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American DJ MOD STQ (American DJ_MOD STQ.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="MOD STQ" ShortName="MOD STQ" Company="American DJ"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>9828c03c-a20c-4cf7-9e07-52abccf31c22</Thumbnail> <History Date="26-11-19" Author="Nic Morris" Comment="Created" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="15eee2ce-7497-46db-8c30-e48420beb57e" /> <Control> <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="White" Name="White" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" Colour="0,0,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:2700" PowerOn="1:2700" /> <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2700~6500" Dmx="0~255" Colour="255,240,200" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="11~20" /> <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="21~30" /> <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="31~40" /> <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="41~50" /> <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="51~60" /> <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="61~70" /> <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="71~80" /> <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="81~90" /> <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="91~100" /> <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="101~110" /> <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="111~120" /> <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="121~130" /> <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="131~140" /> <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="141~150" /> <Function ID="16" Name="Auto 15" Display="'Auto 15'" Dmx="151~160" /> <Function ID="17" Name="Auto 16" Display="'Auto 16'" Dmx="161~170" /> </Attribute> <Attribute ID="Auto_Spd" Name="Auto 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="Auto_Fade" Name="Auto Fade" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" /> <Function ID="7" Name="Delay 0.1s" Display="'Delay 0.1s'" Dmx="121~121" /> <Function ID="8" Name="Delay 0.2s" Display="'Delay 0.2s'" Dmx="122~122" /> <Function ID="9" Name="Delay 0.3s" Display="'Delay 0.3s'" Dmx="123~123" /> <Function ID="10" Name="Delay 