID="89" Name="Effect 83" Display="'Effect 83'" Dmx="195~196" Update="RGB_FX_Spd" /> <Function ID="90" Name="Effect 84" Display="'Effect 84'" Dmx="197~198" Update="RGB_FX_Spd" /> <Function ID="91" Name="Effect 85" Display="'Effect 85'" Dmx="199~200" Update="RGB_FX_Spd" /> <Function ID="92" Name="Effect 86" Display="'Effect 86'" Dmx="201~202" Update="RGB_FX_Spd" /> <Function ID="93" Name="Effect 87" Display="'Effect 87'" Dmx="203~204" Update="RGB_FX_Spd" /> <Function ID="94" Name="Effect 88 (Full Colour Effects)" Display="'Effect 88 (Full Colour Effects)'" Dmx="205~229" Update="RGB_FX_Spd" /> <Function ID="95" Name="Sound 1" Display="'Sound 1'" Dmx="230~233" Update="RGB_FX_Spd" /> <Function ID="96" Name="Sound 2" Display="'Sound 2'" Dmx="234~237" Update="RGB_FX_Spd" /> <Function ID="97" Name="Sound 3" Display="'Sound 3'" Dmx="238~241" Update="RGB_FX_Spd" /> <Function ID="98" Name="Sound 4" Display="'Sound 4'" Dmx="242~245" Update="RGB_FX_Spd" /> <Function ID="99" Name="Sound 5" Display="'Sound 5'" Dmx="246~249" Update="RGB_FX_Spd" /> <Function ID="100" Name="Sound 6" Display="'Sound 6'" Dmx="250~255" Update="RGB_FX_Spd" /> </Attribute> <Attribute ID="RGB_FX_Spd" Name="RGB FX Spd" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Else ID="1" /> <Condition Name="Static Colour" ID="2" If="'RGB_FX'==2" /> <Condition Name="Sound" ID="3" If="'RGB_FX'>94" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="RGB_FX_Colour" Name="RGB FX Colour" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="32~63" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="64~95" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="96~127" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="128~159" /> <Function ID="6" Name="Purple" Display="'Purple'" Dmx="160~191" /> <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="192~223" /> <Function ID="8" Name="White" Display="'White'" Dmx="224~255" /> </Attribute> <Attribute ID="White_Shutter" Name="White Shutter" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="White_FX" Name="White 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="Effect 1 (Cycle Effects)" Display="'Effect 1 (Cycle Effects)'" Dmx="6~10" /> <Function ID="3" Name="Effect 2 (Static Effect)" Display="'Effect 2 (Static Effect)'" Dmx="11~15" /> <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="16~20" /> <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="21~25" /> <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="26~30" /> <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="31~35" /> <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="36~40" /> <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="41~45" /> <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="46~50" /> <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="51~55" /> <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="56~60" /> <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="61~65" /> <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="66~70" /> <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="71~75" /> <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="76~80" /> <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="81~85" /> <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="86~90" /> <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="91~95" /> <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="96~100" /> <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="101~105" /> <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="106~110" /> <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="111~115" /> <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="116~120" /> <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="121~125" /> <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="126~130" /> <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="131~135" /> <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="136~140" /> <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="141~145" /> <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="146~150" /> <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="151~155" /> <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="156~160" /> <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="161~165" /> <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="166~170" /> <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="171~175" /> <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="176~180" /> <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="181~185" /> <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="186~190" /> <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="191~195" /> <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="196~200" /> <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="201~205" /> <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="206~210" /> <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="211~255" /> </Attribute> <Attribute ID="White_FX_Spd" Name="White FX Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Red" Name="Red" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="4 DMX" Channels="4" Id="fa459ffd-6e05-43ab-9eb6-26da402e1105"> <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> <AtlaBase ModeID="3e759049-7fc8-4a74-ba1a-71fc09809d18" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="6 DMX" Channels="6" Id="c304eed8-47cf-4221-b43b-63e1479af28b"> <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> <AtlaBase ModeID="c9df45b2-5ec3-4b26-a739-bcf589905e83" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="RGB" ChannelOffset="3" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="White" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="12 DMX" Channels="12" Id="8ff3cd6c-9817-4c51-b0f3-8e4e1b563bb8"> <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> <AtlaBase ModeID="75adf90a-983d-4ec6-89d4-f3fc14a477b0" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="RGB_Shutter" Wheel="6" /> <Attribute ID="RGB_FX" Wheel="22" /> <Attribute ID="RGB_FX_Spd" Wheel="23" /> <Attribute ID="RGB_FX_Colour" Wheel="24" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="White_Shutter" Wheel="34" /> <Attribute ID="White_FX" Wheel="52" /> <Attribute ID="White_FX_Spd" Wheel="53" /> </Master> <Cell ID="Cell1" Name="RGB" ChannelOffset="2" ModeLink="RGB cell (full)" X="0" Y="0"> <AttributeLink SourceId="RGB_Shutter" TargetId="RGB_Shutter" /> <AttributeLink SourceId="RGB_FX" TargetId="RGB_FX" /> <AttributeLink SourceId="RGB_FX_Spd" TargetId="RGB_FX_Spd" /> <AttributeLink SourceId="RGB_FX_Colour" TargetId="RGB_FX_Colour" /> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="White" ChannelOffset="6" ModeLink="White cell" X="0" Y="1"> <AttributeLink SourceId="White_Shutter" TargetId="White_Shutter" /> <AttributeLink SourceId="White_FX" TargetId="White_FX" /> <AttributeLink SourceId="White_FX_Spd" TargetId="White_FX_Spd" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="144 DMX" Channels="144" Id="dca568f9-e243-4fcd-8295-5bec2031c89e"> <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> <AtlaBase ModeID="5129d988-6464-4a07-b5e9-fa222624aa7a" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="RGB cell" X="1" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="RGB 3" ChannelOffset="7" ModeLink="RGB cell" X="2" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="RGB 4" ChannelOffset="10" ModeLink="RGB cell" X="3" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="RGB 5" ChannelOffset="13" ModeLink="RGB cell" X="4" Y="0"> 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TargetId="Dimmer" /> </Cell> <Cell ID="Cell56" Name="White 8" ChannelOffset="154" ModeLink="Dim cell" X="7" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="RGB cell" Channels="3" Hidden="True" Id="652e8fa9-f9f8-43ac-97bd-8314557a1d47"> <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="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="Dim cell" Channels="1" Hidden="True" Id="74f9fb79-bcd1-4f4c-a75d-877e70970c13"> <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" /> </Include> </Mode> <Mode Name="RGB cell (full)" Channels="7" Hidden="True" Id="d35b3bbc-4f2a-45ea-9e3f-4032d840147c"> <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="RGB_Shutter" ChannelOffset="1" Wheel="6" /> <Attribute ID="RGB_FX" ChannelOffset="2" Wheel="22" /> <Attribute ID="RGB_FX_Spd" ChannelOffset="3" Wheel="23" /> <Attribute ID="RGB_FX_Colour" ChannelOffset="4" Wheel="24" /> <Attribute ID="Red" ChannelOffset="8" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="9" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="10" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="White cell" Channels="4" Hidden="True" Id="19531cfa-5b93-4d66-9a50-0bf80d612ed4"> <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="White_Shutter" ChannelOffset="1" Wheel="34" /> <Attribute ID="White_FX" ChannelOffset="2" Wheel="52" /> <Attribute ID="White_FX_Spd" ChannelOffset="3" Wheel="53" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> </Include> </Mode> <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" 