0.4s" Display="'Delay 0.4s'" Dmx="124~124" /> <Function ID="11" Name="Delay 0.5s" Display="'Delay 0.5s'" Dmx="125~125" /> <Function ID="12" Name="Delay 0.6s" Display="'Delay 0.6s'" Dmx="126~126" /> <Function ID="13" Name="Delay 0.7s" Display="'Delay 0.7s'" Dmx="127~127" /> <Function ID="14" Name="Delay 0.8s" Display="'Delay 0.8s'" Dmx="128~128" /> <Function ID="15" Name="Delay 0.9s" Display="'Delay 0.9s'" Dmx="129~129" /> <Function ID="16" Name="Delay 1.0s" Display="'Delay 1.0s'" Dmx="130~130" /> <Function ID="17" Name="Delay 1.5s" Display="'Delay 1.5s'" Dmx="131~131" /> <Function ID="18" Name="Delay 2.0s" Display="'Delay 2.0s'" Dmx="132~132" /> <Function ID="19" Name="Delay 3.0s" Display="'Delay 3.0s'" Dmx="133~133" /> <Function ID="20" Name="Delay 4.0s" Display="'Delay 4.0s'" Dmx="134~134" /> <Function ID="21" Name="Delay 5.0s" Display="'Delay 5.0s'" Dmx="135~135" /> <Function ID="22" Name="Delay 6.0s" Display="'Delay 6.0s'" Dmx="136~136" /> <Function ID="23" Name="Delay 7.0s" Display="'Delay 7.0s'" Dmx="137~137" /> <Function ID="24" Name="Delay 8.0s" Display="'Delay 8.0s'" Dmx="138~138" /> <Function ID="25" Name="Delay 9.0s" Display="'Delay 9.0s'" Dmx="139~139" /> <Function ID="26" Name="Delay 10s" Display="'Delay 10s'" Dmx="140~140" /> <Function ID="27" Name="Default" Display="'Default'" Dmx="141~255" /> </Attribute> <Attribute ID="Refresh_Rate" Name="Refresh Rate" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="900Hz" Display="'900Hz'" Dmx="16~30" /> <Function ID="3" Name="1000Hz" Display="'1000Hz'" Dmx="31~45" /> <Function ID="4" Name="1100Hz" Display="'1100Hz'" Dmx="46~60" /> <Function ID="5" Name="1200Hz" Display="'1200Hz'" Dmx="61~75" /> <Function ID="6" Name="1300Hz" Display="'1300Hz'" Dmx="76~90" /> <Function ID="7" Name="1400Hz" Display="'1400Hz'" Dmx="91~105" /> <Function ID="8" Name="1500Hz" Display="'1500Hz'" Dmx="106~120" /> <Function ID="9" Name="2500Hz" Display="'2500Hz'" Dmx="121~135" /> <Function ID="10" Name="4000Hz" Display="'4000Hz'" Dmx="136~150" /> <Function ID="11" Name="5000Hz" Display="'5000Hz'" Dmx="151~165" /> <Function ID="12" Name="10000Hz" Display="'10000Hz'" Dmx="166~180" /> <Function ID="13" Name="15000Hz" Display="'15000Hz'" Dmx="181~195" /> <Function ID="14" Name="20000Hz" Display="'20000Hz'" Dmx="196~210" /> <Function ID="15" Name="25000Hz" Display="'25000Hz'" Dmx="211~225" /> </Attribute> <Attribute ID="Gamma" Name="Gamma" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="2.0" Display="'2.0'" Dmx="21~40" /> <Function ID="3" Name="2.2" Display="'2.2'" Dmx="41~60" /> <Function ID="4" Name="2.4" Display="'2.4'" Dmx="61~80" /> <Function ID="5" Name="2.6" Display="'2.6'" Dmx="81~100" /> <Function ID="6" Name="2.8" Display="'2.8'" Dmx="101~120" /> </Attribute> </Control> <Mode Name="4 DMX" Channels="4"> <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="5e4a6f65-3398-428c-8903-91fc1e992a4c" /> <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="5 DMX" Channels="5"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="5270446d-3544-4c55-901a-0e5c0b11dace" /> <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="7 DMX" Channels="7"> <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="77067991-2df2-4ccb-9953-0049c91e42f2" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8"> <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="e03cacb9-7091-4534-8cc2-b6d5b9ca4c62" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> </Include> </Mode> <Mode Name="9 DMX" Channels="9"> <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="bf03b278-9abe-452d-88eb-03c1fbaf808f" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> </Include> </Mode> <Mode Name="12 DMX" Channels="12"> <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="0873f1eb-b6c9-4751-8ade-e8e71b637215" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Auto" ChannelOffset="10" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="Auto_Fade" ChannelOffset="12" Wheel="24" /> </Include> </Mode> <Mode Name="13 DMX" Channels="13"> <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="cc29b887-1b5f-46b1-a7be-3bc6e57a37ce" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Auto" ChannelOffset="10" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="Auto_Fade" ChannelOffset="12" Wheel="24" /> <Attribute ID="Dim_Spd" ChannelOffset="13" Wheel="25" /> </Include> </Mode> <Mode Name="15 DMX" Channels="15"> <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="676b35f2-794a-40de-ae36-73636f0aa762" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Auto" ChannelOffset="10" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="Auto_Fade" ChannelOffset="12" Wheel="24" /> <Attribute