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33pv/n9xR6rGff3olZ6cJd23qBNG0H9G3217c12cbDZVmXNoFr9pWAy+2Ghobumuh6nysrpsHBoY+92XHz57VtAfSfQfupn/qpJ5577sXBw4cPCLTI+mXgtm5L9Hl7aRfNCvy5mZnZn5qcnJaXHdAZGxsxK7AWZmcWNBgBKbMKM4Bp9+594d57H5DjC16WZftDDzzkmlqsnahaYPDydyEuN9uiCDZy660VZVzwr+spoGFtXVbMyvKqAMLDdx10XVO7KRmYAiHW13IagiYrzEAfUO036xUuFoePy7yqog2QhHF/lahUqNdqojnkOJNlXpVFxWDstdQS7UFLy+gQ78HDjrv93f08AXUnWpZulWX50vpuqzZ+O3St6S5v+62A+Y1uyy3c9HcC5047B+g0wej5WR9CCxGsAuiWIteuqyu4o6+QwDfNQj337YqM7jUrRLvdcUonfg9aQeHc+WSW2XNt3nX96f4Lha4+m584NbsqlraAfsf27XbNJbNwl6WcAfC3jY+ZtTtm721fuHj+gt9joTsRJIdospTTCqDfJuhv9WzSM7djHvrTxtx7pW0B9HfYPvGJTzxx8+bkM3NzC+Hy5WsaKAyYosCsYUDmvOyxY9vD8eM1gRl8J2BWk6VY08ByXtSjsRJ/CdjzYnv0WNOs1WUNMjS2AltyHMS8B0i+4GOhFVotB1rRBljIUiK4IkGaX/uvZcdpoXwtlKIKoiZnXq2uiUKcrSxccck1WefikeNymEHsP6MeN04UhZyXTD+74KufoZcz7YJO2tZredFyrrYHcHv3ef3+r//ut/r9W+3TC7K9n6WleE5xdNqh1wpXMErUJtM/irqD566UorXrfZFUDaIIeiaLdI6kfw4xT0ayamXNxlwaKdiDzHNJZ9z73a6F2w0g0UqGcHBJ5VqREsnCjh3bNfnjNEVVw8S7ttYKDz5wvz3/RpicmrT3+bKeMwB86ND+0D8wEGx1p5BwVmU7d24Lhw8dsPenFi33u59FoqvS6kV9Z79DV9Entycmwvi2bT37OqCPjY0N/OzP/mz1X/7Lf7n+Jz7c90jbAujvoH3605/+W48++vi/HR6+HA7s3+8ebfsv5UpIlg5WINubBpZsg3+dmV0K7SkHUORcCm6Ax11blUNsEyBeX8s1pZ5ZrCUw5ngMfjnYdKZ2SElwXONa1MDCcpXzrlyRpYt1Xuu1aOtOIxSjRZsAxKO/CneBbi/I9n7Wawl3ASNZZwBCsqiyfBD6NRbuAsRecH49AKdzvB5ku+B0N+i/vqUldDpG1gOY6Rg5fVDwFQ4TUSFOPKJoklSu4NppB72i7jUdJ9EAXTqknV9b93PbP58MooICSzvemn/fn7foqMylec2YbIhzs4LhHVPu5fUNbTNME19ftmd9+fIlvVdIG48dPSJKAVC1VZ4/f5s8jh49FMZsEj53/qJyOXOPoyNDYdu2UU3O5Hbme5yLCXtoaFC8NRO8RyAWdV0L84t27QuivgpZISpVXHIXby06LTMZDah5yhUP+Llk1zk6NhbHSvcdIofI7t27/2f781+9+VH556ttAfR30GzAPHL+/PnCtWvXZbnC0QKqig6LVi90gTvG1uV8YlDKiu20o3Kh7f/A2MifKssYDKS424KS4aSBqjBdSdHKTidEa1bqhKieIGdCohGS08eBN4FtMQfjpKIofgva4W7nUPZN22h3RZOF8E2fdX/v+uuSU7AXYF8P0L2saO/+vdfWC96aNKIFC13Q/b0Y1QfelwLiQjGqSYoRcAtxUivlFEI6hz/nCKadrvXb6bSjRdrOr8XVHh6GnZx7bCdlZ4jAVYrBJ04pOWcrH4KtYPjy1PSMjs/zGB/3VQyro6npaR1raHAg7Nm7WyuxM2fP5wmL9u7ZbRbtTlnEN2/cQFOs+xkeHhINcePmhACbv7mGhoEuJ2RV1WjUY8h3JgoD7fr8/EI+8XCt5y9ckgKD7VA0bJ+cmgk3btxS/67Y6i495264txsX+UrBuoGVJaCfIiQXFuaVTKn3mTJWdu3a/b+ELYDeAujvpDUajQUoh1dffVUWS+KCO8EDB6Agbt26qSWgL389LwGgUC54WG4hyc7seIlfLhZLuZWmqLKif7eYudRJ3HMhhuFmMcxWzqTkVOouL+92DnXustwS/+hgE6Lnv/NNy/27gPN1INlrCSdATkEJr5dkOSC6w0t/90juZJFn6d4KXSs+0iq5tV4s9ABzsWf/7t9JblcodPdzSqBr1eYsdKcrfwNgW/HznBOH14+5Lnqvd319M/Z/5ry6gQ1KBhyunBtagBUKk/b0zIyscr6L74HtV65cFa3Eymqgvz/s3rMrrK2uy+kKxUDU4K6dOxRifu36DZv4G10qyixYwJ2VVF+jz5Mg2T+sXoJsuJmynKsGopNTYWpqWlYy25KFeubMef2+tLyc+zOYfK5dvymQlwOw7JQbVjqpShVhWfAJhntRulH7TtXuvRO59l6FR3KIumvAqT8pbqx/mFj6an2iUR5++JG73ivOv3v3nuN/1uP13di2APo7aD//8z//qV/+5U/+j0888YHjvMTiZ2M0G1bUpcsXDaDNmhkekYXkOQuixRlNyixkXSBLPG0ENYF2wUN1kz3pulEHV1e+th2kk8mpnwmIC9GB5pFhrwfoLgeaVASteB0O7slZn/jDlNksAXOiOVJOiGLkp5OiIG13vrr7M01AxVLX2i3rs2TdF7pL5M7d0rYsi9F334Kr7m3iettdiqG73e8736bglIqs6DXly2gJ4AGSWq0qFQtOX4VmNxpa9tN/rJoAYZ455aDg6i9cuqyf7DtklurY6Ij4XXwHfI++Gh0ZdlWF/Tcw0K/HxXk8T8eKr5BqFd3ntFnNMzOzki1CC7CNldqp187kvgm4bu79zp2psHz5qm6J60pUCTmik0IHiotz01Upz0iSUHq/trU60/PNHLAxPLB4h4f75O+YX1iIHHIWqbxMx9gUjRdCmvpEcyRaquPSQSiOoaGBfC8s8ctnugDdO8nbsYuf+cxn/ptf/MVf/P03Oy7/PLUtgP4O2j/8h//wh4qFygOE9LZjFJmWt7K2irFSRfsuh05qHQaFe2y6S+R8n6wreoovuDvEsxyIBaohak0B10L34yRzSvkTsqh96nQSWCWLuHAXkFPsEwu3KMu1pFDlxGNXo8PQFSRlVyEUyxFkI4VQSrxtScCVA/efoNDonZjSROGA3AybPXx1L8Amazh9n3tNSoiU15gGmMLHsoRHkcJn3ANA2ZI2e9F1wQY0owak7H/t2rXQV+iL1MCwIt5Ywq+tVc1SbYgWGB4elDVakGzRownTuTkuDmAmJyxp6cGXljytJhJE+3fVziHKixD0zJ8zx7thliuN/nbaouWpQmW1FnK/RqvtPgboMJ4RVqkH3/j36H+cf7Ozc7q2fpsEaN4vWQ7QWO08VwDXHdubNmEM6Ls8Y7jptGKAlx7oH5CTkntCXcS1j9tqAEUGKVGltumEXPuc3nn5StquDuE9Rf7ZiS8pKw+ui4kJR3TvpEtprcHBwR+xX7cAeqt9e2337t1/o9POihMTE/m29JJhVdy5MyGwYvAki/X18RKdFHXV6XS5zxDyrGB+zOQKjHramEnMress1wInS8iNxEycYtqeQLbWkw0N7hPQFQiXXBZXitsL0ZpP0XgpAlDXA2AUeqiLYjFSLCG3qpOMS1a+zwz5RJT47nyfHm1vAlj+Fp9u+wJyiTqhigiWOKHcyMAAkbGxMVl1LOWxgrn+QQOOUds3PRt3jlVk2S7Mz9l3KznAJiWNzhm112R4g4/leCklJ+e7cf2GnLipL9h24cLFPIUoGm/04NMzc5IpckzAP+dYCH8uZsqJnO6Z45PHo+OWo4M6ie77HVyxdpWZLs7OyC0BxTRZA9jcP/z00vKKgodwAuPcg3/mnq5cvar7RS43Z/dPlW2+d+u520quT+tv1MO+/XvloD7xyqs5uA8NDorjhgcHyJkYeK4pMnNqYUbXSGtF/j2kQHM4+gjOADwcOCsQnsuCrUwafQ1NJjt27PB3P67OeN4G/u//9kfnn4+2BdDfQTPLbG1+bimvtQb1kMBpdnZGXvZKBWdMshC7zrZ2LDkUZatRuuWOu6JYjaI7taK33AE30gnQAoVIH5RLUanhagy3bIuySARw0YHmHGjWY+F0wTvJ5HLKoke1QStEKoZrFsQwSWS2f3AJGMDBX0Wdoyi5Hy2FfHPcVeXO6AgMsWJp5MxIALVn924dC0ogTSg4vbjmy5ev5GCAtVurV2VhYb3xXagCKCRAlf1SLuaNmAgpOREBj9mZGQXdpHtn2507tz2YouMQyPewajc33bGbgFI5mlfXIqjXczApxfsGnDcjUGGJApC9/L9TCtWo5mjlKwOeJc+vFRUgKfxc9IN9PmuTFsfiWslRgp6c68OhSFKpRqMWdu3crv3hlqXyiWqPPbt36pinT5/VMVg5cN+sBBKvzDXxbjLxMYlwbAGsVBlt3fPVa9cDUlLeWWgQ9uG5wGfze1IUJQpK3HPmf2eMjczDzbHSOQeUIJbz9h07NcnFxWTPairDgt77Fg/hd3zbAujvoN25M7W8sRbrsoWU0tEHLQ4bDbZaPQfBQuFuMCyVU26KpC8u9zjIMm0rx9wWhehUgy9Ny91cIlZIQRtZvm/3nM7naqkc8wr3qjLkTOt08oRBvY44luLFuGTmOrAmCWoBFABPrh2r1S3vorLV8ZPE9x4RSGj2fq5U2zg+4Lxz5w6l6CQ5DvvwfQBj0SxHGoM4VRdJAJesXNQCcLpYp3j/OeadO5Ma3MtmOaYgiNm5OVl8gAIpPlOJJgcDnygSQKZ8zACaT6plgVYlRsglXjSlCe3lSjkx30sh67QsPjuujXus1TyCk9UB++JMXF5et1VLRfmnh5UNry/cunXHLOAlpyasz7F+AUcmLagBntWgTUZDQ8MCRSaSJLnjGfFwOQf9lOgT+oq8JXDEyPA49szMtAH5OftsTfee3qWJiTvh6tXrbrH3qHIuGRCvrTo/zzs7OTmpvnalR9D9iMbwL3jG046vjFKwTidGTg4MDQrIke1NTNwM9913T+5d6ep23Jlrz63/LRm476K2BdDfQbt69crB0ZFtIQUB9NIMWNBaphnYIHnKK2sklYHqyJVzjzgvb7FQvMuyTV70XA8bl37ieQvu1KLxHgN0igQEBGx5y1Ke77GMROqHVXaA5at9fuvWbR1v564d0DS61tu3J7VMPnTogAYyfCwDEEA9aNsIJT99+pwCGliOHz16WCA5N8cytU9qgpGRYV8CF4sCSizejY01gSLXBvAy4AEIBeHEyYyG0y1RB4lLvn37drz/Sm5ZAUwMeKeNfLJR0I6dgz6g8Xe5R9+dcj6noJreZXQxKi6aza7ckGMnIE6TiCbbujvZUEYkSR6WO6A5Y8v0eesLAJM+Gh0b0QQHmAHQND5DxbF8dVmaeAAaKxVHn8pFra/mIM8zWzRrF52xHHBxgsEZeGdyOkxPzeSTxJw94+efmxYwLi4s5f0wMztr+97Ryof+JOMfOLiwuKT+57sVKUIAaetbmyC5LsBU+bFb7cgXZ3p/2EdKn/hu7rb3h4nt1q1bXf44rgp5R9Vy/4obBYM2qUouKGdrR7x+IT4T373LAdqkU31rRu67p20B9HfQhodH3r+pIpw0X9YVM09iDjAy+JRnwgZxqegStqzQ5XJpcvhERxjpLQeGBjRI0mDftXuXwODmzVtKSDRsIHjPPcc0eC9euKTP3ve+R8IOW+LChTJwsbwefex9clh+4+tPhdW1DVm3H/jg+wWE0zOzAqUjRw6Hgwf3h9OvnbHjLQnUt+/YrvBsSkKRHwPQ5rpXDKgAXwGQrueG9LLOOXrKTaLMmKg0sUg/u26W83Rgh2T1p1B4hrEs1AgycMpebLSi75W1Uijn/ZQ4aKibXodr4pDTyiGtDrg/Zb1bXdU9QGsk/e1cVGWwv5IumfU6OzMvyqUSNclwpYuLywJYhdsXSjYBDWlyoA/hlVVWCm7frknFWHNwyfSsVlY8vEGx0IEAACAASURBVJ5rU71A60OoGVYdVVnwLUXvXbp0JdfMM4kBjKgvrtsz4HdWJesxkInnlCx/+opzUixAfDyTvt2j5/xIATNZlP3VZS0nbj8Bs6RzOA9FFQ26XJBMgasrOgd0Blw+vgqAvSNuuCHwJ9Sb1Ql5tXvVSD4cOnmV79SY3Hgu6f0H9Kenp8L4tu0hObF7A4/seop/RkP1Xdu2APo7aOPj23ZNYI2G5LQrCqwAIfJfMAgLkXbYvn2bsngx4KempqQSePTRR/RSvvzyKxqEj7//cQHmmTNnBZqHDUA/9KEPCLB+//e/KOA8cvhweOKJx8PJkyfl+SdC8P7777OfjXDh/IUYETaqJTIgziBxoO3TIGbi8ETyZVmHp0+fDrfvTMpyRFL2il1LS4C5bJPBkO7l9GtnQyouCgAwqAEQmrz+pVKeC5mfWHBra6s6T6PfOcdCz8Qk51xM/pOAtzdYoVTKRDHAtQMqHrXnFjTA4gCymlMHLJfn5+fEkaZtWKpY23Nzc/nAHxhoIJ8xq3Iyp5nYt1Z1mVsCfrey28rAJwvcniuqC6gU1Q9sNnNfA8/z5s2bmgD6c656LUyZlb0BRWQWJdRNCvhw+qCYr5roL+87B84UkAOownPTeKat6EAEHO8OBvL8KEwYSbOc6BY01HDWPC9WOkS7oizyialPEwVUHO8sfbBjx7jenVdPnna5YdFLbO0xI4HnfOHiZb1TXC9O5fGxUV0jq4+UfyQKhqL2OUlE2/lzLscgFwwbJvpr16+Fbdt35ivQ3uAl7veTn/xk4Zd+6Zden8j6PdO2APrbbB//+Md/YMf2PYXeREKqRtFx2RSeeErQ40ACkD78Pd+jyLAnn/yq+Lx77j0mQL5y5XIolgthaHDEgPZeGyTbDKDPRJAZlTW3tLQgDlnFNg0EWKrORCsYhxnW7IULq66XLVcNcO+EiS9OCCiwyvrqxUB2vPMXLmjZzTGYOK5du6FACgZNsmy4VtKDQnWsrbuDbWR0RM6vLAVlRHBLVAHWYTnqn5OkTuDcaMjKg0elaSVR8kAcgKIZgQ6ABQAuXrwcrWRPrDQ0PGjL5wmBjl9jXX0IT5pAiOPXrQ9mZzs9UZGFPBVqp4dfB0Q3oqWbKk4zWaIoQIqHNchnAO5q5FzpD8/Y1xLYp+jEbra3TA5drxLS3d5nQFqPcrJkWaZc2Z7EKOQO2U4ELacaQnTyel96CtaO+i4pJ2hopJ0SysL2bWOi0lCdXLO+cV9E0Z7bcNi1c2e4ctWlfdwjz3Tf3t3Kkjg5NZ0DJ5Pl+Ni4Jsb19dWQ8oD45NBSfxDRiATPddXw/Av2+ZKSJ3XaMW91K+rVQ6zqgv4+eD943cSqJrmTr560ldyUXfNiePzx8E3gTAPEzYhgllp+ywbyO7xtAfS32TY3W38DC7R3SVbMfDkJHYCFBz8tSqDiRTI3Y9KiegRDBtk1GzxJR33p0iUD2vPh1s0J7Q9wsARkcLg1XgiXLl8OJ0+dDCmNKGD/jW88k2cdGx6qOm3Q6ghwhocrAip0vByjheUSk+nLl1Pv5E6ccsyxwLmTtA1LH7nVolQNWD1FcdQoJ65cuaIKGVVZX9tl3WHV4zQCnFPU3Llz5126Z/fM8crlYrhx47qseDkTyXJnfcCEkqgDuHrUIMkRxj0psY+BgeeOcKsaiw56BPBNTlH6a3r6ggCP72KdwZcDxliiLNdT8EvK4pd4budlqzGjW5f3p3HttN4IyyRN7A1dl6VYLHohAWvw87wPdZuwfXKayamuxN8zAd6ySVTWrfXJNgNdrgn1RKfdyUOx6WeOBeXVkhTTJXYEwOAMhCrxXCOFXJ3hUsGug5P3YWPjtmg0rqfd9pww520FxuvMSmRwcEDPm5XUiZdf1QqD/t+1e2dorjfDzPRsuExgjJ2H96CTLPpCNxd01pM5UIV4SX8b+2dp2d+nkZGxuyirXg6a+7RrhvzeAuit9uaaWXzftxqTlNOSAgJrA088Lylgg9UHtfDcs8/mUXQjo30C6+dfeDHcNgsR6mCttRaeeuqZXBOM154BIVC0gUpyeiYEKlUXoi6ZbVhRfT1qBAangjRKRXGgfIfBQdgwkXoXL1yWlZ60wizdr165roGxbXw87Nq1U8t2vPw4/Xbb8har9cQrJzXgAAq2Y/W+8uqrqiANQNQlC6vqXlN/sK8Kqdo5nFttCVCbSmm6kfPJE7cnooMTi3BAfYeDsKUMbq1orTt1kKzMUgzS4PiyxLEaoyWaPk//6Ef6VRKvcHeADJTI6/OHpGfZjHK1SnTWAl4O6O1cI16LXDIOVZ9YClqh0Ce39Gwz+RbwK+Ab4HomJm5pspSTsa8mTTL0CRML7wu45pOSh1NnUYVTrlXVR2nyLMYwfVZOaIn5CVByDU27JgBUBRPmF8PAYL/4b+oyYhh4Mq51ce00aBincHyi8eeY6f3hd+WHsetB6ZEwFEND3H+xkDPNmqRitZfQE1pPq1VreQoD3l2O98BDD/WA8t089IYSM1VG7NfJP8Oh+65qWwD9bbSf/umfHrOZ/9id21P6Ozmm0jJ1LUZGeTXmogYD+RjIHoYjDnqCgaccD2ouSapX63LWYOVGob6W/gz+GRt8LJEPHToUNs0adAAdCdu2j4tvRop16tRpaXaPHj2iBDjPPvuCrCWsLratra2E1147Gy3tobDXlrrTtsw9d+6iAgbwrA+PDITr168LCLyailuvOL1KNlF49r0NgTjL5nK/O5twnDHpcK1YXyTBwWKVAsElU3JapkIExejlT44q+g7LPGmTPcmTSw8Tv50AN4FochAmazg9g0TV5Mv3QjcQJlEeNNdou4WMVZ7C1AFJzgvVwUrBaZlMz+76tZvWB2s5QDNZMVHT/0kKCB0BVx4BRoCaChd0ncohlzJiUdNfIVZY4ZnhcCXfB5F+UBL0wZUr18KZs+dEW0EpsbKR0/L6LQfUTkd5uUPLI/tWlXK2LQDdiBa6c94dTWYNcmj0JHty/r6dh4mn7IhJy95dOYS8n3iX8vSrWU+GQEBajw0NvyeWKsd84RwfSogVRuLU/bjdGoj8Y8Ky5/iYbTz7Fg/pd2zbAuhvo91zz70v37h+q5IcSw4A7gBDKnX7zm1ZF4nnvPe+e+XIQ2WBJIl0jh/7ix+V4+6zn/1Ngdpf/as/FA4ePhBOnTwZnvzKH+vl/0t/6S/Kx/KF3/xtWTIc46EH7w+XL13Sy07aSBw4vOQTZq3xng8OkXay7tVOlj3MmH83blyT9aOsaaGjJfK1a1e1hJWVawP45MlT4ZVXXpHFidWOYuDZZ54X50gIB8DLkvrUqdd03+VIFSjowKx1Jc6Rw62dy9uS3C1pqnuTtSfddjU6HtPAdKlaWYPalQ39OgfXjkMKLjjVP8SSZ9JAdZIchIAmKwicWgS2JMflsDjt2z3665IcXaha6C9x81HZQR/QJwA14Actg0IGpUeiCviciYnjJYqDvgRIWTXwO8dfiZVp6H/uqdTz/evXb4oXDzFNLRawcoI0vQ6iIvVsElWAUFRBNBoOZCH+nwmaiTzl/6Zx3bwX9DErqTQp4UzuizI8Al14h5NCZURRfiG8dvpsrq/ft29/2LZtXJY1wS7w2JwVyeZOW4nNzS/qmgtRatrueGRsXiEmuLOQ58b7A81B2759hyZA3qe0Kro7pL9g797T4cDBAz9uf/7Ht2osv9PbFkB/G61UqpR82VfwfBoh5X7uyOkGgIyPb4s654pe8gMHDhiI3pIyAIA+dPigFzyN4n+4PUmZkCwVCjGxUEHOtOTU4nU/f+6c5Fe87LzY3/jGN+yYG+HO5JQszqtXroYrly/LcmWwYhnPmPWOxcugoUiAS/ait7/gwS8KVV7tOqmw/NPKACDzqMBqHn6eO3SymD+55pzw+rpbl+4grMbQ7U4eSME27gnrqBJLdAGypMjc2PRsZ/Qby36clUwSAHStWhHVMj09K8CsxAICHBfQ5Dwp8Q8TEjSEVxrpJkxiwkrfpQGsUC4pV4eyu5m1CwWRJGpKD7vJimE+B+HkqOP43AfAxDFzHjV08sRRVBVPYXJJVpj+KSmQ0sYW4zV2cr12pVIMHniykWfSk5wQtc2ma6TTBAd1AsVD32xseG5nKt6gyuDUCkVH7mfPEc02K6f5heVwM+rhq1XPBY0UE6t9Y+PVaDWXtCKD356dnffsdZFaEV0nSd6KJqN2ygII3dH2IrieZCuV9mqL4kh5S0Lsow2No2Kuk+6VT07cvh0efOjBx9/a0fzOblsA/W20K1cut5UwJ1Ftna5zY3VtRdZ0rdZQQAcOIJQG8H6oAahYQl7d5559RtFunlinGT732c/JWvREPEXt/6//1f8R1Qq+ZH/xxZdFI+BJHxoeDnOzcxEg2nnODEDOLVdyRlfzyETAFWsJDptB51RMN5IMKgPlAeHl01FCB4VCngskc1j5DFQGLpYmjiFUA1ibO7Zv85zDN27quvnO+Pi4TURDZnWdkU6Xe9huFhfHAAABSq9LWJWltxZ1vDTxv+1m5FrdKgSAoIaQhSWKQyHIV69Fjtm3ASLnL15Un6b8IWzDKZmS23NfKRhmLUrpUnCHW/kDOQ/qzyMTf/16pYHTAtXc8k+fJbCWxjjL4iRYzsGJ98CjGaviYpkA79y+I38CfTJilj6WMvd10VZLPpF52DbXefbchbz/OCYBI9it5Hx2Hr+qcmqogFRLEiVIrGbiqUWLqspD3zp1YRNrNCwWFpbyyjDcN/I8KBy04ykIqS265Wo4f/6iKKs8d3RQIsW8HzyZVUxpkLkkE1Bngn722WfNcNlnE8V87nz11i1vRkkwWxm9p6MJtwD6TbZPffJT/9ysW2V2UcL1mAMnOa3I6+DpNj3lJtuefvqZPIk/ulFe7LNnz+mFVkBGERkcfpBO9Kp74qSkg000CsCI0gIuF+mbcgHDZWtwzWu/XTZYARP+njVAY7AdPXZY333t1GtaxjJICbfmHC+/9IrKaO3ZszscPLRfQSQoS5hcWNpibaHL9rJbrdBn9zQ2NhxOvfZarhxBiYCiBOs58Y/0y6r0ymvRsg3SYCOrAgQakXvkOgEGLDFWFiyXsfiRbnn+4Jp04ACNO6466hfO7bpid2ZVIt3iCY8qUsbwO99LOuvoI8z12EmB0asgSJx1rzwvrSISLZEA2gNkirLyAXvnvmvqa+6bUHOvN1gU1cJERMRminTkOskIRx9i5fp7VBaQsf/1GxORbvICDKwsANpmzEyXsh7Ozy/G6irrIeX35m9AlGvbWN+UlS7n651Js0zvKOIQ6odzc59MrqhtoKIqUTXDe3jp8lU9V9+3qBUYJ4XaYN/FpeUuPZXY9TxWJaV38rRZrCBS5fVEM3kwUheU8zgXyfY64WMf+9h7GqPe0zf/7bROlj26vLRcSF59JZ8vxiAKewGnZqZyXpUXnCVcO9aYS4N/cHBIOX+ly7UBj6VDIAs8342bN2X9Hb3naNi/b284Z0AOb4qD6oknHtMggfccHhqWQwiVBfTFU089K3P+wQcfEEj/0Ze/ooE1ZpYt9ArA8eKLLypohSUqFi+DBAuRgeKWflVAqUEVLahkPUNZsHRVBOPFVUkJB4eGNTgvGxBcMKsVsCW3BDraCxcuiGbZkNXq4ObaZ8925vx8y65hLUr1as5bFmJZKIJiVBrJHVwpD0ayzBIVUC6X73o+vmSv3sVnJvkdbbNHB+3Rh15FJG3ju4Qfw8+ybyXmdybICD06Vn0lSgYBXCxb1BPdtJ9l8blYslip4rpLMUVruZSfP+m1nSZZ1T3WpShpq7/p55mZOS8e2wEQF7QdesPev1wBg+X78olXJfFUMEss6ksifmgvTxaVhVLmAI2ELmWeSz4Sp7M6ooXKZac2nJNvKLinHBNyqTpQpHlSgI9TezGlbrvrLNRYiRVmOjHlLRRHKiaQfAwpuEf790jsuJeHH35f6Nn0nmxbAP0mm72PDSwVf1FDfDkBAJdGTRlY9jeGBNa8/IDjI48+Iv755KunRHf8tf/+rwRc3M8//2K4cP6SwrKPHDmowJErV6/oRX3kkYfliDl16pQsI5QYRBFiMWLt4IRkaQiw43hkQClU3AYUwwPVB/ymlzZCpTAnwCsrVeeiVAJYrlr62ug5b9bTuXNnpXeW9WLX8KpdL4OSAQ3ob2ySzW091lZ0S63Z7OSJ7ivV7jIeHXYhUgfOXbaiqsWdhvL8yzHGdyp3AW/SPScLViHVFc8YR7KktJ9bYCVFEaboPEBycLBfTtN2p6v8gL92/fBEzlWPjg4LYABYj3Ir67tw3rclOduMCo6CgmHm51pR9pg00lkOWsmq5nfJ3myyKhQTL7+ucO5WazMsLa6ISqKPUFVcuHDJy5+12nLeSRFz/aasZCVwqnhlFD7nXG4IVGP+Cs8/zn2xaoKeQgFCtCSyOiq08Pw7uTIi5E7b1Dhfq1XU/QH6ScqYVBs4IJULOgb10PB/YOEz0dP3vdxxSnegHOURXAvBZaFMZsrrUff0B7x/+/cf8AyLoavCSe8C73yr1XxPQ/QWQL/JZi/ScIpQS7wny0deSCL8mliDKAxKZQEN+S5279qlCsZYKTgMoROWlxfl3ILDhbMFNJR+U9KwokobUS4Liwewx7oi8Q0efQYkVAHyrCtXLimgJVVsISQcKgVra3hkRIOdAARZK4ODZulecrogWlYsswHchQ14SgfRvkaXj200XA0Af1toFqRmwPrnfknvWSh6BRCl92xuypvv9RHd8ZgyozH4AT5yPHAsepKBityKIcwko5JOfX0CzlYM3EGex8DG4gcD4K/hiAFsLFUmvJs3r4v24Bz0JwBCQE+14kmK5OTEIbWxeZdlrex8a+t5QAuNyQuah1D9YuTE6e/XXjst8Ou1xJ362dQEp+oqoePlpXDghaDgID6jr+CXNYlpckh5vrM8XazUFuig6zUpULBO4eELWbeCjVKqdjIFo6R0pfThnj27ZEnzHJFKJlUEqhXeOfI/05gM0cAzURNowrXSSITFao1+5n07eep0fGaD9r7u1jOA6iD3Sqp9uWP7uEpzIe3kvMLjqObgfr0CT5BZjX4E5yHa7xCDe8jIxzuYLO7X17hMqwzr3/dsmDdtC6DfZDt//uJguVTN+We1+DIhWwNoGySdqZZUbYTB8corJ5QdDhCAjvj1X/+/9HImh8xv/JfP6jAMYhyAYMB/+H/+o9MBwa0eHITk7FCpINvn5o2Ju9KGKhlRsaWadG5d9ombVrY2ggJidfAVWx4TBINKgiU4g53rwqlXLhdEpzCo4Wz37t0lULpp4Im1xDIfq4bl+9mzFwSO8NQ7d+2Uw/LlE6+Irtm9a48AlXuGbwdwKXVEilKoD6gVB9mqHHbQBp7ms6QJoCrtsAdIAALcA45C9uHcKXBFARebnmSoXxU/XG6HA5OJoD7uodv0OdcCQKY8zlwDMq+kl/ZIuTUDaLdS4bBTtKKrKzI5eP1xu14Zh1df9CG0Op6LAgCDk0eCmF4PEvTDK7uefMNzaHc8cMYj9pqaGADIel9frGpSlLaad4J7hasGfLkWUgG4njjIp8CEz+rrlE0iHIN3Yb8BK8/w1KkzSg1aVQL/Uti3d4/oKoJSlJSq4nUxh4b61TekPE2rQ6xenM0pcCWL987+PB8orampybiCCHdVB7qr6jyUSIwa5XfegbHRMbu/ibsSXL0+mjAqO7YAequ98TY4ONRYUNRYN/ABIJUsyKw73i1ClwcGhmQpfe3Jr+cRY4AIVnZhIZVt8sHfjqG8ZQVheAQeFpkcizG/L4OKwc9ASak1x82KoZAsnLQiAQ0sCUi5ZRb11SvXxDc/9NCDBozbNIDPnjkvR9wj7zsua+zJJ/84rK+uK2Pe8eP3iY9+7bUzGtgAB7IrnFfcr5xcZgEDvACey9qqMa1oOU99yuDFOsaCh3NOWeMAUTz+RLwpVajdP8B89uzZWPfOlQ8oNYjAQzGQAhdYWpOzhL5NEjksyDt3XIJIXwFwnsC/HCMvGyF5q7Cs+dfbEkXSG6pdLns+ZY7XmxMi8dV8lkvtoppF4dC28klV1AHRsfFR8ccCNdtGbUJWD9wnAUbkTykVPdkQx0CJQoQfv0NpkHwf2uycrXwkY7QJmeeBYxeFDbz9oAEqlXbStbISUEGFjlNLnIsVGX0cOikta7cggsLlU4ZB6hye8ufgz6csq5hEYNcJQLJ7dIVJPRTt+Fev3pDlzDEvXXRKrpOKxXaSc7CjMHCDX1E1KZc5E9uZ06fDXrPYi+XSXRazP1dPysXmihy9b8kwfte0LYB+k81As5y8071e//iZDfqGBlQNvteswdGDI7KY5uKLj7WDc48BAk/M3wcOHpAF9/JLJzRICEghB/PLL7+sMGys1g984P2S1n39699Qro5j9xwNjz/+iJapUAGAyD227cjRw2bxemVmvrfdQBzgJghFKU3NOoNW4MVnKc+gSaHMDOhCzOPgipQ7+udL644+P3v2vFQWFQVbtAW66Krhhsn1Cy0A4CSLF2uQY5NDOXH3g4MVWVLS0EYHIEtipxm6zr/ElXp1mGoczN2w7FqkC9JkBzVE/mkHey8VlsVK4SlsOjnnpIgxgEjqEK/YUg67dw8KyHSP0RmIThsqgkREsaCpwJ1cI/T/JPx/X6plOOjlzm53OWwoKjIDzkzPaSLj8y6vnuXqi1S6DHplY91zXKcsdUx29JcCQ0I711HT1+c1iab8JAUD06ZoCqz1VUqApedr+yDnU+7rEHIOH74ciR7PgGcPTZTFJFjNFqocaKxSnjKWVR/+D55x0nDnQJt15Ya98sNS5o5SHsw2ym7Z/dx73/25/jyNJW8xvCU6k9/LbQug30T7e3/vf33CrJSyQIENxW5eB898VpPljLMMi+Hw4cPh/gfulVX45Fe+qurP3/f9H5E19KUvfVmD5d577wmPPf4+JUl65ul1gdG9990jXvGZZ57WcRncBLIwQLAUeWlVa85Aa1761KYAAuAnGAPny4CdgwHH7yQTSpnY2P+5556XwkM0QN3DxJOsDeDqa9REH7ANKgCQFWDf9tJQHLdRrwsEuTdRB3VXTrSaXhGcQZwqODPYuioM/9ut4WpUavgATcDrOtxi7tgisxt9zpLc5V6u1MAqhYtX+stY1YUkQ6m4aQpmIbKQviM3hSxuTVL9uteFhUsxuKZPYMj3b9+eEhgmByOrH6+ovZpHEZZiFfNEB+h1EBWzmf8rRrmeLFmSOi0t54VDONbJk6fzPB5JdijH4cVLOqZTN4BWyybBOyoimwo4pDSlTBCb4pxTgYfE3W7EyaScc95Yr4TrF0udGOLeDXsHrLvPxsuzJd6b1svfA+BejMHVIFJwhJRuNJPMUoBrv7dUgT4T3VeOqx9WZt/4xh+Hj3zv9/VkBeyp9NP1L/IebDkJt9obayvLi/9+c2OzlMAkJYlvxfSLmxseJIBVSj6OAwf2h9FYtogXH0sWy4Oq1XOxJBa6UgIJUA2UVNjVs69Nq0BnS9YulhS8I+CMthgPPiD77LPPiMduxdwJJFsiYqxpAxcumAF74sRJRXqtrawJmKSPNms+aInfEJVg+CQuGk4UbhwnHvSF85PFfGDKcVT33AtZLHBLsp2k0ijVXPKGo7Fa9dqEqZ8k01Ok3qL2wZqSZRqLEQAY7vgbEdDBIxel/S2oDwAKJIchKkOUjnV0JEzPTAsYnMZwTlxytGiZiy4iDJr7XPesbmk5DuDTtwnUWMWwsmFC66pK2spXQp+4Lts5a5Q0rFxwzqXseAAxxVl1z5GWCOLAp7WiETXC8215SPRmrGQCdVRWOTLXNkMluJrFVy6eUL8YagW2e+WddqRaeGcqMbye1l1dJO54I05+Hu3IMVk58C4RNcgpd+7cLt6cz6BVAGNWSHv37tTEz07QY6vSZJdU5Zvis1SR8WN3Yu7nkF9DnhfFJtPWhhdxSAE8LoMM0UneF2mRENJErb4PHp37ta999VMUpHivti2AfhNtoL+xgUoj4BSJnCMtixpUBsPwUE0g7HrW+dC+3BL4wvOS3vFrX/uaQBJg5YX90he/FL5o/1ZXVmQ1btqL/Du//bueCMjAwMtItcMrr7wmC4olOYNnLYYQp9zLzqGWY9L3trhHABDQwhq/cvkaV9oNFyajXMw8RxUXBg28aZVEPzGHdSq8ine+3ugXHQMgEG7OQILPxpJn2Q5YMTDxzh88eED3jjOIAQjwoh7g/lFrKNte2bPiAWRMPoNDQwIaIh3pu5VYX9Azxvn9rclpWM+XxItLPmERjUcDWCgJReKhpI+mn6AmUtmtlNYU5yWAzCSYJg/yTKP7Biy47qgiED3j/esWYKK4ULA0GpWe6uteLCElIEq8aqXsQUsJfNqRJ67F0O9mSlUaXKrpfg2XNyrZUZZJ7qaK38ueO4VVDLI8qp3wzEl4lcAZDhv6hYn6xIlX8/f0yOGD4seR4T319HNeZq1YDtu3jUtGCe9NhkVPUlXU5Itjl3duXvSXB8vg9IU/9xqVq3mwlndONxAoK0Z1RqebXyXEe6zJYX5HMrsuJdIda2zDF2KGyuf+zAfyu6htAfSbaIvLS800mBI3ll4urDMsRyxLaaBt+zPPPi95HHQDjkPeZLzktOWlFQ2Cjc1MA4bBkZILYf1iIVFRmsCEEVv+MlgUHbZ2VeCJ/plBOmmA5NnBBuxl3ycHHhIqwI6JAgDFWmKwcx0PPXS/zoFsbH3N01sePnRQ1tPszAsKgmjs2C7qBSsfQC1JFjUkTjtVvIZeIGMe1i3XBaByDb70L0RtdLK8iz5pLHta3yzzvBNYug6cXnCUCSM5pVIlFYDq6tWr2offC4V+gSUcsefa8KhL+oBJwS3GttQfoIVL6dYiLVG+S/Xi4F/I1RqePbARE/50LUHuMYGfgDmmUhVPu9nVQTunXMhLbdE870lNogAAIABJREFUu51nKcSZmCRwTEg4cVnx3LAVBH2Ez2L37h2acHGUQjGxgqnbNR0+dECKihdfeimnVZBDkkZWk5VZ/TxDrpvr4P2YNyPAI/b6nN5gJWPnXFlZz3N8pPfX9e4r0flb0vF5ptBfRCN69e+SZyS0d3h+bkHJn5ZiTvQ8AjB0Q+E1QXVC7l/wbH6+eqQCOpGlKc4w0VmJA+KZRj/Ee7ou4RZAv8H2cz/3c7+2vrb5vhR91ZvwRgNkYU4DQZU7llxGhgaa4A5ecgbH3n17pN1lSU8gxfDwSPj+H/iI0o5+5Y+eDClA5cEH7xeH+tnf+LwiBT/4wSfE537hC/+fwmv37d8bPvrRH1B+id+ybf0xxej7Hn04PPmVJ8MVA+RxG6wPPHC/LJ2vfvVrZn2uhcPbDil0G8oF1YC0qdWq/mF1OsfqsjEGPPpqWY4VTzN6+fKVCLKeXwJr9cYNdxCKOtByfkpJ5rlO5TYOLofDmQVwymnYcW0uOZ9pnkgp6LqS1YmVxsCmQkfallYmXuPQi7vW690BXVNO6lpM0OR1Ej0Krl+DPwGpq2TqOpZHEbrFx6TD8+N5FXNVxqD2pcQXqxJAoy7t+qhA9/Kly3kuFByEyBWRKs7Huodcz6FD+/X5M8+8EINzPHscE95t60MpOMj1QfUam4jpS8/l3AqlaJ42FZW5KWAEmMX3b3adr0xM/THHCveE5YzlS9/onY3Pj3SlyC9TEn8m3KeeflZgnFQgAD0c/Ne//oxWLVmWHLU24dl5LkTlxqxNkmtkt4tVvGnSQiMBTGlMC75iGBsZySeCL3/5S+FDH/qIjp3SmgZ/iv6ss07+jO151N/qsf1OblsA/Qbbrl27/9vmZkcvP5ZApycpDABHBKB7nt2CeuSRh8K999+r5elvfeF3tJx97LH3CXiQWjHAKCt1z7FjNmjOig/FqsJJxT6XLl3Uiw8vLIu67YVVnd+taCkO8LG8ZWDzspN7gTJGWPAMVK/QckGh2FjyWNLw1AAhwRTwvWxDY72aB98EaWSZRFKRWMYfYK28F5lni2Nfosi0BC94AAsN0G+oYkzmmc2iagLrWmoKVCK2H+BWHaxKkZB4TAJesiyLnLYXtoN7TWWi3IIu3EXlcC84DQuFsiLeUFughU7SOAAW/hprby2qLbgWgHB6dlZOucFYLJVoQ45JYE8qYSVe20CXiWgjJltKSfkBUMLUs6i+cI61nSe7d4AKskDZJgWHFDFB+cHZjj/AfQheA/Hll1+Nqpfp3HHIpPiyqpq0XGLZV1f/EMp96bIXnC1FrThgd/XajZgW1OmEZtQpT9okA0D6JFXMjQvSjYoLji3RM3WVVOsGLaXtSWEzm8cBdMcJ0jnRHKQfDS1VGu+Qw0VqHpc2MqnQp8oGmSXLOeTBLQp0Ce1vCuN/L7YtgH6DzQbs7mbzin7vRF1pojnSkh3nYLnk/N0OW3pCC0zeuS2aAqDFUsSqgTtVOs5aVQl1CJjAguKY16/fiPztRTmDoCwA+DWVbJpWOPe5s+fNGrqsQUjydSYFEiFR583zR1RlDb/00ok4CL0oKPkllJY0+DI9LbfljY+SpjTxkEmsWCt3B6btV5Msq5g7rpgIUpKoNFnBi/KdpDgApCW/i0t8FVwlX4WtHvguTj459Epe1w9AwQGXkt0DRgTIXFPWurXIX5flDERBAtUBuLANtQuDfvW8l9xy2qKhz7FIvTpJyKtaY0m2YjAQIO+AvxqruLh8D8uUCE76uhh5ZHTD58+fF9gllQvHRoLI/bFvQwE2BVm8aNI910Ur6rid6kpKCwcizyW9ENOXktMkAb+s541u+axmVG3wTFQjsl2+S9bmxWVj9RhJyTMPwY6RoZ1okXciX9zXV8vPw6SBaoToQnwMhVhkgFUBE6xTXdsEpOvWV52QVBwx5a4GSIg6aHf2MQHxfqd3ZHx8u1ZQu3fvyVUcikwNUa6XdfOnWP+8Z8td0bYA+g22Wq0+tB4HSdJsKp+tDbKV1U29YFhTtaghfeaZZ8IrJ14RdYAjhWTneMi9eOeSONJnnnlOFi1A4dU4CsrPwQBlUMH9wvcqRzQWWrmaF0MtrBXyiC2PhEtJ8rvOqKRbbbeiXA1gKpfyTHAsP+HGWcKvKErPLVTKXgFqVL/mXFXbBwcTn6FSWDXrnYKuO3fs1LFQXDAIuQckVBz3zGmPduP427d7vcLnn38heCkwz9ZWNYuZ6i20RswtgqSOlQBh5wx4AB8nG5Zjr5yNUYxM0OkPByal1qSOIXmw43OaUmHUKdEwFPEFEG5NeLEC9s8KnmieldGzzz7veSgKxajs8LSaTr0E0RIC6DUvJZay3KV3Ik3Y3EehhwJTyHeIUrROWwoGIuuwetvx+pMzrV7zhEK9IelKN9vXF7yAgUcWKvmQKp97WtLlyO9LamjWKasGQsfJPeJJ/Rvh6JEDeidYZTFhcY8jdq2H7dkycSAvJBpUhRCGB8J99x0R0J88dcb657ycseTsIEqRqMPTZ8465xwK8Zq7hRiUXyOuDDKlGm3o/rjfI0eOKLJzz569+aSSRSpH9xa6xR6WOPF7uG0B9BtoH//4xxt99cGSEsF32lGj245WdMGrbxgwELFHtWSCA06fPq9MZAwIrOfk+MLBDVDIUmVZj+xJQJp5FYwBr9WGFY06QHI5s/YASrhtXlqBm1QXnnEN7vTwkUMaWK+cOCkQOnr0cNizd7fyJ5985bQsoQ9/6ANy7JGjmaofXNsDD9wn8HzxxZfcGhzuC8eOHZbFTWRk0kYDsnC6r5qVXlDyoD7xrfCyUpZUyvm9QsWQwrQW8wrTVwtykLUEaAxAQN6LvS6LhqDhFOPaOSbHYbhjJbPcB0BZHvM5x1J+bTtvKnlFalUiKt1pGGTFYQ3zXddO+0YVJiA8XPmiUaukdJfdnM+91igTlUKUfZmUvxM4uTrtRM+085qIebKopOlGwaEUsV4pJeWioL8AIUkCyU2Sub4YcG3G9J8pQpXKJTzzmdl5cd5Mwqws9h/YG0ZHRgwoz+X6eJ7VoUP7bP8xUWleFaZowO9KGoV52yoqrZ64jm3jo5qEb0RaS+WsSLyl9LaVPHkSE6Ynb3J/Ae9oHv5d8Ir2aTXp9E4hl9D1R+cr7/aB/QfCU09/XcdJ6g3PYJgULn7Mc+fOzf3qr/7q4ndnlL8z2xZAv4G2d++BH1hcWJZSw8OzU0WIgqKs5m57BY5K2Z0uDGrqD7JMxEIETO8HCO0lpUAqde1QZdx3373iWE/GrHFEAd5//716+X/vd/9AVsr3/8D3alA9/fSz4fzCBYHZ937f92iw/P7v/aEBdCb52/vf/5h46ZdeeFkv99FjR0QDAIJEpo33jemccOFY5D7oSsorjVWfLDCPiHMZH2DG4K5E3SwaZgXFVPqkuEBdQQCMO988DJ081zi9BFr2H5MVSYWkwmj5Eh/gvHjhYp5rRLTE6qoco3mwQuYOJ8AYmqFU8ooy7ZjCsqm8GrU8T3Ox5ODkq4hCriZg8vEmXYZ+A0hTbTyaS+ic2/cAkFZIdRNrtbIAhP7xKMtMQMozJfCEABSUFg2bJFUjsNWWkzElYFIeksFBOVThkouq5F1TlkOO99LLrzilYtcPIB44sM8AdFrvQJK7seLgWU4rfHwjKk8KyD71PqSKMDTuox6DiKBbeCdbUQNNfwOqPJ8slqhSLmgDZvrq9sTtmFe7pejCF170d+n69Vs51UU+ayq3cH/QcTJWYng2NIp45Liqy3NqtNtSpgDOr712SpGEbON98pznab+OP/c4OV69eu3pt350v7PbFkC/gdZo1D6MnI2WNJ8pOotsXbcNoBVUYH82DaBRTxw//qAN1mb47Gc/L20v9QUZPF/4zd/SS4wk7oNm0V69eiWciDwkodqHDh1Ufgqs1BEb3FhOOOeoFJ5F6RGWLJwgtEQhK+qlxkNPODDHRt2ATIt/OAqr0WlI6DgDEscUAxFAf+GFF8WpAggAChUuvvbHXxfQrMfK2zh1JiYmcj6b83EuKJCgBEHlkNJqAhaZ9Naeb0P5K+A7Q4j16Lo8aXL4iYcteWBHbn3Gwc0Su6+vldMvKaUo1AcWdLKYPVdJOXfIARwcDxBfsf1wynk4d0UTlfJIWN+wmgF8WIXAgV+8eClK/MqqGYk+mL9P2NKfawEwkS4CjGfOnNdEBoACilSWwSKWRt3uvV5w/XLKq8JEWCh7mTBVtLHrZFUkq1HUybpAD6sfK79S9eolKEi4rxs3JtxCD74v50f/TFg5z4lJC409ucGJ3mNSTc5KgBXHL926qJzWHsE5YdvJeOjOzY08qx/UELk4khojRS/Oa3J3y54cLTFdde5ghprrpg7lSG1NYOVqWdufe/758NGP/oWwe8/e+M7V0gF0zSHEUgQ6WHv+rR/d7+y2BdBvoF26dPl46ETdcwxljcm7RCFgJQ8NjYi77EchMDIsD/ztCbM8YmUVwqRxDrK8hJdlyf7qq68aIHiAAQMB6xPQIL8FA4Ck+H/wB18U4EzZoMUCYeB86YtfFjhLFmXgdOb02fDaqdPigRPgPRMDEXjxZbV2VmXJordWdQ4D7U0VMvW6dMUYyabyUWHdVRCq7gI4dgE1VSDhPKnYa1ouQxGwD0v5BLI4lThWSkqfdMUAJyBPP4hrNhBjX2gbn0DK2gaNghXNBJFkdDgNmXTIL4L1Xa/UBZrsPztzWjmrAU0sarYzeWEBe+h3SdYoQLa8vOoJgIpeUoxjMsF4SHInWu1OlYRoFbqaZlETJtfq/L9PenmNQ5sQ6rHw7Jmz52MejCVP02p9gk4dVQiArWK46KFbHUnuUNy0Wz7JStmx0ZYqg9Ub2/tIcM81LK1IlcHzUZHWCJBQYUwo3TwxDtBr6+vRTxFiwI1PlKnOYNKJJ+269NRVr+atREyiINqeUqDqSf2bsUK5qInQybP3hXZX4cTxXHPuCan27N1nK8hr4eGHH8mr1XRUJyuTQ1M8NiXjqnJcrn8Xh/k7sm0B9Bto05MzR7fv2NlTiaKQv8gMyhQuXK44n/m1r/5xePH5F8VLN2NQxec+/wW3SlUhuip6AG0wzrBS0QMDTp08HbpC/YKoiFTvzc/rAR/KzVzogip8ahY/Z7D6kpZ8ILWQ8gZLcmaWYytyoeIFzQoEyBj8WGgMqv379mkJD3UB6PTVGqJQGKwsgbkm0pLiDASgUZOkKEaAE6CjMrgUHVA9BpDwpEwO9BUAixMNKxaAxqnHtSY5IdZ6UnBwfCgKpRWFMoiWd8p856qIgvoPAMCJu7y6kqsi6GvohpRVj34QvWKTICWfUs6JVPuPfiWJz86du7QvDjYS6nuQRl0gyMQIXQEI0rd9kVtl5UHtxU6sUMIj85JcGxGkijm3nXJDsxM5TFKJLXG8Mbw7bUuqE+e2O3meixDrC/rz9cjDxKXjIPTzN7Wd3dFoQ6NAsRAx6nK7EA7YSs4lkSUVFUg1Gh955EHn1Ivl8PVvPO1OZut3HIRKe9pxdUbqw6S0k58wi6HfwVeakk+GoD47dvRo+OIf/l744Ic/bKvNpo6h/SI4J06bsWQ/V78b4/ud3LYA+g20xkD/Lo+K6kSvfydmSAvieJXVKyup5A8vOGGxcHgMBqxpOZJabn35wEPGVdMA2JTUykNhPbw6i3xwFraRFL3eJysTkGGAHTxwUIOapTCWGhnu3vfocVk/r7zyqmRdjz76iDzzcLpKjGTnIAETFAp1587asphk+w8ff0DXR4pRrDochAcP7hetgsIEgNumMOCdGpwXlKdhQwOO1JcMxJMnXW/r1MFwLJPlIdnyxNt1obZw+VaW5/8F/NmWovv4DnJDrGVF6cWEQrZ6kaPQt2VyICpJfHMzB3eUMqxiAD2eBRn8yG/iTjKMsIImBI+4W9JSXwVf8xSkUTZoluUOm4izyINCSZFEKcnRBEbtTtT0+gohLe+ZJPobSf3xugKywXnYVvynArJYlESKbngIuhITqc9KCvvn3jtKXVuTegTK5vadOzF/RqaE+UQLAvzPv3BC/cHvx44eVpg3k81rp89ppYDfgeo8PDMm/JmZl3xyMSDHsb3fPpucnLFV2CkKs8kAQY9PIA0pCXjPkh5a+b937hQPvRmLMXAfnVYE6Sit60Tug2eC+qPd8ZJaylF9+nR4+qmn9S6RuZGALZdARlAv5GqkLQv67b6Ad0OzQTmULJ58WxR8Lqp6BhxbRU6bYQO3e+89pqXmZbNIeIEPHjoUjhw5FC6aNXb5ymVxmR/53g8LHP/oj74SpsxqfOyxR8NxA8xpAyNoDaRxH/vYR8WNIsWbnp4y0Bu0731IHPQ1s8C1ZNyzy4D3mED9qadc5cHABWSJ1FtcXJYcC+sW3hQL2HMe1xWogkWLJZqW+YVYxkj3lfkSlAln7a6ipMEA8WaeLjSlFEVul5LzsIwGeAj64HxcH9TGmpyGZ/QZYJp4Z7jfZAX29xSUXVGOEk+WLwVG1ASnpDsJCAfJnBfNuJQRDQ45ZH2SgaVw8JQqMyaDz2VgRRVK8JzJKfgGUEyyxaQVB+yc1/XQ9U6cXAFttNwLMbyayYn7xXLlmIqulNPVU86qrNbtScndlHeF6js2qfI8Tr76miYSJgjyPh87ekjW+fUbN/TspQ+3SXrPnh0qOYZsU6XEoqYZIGYlAkUmpVF0NDJJkbw/lSzzkmh9up8UfdkNYuloEp2Zmfc0pD0TK9zxHaUYaHngEVVUskhxpP+hzIgVCV0n3pScFA57yfro1//NvwnHHz4evv/7v1/n5b1V8YX1tEpVhsiV78b4fie3LYD+U9rP/uzf+9rA4GBxIwJPagrGiCk7S7GkEtzl4cOH5CAEzCbN4uHFe/CB+8Kxe46Y5XZDljTLfhLp49zaiPQI30NRQS5nQGlQVagHYs7iZS0dedEBWZLMbEbPP2CGtUVliywW5Ew1B9GaliueHwSH3uTkbaU4TRrdF154SaCINQRXznmxnAEBgJ2lssvcJiP/2tE2JZ4/e1azVNIkA2BYwA6cvvQGxPI6epVybpl6bUJyDHe1wh7u3a1H56uNTEBGS9ZVSoHphQ5aeaBHkj6m4A8PRnEwRdLXVWXU1adYkslyBRQp5OtlxOZiUiDnqvnsWgRXzsP17NixQ5GY0ydfy8O5UV/wk+yB62sbqgk4ZP/27tkj3TETdlml0VoCytExqnbf6uaHJgLT+kCZEGNdQFfQVPReLa+s5bLO5Fylb1eWVwW0IfpGsMjxKxCUlGdZ3HTFBf4LnifpB6gDyWT64ssnvDL4wqK4e5JiQZl9/RvP6N1cjxQNDw8K6RWbPHhnWKmpvU7H3E3K0cl1z/gCuFYyJWI0MElQ8o1n8qK9g0TharVp7/+unbt1DzMzU5JdvtfbFkD/Kc0G8vv66o38Jez9SYQgFAeDmwHDy7zTBi9LOixeZRxrOA+LQ4plPJbOoAHv8sqyveRz0p/W65tKIIMlRAQhHB/g/7Wvfk1Af/3GTS8Ea4PrP/+n/6JlPsnXUTKceOVVaZjhaOVEarQEsl4M1LloBvZZs1pdolaISYjcqsPnjpe9UvRw8bayk2V5svpkWQGqVBxxx45naONn0jnj5FLYeQ/AeqIgpxHSst8B0V+7FHzCthT5B8WRgmyIZOM4cNApNwbb6GuqrKyubuSWKiAA14+1jzUK/412mwCV105PSk1R1DGHFVLP4OfcTK58F7XG+fPLkZ7xyEQcjNAgrHyS/A+rnCAd5GoAzeCAJ4ciCIh1PSDUxDlb8EAjngsThNeajBn27NmikGDihWsFWAFB8rNICRMn/WaU7PEuYVED0iiCeCYk5CdS1C17Mh/2KTDlqaefl6XKeWUhW78idTx56qze1zxpUsMMjOUNrdhaysHhz4t9JG9c9DS28m2US7FiDry+T4iAu0+aZH1ui0MWJscAlWTMoGRiBcf36ZtbN29GWWBLE9+/+3f/znOcWP994ANPhEOHDocvf+Ur9k6/wLj6B7/xG5/7eXv3po4ePfTvP//5z/+Ddm8Ez3ugbQH0n9LGxkY6iwsrOX8sgIp6WAY/y/Bt2+rRu10Nn/v8b+Ylh7zK97Qt5/5tSCkoAWgAFXlbloVY5boQfvMLv52nanTus2Dge1LcaDovcrhba7dzq49rwjJTHUOy4UnGVoiOtKoDg22plqtKMwloz8npGMLoyLDoBbYBgAy1nTu26z60hJ2c1DHgn7HasY5xLmEw79q128BvLJw7dyFmUauGvXv3CtDI40EuDI6zx6xHrFCcofC+yfqE24QzxgHHCoCVwtGjR5X8iUHLdfF9r3+4qUkLyiaBJpMO35eTEGrJ9mfSI/Oeci2ju63WZIHD3zNRiV6ITkJWGABe4vyZFFgJQdt4NrqmLGRWGJwf0CcACacv0rZXXjnljtoYiISE78aXb+b0C1wyvO0LL56INQjdSQsIYb0++dVveD7nmP61k7nu+KZZvqpknhW0CuFZzq0vi0/Xu2Gdv2LWuX/X/sM5Wi1o9UYwH1xwZu9TX61PgAnny2RBodpBe0ZScsjh6X2zuLiizwBy1RnET0B0KSliWzXPhMd7XYmSSfv+8FDDrN1MNBhNgSl5RjqvYsPGlMC/o7qJIzo2IM17QD50Lhh5ajJattW3hcceeyz84R98UeqcSZuA8aEUQ6GUlQo7r169+vc//elP/4R9cejtwoK3o20B9J/SFhaWNSDcKZgsyEwWAM6pLMvTIoaZ6WlXSIQQ00d2cyR4aHgpX5KTNAfLpa2Ma+UwMjYmWwSwwPmF8w+lxJIB4PXrTh3g/OtDvmfWF6CHZX78+EPiRSkYilVGBCGRgFzHV7/6dZ1v3/594Z57jqjSNS8+A44seTgSka8RMYjzBucPDiMGCJwzIM5+Y2Z1ehmrTVnEOJAAypdiiS6sNKxY/iWtraLR+vpyiR2g57SGqxRWYx7hZC1rVbCw2JuDQROHdNVxH/rcueqmrGVVsLZrOn36tKxG+o7VjHPaF/Rd5SYh4VMMhjlzZkp9k6gSABFrPMkWsaYlLcQJueEWpxdRcMUB/K2oEXKuZB6C3mIFwQTMuxA5aoGyCga41QxgtTpePqpP+afbnp6W8mItV+EMW38rr7iBFkFOssDtXVhe6ihPN5QWwA+I4u8gCyJ/8xmTOoDcsYmmr+45YTbtb57jYD8dDe1Tswlk1QDTk1q1WyUDXIoKbyqQ5Oo1ivgW7XOcmdVw83oxbN+xGYYGSR1LGS/8G/ghauHypVY3ajMGEGXxP2mn2+5Qp18qaLRjjpLFpYUQhc8eQm8A3rZrGzYjABA/e+6c9PkySmxFQj9nMS/5tvGxwbcLB96utgXQ/5X2gz/4g7v27N7f7/mMPVMYTaAbnO/jMyXatxdw79494cEHH9DLeiJGiAGgxx95MJx+7Ux42Swqyif9+I//mLK/Pfnk18MrJ14NH/ne7wkP2fdmZmfD7/7u72tQUoMQUP3yl59UWDYOxUfe97Cs0C/O/JEGAZUwDh0+YOO1E55+5hkNdBQM+/btFZCtxXp0hPjyjwCYdozAw9MPUGNNArJp0mAQzcc8vQAIn6EeWIxJ8F1lsiS+lp8pPBpefGrqjpxHOKo2zVKkjJeHbrujknqBRJIx2AA2z/5GOafr4dSpUy7Na/Rp2/z8rDL6uWysnvc1IOxgD/ft1EqITiz6yMOFm+LeB0rOX3fEw8bCA/Wq8n34VldVFJSdrhGrxPjkW5R21zMTtmMFmUKnIGCrVbymIM+AV6JWrul3CvCisOF7WM7Kg1wrxyRM9DFJq4rWH21pywcGbdJGmbIiMzT0DyDdK4b5DgBs/VMjR3NBiavGx2xFVsvCnalaqJQ27O9VyTWvX2+EXTvX7VioXgw4L2+GgwdIKlWyVUAt3LzRtEkbkKzb731y+t13H/TLUPjjuaVwcH+wybZixx4LN65fC3t2Fe14A/Zs+8LU7ZthfKQZxrYNhrWV/jBrE+bQIKuz4Uj1xTqKlLQqxDiBdismTcqieqkVlT1rcoZPEdwUm2u4C3oGe/bt0TuLYzPlByfhP08Jix3jhYyL77W2BdD/lXb06LGfL2SlGEzhocZZtKRZVqIBxkJKxU4feeS4FBsbZgGcMiuUbcjb4KWfe/Y58XtH9xwxUHPHHjwo38UaJUyYJf6KXsIMa0GASFJz52gduHCeKJgiptycn5uVBA8AKym3w5xUErzsKdgC5xBUBNSD157LotzunKx+Gkv8UydP5g7CUhG97HR46qk72katQa4RcCWqDsvVE+S09DnX7pYp1u5QcGWA8+CFoqeVVJJ4pZEsCSQTyFHDcdu2EU1/CimW9dWxfhlxHlxZ1hZEZQwN9Uvn7dx1FvNVlwOQmzTB8LfQTIAktEAh1t9TkqKyKxS01K87j7621tT1VatYlQX93ehvx8ko6Jr7G1jVRbNIg61i0K539Fm7g4XJRFEOU5utsH2bWezW5/ZI7F6oJ8l1lcKtW50wPGz7DpVtac91B1udeKXsc2fp24JNoiSAqobLzdVwYD/KlIY9u0641ZwJ+/b0h/7B0TA9edOsTaqm9Nv1j4Yrl6/a5EJ2wHHrX655nshXW0mM2KoAp+6SXfuQ7TsSrjYpMYUCZNCue8Cs7OnQ6KvKsi4WGlIOYX2XSlXr4xRkUrcbqIS19bb459VVr9A+O7sYYtq6PNAlJUlKleoVC8hKQcV8l8Ps3Jz09V1nu0+SRFsR+n7y5Bl38kaah4mJklk4EG16zXO2vJfaFkD/V9rY2PiPQBuklumlcUuhZUveGVkUo54Pwl5SvPPIg3D4KVGMss0Fs1xuiPPEQgVwSAsq6draqsCEIA5CvnESKSG9fUcWsS2zSZrDiw8I/87v/K6W2IA4qouz9r1z587Genkt0QCnTr2mAdCKlgvHO336tRgYERTFqMosVxZyx1dRCfoX9c8Btqx7Ula+O3LyAAAgAElEQVS9EGKCe6dxCKzBCi0O9IkSoBhoiYKg5UaUw9XyfNmNqmtnAXAfbKxENuPvBXcmhU7sv476FPUEg1w0AoPTurvYpIgAKTDtepX+0oC24ol3VlZIaMRSm/BnHFU2mfXD2eJI3LBnWNI1LswDCjwjLHr23Qyjo21lCJyYIO912yaEepidaWoi3Lmj4OB5btYm1GLYsb1sz7UTZprrYfcOog77wpWrhN+3DDwHA1HVM9N2vtGSnJQekYhiw1YO61ApCwaUNfGxt27O2Oqlo9UH1uja+sWwwwC3v4EDEP/GjK0kRgwsh+2al3X9tfqAXWtDkYX9jX7v76ymTIohDNjEYauOuVVNQmtrVD5BnbMWNs0Cn5gg6f60Wdtzdm2tcP7covwn0zOL9m7AAS/a6ms2TM8u2eSL03jWJh9kjl5irVCYsWv0/r11G2CeNUt4IVJ9brSEdkqDEOmOmBIgC6kc3HpM27r0TeOM75G7hpqHUEuifLLo78kKkQrKROW819oWQP8J7Ud/9Efrhw4ePeCOD+eeaUmNsLg4H/PxutqB37/whd+S/nddVSjcWff5z/+WeFCsZ6zeixcvhwsXL+b5b7GgoTnUogIC64+wbzc0/NxY8cuRj5UjUWG6XpeQChYCVCWr6cj6leSuUlGYuYIjzEolA1tzY9Pla4N9smiVN6OvbstzjyDrH0j1/TZUHomJhtzOg4N9noWO4rN9bgEvLZE8HqUGVhTXXrLjohDxxDdeD5TvZKpOXSplYXEpC8NmCJWrHQNNz+kwONgKK7bsX91oGkhmcnheubJkFmXDJrAsTN5etSV/wQZxJSwbIE1N2mfb0BdnUseMjriT9vq1hcD8uWNbIywtNsNUWDeAbmhSmp+5bfdWCqPDfbbCWQvNUtN+Hxafenti2fbpiNe9c3tK8j9AsFJpGMBNKVikXh9SsiK43FoN65O8zIt2X1iglCOb89qDZfJ1NAxkVkNfmT4bNHBrBoo9hIw83SEsLK6H8THC0kE1qrCvmlXcFxYWpsLcLA7KjXDuDJbmfJiZXbNn0QqLC9cM5K+GqZl16zdogKvqW6zk3/vDeU12+BKL9v6dv+A0QpuUtfg9zrSCF5JwqeHVm6tyKDJnr16PuVI0QWbh+q11GQHiy+0Y681MzlEAmNXYZosJcs317iGlFg1KsN+J+gomaNXuDB6w4iHt6zJcNpsbrxtpHa1qUD5xHAwNSTr5nl1DreAcNJPAeYoGv8faFkD/Ce2+++77aSbyVGMuV3Eod0AIE7dvKwyWvM6lgqd/xDItllzHSmDIsFkFt2/dkqU0bMvRuZmZUK75d2ampxQk4JnjVlXNA6uYwqrDIwPiMhfs9527hwR+C7MrYc++Qe2ztLgWtu+oyskzcWsxHD42aNdVDteuLoRDhwYV6Xf2zGy49/5R+70YLp5bsOM0DEyK4fpVIhTrZtmVw41ry7Jy9uw1cLtOBfFa2L4d7fOGAV85HDzUMHBEg10N+w/0hZXlzXDpYjMcu9crkLz04lS4/769BtalcPb0ZNi3dyCMjtXDDbPUuK/dewfD0sJKuL66GPbsGVEtvPW1lTA2PqDJan52IjTMEocPn5m6EYaGG2FsZNQrknQWzMIdFIjc2lwOI7uGJXFbWp5Vv9fNosSKA4DKJbLIFXV9ff21sLxEZjYD66xi52iFuTY5UBbsuQ3ZPgu2GllVFZFz5+YMSNphYWnDJg5UBRN278vKTDc9NQEJaqBpVmgrC5cuLYW1DV/Kz8zeUuTcxqZXrT5//qwBeVvP5stfvhFzq3ikaat5x61Mu87JZyYFhigYJmeaHkUaqYFTZ+dj7hTnu+ds8mOp79Gr9vyXXVfeshVCZ50VSi3K2pqieDARNktUqiHHt4dWr663g71G1tdeNWVyumkrPqgct7LXVtv2Lngx3JVlqJf1cGC/K4vmF1BxLIRduwqadOZmoPpW7J2w93KxHM6d6tizbMWsgyk+JYaht1MkoefYYIJXmTWznts9sQSpiSLMskhZOS0GqGcluztWeMGjcM+cOxc++clPFn7pl37pPSO12wLoP6GNjW37WyTZz7XPhSzX4gKsBIEghUJrS0g2DrAjR/q0FF2cr4eDhykWWw5XBraHA/ZSr9tSc3l5V9i9B2uzHGYm9xrQVc2K6kgfu/+gWVbzNjBnBsKBgz74F+b3hr0HWmHi5poB9FC49wHCvs0yvFMO9z0wGCbvrBlQlMLxBwcM/Fq2Tyfcc0+/CgfcuNoJRw73ib+7dG4qHD64Q7zuxI1lA8t+OZFuGpCO7xgyYCahU9DPAbMI52Y3xMeSFvPGxrx0v5VyLSxsbuieaxXX1gKU1aqni1wykNt/cFAAwzIdi7bdLJr1bKBiVti6gcH83JrSo86YFdhprRiQMvFthLWVqTA1tQg7bYB60wAauVo7vHZqQsqENQOCCxdnDAjuhPVNt9RmZ66EjaaDy8sv3/CltYHB/BK5lBd8JWGfzV+ad047q4fZuZa4dDhhKJa1Wbcc2+2C/i3DbWckTGpqNQLlAh1D3zbzArgFXZtrh7M8UT3n7rRacRIPmH+2arHz1MuybFudllnlDLeKKBZWBK5/LhpwNaWcoD8XFuHPN8LgEBZsxaxOW63UoE7g9Bs2kS6Eo8cIFcdv0B+uXp0J990Lz16xCZq0q8th186S3XsjXLq8GnZs7+iZlstD4Q+/eD4cOzwYRkZq4fpNm2hs0jpqkzCqktsT1s/Lk+HQwaq9G6PhwgXr28JiOLBvyJ5xf7iSoY9eDdu3VeV/YGJKgBxFdk5rxOCUlMAJB1+r6dkIWb2FbwHQZVW38YRbiSJxp7z3bzkWMHj4+MPIH3fZBze+KyDwDmhbAP0tmg2ywn/6f//zAyQvSpRGpejZxRhU6xur8kaXlGdi2YDGLM8dpfCX/zLZx4phcqIRHn+iZsCShbXFdvjghwbDxfPL9qJWwwMPNcKtW/aC28t+9Gg9nHhxPoxvo+pI1azNZbO2O7Jwp6dsQO82S3cwC7eubto+A/ZZJZCXmqTpWKDLS4uyMs1ust/XFXXWNHCcnlrVS89yen2tKefOyioOHlsq2/J6cWHT9m+G6UkCH0YN0FBuUGaJ7UthcgpHZUH8651JoiVLNimsmPW6KnB78cXrYXO9ZQDZCU8/dVnOJZbhL790JaYWzcLExJI49CyGSz//wmUN6P+fvfcKtiw76zzX3uece6436X3e9K5Mls9SlZCEJBAomoluGGBmIoamY2aa6eBhCGKCB4KYIHijh+C5H3qAoaEF3UgImfI+qyq9z6z03l/v3Tlnz/r9v7X2OTeroF8kTYl7dymVN8/dZ5u19/qvz/y//0dhzuDQYGix5UEyhFlK5U6/gNWCalpR4j0zcyZZWfAWoNrtuZJizWT3gYRywXr+FUsFF7vKmChRSSDqDyFvgrkO6DeTBCyRPKSoxun31UoqUaG2NsCg5IZHZj2AJaFStKRxWrqUf9M4dlpsifa2kv9ekx+bCbdqdUkW69Vr/ueVSKYCVYRKxt2qVamew/17xMpH3IYNhBwoLhrxQJjIkxoeST3IDvnFtFkx5vPnp1xrS+LWr+/wY9Dpzp3rd0t6mty6tUvdw/6aXzTHvZfR7s/Z4e7c9QtmU+q6upb6++70HtE9US67upY7up+XSw/kNbW1dvh76/Tjctn/7D2sJn9sN6akcrHY7X9u9e/NRChO6vH/XuIt6vt+/2b/bGk20eymJuhejoJdpzcc+i2EkYQmBgo+J7lWt0LShNvE145hwVqe0/jUfEus2pOwGguhLZr8TRjFiqpgh0Cn7N206Qv+K//lJ4ME//9viwD9GZt3ofYdOHi4gMtlTUETJS9i1wgrfa7KspCL53/f1Vl27R1tbvJBu2hvuKBjIzU/SZq99VjwoOhByLtsI0M1b63MeitqzluwM65/YNYfe9K/oOhrTNi7XptzA4MwEABjby54q7etveIBAWbFlLdEvIs8MOVdUoot2t2DhyNu0h8PGeLRsTkda3YWhbWbskAB5nfevq57wWseGLyWWzlDJ6wDN5zbPg9AsesFycuHfVMCKirbIpUtTav++MajFb2wagp6RVXEectNTWyNLYHQEOBNksu0FZwsPxY25jXhhXJLIQgjYekx+ngaVSULm8poY6RypYkfk6DtH6B6ryit5NGRitz11raSFqHRkTkPpiWFh65cGXRr17QquTk6WvXeRsX1eusQQL5124PnarRTmtzgQEXJtHXr0PVo8m7/jP8eTAcW0kl/2xW3Zg1Jyk6/77hbvgwLtN0/z5p7+HDILVsC26bVW88johJ2dnT78WFsJv0xuj2Qdrqbs/dUkdjastSPRYcfizG/UHX7a1viz23hoHKTB9lCm39G3jPr6RRwOtfiLUtvCJTo59fuJsb8vigUVmHTtIhJQQBgaqLJL5az/nlTmVnwi0PFv1OjfkGhQQACTKPecBjz3sycu3lryhXTWQ/u1vD33NlB/f7BQ+t4c+pkv5KGd+4M+cWFhQUd9MS/GxOWiD3e79/T+1qQoyiSAbCFZiQKFtpWMVkA32qtGtT/Pm09x42kcN7JRioeVVW9ZhVj9PD+vfLK6+5//3f/9im3CNALe/OgtKEammrGytLYbw6QmITt4D+mi7QKG/zLc+f2mPv+d7EmiNVNufMX+gQ6AMf5SwPeja06ui4dOEg1GBZB4s6eQxfB1M2kzYtb7IHx9OmqgLXUVFacUs5ueTIXvhcV7VoofinO5GXVWI8Dg5PhZ29Bz2RKHkls3T/qzCNnU4u3l1rKuWxCZ6f3DKqJJhV0rUQAWRFzgTk2O0PisKAE3+Q4nZ5hSZQ8CEy7pcvbPAh562fCeYur4i3/khKEBngtAuZbNybc8uVlJRb7Hk75/YveImxTYmzUW/KrV3YK0G/fGnMrV7aqDdXVK33eCizLOxj1oDPigXjlimaFgh4+GHY9S1rVnWZqcsAf19t7S9rcyPCMrLyuzjbpbVQrfQJnLEYkRImTIzZFU5xKZciPwTL/7y5xt8kbtLYulWeRJmMeVJcIWGemb6gisaVlhT9eSVZ8e/syD6btrn922F93kyiFM9Mk3FKB6PR0s4B82oP08GDmhpMJf99jfjzLWoDR/xn3i+j1a+MebGfd/QcjGvuzp5EGGPCLwrAfyxaNB6/ewAA9KafcxYsDfgGa0sJIOIh49/DwuBbJoZFbStpNTfoFv7/o7t6bUsiAUvSBwWa9F6jgTXkv6pJ/F0m6TYYu7sN+fFmQiREDpMPD1hyXAhhjD1mhDdatLdY17wFNBN1mW+Qt3lzLE9yKjEO/lJhSaCEW9Kc/awOcyb3QvCDvOuuMdaMwdggvWXu1iU0/zrn/edsWAfozNg9oq3kZItWHpEXkeUoHAqH2JFOFGqWw097CHPIu9PGTCOJMeDe4xfXVTF4RtsPEVEUZ9NY2yq/RSci8pdWCGSqaVluHxXEBuSXLyt7qRlGu5pYtZ9K3iQXR3VOU9jE1JN09BfXSGxqoujVrS7I2Hz6AJlb01l2brKInnlrmwT5x165OegBrcUuXOXfl0owHVXjXBVnxhGC2betx/X00QZ3z7mOP6GeXLgy5nbtWiy0A2G7ynyP0f+1qnwdbknqdru/+DQ+abYpT37je7wGopPJvEphjHoCW9HSpwdTc3LC/11ZV7Q0PzqnqkATf8LC1sWpubgsKbVNKRmFxYzU3NbWIm1tRyTwdsjtDFV/ix6dH8dlqdUiufZJ1+DFCzMqDSdIhEIFuV5ntcCOzNI6dEmgTThgfm1ToZ2AAmuSgtxzH5VJfvTrir2lMsf+zZxDp6RM4UkU4OGDex+TUrDt86LqohpyP5/tW32kXG8AcOXJDq55aWHlvgngxiyf74dnc9wuUmBEeLGdgXBQqiq9jdVaqRS2IqNON+IWihGuA+FOlJsuYd41rq3oLf6YJb6Km0EytNqe/JbwfNFGwbu3nmsSUFCsOYQNYLxbnNcAkVJFT4/AUa5Vc3ZB7su7f9TZktZDEw7usVKuBCl0X5zeNJAtVwRSJ1bSRBfVZm8A/tDSD4tjIk67/nYoJtW3rtl//i7/4f7f8xm/8z8//GCHgc7MtAvRnbP5lXQ1FbW42CgUVcj0MlSAP0t2kaHq3FaMwfekrS9QJ+erlmnv+hR6Vt544Muz2vdwj3u71K3PuqWfblM0//OGY++JXcGP959dqbmNvqoTZJ2em3PMv9gi033lz0H3166sFLjdvzLrH9y4RCpw6Pux2716qBNmtdMLt2L7Ef1x0M1PD3jWnIAFrcMStWtEpkLrsXV0oXZ2dZTc2ctXteWydaHHXxu94sDYrEmoaYQG//Og7XHu5CXAkrt3qLb0OWViVSkHJtumpVMmtuemim/DgNDZacZ1+YRgbIxE4549DojGT+hnqkRMT3vLy7vXkpJPY/9zstAdDunEQVpmR9Ud9zu3b47L8IHE8fIga4IxkNkn2DQ/3h2RT6s59ckc/z3pw6e+DMnYvZ9ncf3DB6GR+cI8dv55rQpRKFXfr9oAWGizGq9cGAhAAHN47mJ7UvQMso+MhLFNqkYfjl0C53RKZqhbEiCgqhGNSniaYb41VDcQMdKOAfhobqeaJMDyTihKkskSRLh0dF6gCjozBVBCtigYCvQ9j9V7ikvxnABqNFvjn5VBmznfnZqJ0a4vaWwG4KPiZznQmtcT2zjaNBYVJ8OzZ0Dmh3B92DCp8iDVxvVAQN2/pVcHUgY8Pq1uQydGal8nCajRRp+SpLGmKhsrFvKWVFXvFJln1jbETNTXMMbzLz5iVfhxmJfG6bt267h/LxP8cbosA/Rnb7dt3l/GCztRm5ulv8GIPDParWo9edvjmuGWbervds8+WvFXU4RLv6m7f0eWtr6p32TvcqtXeHe6ruO5u0zkeHKz6yURool2xUT9VlcCBzlVo4sXsUXwzSaY8OPR4wOMzD5yVHjcwNOmtQP+NSpe7daPPg1W76+trVjul/n7Uy6r+erwrPJq5o0eHxFjo76+6kycHFUboH5hzBw/cDRKjY25JX+LOnu1TBRq0uYsXBqyRqwexvr5LoQFowY/HhNxVi1/3iXM9O5u402f7BVqzM1U3MjbqbrrRIEHqvYaJEUvCe0C/fn04CLtXRd3KgrAOcUZoc6Jp+fGF5y1aWYIcqI094E1FnrXXgpnRbBYrGtwlswSZ93W1POeC+qasTLaohWKx71puPaYFs+piK6tIAUvQh6hYsoqFgD80HiirAWumOLU1OPXPtLlZ2tpDQ9aMFc45Yk/L1yyTlUmXkrmgJd27cZ1r7+iQ6hw8d3AKrjlStGrXNTRsAll+33Vr11h3dX/8a1dvqPkAz23Pnp1u69YtGvdjx076heaGFo/H/Oe9veslI/ruu/ulu0LV6OOP7ZIWOc/kO9/5vjrJEHbYvHmDe+aZvRqoN954RypzJGaXL1/ivv61L8tjeOONt91NP/5qROs9pV07t3mA7nAnT5w2Wl1m1Sj2DJIwhvV5RMFJd0t3aCqchFL6T29Gq8wkpIVE79j43Gfux7sJe6q5ufzej2Ca/1RsiwD9GVtPT/eywYHR3C1LgtsKYCERisoXFYTW1Ruxm8R9cq7V/25CycFjR6ZEJRseqbiDH5XckAebqcmKGx5LPDBOuOlJuLfITZoFde7cmON8TIqLFwZlAeKK3rw9bg1I/SQ4491uXDzKbK/fGJHVgft49pOmUFpbcTdvxWvO3NBwRQBE+GByOhXdrpqhvDYjZkHRW8bEmnGd0a4QS4K2UJll5KtZQQkorKFqLQ3WUk3gCKADorKU0iZ//zMWj5QFZa7xzKxpl2TqqjEn65I/lWot70hjfQ4pFTRdE8qtY/8667IylYeVYBjwN6EnNlmBncbHxjKM0qXoMBOfBtjve+uPZwS7hXZagDxqe1RxEmtHy6Szs10i+zf9xK95AIAy2du7UaB0+sw5dZph7HZ4oOMYaI0gqM9igy4KeilUkNKotRrCBHRA4XOq8C4EqibjjN4xXdvPnv1EXVOgtzW3mvhUb2+v1PMQSqL4CYbF2jWr9T3onlH2FQsXvRXCCfCSqyHMQAiJziR8HhsG8CwQwWppadU7FcfT1P5sweP9YOyKRQuxlMJ4zsqKn9ZCoOpWfxI+JwxExWlsdCDPJan3IExiZ2+0amgMEZpAsDgWC0UXZaMf3ejxSGs0xmRkdPgz5yXfpcnE6Ojoaz/ySf853RYB+jM2D4I9EtdpeJNkSZNAm5qUZcoEsJ5wNQ+kI65/cFoxUpKG5y+WVTGFFXbzpnUw4Vg3/M+IoDMR+ganlPywir8pPzGnrXR5ylz1udmqS4tVJd14o+dKmaxZb0cIGAViQWjGPEazUF2o7BLgpVaajqJZDNMIMCvmfltz0URuqzUHndIEZ/K2tZo+MyDDflhyaClzjKGhQYEsHGRAEilQmC2ABd+lSIf7QjgetovU+vzEwqLjs0plRt8FUJiUiETduzcuF53j8X21bPrkE30HIETZD8A5fPio6S/7ffkMa/XIkWOhI3WTSqnXr1/rbty4Kcog2s8IMOG2cywaGzBe5eYmFQetW7dGEqIAJqEd7pOONNwzwj2SiC2V9Fy5B5q9jk9OCPRZZPCKVOgxaZrPBcXVywJM1Plm1ZarWepyfMb4s+hikbug+hcXGSxrrlXhEjRUBga0IErlj/DKnHWhoQsLAIqoFddB2IKF5CQCXX6RQQWwKMqltf1CrpXnShiDWHzFv1sXL17x7+ZtnUtNigsmCNbvj/PqK28ovoyGixZVf8yhwWH30UcH9TmNjxu1+Y214eZFL7KgcMd4qhrWP7NSsa7u+OiGRsfq1es0npaQ/zQtj3dv1cqVM7fv3D7xo53xn99tEaAf2f7gD/6v/8O/Vy/HDh5s1VCAYC73jDL7cFgBI1nW/sWeGKuEl7ymmGAETjLrUY6xWh23biZIX9L5uaXZJtikAWNrG5beUk34O3et5yAiMl0ehLAw0GRmVqDRbNrLDxUnBHi2bNkiUXqan46OILvZ7a217ToWwkgI1azzFtmmTb2mtnfqtCx2FODoVYhlHhXl+Ax9ZsrZ6VfIYsBnyJMyDvv335VFhHj+xo0b5HrTOZvxsO4iG9VwACBpCpzt5Yp3twk4k8Ti+nwflT0A2rp/JJILpZM3sqWAHq4/iUXOj1eBmh0tqwC1OJmxqo3ClQikGQ9JWTqz7JpDv0e1XZozzRKuiwVW8W8PzmXrIq3fofGNlQgwqcotc1Luu327olZSLaFNGAsvIQx1GBkZscayNWiUD93w0LC0txlXAHranwcA5c/DB316VwAg9MJfffUNMXUIkUiO1d/Ltes3Qhf2VLoZxJG5v08+ueiOnzil++I9o3yf9+mUt/atGXAmkSg/1Pr5k/PW+Ub9L+GlzxYErnf8+FrowShxhaJ9zkKBDnMEUVMNTKwLCiEoLGNEORRitiIVSyAao0OsjVrgREs9sCWfN+MTY/8ok2PAv8cANO9roRB1YBoBOtE43rx188/+8A//8PKPfOJ/TrdFgH5kK5dLK0ngRIpd7BASXUOKQ2KsEnBYuWKF27ptq6rtPv7wgABsz2O73e49u2TBvfbqm3pJ/9Uv/0s/aZrdRx9+7E6fOus2btjgvvyVL2oCv/baG8q27937pOKCgMtf/af/7Aoe2L785S/Kgjxx4oS7dfOWd5NNA5q+c2+99baAHbrfE/4zLEImNVYO2s47d+7QhKBxLBQ9LEMAFS1l3GAmPZYh+6J0ByACEOgs43ajdw2AQZHDjce6RRMEi629vRjEfsoCSDLx/Gw9/Gqa6HNBfySGLQAxLDbrvGLho/7+QYFhbArLdxDeZ/GJXV2wOJFcjdrQgCsAaXFZS6hh3QLSCP4TpyQU0RIanWKJvvPu+4oFAzSEQKD4IeWqVkwz1kUFgMWaPnrkeOit7nSP/PTO2/vzWHWbdDpKYoScenBWrnwS+hryQ5+/J8a7GjSf1d2mYhZ59HLYeHbV6rQSilVZ30Up97Fxz6YdXhTdMr5zWNm5ap9fJGmvNZ/ClihEUgnHadSQIZwUaaMIXMXfscCoGCSr5eqMon3CDKll4d5Cm63QgEANBJgTLvQidMFqDhKs0tWoVk1zu1bxi/8ZD/wP/1GAHhzqz8WWYkK+muMzvmJRi4Wfc59WW/pnvC0C9CObtyoqSG+mqbXzaWxxFcFIfeGK1oNwY+9Gt3nLZrfcg+PHHx3QPiRx+HPs6FEB2oqVK+RKV7y7SwyUSYIFTJk4TVWZuFgOqz1Q4vb391/SpF/e1a24JwsBbi6TB+EfLEgAkUmcSi/ZBNuj1Qf4IfhOeAIwjnrPzCssUwAwFRvAWlrRrw5B/hgGAfDoloLFXm5uDnzYYd3LZLCi2I+wBkAqDZIQNwbUWRBmQ8dnJh3fOXPmjMCe87EvC8SxY8cEkIwHQMj9oMankJBzsnwBT6zzCYUbrHs44ANw0ALM+goW8u+QXJybq4RrNIYFIEY7MgBIXk8EKS0eTYrRJkE7gjHo6rZQDiGFGDNlIYuLtOhpAQBLITYua71m/F3pF9PEQV2867QxzlfICuGeQZ9a/n02Op5wHzxTvAasXr46OlrJexQuXdJj3U0qVXGH1VUGze8Vy2S98u9796wzC6EWtMELUgCsaPHmvBx/x/Yd3vpuE+UPb0q62v7Ajz22S0YHLa+IiU+F8NgO72XxTt+9e9/1PXjgF7uZHKijFIIL4FoLyUNV4EIPDJ3Iu7uXSja28inBJKfFW41uA8vk0Y2mtPacqw8+9ct/xtsiQD+y3bp1p1Iqlj/FxeT/ieuqf5oHSkIT1UAPwjWdnBgPFKFMIQukQMm+C1D85KBLCSALiGKpEXI4fvykNKWhWDCxrl2zjifIkwJiABpdUVCtw4IEoMe8BX/o4GEBIBKmTARihXQHZ1LG9l18sMIAACAASURBVPVX/bFwY7nmLMiMEdMFYOI+qZ+sd+/cdXdu35WVA1AABFihkRsra8rfF2AdG8BKdtT/7t69+3njVVsATDM4jhmLRuTGJqE9FCBjSqym14GRm7vasCI8EKZqfjoX5FKtKzTWcKVSyfm8AtKuTh2/EkSFrDdgWccZn7CG0PyMV0A4BJC2Bcbps2YlSGtujE7nlSDy394RFrsJNzI7KjF6uNDLllp/RECEhYTzE3YhKclz6KPLdWZ0xTVrVgk0b/hxHB4c1v0u8Qvyhg1r9T3YF9Oht9+mTRvF2OCYp0+fUesrwHn37h3ykliEDh8+pveM5OMzzzypzivEjw8dPOLmspo6h7/00gsao6vXbipOTngBcakX9z2rRfaa/xzVRKx0qj5379khA+H6tVvqYcmzYaxhmmzs7XVXr9zI2RWELrj/1f56YKvMhecQu6fksedQQSiRqFqMQbeIpfPkk0/5863y937Uz4PBT8076xT+QPmSLC9WiZvxowmTtbSUb/1oZ/zne1sE6Ee2Sxcu7nriyb0NpacW3uCtGRkd0T7qDA1ly3924OOD7mP/h2ScdeGedt/5zneDi5zICrp3/777zrf/IReoZ18akV72VmoSGq/yB8COm0mMjnkr/Lh6DSYh5MKkuXDxsqyg+L1xDybIgCbWEET6F/BFATmAV2yOWmjJFKw1W4AyTV6up1Kdy7nEgKR0MqZncpeTEAcbFpWsNr/wxOQiljqWWYwLayEZsxAH3wVI2xRWGNM9mTXVpfGyBeGWrKOe0CeRSyOxhcaI9Ttcq/NduUIbq+k8pk3IBosOr0BNZnt65KmwuO3/8GNdR6v3LjZv3qh4Nz0Qicdj1a1etcL19m4QE4LEI0BPX8Pt27cp6UniEQ8BvWiYHs8+95S8CBYqQiWoF67fsMZt2tzrTp08o0WNcWwud4oKxzVcu35TVLOmlNxCt9u9a4fixXTMJqxRaim6tR7Mt/hjEOo5GhZALF9AHtoZcffYqZzQDB4VzIzr1Zt5nJfcA/F9vLAJVQC6vDmsaHD+XMTVY0dw/iakNjQ4osU9tiPjWIRQbnpjgFZo0TthARzzhgneHs+KezKp0fq8qecHE9Ena4Fa16JOOrN6Xhg0hM9GR4fcfAC2MAt9Js3zSqSlMn/L3IsvvsgP134kE/2nZFsE6Ee2devWPR81aRvjd2wkYQgLdLR3yo2dnZ7Jy1uTIP6DZdjcXNLbWwuJL0CmpblV1izsELO+esSfJT4KtYr4LhMSoMMCAtw2b94kYCNuSliikBTUiJVYM5n6+/cfCgieePIxJccIN9ABnF6Cxn0tuNseOKh87GhvUTsuJhIgRcgAC3b37p2aiPBysWQByR07tuu7WP3EpQFTgItJTMNbiiMA8W3btuierbmqNclds2aNQJp+hYxjS4sp/gGmWIh4BQAQIEjsm1gxoRNJsvrzrPHWJB4J1wcQAcywOjj3yZN2zFLoVg3okqTjuajRqd+X66e4ZTJ8n/vg2FjMhK7Yt9lbmiyyfGdkZEzWGyEfvs++PHtbnAyEIhNBnznrcq3WV4RgONfklKzXasW6qHM8gLJaNfaLKgXnqu7W7TuK4RakWZHpWT988FDJPhKl6t2IdrI/z/nzl5RkJVxhIZtU17p//0eqUrx3/54WFS6Q76JTwbU+eNBnRTJZJtD/3vde0ecsLtZwIVPC8r339+u9BqjT2K7K//nww4NifzBO/F0sWSeaEyfOaA88wGoI72BFp6HtleZIKMhhoZpzFRNjIumXWnEQ3cwLDVQ7WElYxmycg+eThGKXOoOjHuFevmw5HtCNHz8KfH62RYB+ZCsUS+tjnDFukcFx9+4d65FGoYZ/eTd4d/DpZ55xPd3dsqIBSPoLrvVWHK2qPvRWHIfZt+8FWXaA28ULlwVE3/iFrwtk/v47/yC2Bg1hifFhpdN5gvPv9Z/R2Rpgu3XzhmKlex7bKXrZBx/sl7VB4cPu3bv8MTvcW2+9qwUAK2vXrp0CCKxOJixAQRyRCWZAV5FlCCVtTB2sx/OFg4UCizpyb1k8+Bwa3oR6QBk1D8sYl5TJHGO+ABxAb4yCmgCcz0wdbjZPvLa3d2j/qeDScr/cX9SFcMFDKBatLRUsCjyCaN3zOxgdhBfiOfnT1zcgS139Dl2Wx9gBDhYDNZ/1+931C17/QL/YFlAiWUD57nvvfaDvUAZOzz+uFwudGD3hEeKpLGyANdxn4saMCYDPPd69d98D8W15OlQEQpsD+S76RfHsuXOBs16TtTs1NeNOnT6XezrUxhOCIMzR78+PpWqccbtfPkOHPCYri4G21t8/5M9332zXmnloWOpzfuEjWWssomhRuxCqGQgFO7XQe9JopYC6QmIhrlwNOhhTodHuXKUaGDNZlK3TYoPCoDoHJsaD5tqhMsZrv3vvrjt46GPveTbV51reiizSPuf8s+zSs87t8cQaMLPwkUT//g++3//jR4HPz7YI0A3bL/3SLz22ZvWGYrUaV3WLdUpbIbSFMpcRWbaiW7N6jduwYYOAjtVfmrVP7JG1eOjQYYH0unUbVJyAXoasD28ZrFpN9+z1shKwqnlRezf1uhUrl7u+/j5ZUOgsQzfDKh0bHZWFwQTDGmUCYRGxdXa0qQUVx4bnWkgMELHEHnoXfVpWvpOFjQVGB+8YtgAQsfQeqKDDeN1Meo5D0obJaeXtVbmfTHYmFJMFqxGrm5h8jEszyS9fNutcvQJLJYEyljiLBec3BkbNW2QnBWKAsVpeUcZ+6rS+G0MjfIe45KVLlwJN0Whv/J4QBOBeU6sxS+oRdz9Nv0QxLdp0TGL9AHTUjwBIAc57d+9rgYuVomq1JLZFVfcNpSsNehRUDkZ9DQSYVLXoQWlOAvsmG1rvzQfOJrIc0XeuVW1Byku/ndMiVAlJTUtCBwZIWucPA7B0Dc9ChWPengz5Vkq8UwNCzsd9tYR2UDFPwMYzYbzSQHOTLkg10gybdN7YLs2AEJpjW5D/nA7FP1VdmxZGwh1zsyH05+yeww+1igF6FkoJGUe49CRhoYj+/d//nY6/adPWPOnOs0CLZWxsWGPTUrailk1+LhDqeuKJx+X1sQi/9NJLhEFu/s3f/M1na5b+M90WAbph82v9/1gIhP1YkcdmSacxgXBMUhFbBswAJfoGAhrlwKulrdXVK9etgqtWURkt1WtqPpsU9OIDRrx4cypKKCrmevPmTWtES5GBBwxYDrzoxFkjMB07dlxFLcaNLSnb/tZb7+g6KCbgWNeuXRMlDysWC4+JAQi/8sqreYKwEJrekphs/IyGsydPWiycSYzlTexWCSNX1yUh5HLjxqwWFyYwVg6LwdjYXYEZ32XSAXZYtHGxYzOwtaw8QGrVhzbROR+cZFsYTG+CuGUu8BNahRFSaFG5vQuVa1YFR2GKOnUHEOA4VKe5SEXLbH9R/8T9DUngkAwjUZhWsjxJqjxCSG7CobbGtxbOglHDsRjnSF+jdBsPCx0XZAAqVQt7EHqJWi73vaelMnG/b/x8zO8Lw4frxgPq8l5WEhLA8JL5nLg0nHgwkOKSgcFB7UM4i0WKcSevwaLENW7csE5l5Iz14YNH9A6y2K5fv1FhLBbQjz46oPMyDMuXr3A/88V9kjE4dPioKh4Z/xWUf3/9K7q/V199092/e99CeLV6Kb2eYc3E+pk5zCHUA5PQWJZw1GN7nlB4JW4YMi+//GWpDWJxUwOwbu1at+/F5ydu3rzx7/07OevvadZ7a7MnT56Y9e/ct7761a/++ADgc7gtAnTDtnLVqp+NBQ+yajyASE4Hfq63tqamkfJsynWhz5w560HqhgCOCYnFRciCFxeLFiuIQgTig7FtFsdmEl2+dDVnV3C899/b72JpNMehvPjAx4fy+CCTif1OHD+l75n7X5SLjqsfC2vQYR4cGJbimmJ/oeRXABusxUKYXMaUSHMOcpxwFnMNsqYh2VQKkqjxPAI+7+pHFzZaRaVSKVcws/2SwI12LuoBG6OjpNJuo3fZBDdQNw5wZIcYYJdlLRNbTpyJ8GMxEptl0cuCahpgz/nYl0WBe+/u6gxd10NlY2a9B7u6uk2fRB3Px3W9JA6JW9O89NrVa7YQ+2unbBsmhyXPHugG4Imv9wA4J4bOJwpTMU5btvS6latX+gXyjvjuAGJzud09/sRuAS8xZcIrvBv8+7nnnpYleez4SbFpjBq31luPj8my3b//Y52T+yWpuWf3Tjfh78/CWRWxRbZt2eyBeKsYFte9cSAvxy8Sq1evcE96K3RgYMgdPHDIEsVZJkrozh3b9C6+//6HzugXqTqmw9QooWHux4BYM9RAvK/W1mbJsorznTrX2LoqZ2CrijWo5Pn33TrROy0e/+Jf/HdqHHDm7Jn8ezBmnn3mGXkN1qi45NauXeOf39j13/7t3/7DH9nE/ineFgG6cUuSXY3lpQLn2IfQ/4fFVm5qMY60ki3TAhK4mx1t7bKIKpJjNKlH/w/X4S2eVmkXT1ps1bEQrBR4EkbApScm3RVYEsQ+AVMlDf1+LAxMal76NWtXi2lAWIG4KMCDbgRKZpTKEp/ke2vWrNVEJxMPTYuJuHPndu0Pp5jvt3rrfueuHZoUhC/YD7dy/fr12o+FB5ADRIh5I5tq353Ud7Zt26ok51UPZBbzLXlw2iyQ5DPCIQDuhg0bo36CvASAeM2a1Yqtc++xUnHZsh5xdrnPo0dPaNHjWKu91bhi+TJv1Z9RDJzEHLFvwIoxeODvmetp8deOuBBFJIcPH7Hv+32Z8LBA2Pf8+Qs6JmNElSWA8uab77ipCetAQ9hp3bp1ihcD/DBcoM0BxIwn3HBcfyiWUN0AUkCR2HQWaH5w3uGz37l9L19kAFcSnYzvjRu3ZfXyTlGAZLRCawocjQIWJRZHFlCOzXGx4AkFoWUCY8eofuZ5zKmScVQWNdcn7RgJU035hea6G/SLOItWk2iPFXGfSR7PeoAnDFcOXcg5H8nJSN0sScqgqqrQs2fPa8Gg4q8Wa7uZBtUsLNyx1VWmZq+EARlnjAnuZ/26DbpHgLg+v2xhlW60s6QjMf6R4ZHbP7E5/znfFgE6bC+99FLL3ief6Zydqytpxbgf1VK8wLygXV0tcq/XeFfsqb17peJF+S7A+vzzzwp44AcfOXxMVvMXXnpRGhZwWbHAAKuvfe0rmnDvvbtfYLl7z263a/cOxZpff/0tV5vK3A4PqC/ue96dPn1WnFcm7LPPPi0QIzxCyTTA+Yz/DH4s2X1YAsSon356r5gkr73WJyuLDtVUHzLBYXDwWc+aboEswAp1DDDB0jGhoJLAtBJoUYAh43Dx4uVQ6m7UNyxGCkuI5QLGxMyxqklqKuRTLsu15bgAtOlllHVMxgEAYdGK5dwU6bBozSgskxrXubMzJBiNRkics020stY8riquswdBdYYmfhrKvKMFznMjZh71Q0x3ZFoWOUDHd7lX9oPnTKJMnoXYB4nodrAvoqfCc+V9IPRDvJ7riPH2SxevuCuXrynslQXbkjAUSWSATCwLBIXmamKgkLikndOdEDaAq43lff7CBYEVxyf5xnUe8u8QHGrOMxKuhXj7fipYQ5yZnEKxZJWW586d917euSDnac8Ii5Z3gMUKY2JiclwhDa7t+vVb7vo1I0mwP2E8zvHAX+P9+30CUp6P9R+s9+p0oeEDm+LzhLD8+Vtb2vIwE89peHhQNQFxizrTUT6VPywkfpEZ+olN/M/5tgjQYdu9e/evYjFgRUT3PCaQSORpoiQW2ujpWaLk4FpvcRW85XD69Gm5wrAwAGjEhLB8USp7/PE9evHGx94XaFF5uFaFCd5ln5nSpAF0iceNjY6oPJz9seawvClcgWXQ1tatfQDZyQmr5sNCAay4ZixgElFY7FhsAD/hD17+dm+pAVTIpMqK8cdAwwGAxb1nYhvFrF0WDtY4VpkJ/5jAD59FJgCWGxOYKkVVrKnE2zwCPgMQTIOBEEJ/oATeD/Sqmj5jP2KrxhSoSlPEStAndT1YlvzNAsXfHIP7ZQxZPEhQcs8qBIKVceeeXwBvavEBSKkGhGoHkwZ3fTaULROT57unTp0x+htslu5OXQfhBPZVIi2IBFGwsv+Dj/WzNRawQhiKkM7PXjB5VntbFELA+ibcJbaPaG01Pa9L0huxEAN5At4wcgYUuGSBzyeGiT+GKiSrlUBFS8SMSLOCEsOzIYabaydnVi7PD6IA6n3FyMgk28k1J0GsKArjs7hYZaVJwxrn36pKlQCXx+hyBkdeTVszamAWLGhZz0mQbk2S0KE8NWvaZXp/tYj443/40X539cplt2rV2nzORTZIXfcmUSilf6D62XJ2C3BbBOiwFZLCL80EsZnISmAzKyFV4QWTlp/hnWJ5uow+gQNiJRSbzCqDMUBSr0TczlsQgBETiwlB0pAXkhAALqTEeLzrTMINcMYqhpsLt/YGHFjvlhN/bG/r0Et84MChIMZjoQyO8e6772nSomamhN7lq/oeFhehFwCF6/3Od/5eCRomKe48CcIrfsJUQmsvABXLnKKNGIsGJE+d5LPDuXYGnwGiP/zhKwJWK05p91b/lCrSIuNFXb39cbDgotgU52BS4hEYQyDL484sJjERGbUg1EQ0cG65XwOkTCAMGLLIxGRgNTAoVLCydGnOWOBzzoE+BXAQQ1j8m9ssZTXjGWfGzS01Nbty4PXWagbK8biRpsame/fgRtJXzIvA/FHcv2wWo3Q3XBKSyiXpVM9V6qXfui7/LABC7l3dslPT0ignVpJeLxYCwMuqlLTPp8NxEoVO1KlF5f/Txk9WArY1V6ODDkm3lJKf8i3+c5KpALIxcyynATfdrifTghqvEy8IphBsliG/eMSK2SQAeaz41HwJuRYWYo7FPq++9qr3ID5w27ft0OIUt5iDid9ViIcGCJXaogUdtkWA9tvv/d7v/WJLS9svTgeXubE9T2wBDwe6tbVdustYN4cOHnInjp/Qz5ZjSd1/+dtv66XThIfC5F3tv/jz/5QzApjgRzzYQcFLAgEfi/Xtt97NX9bYTxCX2BJvxpmdnU0l4mNWfaJ9sIQePLiv7zEh8QCwQgcHE1lSLlgv/JmenMoTceIpB9B0YikUXKQWAgCR3RCLD3CBrVt2vXVRpLHF5GAsC48JQ7bI5oiLXRzPCHbxHPE4Zq3XGRSNAG7CPeYS6/vO5SAfE5l2b5WcKcAYtImDneZApMKV9nYLJyhsMSZgYOw6O9oVD0eSFLlX9u9Z0q37AoApDIrnJzZOwcnI6JgWR64BfZWlS3uUnKQ0H60M1P+pNsSr4bvE3AFRqhl3wqRoKup9ic+W8yFyBSMFr4JF04lhsUx5BJ777dt33cnwOYVAX/7SS1qIL3vPglg91Dju5cUXn3PLV6x0n5w7706cPKWwSkdXh9v3/LPKA1zwi/m776B9n8lyfenF513vpo3eYHjo/uqvv6Vz8f698PzTbuPG9e6GX1gvnD+fCyiZAZzlnOnIsKm3h2vS37du33RPPrnXPfvM8+7Onfvz3oXGegPORQhkZm5m0YIO2yJAa0v/zfjEpFEXXB004galjYkMbSjS73D5Y5yzw1u4xVJgSgQZNAC4iqNXNaCog36qiW2uYAylpNYle95nUdA+iXMgZ3I08lyZ6ErMVI1qVkZ7GCuoYtrBuPGEOBBOp/zbLOZM8V6y81wzQC/Lc8mSnDHB/cUqPixfwgYxBkusGTDFq4gMCNuvWTS0h8FtJ/bc1dWhn2ESmJ6ElXOz4QGYKDyMg5X6mwIKFhlCOSQoiVVzDpJ8GmsPuGvXrtbPStpNTWlckELFaqek+ey5T/QZVY0UCDHx0TKWEp3fB6CjbJpwBB4OZfudS9rd008/oWfxwx++Js1s7gsdafQyANzr127KuiWpu3vPdrekZ4lyC8iLcj3cA4VEHONukPPkGW3fvtmtWb3aDft3CBaOLWZNbucuKyu/ffueNFeIhROf37VrW0h2HpN3xL3ARtnlrxvNapJ+1UDPpOQcuVj4xgC3LWKpkpob1q/13sRyd+GTi4oJZzVr27Vs+RL/+RJXPX/RBKFSW7hJiHJ+EpkStUqt4zrPlVxAKXSkSZI65zuJi2xgP2XhXSTkFxfhr3316wr98e7fvnMvn1fmZdRCR524eCuJOPVjmug/ddsiQDsXyns9YPT15xZhLEdlu379ah7zA0SXLFnqtmzepJfwyuUr0snFeqLkenhkxJ0+eVrVVSQISeAR8uAzQOzJvU8KBC9evCi+9O5dO932Hdt0zvff/0DCPbt27XKPPbZbwujIk2KJvPzFLwiYADW4q1jzzz/3tDqAwK44ePCorvlnv/ozAkbCIZQKc28vv/yiQOWNN97y4DflVi1d4S2ax0UVgyqIbCccVCY690GYA+AEsLds3eyW+r8PHDgoIMdthr6FBcY5YGJgTfM9ro8EKckzwJLkKOBGgg6AY2z5fNOmTVI0I6RDvJTPYI+0tbcquQbopmmbwIJYPFYn52Y/wikkR6HaEZ8mLAAYoSu9dOkyfRaF+imJX7NmpQft0VDt1ywg4r5goKhIA71mdfVu0efE6KFIEo4yzepujR3sBsT3Fbpqa1FjAPjahGEUm/X/mfhTm8ISfM7GAsvn6nHpwXBqekpAxx/AiP6G6iEYkqosTLyLhCVYUK0YJRQCAbJuzk1K/7qq5Bz74zGks5a4LAYhK8CREDKLG4UiPLe4mHHsUX+PI9IN79Tvo7AVgv2E5GAlpcWi+Pice2BwyPIcgRtuQF1QvNkomlZZSFMLdWYJdQJs27dt1/1xfWlD26tYQRqNkiyIJPljT/8k5//neVsEaCex8Nrg4PA8LnDk5jJpSEp1d3Wb0JD/7MknnpBOBtSzW7dvqcPGvi+84J5//hn3xutvCnRgObyw73nvTqP38J7ikdu9S0tJN274kSOHlUgEAEkkfvLJecVhmQx7HtvjtnqwvIw40NSk6/VuKkCFuhkFKDQQXeutQxKOuLIAJYlMAGq1/7zZgwgWHPcCCMPswHJSpaEobct0fUyO4eGRnMGBzgcTySomM1m6SE9yvXzGdwE4a61kLZCwrrEGAQA2UfiQyiwUBHLE52FGWGeVplDiPCXL1bpHm5VGQg+2BJM4cq6xQCmxhkoXFfQADAn2+GueDRWH7IvrDB3x6tWrWpSY8sTv+S4trWalAdIiYDp40GL5LBqEBkiIco1YztNqjmtJQsDxyJHjov1RzAHtDhQBqL73Dz/UeYnvCww9uMHmOXr0uGLfjENRWtBV9/rrb+eUOdALS3nMg+K3v/3dUBY/Iz4z2+XLV/W+AXgT/r0CyLEyL1y85K75BY37BnSX+mcooSq/oPzZ//OXCquwuJu8qROj58/+/C+tua7yDk0S1b9964777j+8ovEAmFetWq374jm98eY7Op6SqZR2F0R4dt/61n/VMVXQpPJuC+nhHtZig9g0uHmZVXy2hWYKMSw1qzqCqZwLrxmWWcl6mlgIzKh6WpAWLeiwLQK0386cPfPMurXr84RZTAapBHjONIz37n1ckwApUdx2LDiYBSq9TU2nlwQK1gdWHgUPE9JCGFaHE1gFgN7AgDEYALtWgfeod7UvuRveCuZ7smI8eAG4iCatWGG6GCQWVWmoRGKb1MWOHj2m60QDBOuQ3n/7P/jQukDLiuwUgLz99juy3miT1N5hSUmqCqXJQFsjf59Y4Xfu3BaQMNFxnQFHLFpAETYD/GPCFG+9+bbAkcUDN5+kIWwJJiFgjntORgymxOzsdBBIahZgUwp+6tQpo8wlaRAxmnYf7P8oD78o5uuvDaDiu9XATmGiA47GpzZ6VipxoiktcJJSrQRlNodwUL8Ai+Mv8wsNbBNyBlRVKmnXZDFWnjkaKGIz0AKs1aRJU3GRKwJcRPOx6IlFo69xyz+LTrn9TdapxP/HYhdj+QBxJVwL0puEI0phccMCh9nBuDYrIZqEf1dy5bq8Eatz6thT1OJWVmISyxSvgQUHIEVwaZm38nknVHKdGAODZ07QQTrKsxV9tyPQFlkEl/nFG6ojHhLfQRpAlaLg5Uygvjnre64QXNU6iut/sphTU1mkcIry9Zr1RySU0traIRDnOfHO/+CHP1CnnQjGbDE0kuXNfdNYqTv5E5r6n/ttwQP0N7/5zfKWzVs3RZ3getLLid40Nj5qiTo/KVasXCmQxNLCSoVWBJMA5sVf/dW3JG05hTj8zLRKptFfVmSOCjs/OUn8AaoVUdO85eknHaEDJjGxQLEu/MR58423QiIm0URkQkqKNDEyP81H4chisQGaY6MTud7DmdPn7D785MYaRCtiNBnT8Qgj0EkDYASkEUUiKRiLEejULYnI1pa8QhALs6wuK90CpmrFXOmuwG0GkBpZCWnanI8jWXyU7ULJj/4d5TQRSyLsEBNFlhy117HeVcMogmJGcC1Sj5sOnVsKWiSiLGzkTacFE+/nWOWy9YykuAdrFEDkXqaDel2jAH8pJC6JPUOTA7U7u9oE5J3+fFAT+7wVzfXwDAR0LAThmSRBD0NMkWpNz1Ln9s8HT4SfqdIjbMV4MMbVSkkghjhSzLexEOna/PHgxatpsP/F0iXdWixWrlqhRQqLXt22PUiThFQMOMsCtzhVzJiwDe8odD7CcOQ+iGWr6tI/FwwILOqqHxc8ITjwpmJ41lkuxnou4m3xnsBQgkJqokimBR0tYqu4TXOrWLrc/tMZb2h862/+Wt/btm27H/t6qXc9SRznXd5h/bPbei/AbcED9HPPPffvrly5kdRCA9eYzEuD5sR9sSRMatK0Egquua1ZAIX1RxKLUMV9D3jQu9gPEfxI4i+EycZkwgLjD9YILjiAZoUFRfeQRFNSCMnAppzcz7+ZTGpmunK5tJ8JV5D0Y/LEsu/IZGA/YqVogHBeYqhYUqtWLZOl1azvtSucCo8GdwAAIABJREFUwT6AMyDBIgNIYcHNBo4sk5ZJDhBZBVlVQF0KrZmitdgi+U5jcMSuLvybGC2gjFVO+IIEIXFeNhKMERz5PFrSeBdMVuLaeCmM/UCoruQzAIrkIZ4K3gHbKpUnl3Q9uPYsBoAl3a95plQ/9qEQ6I+13luaa3fvVNIXESY2YsRrg0wqiUB1A0cX2wM7ISKeE521R0fs3khIbt22SZ7RuXMX1AiYhXLL1k3yHtCGvnTxkopIyEEQnlLxj/eCoEgCZy+88Kxbt36tnu+bb7wjiVXYM889+5Tuj4rBH3z/ldzCJ1kJUE5OzSgmPzg4oD/f+PmvS/b1/oM+GQ8sYDxPPD5EugY8OL/x+ltaDLHISWQSZmNMvve9H2ohwRN62n/2zNNPyCqHTz6kkJ/zi8py9/JLL+i9fevNd91lP2ZZiIvnPG1nVrMMmxCaig1yWQTw5n7mZ77k37l14qDHrRZ41RaDxiwviBmyCND1bcEDdJIUfkMdPZxZMNEtFYCWy1J/wyJ78PCByqMpUNm1Z5ey75cvXZarS5+/F7+wT642VnIpSCMuXbZEpcCnTpxy3R7IiVED6Oe9O04iDQv26aefFFC91zegGNz2HVtd78b1ckvff3+/xPdJ3gFCTOAPP/hYL/QL+54T0MIppkgDEHnqqSdUHn7eT2Cax7Z2tMoqQg512LvwhBewkNauWS33lhZILCbEn/c++bgAkAmEpcQ5KGUmRolkKUUoADEJOgprCIlQgWhlzMt0HtxtLH0mKqCHUD73QdIRgGVcOSZgTFusGG9e5UF306Ze/9kJ02v2v8fqBAjZRyL7qoIzKxQwVJeRaRPv55oQEiJByT2VPcjA0ti8eYM8gLfffl8hC/aFYrd162aJRHFsfk8T2N7e9SpAsvhvTdY7cXXGHiB5++33tOCwrfIL5cbeDaq8s47tzlvKHdqXMSTkNJezZbrcDv9MifFCgauFFljL6bDiAZcqQxZ4chtFf06YFytXrZKEaJR75VoY4/Xr1rvrN29pcWER4rooLiJBS3IPDZG4sdj0yMuZMC51iPXyXFDfm5iYzkvUxb1uMi0T7nEidDNnI45OGAZ1vxCXyvnXWSSPayI5o5uGZgGxoAee/6/8yq+6FctX5j0l41ann4bEfGZ8ctrO/bjn/U/LtuAB+sP9Hz+2QomwanCrXa5lQBurMQ9MMDKmlCEvutVrV0tzoqlUcO+89bYSUJRgo78MLxprYcN6kxjdtKnXvf/e+4pjr1yxXLrNgM9rr74uEaXNmzcLLEjowTwAQACwJ/c+IUsS9gMTEwuMyY8wPqCIXgSfYY0CqCwM0KYQ6VnvJz1aFBXJPbbm4PXee+/LRRb9bO0aMRzg2ErsviWwKNqsTFs60+3tSibCjkDdLi5cgCPgwn5GIzPPAKtP9yG2RFkAy/cBk6hmx+Tn+1FMKnLOictGXnfsN8j5CYPw3VgiDrDwGS48FqfpKpd03XzfRPKrQUmtVUwXrPIxAVpd50Ix55ExsRyqgfEAoEhkyX+O9SzKonjdBXU3l74KbbEk1m+x6RF17Z4NTJJm7QMLhFi0Yh/Sb8EzmNWx6SajwpFAbRvy52JfMTv8+wS6wdSAdTIQGBMm+F/VGPAZngzQyMIoa9mPBbF2E+RP5SFVgwbIg75+JT/VWV1JQgvHkDtRtxj/mVqBhcYTVCRyfYrZ+/eOc3Gv97zV3z8wrO9wT1Kry4LeqKxmF8q1XV5hGDnQ0D43buhVBWdMCMctCYIedUXBWpyHC0pS9J/aFjRA/8mf/Mmve8u3cDVYTWYgBJpSWvQTZUgxNBI0otn5CYCVASjgolvHa0BwlSYHra0o6iB5xB9eykFvQWOJEzdW1n9wUFl4LAsl3bz7TyIO65iJZBbMpCxjLFYAAXEeWCYAYFNoMsq5rWrxrnfFjTUBQGAZYu3iqkLhAoCh2xEmKIawDeDI9TN50Z3mvrkukmckKLkGK90ezRkXUdSHyXvt+g2Fe/iMjeNh5cpyDHQxFhc771Be+s2xSHZi0XGPzaEhLUwL7o04ZZOU52yciBtz3YwVQMS9RO0PronnwoTm3Fi+8JGJfRo7ZUia0XyHc7X5MWLRxbMgBMG9Ap48a4pNDh48rPg6zwarF9EhErdcm1n1FsIhSYxHwHWPxKSgHz9iuaq+82jVJ2DDwk0kMhSrKaFxluly7X9+7739AtJZsWbGBawVfx6UD5UT8O8F1X/63AP6a6+9pXGRhjaeAzx3/+e73/2+jseY8J3IPvn+918NVZcWp4/dxd986x3bf24u8JWtEhIm0McfH9Jn6tA+XlZc+eSpM+7Y0RPqYzg7HXj+UnvMtAhlifH8Ffao1YubKMCxOLZxnWOl5bwiMFggeBSulPdN4d9zc3OLFnTYFjRAewvvt456tzqWMUceZmyzg7gLoNLW1iGuLNbUu2+/4z784ENLbKl6L3N/9Z++lU8GCgaIbUL3AkzHg2X8gZ+QH7z/YS6+3uStNnjP77/3geKNvNBYvT/8wauKSTMpAX1A9K//+lu6nprOWRSd7M//7C9d9CmbPaDCj/7+P/zQEo7B2r3jAfzOnTsuaiWwCLAY0EyWyWTZ/KLoaK+++oaLnawJ0UxMVNyBg4dMzxf3OzQuQGg/uqlWRmzdoiOlyoSNZtS/Li+oEQ2tKgAjZCRNj5IxLfg+oj78e073bOeBIx6FLItBoxuLjkVA91OwykaAhgUDa8z0KyzBeItGuDQccCaGPxPaVaFlXAlC+4B50Y87oIslqz7n/rsToeEsBTeRdhm1KCZmDVCVHHVZHjJAvGgu6Ljk1aVJooWnXspMmzRLkpEPiAlWPBjU8Rg3ri8LDXR5D3Xd/seRUBjlQvNdDslYTapHpOEZCz6sH2LKhK7M2k2sLVVgW8zMGg0vFk8lOTRGcLWmBlQUYnUTwmOB4l2fyaZdFoXsYkwwcKIzVw97SD40SMzyh9DayZPH3Etf+OK8AjDeA8aqpO/bPc+Z9V/faYFvCxqgDx06vNdauc+FpAeT0WhAxOWGR4brHbALRsCPCmgAW1tbp7nUajOUWgeNhmRJWjCtZRe0kNOiTQeAt0q2u2rsgSb/Mq9avVoTHKpUkk9QNs5tMXEnAKopu44LaQL3LeoYPUEsM1hLXHt0/61biZMn4E/qCk1p0BGxCU78ckJSk0bvIpGEpRkt9SxQ1yL4GlPDkpL0FITJEZkULGaRUYEVzS0AupXwfaxoro3PYuWihHtCiX3kPvM7gA/CLQnG+AxgLLjE5clJ4vncFwCrhW+qloMesdmo20HfPe6dRaCMwpo/F+2mKKuG7UDogDCUdRexa20qW/EKT4xFAGvZkpetWsD4HJF94vecixCFCdbXZPVDays3l5SHYDGhIIYwRNRJtutzun/eJ8Jm0n0umyEAX5sFCbAj8UhDXJ4bHokpyjkdB566S0welEWY/MIND6o7tm/TWHHO+/fuq64VVsu69ev0DElwErrI/CKGh0LpOuPLs2ZxJbTF4kBBEt4gP+O9ANbVhkUrDc0WsqA9ooU/tCqzNmMP3be//bcKteWdWBq2rDb/A+ZADddjcdO2oAG6qVT2SGVdpmOzSjYj1s/JTU/TQijFNubEtie3qXPKhU8uaPKsXbfWrVu3Xt87fvS4gJP4M5P/4YM+WQ9877nnn5MFe/b0OSUcV3pLhwpCqF8Xzl9Uks2Say061qGDpmmMTCjHopvL8WMn9dJv3rLJbfATjQkN5Yqu0Fh1WFBU51HMQpjCrqNL1uFpf14A9rHHdqmQg6KVe3cfKKnIpINtwPH4PvfMRGdSYfXCh/ZfVlKTeDbXifQok5efmcxYqfQ6BOhJoJJMBRCwjqVF7MeMeyTmCduA7iSEi2Ck9PSsVzgFLrMVwnTp2PxMyIZwCoC9YeN6aV2QDLQiE+MDb/XgRhIQzQkWuHLQuYDiRg/Ia+PX9Uy7O7tU5g0I0dSW2Hl3d6eobdwXVYjnR6xze7cfj6f2PqFnd/bcBQFdyV8r18C48mzoScjzghcPO4L8wb37D917734gwSsWIHQslq1Yrmuj3Jx49arVvW7fvme1uJLspJJz3do1Shbu/dkv8ga6d73HBSWPV5IQGnob7P/aa2+6vtCRZfWWXveVr/yMCoN++IPXBNxc9+TkEvfii88rrv6Ov5a73ouKZfJf++qXNb40h6XBMGGWJW09bt8Lz4rZQ3gGBoqa4PrFZNfObQL7O6oQveIsvJHWmRy1aqi6Nevbw3RumLDQXb12VQvJF77wcuC3N+itZ1neRCBu0RtY3Gxb0ACdpGmuHm7gXE9YAIhWPVewtk4etEgmPv/cc4q/XffAwcu0fdtWgW9//0N3+NBh1+3BVCI1y5erFRVAD+sBBgfW1bmz53QOAOi5556RCBNgR59CwBq9BRJjhD4Ae3ocYt1gvRB7ZJJt2tSrzwGCSbQs1IlitRKO9+7dldXY1VV2u/fs8uC5TCCAldm+vE1CPHT9PnrshBYMNmRMt/nvDkgbA8qYCczTHSRqIQNiAPE2NbYdVdzX9KI73SYPvIDexx9P5I1jja1RFlvDkl1l6TEA3sSLGWYaHmDBwtYgVjsdWBlMaMaMsec8mIuANSBoncD7rCjFgx2JSPSqCUdgicZkL5KuLADn/HEZD+LdHZ3tanrAoobVzjVxL5TtA9Dwyq1reEGcdu633NzqKqfOyFcHdAA3PieRJ9ffXyOJQdpL4Y0AqrEFVnO5pGRbl18YKqGiT56APzal9RZXN+3rwdD2SV6BH+9Jf0wXvKUm/5xIuvK6RuZFohLyFiWCAe5xNfN1aixrKnnWX5Jry4WwytaJhv0loqXKQJMvINxjXpMl92KhizwmOOqFUvBO6tYz1aRFYu2ZUTUd3lugqspzTMzK/+Vf/u/9O7dM+YsYTmQzzvR8wE7SReO5cVvYAO1cyahM9TZO8W9cZ2LQBYm+RIrXqtCp5J7cXqxBrMpCMZXlgUVtAvU9Ag8SeNY5wwSDiDti4akjh5/oWI8kq3B3WQxWeQBjIpP84+/29mZpSgAmtEOKoQNeeixOgGq1B/rBgQG3avcuxU75nDACk1E9C0fHVZQS5T6ZgCTFiEVbe6cp8ZBx8x94y6yogpGCJjIUQZTdYh9CJjYLApY294TuyBJ/r5PiLw/J4wBgGCOuH3F6QiAwLwqh7HlQ1ZZDopLVQmNZ4yn35Wp2pt6HrvOA7onJz354Dxyzr38wdNEuhhL2EY1jLfQiZI5PTk4LRBlXS0aGxrn+3okLq5DGAyjJRsYXEZ9Yui62hgc3mB6VgWHlEQh5ROBiMVCpuvcCSOKxOI2OTUj0iERlkyxFuw+Su2Njkwp78CxhnwB6KMapiGRoUMCuzt5+PHgueAOj42NafGD7sOixP2OjLjce9IcGw+dBqIlKRKiYptdcVZ6Ca8B76eIZTY4rLMP4Dfh74rrQlBkdG1VYi2KZOX/+B/f7RAlVD0Z/HYwByV6ONxF0yGNCUEJeJt9vIarEhfsumdi/3/uxPY9bh/O5SkjEzw9pZA0WdG6JW/Hi4uYWMED/1m/9Vtf42JSrNyytJ7545azjxoyfsCWL2fqNiQ2FjXgfExNLh3LmS94i7A+0JVTgYik0Wfs2D0645K++8rr1KUysVJbQR/9Av8AOyxwN55sKL6QqGac4BYvr9dff0ItN0ofCCargjEXglEBc5QGa4geq3Dg2oITlBDAjjoTBQ0gFaxIrKx6Pa9q5c6cb9GAHj1qKc/6+WttN7IfOHchW4tobA2M6JAitZyDXDNDSOkmx3oZGB3CkSfIBOMRc+Zx7//DDj3KKHQsbYMP9M3lhlVjc2SmswfhIJpWOJ82IuA+4d955T98HKAAvzm/hkjkBXE0Vn0XFhn/wg1eMnjY7pyQqY37hwmUVlqiS0I/z8OCIniUJUslcqluMLRKEHSgIqQVNZhbG2WRWPPf9HxiDAtZHS2uz7uPc2U9yq15NZf3xqSbF84mfF4N1SrcdGBNY5SyQFHAAaPSqPHLoiM6Pd9GspriZO3X6jORC+ZxrpAqRVxba5YGDh00VLlDrWIDu+Xdl//sfSTS/FqiQPBpi09f/8lbQNLFkML9gcfrbv/07q+KjRVW5xV28cFHc6mPHj4ckc+qf8YyseoU5UpenF51+72TtzxLT9sclSRhL1rNAyYu85/hNPlYTg/CPLJvP8ljcFjBAe0uvd3rSJrY1R400u0QvNaECLBTYFnA5AcdBb+3cu38vVO2VZEGoLDZK3/m/iTv3ewvLJbF8dcpbTaMCa95qKTD77926dUeAb+2XLElWCcmwvLLK/7lw/lIefvHQqN8Biro2b9URY1VhQUjixVJ1ifDcNs0ZTYTKtFGxpqd1rKZS2VuifQImJQhJIMJ2mDE3dG7YunJwckIrYngMz+Ul4KoYhK5Fgg/X1FmzWQAkuvLm5jdrsZMuA8UbNVN9iwkzqGRR91kFQ6nR6YwNYfck0CM2GUqDSWpxXai4zcyGriGiexVVhhw1JHSfTU05EwPwUCJLgkUt8noq6qpiv4/ufRx/c8ezUCRTl6FVeXNmmthSmAvdxpV4TefrZmOd2nXYdUkatlZvDdXW2u6aPeBOTE6JNYElDGRFamdByBfey5p1PYdnrHhvYBLp2r1HQRm7KlB1Yv+cOF8xyWVDXdAvURgoNAS2wyc5K8afUZZ+i7+u8vhkUKRLLAlYDZzn1MYWMCf5WteAduZ9+HGJXd2x6E+cPC5Rr+UrVon6Gdk5lkyvmZ50eG+npFueLFhcenRbsAMxOTnZTaY8TRNXTxLahATQSI4JjELHa2J9qNGR7SdBNeVBkXgoBSJYIyTSKt4t371np/Q0HnoXGMpULAwhXojgO+JJHS3tUqLDgrnn99nQu0GhBUR3qh4wdXwPXMhytre3ikqFlcvEwnJcsXKZXGXAZeOmjW7Uu/hqKOrBAusTwOrdtEXXDHijE8zLT/Vbm78OXHlc2m1bt+YhEUIRuLfc/JIlXToPYEHZM1jT2dml0mlCCFjz6zesF8hiLQGiLDZRzpL4sWk79+n4jB+x566OTjFjiIuSgJyYGHep/5wFi3ueC3xpmsSSiB0eGdUxuDeq/Ajt4P7jLRDPxmpfuoRmu4nCPexPTShdqynF53oYXwCPajji/gACbj7c8XXecqVhLt28GYMrl69rccGa3bhxXa50xyLIRihq1eqV5m0MDGpsiUePqkfjGiW8WDzxouiMTRyc2D2L1o3rt7Q/oEtSsxwomISzVi5fLhlT4rlUkTJmLOCcG8t94/r1OveIf19pAisQ9GO+aVOvwmwT3iO4euWaxh3vohwKU1jYZNlXjQZHRSNhLZ7HhYsX5W25LFUl5yrvEZk637ByIXv27PDPOtPY8HwwPK5NXMvphmYz1C1pqdo5A3vGL3aEJ0n49ttvuF/4xi/qOupqkQbQEshyFuqIm9+n3ll2gW8LFqBPnz775WVLl7tYoxo7gVglWlWxQdTDmpvK2sf0krcrlgcI8gLue3GfdBBws29ev6nY3c/93NekIYFuwZ1bd73V0O1+9me/pIlEUcGwd8sBt5//xtdkAX/7776rRBngQQJrwAP7DQ/2WMgv7HtWkw6pSTjNvPhoTsMiQHRp0LvoWPiPP7FHSTmKW6BIcS/79r3gli9fIhcbnjCAQFk5jIBjx44LBIgXA0ywSc6eOaf4J3Fa2BZIoCKIf+vOHYUNNvprfvzx3QJ/On5zP4A1CT5xrv1+uKvd3W36Llby22+/K8DD0kSwfrsfKzqBQFmjNBqLi8Qmf5MoTUO3EyouAfSPPzrgbt7wrr7/mY4e7IvCH7SxDg+weBy9GzeIZ/3W2+8JsFkgejf1iq1C4pHegbAKWnu6/TjtEmWRZ0PZPqCFxgUJUi7iyhULy7CYPrn3MS1S167ddCdPnLamuH489+17Tlbsu2r4O6EFJYrpU2r9vb5+LTTdfh8aAW/ZsklSqLQwQ6EQK/eppx7XAkXI5a6/F0SoqCR9fM8ut2nzZpXL8ywBSlgmT/pnjpzAqdPn3OWLFvph/HkevH/naVR76bIEvEgiosPB84JGd+rkKXG+WZieeOIxgToGCAbFQGXApf6+tm7pVcIaa3n/hwflPeKNMDY8M6zmd97Zr3Zqzrlc0S4LUqJ16VEXOnUXgxJkxX/noq593foN1gShYQ7GysHIvYveSZqmBbe4aVuwAL1s6bJfj4UpjXEvo9jNuCg+hCWSFlNpVyAo/+D+PTV8JU4HOAFoxJKJJaLjTHKNQgFipkwKLM/lK5a7gT4rx8VcgIuKi03Leya+lWr3CFyIiU6Mj6lMGVF4wAvQ5vhdndY4ls8QsyFRB9BCxSM8gbUJE2DFkuWizZll2W+NUTusuhEQpUUTlWFoMC/zCw9AixZ1ZECQ6GRxGg/cauKp0NvU33BwXJYgyT7K16WxPDoaGC8lLTqRJQDti4vlvqQCJ0nOYf2bODD3znhJr5mejR4Y+QOgY2mNjtfPT9Ui90h8mbCUGt2W6ALSKlDCGo2VbFibeEMI9Vgpux2zGTH9UPqNTOqw9zzWr1+jayapKBU753KmA1WlcMTxmqwsuj3vaiO956KVbaM0V1B7qBm7jsw415yXa2bMsWxjiMOSlmkuOCUZVT/+gK0V+pjErdgr/nxcj5q9+vcK6dnMmUAVwO50n1PW1zCOi3+2LEScTZxz/7PK3NUQAOM0VY7EikOcCmWsHVo5NCtoEaukq6tdx+G7jBvvM+JfNCdAQjUNkbhqLbYRyvLEb+TKM27f+PlvCvynq7GPom2Nrc0igyroRy9YXHp0W5AD8Wu/9muF1raO7UzU+UkJm+AAkEChtU2WYKrY8gNvZZ5VUovCAQj+WLFYAViaSJECPh+8v18lyoADQDE+PuoOHjgk4FWLqXKTEnQf7v9IwMaxeMEPHzqiyYIVixg74HjixAlNXrLoPT1LlVVH0B0rmRDF2nXmoh8/fkJXD30NYGGyksyqqSLvmoAewGQ/Elu3vbXbu2mTQicsLiqTftiniUmYBEF8K7++L21kgI9SZpgSKkv252DSc618RqgCy4f+eGiW0KUFYITVoU7c/tyEaB5IQL/fW4mbjPng73/qxLS+T0iC+Dj3TVx/ZmZOACpZzsBKIIyBxcliA6gQ10cTBIAGXEnYATzEllnAKL3X8yOu7YHr/PkL1hHdjynKgCov9wsN1wwQxxi6Vb9dk2VHeIiwgGiBUzMSuQJU4ZazkFW95UiyFnoiDB3Gt6O9Q2NmLJZxf9/3Fc7CMCTxyjEfPhzw3sENqQgi7IQ3QJIWIL/rLVg8NhZmFokHIXwDkwfxKt5BII0xGffgfPPWTbd85QpjH83MBMqhCXy10xnFexBY4wgzkYgkBm4NFVr0/kIpxaJmkRkcGJQHBbWSBVbdumsuyIw6gXMEdovTG2uGHAbeGPcfy+0LhUT851hlqxmWzAfoaiV2L7fQIu9frZYshjjCtiABeteux/7NxQuX0praymd55R1WBJxnrFXc5tagP4HrfR7lNyq9ZB3OKaEED7kSKteIHxIbBUCJ2fEfRQPE+eAhSx8X+c+eHhWDSGBesowtVtk1NponGrF0iD1STFFVT8EOTSTADoEjJo8WEllrzvl7yfOUFGeQ1MMtN9BE2L0kStnx46c0gdguzlwyqwxebdAzZgHBuoLpwPko0oBjTXjk6rUb6s1oFYpNuk+rIpyT8QT4QE0EmAcGTupaoNtxPo6N1CaAzXhTSMPGdVZIUGa10O6pSQsZAMT3oKup24cfA8bC2kiZDCr/RnxoZmomCMYXgmZH4o4dOa6JjufTHHRFoOIBrrVQqXjm9FmBGQUksSEt328K1wAocm+R2oglzEJ89JixGkzAaEb78tztGMZWwFsY8uCG3gZJVyzK2GOyVCy7H/zgVV0f4SLAGVYOizsFIjHERpIQCxk6Hx1ZADKgkQWThQTmyA9feV05iznx0btkVBAbh2sfq/2W0+Ec9ocfux98/zW/72zIu6Q5X/mjjw5ZcthZ4tWoes496Hug+2JspbgXxetCUs/VaXEhjsz7W8s7qPMrjh/BWfHnBpaddV63wpS6Yc2xawsSlz5rW5ADMTDQ97/oTZFyXZonCXlhAUTcPFyy2NmDSQQHGvDjJcbqIsnHd7C2iUEzgVasXGGqbBOTsjQBBhKETHprzjolEIS7DNhhEY7LIm1WbJi3lJAF36OEmATkVKCEQSlDr6HLg/7UxKQsV8CVuDdFDFiZTFpceb6L9QIAJkHLuk1KcO2yNAdDaXOx1Ko4K4CAFUs/PRJxZXF+bazopAIgdnV3ycIdHbUCDayuzs6OQLuz8l8s6xZ1+jBtZ6xGNCQQt8eqVCjCjxdgwAJo3bWdyoi5fsZbAkaBlsWzMR3oViU8zXIdDiGDCS2WxJLVdUUa1M1aTFmUYDrQtIBjA4bwzlkwuFbKnAEyFmPCRCZCNKsFq6hegUUVqswG4I7yo03lboEvybuhgSHFoDkG40rsVXQ/fxwW1NhfUOEU/xx5NljqhKhE0dRYjukcd+7eFbjiFQDCMGO4d56Z4ufiWs8Z79vf33AYUwCcEAu60ITJoDfGhYAgrkIM8OGhDjrK1Fu0yDWJp9ykZ8Mz5F2NzRAAezS1Y6cU0/+wPoT1fp3GIFGrqxB3Dul1gTTvQRRHYkyuXL3i6FgUQTtuxlyquFwCJ2xJUiz/+FHgp2NbkAC9Zs3ap/q8i1mnL4VuwoDFDBNnRNYcliOTe/36De5ZJVFS99qrbwikkBeFTUFFIWEGaE7f+MbP6YVHFAl+NMf+8pd/xr+Es+473/me5ByfeXqvynCxnuDfAubPv/CsmqsCzq+/9oaKA/Y8tsY999xTmnRvvfGOBH6efvopJctIyBEmAQBeeulFsStwf/fv/0jnJIlIC64b3vX9+EPrZr3GLwBP7n1cLICHgTOvMKndAAAgAElEQVRNCe/WbZsVeqCr9Ji/7w3r17id/vt8h+PBT6YacceO7QJRU4ibEYsCVgBgQFUirjGUuU29G8RouOitTcIrnGeFB86tWzapyu6T8+c1uZf6RYRybEATa/Y2lMN0WrKqVDref/hQHbCJiyK5yjHZ3vdjG8Wgdu/eoRg/nGWScJJ1XbXS7dm9S7FXmusC3IDcrl108m5ViOS0X+wAQO6B8xGz/eT8RXfzBr0OxyT3yj3z7PF+WFhJwD1LV22/LyGE4cFhARh5AZK0LKqEopB/BWsY/8gaIRlIMRGLOGGvxx/bpeIedLuxwEEt7g8JWeLrNKiFVz80OOjWb1irik4sW94FnhVWp3Smt2/VWJw5MyvQZlx7N/aq4Inx4V6Jic9K5S7V8TPx0CfUOo1cB5Y1xwG4MQROnjorC5ouNJTrM0mg1104f8FYG1koTZHus8ulWbMgeBQlUrOgP4NU7YEDH7h//a//16C7MT/EUcnpk/mnHLvpJwoIn+NtwQH0H//xH3/TWzml2Vnj+ZrLblQ6KaL5FwZLr1apiZuK9QuTAiYDVi/UvHYPwojglFUpNiTuJjFDLFeptj14IHd5x3YDhf7+CYE6x4d6RVyVCQijQywACe50qOKPOCbULFgZWGbEJUn+AAx0E6G0+tq1q7IskTBlovIZ3cWJs65pa1VSCZbE1IUpfUbIBDCiYvCMkl7WEoqO4IRcYEVgAeMmrwj7kdCcmjT1Mu4NvWcsrYlxS3ZxXqxvLE9is5CssOiwFrkfFp45dexukZYIlmOfd9fZl5BOR7sJzQPQWH/SovCgCm0NdglWJVY4ViUJSoT6xyemgjRns0Bg1cqVuo6oTU1ijutcsWKpB6wxNdcF4K1jd7eKY2LfwKamovc+PAhtXKskGJoh0XIncQhgsq9aoRE68hYrYvq0OAOwc33s7k5poZT8GBPTxkLv9wvgRv/9LZs3uCwpSG5UHa39O0ZJOQyToeFRA72gAsf5KN8fHhpzly5esZCbt9rR94atQWcUAH1CTQ6K6vTy/PNPi8NNtxe2VPuvka4GR0X7ox+ZAoSLqnPumaee0NhduHBF7dgI4eApPPPMU1o4CMfRIBfuNuP6hZdeUAwbyt+5M2dDCC4za9qZ5HXmQuEJVYXqOu5k2BAiI7/xzrtvuicff8Imn3bjm9jbQRwrNDCIHVo4N93NfuLA8DndFhxA+4n9v81MV0JhSmLlqpnLgVoVZsO0UiqKs0zs+N7d2979mxAneM4DEtn7M6dP63hQ7jql6zzlJ9ZFATjWMSBLP8Pz3mJU5aEy9zMKVRBrpHKQ5q/E9gBrLHcoYVTo4SLiwlNNB58aEAAQABzcX0p1SSQCdFwjn2MtrQzdRqRl7C0k2Bp0I2cSEG5gouFWA6S1UATC8UlAAaBtocCAfcxCb5LVVBbLYUqWt7rNoN1Aa61Z64bNhqJej5/UTM6+fnO5SYABmmhRoAI4Kh3sZldM07wLeBT0h52BJ8A5x9UmaVILC9cISMzOWVKRTaEQlOY8sI6HcBKLAEm7pdLdTpTgovVXKajy4SGxmKggpNSUq8QBFpPeI4AxYvofaRAKytSNhGdJqT86Hk4hlznFszNn4MICLhaDHwsADiBHQAtNFkKusC4IqZjqm3GpOTbXospSZ6EEC7UkiuNPTk2oMQRMkw71M8xypT0ScqWi6YZj4bvE2pRZP0drrVY1qpq+w6JI/8rt2zeHno1FvR9ZkJHlXhUbV5GOyceWi5YDYeEyRkhB6ovSuM5M9ta40PUaAmuJaBWHVtxiNDoW4X0vfsFCRfCgH2FxZMEij9WGzWVCWdMtPxk0+PxvCw6g/eRfBgUuirbUpIvs8vjz3Ny0rKCmUosb8xNr3L98//Xvvt1Q3WeWypHDh/OfI9AfOXIk8KkjMyTLy5+NO5q606dOaiKksULMv/QHDh50MSOuTtX+d6++8kqukRs/PwlbI3CbZIf4CfTO2++a65m4kPhJZKXE4sMslB0f5dqk0VszjWC/yJw+cyaPKabhPK+/+rrxWhvu7eTx4/46rfCAiyIOesJ/Jg3oMFmJddJ9GvDAQMIaFt2Kez552mRGPaCY1kdJncxdGJkZVSoW3PVrLe7woaOasCxEdNJO7t/3C9fVwLvNFF4B2Ljeixcu6DMWA2LDqK2dOlXOK9LGFace1wJ469ZNLRaAFbFcYrqUXFMuTbwUkaFuMUlm1HGE60WmFPpduZz5hfiGkpdsLLhqmkAzhBs3LMHrnPjrber4fUuL5u2bdwS+AHRzS1kLD7xqwmssSFWNW7P2hUXR1zfgLethRl7gyOLHoyDkhacWqXCEzGDZnDqViFvMYymrw/eUQk1Y7Cb12efvv9Xfx4A8rvMXLgl4r3tDgBZWc7NGY4Qn3+Y9FXV492DN2PL88AjwIm74e48dYoSjNYngWnLWudzaZ8ECxGPlJfPof/j1/0n3w/nTNNresdQ7sDuyLDeY2Px7tQjQYVtwAO0tpHYmRBR2xxqOicIoKp+/QJYB8V5dbOcTMtbBq8vb/DjrAq6fBHhZw891ar6J34dkSjQk5gnFuPrx0/BBof65TlHN8sVCKmLoVGfxxa+6WhKA1dWjfdUA3km1ml9PSva8cfFwbt61ap8A0FYinObXGQsVXMP+uN71j0L5r5FkBfjxWuJC0DhO1kHdfeoaorUVP4lJpiSWcodBi88gfp+f0I2oVKr1Z5haEti6eaculvVnYcCzrIGRkNWFe/KicYne1/+dhuusBSswvCAN70VNf2pZgCQ6k/vv0I8ynivXGXdW2Ze/L5k1OXCBLRLPmi/W/vNzn3ySPznT8bZ7o2AFoIxvQKROXvSeXBKKsRolPZEiRXGQa2PBwCviuVPhePDAQe1DFac0a+I1FCxvI7n/+N5KTqCqhTaGDGmjxmdRzzur8/PCONviHkvF2YI2+2KII2wLDqDbWttWzoUXNAl0IwMFS3w87Ov7FFDlyGBzSf+20taqPsgSs47TAKrzunBEdE3qLmBuiTjLtFjbIEMFKYNJFoyO4Eld0Fxgls67pNRmp4kjKDZY9wpU3JU1ToaarDIrljAVsgjPWYgrSheB8ci1Eez3Md4YUvZ5sujRLQvg4lwdr+q5H6Mz2u1nOe81bo8OeRidz/53487Be2hkATCmeCmxGWmUyNSz8TsWkiwIShiz99O3YteWNRw0e1THONyjjWP9PFk+dvH+7Ny1R7o45YvxXDbvw7wRq7c4Df1q864le+Ri4yIyr0IvfwhOSUK7/vgeJbknVH83bQBr1lzwU8enGEiMkng38d1NwiKaxJ9rComo004o645hDI1BrRaeRf1eallt3u/VMCFbeLj0j20LbiCuXr2+vBYsyTRwQdNg4WFFICWqlze8rFnovab/guVcEw6G9Eiw6GRgBWsgNp6NTVGjVaTvhvLYHGQys4AF9VxPUp9g1axQt0oV06gFcIzHyoJVlemkwIb9LqXy1gWaigt5dhUT2LEirIS5FQGg0Yx3cQJHcLP/C4fXz0kWFoxoUDs3L8bowuRMwoIla7La4DG4YK06l3sgSby5Bi/DnJcsLACPAlS4lobP2E1tsmoBFFzj90Lcs1p95DhZ/K371BYt9swFcZ94nPyIeQzV5dZzAwg/8nd+ntz6dmEBny9eX1/s5lv28685+/RVh49zyzSLQF73DBq9khhimHd14YAwOtToN3hCSRSGCjG01NVV6maljdITvI1aw8I1H/yjAdTI4ohGje1fXSxUCduCAujf/d3f/dK9e/dS9bALljPsjDQ2Ux0dDkps1niT0IZepjTLp4HCHTVnoBfDFf53hWAJG3C6ugsdLKkkZr8brWq2gPqAnV7kJFj2mcurrqLVm+qX3jJJYhy6zkuNAGmWa8018rsNyOPi4OqgDpDn1xUuJ6lP7Bj6iN93MaYe6VJJuNGaWdhpVjdk61atJZD03YZJmtXRoh6ucK5OxZoX8zEVNRvy+ZZ3/lzmPems/v9a0JIQQs1yKzrJvxfO2whxWX3c60fLT5b/rv4ck4ZLrYWxrgPqoxZwPjSN3UT+G1Zy46XVr7VhwBv3zZLcY5tnKbuwwMQRa7zA/Nx18NTX/TpGshZGjQuPL++Z2LAI8IekrKoTg6U8P8Rn+zRW7kZgj38a5saCwqV/altQAzEzM7MLIZqRsVETacENC26uk3BLzXW0d2lfWcJmH1j8LQshBfZPY3DA5W4f8i5MyjQvfom/sD3nxaITlycSg21uv2hIOOb7WslB/kWzepPw8zxzKlhIAarD5MtDGtEEbDiyEoYNouu5598AWnUXvm7hAO5SK8uDxwYKWUhgxlNlLg+Q1F13F8E5RG0C3ADu9jTCmGf1e6rfYi0sQrnJ6eqc3EQ+TQ64ceFK08AwqM4DowZ7et4YstXy66zHhCPgRat1PpA1AlzdWo3A3Xjv+fWHIpDPtNj/iS2b59E0/F3fwY5Z+zTQ1yNBn34m8w6gvywQ5gqpyvBnZx/mlrAkTatxIbKwHSXvJE3FzonjHnpVxrOn8Z1vWOSsmte2HKgXaXb5tmAA+vd///d337//8P/s6upWcQPJDADBklZpDoyx8acLVqWs69AVWVZgWo9Z66XjRRRQhXBHTLylFmu2uJtdQwwBFNIkt2BiCCROdB0vq+WTYJ715LIgHeny79makdiLzoSpVvN/N1ZIRrc7WjJ2jRHMG2Pm85xfO1cyv3NzI+vDrNssP5drCEXoPBrb6EXEhSMIs9ca4ckWgSSNcfckt+bzC0lcHkvNXfWwWMUuH1pIC0k8jbZqNGddw/NJQhy+4ZpiyCgm/aKByfthbaOScC8xRu3q9xkXQYsX5RrZMTYdxYPi+xXfhVpDLKTRKv/0z3H8C3koLV7jPIu/4X6Ev/kYN4x1QzgjX+KzGMyavzeaK1BDoWLyaRrizcrAECoM+8LSoLq0EgSgsob4c1zArONNaontsIBUQyf2efdayxbV7MK2YAB67dq1x27fuleGgM9Li8YEk0lKX+o7WBB1KgqgJyErHlkeUQwfEIemxQtHpp3904KFEYyLavHPeVS7AJAx5g0INZVMCF39DtV9ohrA2SzFaC0bCIUEpLM4Mv/pOHzfX1/Ub3Ax/JBY52u7r2IAbbsa6Gt2g0kOJAZudQvZ/o67RAsyyyUkbaJa3F56vv6c8H1dVg/rcE6BFPTFYEnVwiIRPQSKgWpZbR6YxWtoBN94rAiGAQ4DLsUwTlXPIHY153exwzdbGq37/NhOVqKxKOxe0VWJidQIirHjTuMCWg8dxePbs4kLfTxnQc/TzoVBEN17yrujKpzGsVbLx8qF5x0BjWfIfUQjwIX7ioZBZGXExG9MzNnvq7rHqsamKiaJfh80MLJoDQsUQ55AwvyV/DjGtR9xw0MDeb9Ai+HXNEfi/eJ9Tk9Pqgo3hi4an6eNcdKwIth7Xq1V571z4b1bMLj039oWzEAcOHAg/fjjI3r5BG1psASSQgDORMDqUnPFjJZlnSgUc04NTBX4APgibUtiSgZikrFNQvmrjpFqAZC1mWb6fSF0YimGZrS2j4np0NuQiUbRABOoHLpSmAB6WnfbAzDzb/tuJqCxxcUmDAuQJn5i8UD249pMuCdV4UqhYZLXtE8xRifDtdqiZJKYqQpW6kmfWg4STM5ioZB3D1Ebo8Aa4Rhce9yPeyeeWQgtkaBkmYFV04L3KAMGilj8PhuLoBaFCAIhZwfLIlrydYCwkAesHTwKxkidQWpmDTvn8nswOptTn8FisQ6KAvpaJQfFaJFG15xz2DXawm5jZa2c2OI4aVkNFrrof1ktSAwU830a6W8xGZkE76DaEArgWLqe8J5WK9X83eDv+K5Yu6k4nvYuWwVkwZ4Fzzar62xwLTNqa1X3TuICsWzpsobFx97lWkPICanZ8+fLbuvW7crjNHb3eTQMlN9HFlpezfNCFFJbTBKGbcEA9JIly7wlMKSSW3txANfG+KPFMM31tlhfLWT9kobYZl4okliiEE5o/cWtE9giVziPYcqSLuQTTpPLmaXONi9WF8IjbFo04u+yeoxYlnuwFKNlYyyQNFhQ9c9yC66Qunp8Oxa72L8BTFmTmS0wMWxg3oIBRpKHg5wmubmstihRAFGtzLnYLDULbrYmeWrNXblOq2CsN+e1fnn1UQPkm/Lv29ixQOka8zZS4e/ErL9i6LlHtaZZfy50mKnk5xEQBksxbXiGcaFQtVy1osIPunprIUutRRnvSnNbcx1AM3uWWQj7WO/DGVUImiXNsWa14HAfUTgpC1ayaGhB/Cg2qHVJ7M9nXkC05Nlyqc7MYv+1YHFnDcm12Lk7co653+hZxVhxfE9NM9rGp1apW9zVoO5ItWQMIdk562OZRQ/PoVldDXROOhQNqGpzcPCh++IXv+CuXLmRL3IxUR1zxNGTyBdS5+rH1t+LanZxWzAD8Su/8q/Gfu3XfnXJu+++5w4dOixNZLNCkpD3M15sBAsDDIsDMwHNirImn3OhA7NcaMA7TwzV45NsjUSEPD5rWRz7m4/CxKpT5ryFFWKjoi7FpF/Y4oSoxbZD0fKwf8zbN8YiG9kerjEeHM7rnMsXlCzIruZxzLg2NFCr6omkepZe0yzGr8NMqxfmuPy+NdbAXlqnC9piwKVZljX293N5Y1ILdWjdCD0HFQJK6oOcht5L0cOISYF8oQzHaBgce9a1eihFZ8rse9Eaj0nfNElczvloOExjpWgMPbHFRc6SaEkOQtG6jfvVxzouOrZIRWZN1nD0GKLgXwh3Za4e948eXxoT1M41/J1o0TAvxAA3y8+V5gtBzMEQ6qGlVi3EnOkjGHMQucGRmdc2O2vWu2RJ01QCTDSc7ejoUrVkPcdi1rZ5GvVwWgyR2TsdmBxJbTEGHbYFA9Avv/zy0j/90z/9t3v3PvG7v/mbv7ENsf3/+B//XNoZlWChxEQOG1V61aoR56t+wlbnsDCmZfFgaZmwONaHShZyHq+oU3FiZBZnNNAIaPQokOrHRuCwLQ3/Zx5qHUBiV+R4xOAHxyioczlbIal/La4SzkICSnSGNFAaOdGRbidLM56jYSvUZ31qK5pz8S50jgAM8XzhvrIAHq7xMvKMX30YIqvBuRgjTvPFLl8y49dCsLIWzgVHupKExqZZlpfzZFk8l6PIUuGe+Ajq19L4DLJ8wZIjVWtYEDNbgGzReYR7kRmrI0nqlXXxHuK4m7+VzWPJ5OEPPcIseHFu3vnz9yGpA10W4m7ReyqkdWpnSBeEBazhHYsLXgjrZUGsqJgWI97mxkqwIAz09Vmah4viu6b3oJjmFjjzgn6X5ZJ5Io++0zGubmNEBGMmDF2Wn7/hYSyGOMK2YACa7Xd+53f+g//rP/zBH/zB+q1bt/77b37zG/9yanqm6fixY9IhoAuKuWUBdKsx+2/tfWLn48iMYJLUnDEf0mB9StUrIkkS+bnR4nRhItdfzDQAVST8aUtcXk0o/pntkIcB6jNufrhCp9Cv6yyURoNXP9fi78M/QyShfoRHCjj+ifGsX29SL3RsjBqFBFnuRURjMQJ3w/fjTvV5muQnSAIzwo4Z2AyN3xEP2+4pjR6Ci9ZtGABvkxWTwrxzxChKPoacphiZkRFEw3VraLJ8THPsjOGrrPHWg89Qi6dP6wtL9CQyN28RcjFWG55rrRoHzelk3lwIv4vPPb8LN5vVQdk8usTVGq4meirzn2Xi4jIdXwtbeOOYhpBTSGbWX6G6MZBEGYJgXcPiWL9xHQl5bz1Pz4tBG53TSYclbUg2xqRlXNRsfJJFCzpsCwqg4/ZHf/RHtPT4dVpffelLX/q/v/nNX/jN7u6eLhTgZmZMLAe2Aq4e4Q2U3G7dvq0WRZP/X3vXGlvHdZxn977v5SUpPkTakkzJkl1ZkVqokSWrbdpKjYsacoAWRn/4R+MCSdEf+eEXYFiNDEEQYRuG3cY/07ookiIplMKNUcM16h+xYblAUr1iW7arZyA+JFLUyxTvJXl5d09n5sycs5d2aioOoyrakZa7d+8+zu7dnZkzZ+b7puqSrxmJMvf5pNoNNLrOiXa5QVLxwH0ftXjDouMC52+5typQ18hpYn0rFSpd14Pz1jWDIBnD9ppEPOAgsaM00Co49xrKt6ZFN6iqYJFut9wGVqhJm2BiufZID2GSTiu0qI5AvFG5xpbtAm2+cd+5c+hxxNONW1vY0uhWRRq49vCNR8XYdCdNbufsmisgsu1KKMsYXBEM347Y+Pvd4lCqglJDGbqKVaeE1cq4fZNPSavVTTZV8+YzrScEiBO7JVjegjjgr5zpkoMZAfNiBR6G2mFy3nOycUbGYSjMQXCyZ8+dZxAou2ngDKVijwSif90AbSLjw5KupKzeKjelglbZt28fuYuP0vTEE09Utm3b/kEmE2aJzdgVG0h8bWxsYtnf/e23GOeY05aMVkD51C8TNwEVPqwcGODnl0IkPPAkuAS0D8WvKW2J2DUotDIiiGF2uwjmFPOBXygLiGQ/S3pdIJkmriJLRsDFM/UxSMlmkDI/8gJt7Fd24/ZI7D1UNZwIm4BgZwgAiTNCRsMvdsAw1BJ3Ufp8nLBVH3nQI42rqiEwkHRJJTXaKt9Aq3yswtZmtRi++Z4hAxTba2V1JlWJgbTXRV7cAWzIgK9JFHysvqSJW/KCk+EGalocxPNUYAA6xpA0rK770OK+yl1OhJ4SFyhLCUvibI3f3tZDGv5NY6d9aUr0gGI/C6SHpzF50DsjBj3SEwXWs+dBYRkkpZ4cGdlMKEZCe4mhvU9672lgkvgtDx46CJs23W29b5eVY581znCSQV4iBLCpiskcfQ5VpR60yE2toJPy3HPP1XC28ud9/+ijjx6o12qbKm0VcKXVYeg9SmMHlnbt2jk1NDT0X//XueZXeH3GtviMx7PNZrOOCnw6k8m0bdz423+GRiN//PgxBvQfGh5mjkN6sSgXtdGwcXLiq6PBTa/UQlBG+698ZQcD2Ktn44ovjM8n5urK2I76f4xGZJqprqYtPx0KLRNn3szsjM1pdopGqiFjUbixfCODbqwIme4oghniMaxNw+WPL+F5IhtPNk2mrFJPlV7sDqZ4agPjgwtO4VPmBQ+ozjVZsVDaWYP4Dk0kXqpV9AzFCoJcyEYlst4raEg9FqNoWmLQ9lwg90jAsSCQEIY1XDZMoJCZ8waLk45vi+WyTWNFa8LE/ZsngRxEcYZCw56vAb/KhtOM0/HOi+ceHWtnhzljDS130wRwS5smYyYGhDLL93jcQB8rXfGMjXXHjfbmGA2vAe/s38+0bJvvuccRyGqOOLU3i8uUcXPnnb/BMKree471+UwVtEiqoBco9Xr9JD5cmzjhXwpOwA1ieaV74sSJdx566KH7FrMtg4ODG6vV6h8AdchRyxBLy4oVy3kZH/ImTg1axjZGqGhnaY5C6yN8SXiO+zbHx8d4DlyjEekyCe7WTAajm/jeNCuVItCUlNVrVtEz5J6jLOXTARTRkFRwuYznK+D523C5F6cuXL8kn88vQ/n9tWvXLifM4OHhETh8+DBTScVSVEEZM8b4vOB169bDypUrXWm9G4yLbYobgdNPXa1xr2SqPgVj58YZ8zlpDDk9MGPR1piEVQYmbRTI5iproYbN0ok5h5oM0vmx83DqZ6dZoZBh4TEvKu+PjEu3IyFWmtWrV0vISzxhXCBqKWY6n66zYaNccDI2mgfNudnao0iMN1gdrjlFAEYGGbmHkfCqrUEDaYv1dkk89GggecsBmBaP21uM2MZo+NgWtS5295kHkU3IsXBg46UDprYYhkNygXHZPgcPHwJ80GDL5i2SGhi5fPPbV9+OPc3f5Vj1vn3/mviNUiyO+ZLeiGsQHigUXN8wm0uEBbTLGqOSOf/9xW7Hrl27juDsyGKf51chjz/+eAmlHRV5FpV/VhS8PpfOUIyPn6OpiS8wT2SIyOigd89afGxsrCkhqwULjUH09/dnC4VCNpfLldFw9OJyLyqUbvzcj5/7cFqKUxcZG1xfwCmPBieHE+NFBFZcVJd6PGQcZR4njKZOc8a69airojncl3pIkayj4+GhrRuJ6wI8XxE/F3A9nRebku8cGBi4s729vUDhBCrDJladH//4APMSksGKYlv2ziEzyToi+epX/8J5wmR8lKWFDAfxSRJF1ejoOSYWwKYmEOaAyQDoeJaN3BpRu69lcmeaONyeGIHs+EEA5/A3e+utN2Hbtm1suG5dVoE/ue+PidR39PTpU/9y/vzE/fgurY0T8SM74J6WequkCnqBQgMbXL3HXoP1ntm7ccmq1uOZnJz80XVu6g0lL7zwwjTOpq/HuUWh00Q5XxTimrge7fhFZM+ePXeWy+X1ZDzwY9umTRtLpMQDm8P2qQoOlSz3svQzRRxyuUyUyxHjezla0tXZWLNmNd8TMTKUf0pGpIjnub2np+cPb7nllrVo1KpUyFOr1XlAnejbRkbPciiMSIwplKQVglr1Sfg3xC356quv/uVjjz32HYB74amnnvodGwFrhRkItSwzlVRBX5MYPzJvn6W4BeyGEL327t07el3bmMpNIbt37yam2OPX6/zYi+tDA7GKQlfo2VMoK1Mq5cNDhw7OUFgNvew6KtwajZ/gcg3X1ebm5iafffbZq3oMQxmCxrTEoKUzkuolkfRGLFA85gJRSBHbSQRJ8JzYVjNc72amksqvRAYHB4mgcfzzHCOTCRtZwZQJpJpU8LTDz9775pBUQV+LuDxaw5kCnG4k7Cz0cEXxzxmFTyWVVD5NZhl0KY48MBkPSIapXhJJb8SCxWa48ng9Af640XZfUquANamkksqCpKFVhEqkIx5Q6kGLpAp6gULOcSS4yspwbCVwlW6U7vXAAw90v/zyyxevX0tTSeXGEHyfZi1mNyrpKBCckEDLIVOBVEEvWJQI1g5oSCGxmH0FLJ+ersHrr//nhXUbjQMAAA0uSURBVHKpQo51ZCLibOZkXjt6jrvncjnT09NrOjs7gmw2S2lUnKc1MzMTfPDB0VBqHgKb8WpRj+jYnZ2dsHbt2ri3t2c2n8+fvnLlyjempqZOXb58eerEiROa27wI1x1m7rjjDvecrFmzhuevvfba7GKcL5WbR1A5z1Cuuk2djh1OTRiEqYIWSRX0giVwNFYkSSBy/hcYJsyMLOsx5XkQAHDWlT8n4DCotPvKFUshFJjABU8q5Xbw+BoWa1khLMkuHPufE3D8+MkKrurCjz+x7Yiho70LFXi3tpJPwpjLQtWUzWV4gJPYmUvFEsNNEjkAM64IsQAbGSkm+Nnp03wsKmwol6swNDTCmMtLe5fC1ckalMol+OIX7/7HuenZH8RhUA5DU8XNKyHBm9l7QxW9+QxVq1SqUK1WM+VyJVMqFRmHOECzhNuEZ8+OwPj4uFTsEWV5zGH8AI1ZkAmicrkcFYvFRqVSme7p6al3d3ePX7hw4b9feukllwmQyo0rnOHRFLAkt5bfhjTEIZIq6GsQo/CQUghg/WfL3AGs4GgrBQ6yStviFAcOD5KR2bAHxwgXgS9yYWgwUFxkpg6wjCsJJJwAQhdiCVvgPnU5cFvaUnSPfccFbZFhxD6LuQuC36FHV7jQAJYs6bbpToErbHOM3cPDo4KtYb6G9+BrRoH8EyD4RgCLSC6Fk4xvrFRfXCosKIFUXUelwVRNR0ZidnbGNZaQA/P5nKCqAeQLecjlCzQSa1auXHW00Zgbxu0alm4wAg8SYs9LqGlUyo49DjQyZWH44EuJzp4dg2PHjumPyoaM7mepVEFDV2WMCJqouKJQKFAxzI+efvrpl34Zz1AqXlBBzyRptHROBv56tuv/k6QKeoGSEX5CzdSwxbJuZAMs/gQ9XBaZTPFvWTzYAytZh5RpFHgGWMHY7p0t2c0I3kcoYEWyM9hhSQWiDwRLQmiLZDvjdbqgdgqYvGioJFZD0gBoewM5DxhtouABK9Sq4jJkbAtBsBYU0L21x0BVa0ELZZNWs5HSJEwGXZcplQESyCFWUdvrbxLw1PQMbxoGuQ2FfHaDtkWpsnwPB68Tu86XLxOX3qSHsQQpisB9KpU2a7QENIqugUq4z49fgvFzF+HAgSMWX8OS9D74D3//T99uRs0aKvQZqgdsxpy+E6HBxaU4tlCd9sLp/nV3dcPSvqV8HmJoUaxo+r3eP/o+Y5gky9AJFJ8M0qpVK2FgYAD6+/tgSWcXnDx14u5f1zENvP4Zi+2RVM78LKcKWiRV0AuU9vZ2fuGoaoqEPOE4EYMmcZCXoqFCcDD9DrTergicEvTzwHnHYJS5InTwlYoX4T3VEBSA0uKCyDkDC+JkEsqWlSx73555BDy6AyQBk+aLB8kRQHrBdKDwSyQsGf546rt71zyJ/+yQpcDt1EKSoOmKrm/g8LQB5rfMMblQz2Wu4e6rWhWHjtaCTiTErK4FRFCAPRWHaZHAL5Y2x1kj1Fox3doqblNV5hxP3RQ7ECLbKwI2KOfQU1emFD5ubHkEib+vu7vX4li7C7bjGGdHx+EcTg7UCMxET3dfRFXj+L29i/Kj6jNDFXpLl/ahMbrCnymslM3iLxSG3OuoVivYi6hAvV5jOjL9FZhZxYJjBfl8Pujq6oSLFy//oNGYeUbvUY7JjYFwXRwwClF44V/gGQoRy1IZO2G+fOIBEiFDTNtcvXqVj1OpVOTnTzLO2/cK0jxoJ6mCXqD039p/5pvf3Bm/+eZb4eSk9co62jtg2fJbYWxsnEtefZpdUp3YF31qagrOnh2FoaFhaK9W+UWiF6qBykWVF3thEmawswy0tVVgxYoVfGxCk6vXalCfnmYWbWM8qA4EPsRhwwmhhFM8fdK8mIaldxKEN4UcddRYuq12Aoxx37m4u0Cg6vYKQK/n8kibej88RVaS7cPTb3k0POfBt3w0rfuCv36FQ20xAvaC3L1RZe1CQUFi2+QvltDpjhINkmjM3vhwH0E8cG2DGinFuHPY2sqELiS8GjcKJPTl6K8g0cthtA98T7XXBbbX4Mqj8d/VqzWYnDzlrv/CxEVHOuvtk3F41vPvm5DIW9LiIHywWCw9qDef+CDd80Nkw9kc9yTJ27fohHYsg69b+RbnmgyL4MdfbEMKjBEdY3uvwm23rYCPr0xCC2kBuOcsVdAiqYJeoDzyyCNP4uzJn/70yMDKlbd9IZvN3obexRLCKejs7FBwGypzncaXZxqX64QqhxPN69u2bft3VOL5Y8eOBxQXpQd7YmKCUc3mi2ccCWEJejXr1q1jAgGitCc0NQLFIYJWjowof1+Q8JZR2ZIhePvtt9l4zNSnGXaUmMJbY9o0SJiB9RvWw9L+pWwwiJSADIHFu1asacU59tyNoZxLwdzJt8tIVaVTiEkFLuvssuX44zaIYbCx5Njva0xrW9VYBODJciXerSrRsXorBraZr35F+TmKEQMOC9Qkvo+V4cYbNosU51W01YU+dGK0JzLvjIEaiYSXHuj+omytMlQsbdd/cKYmSBxLfwdnO2MlfPAUWzacJTrOuD0E9FqOb3yPKZSxEIKppU5BQ+Bk9bePZBzAmT+97ND/Bp9AShVHg6xXxLCvHp+b7tu7777HxLgbfvO3wIAPb8hvnSpokVRBX6Ps3bv3DM7O/AK7crD1vvtakUj37NkT1mq1Enoe2ZDSIMKQIN2o80iQnYWJifOF/fsvEJoZT/QdPsz5MBNSlgQvA4esKWMvk1fAHDQi+Y6OHTl82XJoIKifmqP1OtG58D2g5WxnR0dYLBXDubm5DBqMrLAq0zFpG55Tuh0q00yG5gH9yeB/6kWHQaGQr165Mln67nf/GU6dPMkIakHgu630Jt+zZQunChIzzQgaj8bcnCXkdQSi6CZm9L202kfD+GQEslRxRkdSQlXwnjRBh9oAr91JlZvriYTWqDATufYEQBg9JHwDJsFMEoRCnmvbDg5vxVN1xc69dy0Gb8bsGt4ust12DU04wyN8WKroCS5U26sEDEaUnIUs1VspZ1KFz/9jv86Fm2SERENq4H36pAkJBabAhnWUBEt6AgZAuRZtz0A9AW905TZbzsqWjqP0GiixR5h0CMZU26R0WmEYOOVsMdVpbCKXKmiRVEFfZ9m9eze9XbXr3Y7PIzt37uxAL/87g4N71pMyR6MwjRMB5FD3gF9bUoY02cKET4YVkoKGgoF1CHAHjU65r69v81133TVApASvvPIKvPfeUc74iJta2+lDnxQW+quvfx3OY+/k0IHDMHZ+LBE6UfB+SGxvFdDs7BxcuDCB3uMs6x2Kz9oBRQn7CDUU7U7pirkwC03slRBMJw0u0voME7DG3tu33Rl7IjE0lrlclJcDuwfJQvEsOdw21tnKGCBhFefFawhDlT5YTkzX6fCq2HhqTR7IBlDYGBv31oFoC2EQgwL3g3jGsSD6M5uPjgvEiV4ICNVXkGivtIHB/8m4Uo+Mr8GH3tBFYKMJLmUVuEq3XCymg4QiqYJO5XPLM8888zHO/nQxz/Hiiy8+QvjMW7ZsBpo+Q6KB8opoYGDFQg49h4ajf/v27d/43ve+D0NDQ9BsEsqm9apV4YWS4kiq5Utf+j3o6uqCS5cuwUcffcShKh7QSxoeCTmRpzgyMopd+qMwOXkFPi3mrSfp7e2F/r5+BvWv1aaYXq0xM+sGIW2IySvbpBfrFfP8I3vOShs90f6F5iEZC8Kv3nFEbOmRyzJyA+AgaaOhHZyOxaO26ZjGjp/Ili4cYtRzTjTODajSFLpwT3L8oVguppgJIqmCTuWGkIcffvhbi3n8wcHBbxeLhaXr1t1VzWaznaiIOnO5XBsqwQrOK8IKQ1OJJvQCS319vaXly29lEH/cpkBCjAO4nEVjwkQAOIUjIyPBwYMHSaEbIUk1RrjMRCJcFXd3d8c9Pd1xvV43tVrNTE5ejdGjZwYusNGIkHIzKJyVzeF58EyFfCHTjJphLp/jgWrKjqDMC/VIyXh89OGHDKw/PDwEhWIRbl+1Cnsh73PBVKlc5tATZXjgOaFBTDNEkyYxftK2NBahBsqNEYAGcTydlYobLgiUaUW/0XEFS4kWSIqk7MWe9bLlyyhv/exi/tY3kqQKOpVUgPGN31+sY1MWztatWxfr8E527NhR2LhxY2cchx1oNDpQSbf39nZXO7ZuqaKBqTYaDTIwlbZyW2Xzlrsr+H0Z1XwJDVMJdy/h5wLq/mImwzRlZHTyYZjNZ7MZsj5L9u9/J/fGG28w+hzlcff1LcPexFY4cvhdGB0Z5ahHX18PXLp8icH82UhEJsHVaHsilD9PhUSVYhnw3Bz2WrduLbR3tBPgv3n99f/4m0W/WTeIpAo6lVR+TUTwUT43TvOnyfPPP//n9977R3/95S9v58862EnT/ffvcNtRBgb1OIgiDHsR5dnZRgk7FNjTWF5sa2vLzc7OZg4cOIAe+zR67ktgw4YvGMqxxt7F5TNnzvzkhz/8tyd379794S+7/Teq/C/0Y/jqXubVmwAAAABJRU5ErkJggg==</Swatch> </swatchLibrary> </Fixture>