ID="Dim_Spd" ChannelOffset="13" Wheel="25" /> <Attribute ID="Refresh_Rate" ChannelOffset="14" Wheel="28" /> <Attribute ID="Gamma" ChannelOffset="15" Wheel="29" /> </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" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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6TsuluIMDs4ir6sgPU4VSg2pM4/cwKMf8GmvVZ2aayHCwuT2BkZCfe/LZ/gCe+9id49Kt/m7/n7ruOPfDAA3s/9rGPrVzCn7wbr4HoAnQ3/h+DHeYymcynHNu5p9VqKR1FsWRgfRtb3gq8SXx7AcpmIYphuYSBxMRfOHYSPm143/630TZaMhAIMTEy2R+uk0PUamNmvo6h0Wtgh+dhRW2U68C3njsB3ZeC7dfg+S0pTDGs1aTUMSiLlMKDhPRdoF0CzQzaTh6N7cOAS0sRIvsxexZAZmAPYr1axTpFaB66QB3K/r1YqP49jKw8SvvjykGzfV5Aq4QxxznS9C7lpgWgG3QMxWwGmYE8VpYXML1aow4lQC63KsxbOYlZE60ZhFLMsrR4HsMje3Dzm74P3/r65/CVr/xt/vvuvYfd7+681L9/N17d6AJ0N14xPvjBD/bnc/n/M5PK/IDvh4oZ4NaS7ASYt75/JcC++LmzPGMQ23QS2z116gxmlpboaixibO+1aJSnRMvlRfP5DCq1loCqk8mIO93MMrHkdo5AL49c2kEqm4OjZlHlEm5inZFOQDkBaUNptWbgJvasUghUGp7VB6uYRt6OMJAWnIZHqyyxDs2WGZGK9eT4OUULcJV4le4GijbOXX0DBmpn4DbPiAd1UiVo8NlUEyLxC6G2jG8bwfrqOnoKGaTYaEkXsbjCZkqmMlLWj6sPRXuPmXkQeFhdOovh4XE6Fx7Gtg3h3NTc7ZflQujGqxpdgO7GBfGe97ynd2xs7D/ls7kf8YPQYv2Xw6gT1rctfzEgvxJAcxjwNgUbYsDveVhaXsG585NSfm0TiF19wx0Y7sljrmL8ljn6ir3EnrNYrzaJkTpIpwjMfGKWGQI42xIAzxFwc9GKbbu0nBez2URnsOW9pNhR+0O65FlGCQiky5ki9vQ5eNe4wlX9wEgmwmfPKvzFClBq6k7hiUUA7tJuM4UI1Qptz1fos0IMjSmc33kHDpxh7w8f0icgdsjj8nOYfG2TbgfMzK1i+0iflJXX6vW4cMak+CXFLjxbzBbbDyHv8p6YfeDXEYVNNFs+mo2m+9BDD1374IMPvnwproNuvDaiC9DdkHjggQeGs9nsfxwfG/vBMNSWF5hc5otT5RLMvZgVXwzOid58QYodfeS1W5hfmMf5iWlij6uoNFu49uABZNMppAiJhvr7MD9nm8FHWnd2pUQsOUsA6MaSCBvmc1dhy/fZdAbbhvuxsFJGEBrGrGLWrLUt71nW4AKUiLYR0SUf0IMHCOt2Cnf2KNx3QCFFizTaFp6sAOUWOh4cRNxxqJfaUYnQm7fQCqhzqToobwAVaoi1bRwHZkah6s24atGSfUglI5e1JP4c7BNCr+eJ/Q/2F+D5bWLDdfk8jMJNH+r4zkF8PcQxT8FxHLEx5bJ0/oPlMviIOoJ0OvsuetsF6Cs4ugDdDXzwAx/8N9lM5pdDQrgwLkGO/g5W/EqxdZlXkj749r7ltbC0uIgz585jeWUdVQK0IAgRECgtEFAPDgzi5OnncOtt92BgcBAr9JmAlWWh4flmwE8wP5YbRO9VqDTaSJcaBM4Wmuwipwwoa2HLAm90LAzmjsgeUiHI3h1w0SbQzqc0+rPUvgA4tqYwV6Otego/tb+FJ5YdnK8qlENNyxGrrkXUIVhob5jk6h4C68ERjaWea7GtOQsVGQtUMdmTo7ckDc+0WotbKSsks8uc2+2LTwh7cYgCIrO6mGpEmemF7gi4HJzT8uRBLJt/G9tNoR0GxlvE8265JBdEN14z0QXo13n86q/+6vflstl/5odG8zTFF5tlyhekzKFTbX1B2tzFUkYSojH77Ni2gHMTE1hZWkGpXpNiEx46MzOZcAbHGtxUFtVaBcdPnsTuHduxtrYhRp+m0ETF3s/2luISMxBX84DmiidyRhCn0fFlLTKH5QprBjPpGKBDerY4xY6BkToIj8CYMBflQOHURoihHLDaivCv73IwTeD8688BnztDLJc1ZVpme1ajynqzZ6G8SB3EQIhicRdGl1PUGi+eBsvq5EdbKnav0zoGbQbgQMBZq7Ysa8fnjU2gFJ+T+Cwzc04MlvhoHWL8mWwOG6vL6OktEhtfOXSpr49uvLrRBejXcdAfvvX+97//jxCnwBlwTawyo06WBYeKy/I0vl1zlu8vMjtiL+fF2TmcnTxHQLIqt/PtIIgLoo1pUBS7UjB4eT4bEVmYOv8iDh/6caQzk6gTS+Rlrdif2aTMmWdxhVa2gLUfJR0D5zfbojGrWM7gfOdImKljQFo+t0QecYgBT5cJpCMXs9UIx0oKd/VrfLVhIe9Y2N0DvOdIhBfXI0w2CSRbCvNLkWjQkcjkhv02ij3UB2TpuNuQLA479vUg5A11AZ7KxOXpdDzyaND6LWHPWrGU5BuGbRsbKIXNSQuSfGpteiaRdNjzOkVg3fbaey/rBdONyx5dgH4dx/ve977fJZbWa/wpDL/TsUm9wd3NOmkDzBG2Ch2vNDjIZcxzc3OYnprG3MIyqvUqvJAzQGItGya5osPOkwSJlAtda+LsmWfxljt+FL29A2h4i7JwlAAzyxecjSF2F0auMBkabkfCCPk1MedQ5eA5BQTISEWeE4bio8E7C1n+4AKYyMep5QCNtg2XNjPna1w/CAJmjdMEynt7NfqJXtd9S9rLvD9qmYwLqR7kwhQCdT9F+7WKBMJtOVMOtbGaGsPk0K1oDw8BWRdDqQi1pg+srGLX3NNItSZghVVzjkXwjm1S41FBJfMlbklZ5Pe2jUKhR36HRrOF2YXl3IMPPnjDQw89dPRSXSPdeHWjC9Cv0/jgr3zwgEqpn02mb7pYzkCspF6QlYFvz3VOLDWJzQkwnz13FksrazJPoDBmxh8rBmTE3hhx6tnmAJpG4HnIpF2UGlWcnzyD3bvGsLpRkhJvvSVVjsE6inVmDiVpc2kC4hQBcxptuxcz269Ca/s4UHDg2RacNu20QXA+v4GR9XlkgpqsaaONjbkmJioZZGhzTQLcMmHsjx8AfulrIX77LovYdYRmYAtw+jVqrzjVEXNOw+Tk1em5FwLQyvKk05jsO4K5I7dg27BDnQBPUatx954IH745gx/4qwJe2LYHQ3NncWjuv0G35mILUz8+n2ZiAMtC546Gf59k0LWnr1/O+Ua9honJSbz9ztt+iT7++Ut9vXTj1YkuQL9OQ7vRIyk3zRXN8UStm9pzwqgv1pcvHvzjB6fLzc5O49y581hkKaPeQJuZqk6KNRJw0fHkqohN9BHTUANEZS7xHhxBtdLAsef/Foeu+mfIZuYQBE2TM61M+TZnZkiOM5LKwDTnM4hFaDk9gqlr34jCaAYFF1ivy2L4k3siHF/XeODpQUxXB1CcKWNkY0YqB2srNXxpohe/cIPCD49FeG7d5Cxrx8aNn4lw0xDtxVHIEhg3GJiz9F1DQ+ah5VPj0nuXOw5uTw4LPbsxd8ObgJyNxVZEuEsdQUbh6dUQv/K1CMfWHagUdWiHD+KZbTtx44t/Crd2ghi/md9QxedIqURqSnyjlZS89/f0mx3T5yEx/nq1fsfluF668epEF6Bfh/GBD3zgF9Pp7EGTqZGkwJlqOQaBV0qb41CdmUF47r82ZmemMTk1hfmlFVSqNfjxrNwyk0kM+Gbg0Qx7mYQGFWctJPacZtt1Ytw9PT40sceFmZewUa4inelDywtlUFEG+hiYVTzgJx4YrjwYnOvOAKavuRXBYBZlBtgm5y8Dd4+E+I/HFb40w/4dEOJd2d2PVm8OPXPzSIVtfOFoCz97XRp7exz89aLG8lqIEzXi1wS8T64lA3i0YoYa29ICynDomRWNeiSJdREdVD09hNmrbkKUJhBmNcW3BVojT+PkhoVjS5xDbYkb3o07PTznuHj++n+AG479OTLlo6JRWyo0s4gLCEedjpJLv9n7JF/okXPQanqwewawuLo+evmunG5c7ugC9Ossfvqnfzo/Pj7+m9ErpM5tzXtO4mLGzMAww8A8OYW55UVUWcqIszLiBTsgH28gHuCKmXPHi1ltgnS8HgMQF6z4uo6ZifPYc+AgNkobcRWgJQN9MtjHecZcMUjPocogtLJY2bYPwUBOAB7xkm5WS3bGCysQS0/27ecUOrTo/VAG5cI4smdXMHeyhF9/agT3HQR+br/GVxZsmSj26Brt06YHMWjJj4u9/xVjZFsbL+g8tabVkjYt0vai/kLHu0N3JHy602izhoI4hU7hsbPE+hu0aI/C8SPvxM0v1xA1zkFFrTjVrjOcGtumGn2/L98r+dUhD6rSJqnzKlySC6Ubr4noAvTrLHbt2vV5pez0psOc0T2jpAAFm4N/HSZNy7WaLczMzmByegaLSwsoVxtoEaDyGjFJ7gwC4gKQTzw74u0bIw+TqaCx6ZUchUi7KdTQksyMky8+hiM3vR1BdBaua8P3ImHOIc94wswZLgJ+qDQabg8q20eE2dpWiBv7LUzXgRJ1CM+VQNsgJAuT/GnaaZr251OHUHDh7xlBbmIRX/p6lUC/F+NZ4Oq+CDfQNuqEkx6BZYO2s8KDnJzulqM2e9psL6C2pzUyCyUEdhrVkTFiz2a2FdaOdEqZanHuHJqxXk37jYiZi4zO550a1egp4uShd+KqY5+mdoVxlkoQe0kn547aSx2fncrIROaRTZ1PrYaF2QXr4YcfvvVDH/rQ05ftIurGZYsuQL+O4td+7dfudF33nkRv5thaWJIw2k2JI5LZqpktT0xMYWFlhRhzTQpMYBmQFde1eDBx03g/TjNDMsv2t8skSXZIp1LR4immQuQKObSpM1iZfR6zyytIFUbh11eNnBEXnEQw0kaksgSaWZRyowgH8uK5fOuAwr6Mxm4nxGpIQN1QmPRMiTna8bGyzltXMrHsjt02lurDCBfm8cVnbKQP9yBPeP7mPlOqvdyguwYdW5XyeQu5uCS2u8ubGVP6qovUrVC7h3uokwHekAvxM/uBL81Z+G+rQLVhmfORdBBmS7Dy9EFZwaW+xds5hqWFuzC28gX6smny0elhSQ532Cn4adP+uaw9Ck0ZzuzsLL2/jQcJuwB9BUYXoF9H4Tru/8XPF+rLW7M2dCebg4F5mtjy5OQk5haXUGvw4F88MSpDQ4SYdZspn5I85QR4k5BpobBFv44/t7bs2Synsb62ipGRcZQdG1GrgeXpkxjfezUW1paQymfQ8s3gIGvRvk4htFLw7CxaA0VhqwycbxvQuHEwxEjWkpLwX/4Wgyk6fhbSzkA2ISC4TkA3cICYeykLe3IOJfpufW8Bn60pycggqmrWN9OGmzsFZUyNmMlmzy8hF3nwnR7k8g5+aU+EO8YV9vcrDGU1ztcsvNCI13HjbDp+3UuvSxp2gUh1y0bgRPD3XouxjW+KRq3iSWwjpTravZS5pxzksjlUmw2pNOTx2HK11jVOukKjC9Cvk/joRz/6ryzbGuZBvL+rJJu/Y2CemZ7G+QkC5uVVmeXED2Nj/mhTwkCHKZs5/9QWYN5acai2LNupR2SQVFuklPgzr+UhInbOZc7MOc+e/Ab23ngPfJxG3napg+BqQbdTiMJ+Gg1i1D6BNwPuLrqa+9Ia2/M2cgSGfzyhcbZmZBwV24WqjKkCZD08ouf1DRfNnhCpbYPInlvHNjr2pdYwWvtGoVK0rmuhkAJqbanONm1moO6jTuZMDdur01JIE1hpbCOw/b49FsYKChlXYyhNRJ3A1gpUXMxI52uQmkrrc1rfVQdDPD1FX9Qt+b5ZyKPSdwS9q19HYigt7nhi+BT7ddBvMTa6G/7iHP02TfT39GJheXnPZbmIunHZowvQr4Ngs33Lsv6Z7jCxb0+Xa7VaBMwzOE+MeXZxUf74237QGcDrFJlsKfveqjcny8kTtujXcRuSSjhTq73pipeAuRL/D8jEsFJFRyBdmnsJ69U6Mn2jKNe5HDwn2RSBDA460DyfHwFj4NrYldK4vQj0EG2eqmisegp/PKXxU3s1zlRDrLQUdlo+HucBQALpWtk2PUtgYW/Gx8IIvZ/NwKoTSC9Mw6uUsbxnHKmRLNsWe9kAACAASURBVPpdZsMKc9TSNretRX84J0oYL51CwQmh0xms0zEdyij0Z7UM3tV9JcfCRP2ubQFsAvpjy8AOYs6/elOE9z2usEBtstPGYgnsPU3rzvUdRu/akyZbRSa6tYxeb9G2bOOP/aP3/Sg++a8eRhgY0G41gyL9vnYUReElvIy68SpEF6BfB5HJZB4hALZMvnNskh+DbrNex9zsHCampjBHwCx5zFxgYuoiOppyEiYpQXdS5yTJQMdViB19eQsgJ7Fl0BBSkWjKtxkkLccykwDQMnayDoFR6NWxPnMSQ9t2oryxDjftCHBxOTcbHjH8eXCRom3dv13jjcPA15eUALRLbNUmvPon1wCPz9n4mznqqN7g4j+/GOCPiLWmcxH8Bu3XA44vObDz1JTcIEZrK9SWANmah8KxdfgTRZQLBbRTBdGDs+Umeqsr6A3LcIgK9xdy1KQU8rkCriuEKLi2HFbZ1zhV0tig7f+TQxbu3GVjoQGkqV3jxLS/Z1eI/3qCDjNwEHB2Bxv1Fy3Uevrp0NN0ilom9zsuhzdOrfwqFAOoZLoxTm+cmZnDRz/+8e+lLx+5FNdPN1696AL0FR7Enn+Snq7XepPVMlCzG9rU+QnJY55bXjbucjoZjOI1Nwf8DJAaAfbbDZL05rKymtpcZ2saX1JOuMXrjSOdySJfKIo/ctv34boOstmMTKwK3cbMmW9iz9VvRTR1TiQW4/JmCTBXiEW3aN/5tsbNwwq7exX+xQtawPEn9ihcPaBwpA/YRYB446DGp09b6C06YhnKgCjNiEz9zO2jIZ6bzyNapTb57J4XSrpzrlZFT81Ym4ZaEsVF0mAv57xji/yx1gwREStfqyi4xHT9iDqJDeCpFQvb8yHONTTupw4gT39tNeK4j5xTeG7FRoMYNFJKLE3FboSOo51Pw3fysL1K5y5HBloj9oOOUKtVcL7ii/8ITz8eUme3USqx1n8vugB9xUUXoK/guPXWW9177733d0wlnyX5yY1GA9NTkzgvXhlLaHgtSd9K6LCRLaxvA9yLB/m2xla23NGft4LzxSl38Wcsa/T39YC9mlNOmgDaw/rGGvLFXiiH6Cah5+rkc6jTek46j3KriZ5cVvRpmSE7zjhBLcJIFhiix82DwOFe4O07NFaIITs2gbKtMFaM8LeLGqdrlszaPZgLsMppcwR+YdXCN0/Tc0o89tBx9IMxZeLU6qpVQMvpFbnBInbrhA0pDR8mthvaXDgS4OWpNgr0PiLAHcxyMWGEd+1U+Ox0hH9OjHedAPl3j1v43CR1kJJ6R8DPZeieOXFRSonGHuq8+HloM6+M6e80T8kVEEA3MDI0Ev8sysyHSI9qrfGm7/gF1I1XPboAfQXH995zz2fo7zrHf+CNRl0yMiYmZ7G0soRKoylmP1GsZQj06hiio2gTUzsSh1Gdjb6MC1PlkhLuBKS3uK912HRiuqSTPOh48+xt3GqI3s1RrVaIQefjyVepU2ktY2H6JNJ0699a82Jyb9YXQzn6oFz2MbMRYn+vDY9Y9hoB4fa8gtcGgbGWbI6MrZHnXGLPpMytV91EN5C2idc/T2llOWb7nItMjShlR1HavQfF4SxKDhNeC2/rC/DY+RDhZAXBxipyBOPTUR2ZuT7at4ttBYvAWGO1aQb5NgiI7/vrEPcd1vjUacv4U1e0yQ5hI3+uUExF6C8yiw7FJrVz7uPaHh0b+wc8kQK10aVHO2zLnUd/by/m5pYOXIprqBuvbnQB+gqN9773vTen3PQPN6p1zMzMYJIY88LyMgFzQ0ArkS+SwpRktpStKXEcCSB2hgXj5YxIrTaZ8xb5Y7MqZYt2bSVpeObzRK9eXluH47owU2spY1JvxVnUvE7ooTR/HOPXfw/06jKafgg3xY7OJn/E4SIaAvcziyHuPWjj3fsUFupaNG1mvo/T53eM2WD5+rpBAul0gK+ecxAFljkkmWwlPnBaoW3ZxKEdWHYKC/1jqB7cjUKPhaGiRg/tK0Ws+N3XAE95DlbSo5hr9qIwuQa/UUOr0sJvfd3Gh9/p4MgQcGQN+K1zxIIJ+J+t2jj6JMQ8iSej1XFlIvcMulcS+vCOnXQcS0py8TYtRyWvzxSs8CnnNjgKxXwP1qrrcvfDToH1Zrv/fe97X/43fuM36pfyuurG5Y0uQF+h4Xv+n05NThEwz2JhcQn1lke3z5Gk86pEQ1YJg9ws6Ua0dSsJQGx+0pEvkkyMrQOGSUnhxfpzvKJKQH+rHELrsBOelL0wMCtbANvM92pDEQAtnX0GV9/xY1gj1ugJQJt9SdusSISIvzoa4Bff6uJwn8LjcxqjBHSHB4EHnwb+j5dC3Ezg3JOx0Fgzco5Ye4Sm+EO1lVQHWnltPDeoDeVcP0qH90LnLJT9CNsCjRkC1XeORHjP1xxUAgOYYTqDyr7t6FmqQm9s4Pe/nsU/fnOIHlqPy9ZrbZ6cSknJuG96Q3O3klFS6t2Rj2iZz82mkFqr481RBcbaNewY/W9mxWg06Y5jbNtOrFZXhelXamW5O3rTrdf+HC36774jF1A3XhPRBegrNJ761jM7F1bWpMAkiMzceJ2sC/aDAMQTuQPCwEUVhUCHMePi8hOgo3V0tIotWRsX689b5tu7eFnJrbaMgT/rGglvz2fzKLVrBJw+mosvo+k1kS30ok5gxOZEJtuDtxnSuk28eDaHx8+l8Nb9Dv7+XoXnVzQem1NYbVv4+jLwV5MJ+09Bp02nI/bNttkvm+WL3wZtsmVnsXB4H6KMyZe26HGyrHhKE3xhnhg7s29elnuRphSrE0jn0TOjUF2t4Sf/0Ma/vz+NO0epHcSi/3qxo6TEg5NGuuBtcPEKmy5pl7ZTUnDW63DCMriaxvR1Ku7IzO/ABYxtv4Vduw/hpbNH5bfi33d1oww/CH8MXYC+oqIL0FdorNMfbJ2Yaaj1BbJD4r8s+CrAaAkoGfVBx0BqQj5iZzrRpGOm9wognHhqXBBm7qeON1KSImaY95YBR34ZJds1Ob8ba+vI8kChZcsgnQrrqC5Mw8kXgGpJilmQCpGLQmKlPuqRh8iv4oG/cPGn77EwklUYJpZt9wCrQYR7tyu8nR7VlsZz68AX59j0iY6LmTgP0HFlNc+CUmKZJUI5W0Q4kDUNZ98LdvOPzLRTDV8ZHw5t7EDlL4glCN9Ga2ceg8TKj760gff1D+H2fTZerFrwmKWzlGLFXV3i48FCu2/kFVVVIrUMr52h9y0BfbnTiX8X+a3icYIwCLBrz1WbnR/9Ppl8Hmtrleu/M1dPN14r0QXoKzRSKbem67rQ8Xje8l3CmOMM2w6DNYN9Kh4s3EKSEwkDsSyxJb9ZQARbQXvz9QUZHZ3ZQRQuoOTyOmHURt/mqa6KAyMEmnV6cMFGgMWpl3HVG+5CZXEGjbaHXMpFI/RhUweSJ5RtRA7OTjbxL//Gxk/e4mJ3j4VRAsG3bjdVhWw9ulq38OJGIIUu7OfMJkZsJS22ofSs1qpynmqjA/K9RWC7I6tlfsFqoFAjcA79mPVzpxbEdxzMpmtAZjDCgRvTmPh6Dd/42hJeaI6i5MYdoFhix8w94AxCJRKLZHEEEM/pdL2K8dqzMgWWlfxi3DnGP4vFHRZ1Ss1WHaPDu+Qugjtgzszhncwvrefvv9+yP/vZbsHKlRJdgL5CY/v4tucWS+t3sGF+GH77BK/i2cw6Zwy2bIEp7nZWbHwUZw7I0pbx3sCW9ZPogHXn43hd60LtWtzd5DND17eC/gUFLYC0NzSNJOAiUGr7WD3zBNJ3/IiZ3VqHcC3OU7aQY/9kHcD3OY97HX/6WIj5YBD37IcYC900qjFKjLo3o7FSUyg6FoFuhMmyY0CTkyYyrGsoDPgbcFz6fCCPnpTGvf0R7hkHFgh8J6rAsWqEby2Z2cLlODnrIzBpFpIEQsdXd6lD2NWH4VNnETxNwHl4D1RvxoAss3RxxdPiqCfykgPTZzWJFc8/g0ywGOfKxBkcnW6OKwlN6l3EmRx0DrLpHGrNGp2vQCpB19fXcfdbP3YXLfzl/7GrpxuvlegC9BUa28dG//Lo8ZN3hEgYdAzM/Ece6Y7NJ5cPJyXZAto8cJawN2X8N7baj75inrPo2MakP54kpQPmW4mywZwtFYidz82M3ckn3HEQzkk2h6/M+/bycQTEHFO5LLx6jdhrQBhnCdtM03oD1OZGECKoh3j5GyHOtoZh5W2k5hT6Ugq3ESmucXUfAe1CMx7E1JJMLR7S7ukSeu0GPDvF5X64gQD9x/YrHOwHnpjVeHJNY7IaimyTIVacpnbWqSMZKkRY5mNvWlgrUefhRPj7N1l4cjaHVGkFmeMNzI/tgL9rSLLnimkt2yg34kpKTrWrhdg9/RJGG9+QKkZHzmQkZdzJICKfX2bVgQwe0vkIWhgf3YFTkyflnLbqLczMTcNJveludAH6iokuQF+hQWD7SMp2PukHhhWr2Ie5M3t3rBtvDhCagTwVa8FbJ4hVyWBgdGFu8yb4xoUtSYGLfJHkV8cJeltlEWwOSKpEUmFk72RmAC4ncKddsepkQFJhCfXVSfTkeogJl9HgOQwzKYTEJl1aN0tIV4QvxSOoBag/1Ub54DZEQxlMNYn91owvtPLNrNzC4InJspGROu9hrDEtbJY9PlIEpPdu09iWB6pthd8+p3B0DRiklrznGsAPNO47EOJzpzUemVYYL2rMNMwci14rwokasezBEaQ2ptDnVdE/tYrmYh9md+xCbrwf6ZwLOw2sUVvSy1Xsn/watrWOyozf5sdTRhaJzyXnqltxyl0oZfgaVToHu/cdwemJk51z7zWbKJVrt17qa6sbly+6AH2Fxu/93u8d373/kMmMCKMLWHCkjcObpTdzkwVE9eYgIoO6cGK1ZZAxxth43CpZazMrY8syW1ySRAZRycDkFmlja7m4eCx30vVCbFRKyOV7QDgUDyT6WJo9gwOH3mA2HrArdFt8OIy8yxb3EfsN0Vchels+CifqWBwehb+3DyM9NnK2xhJtrEn78VuhyBrWTA3bNs7DtXxknDQCYtMp2v5YwRKN+BtLWkyNsnQefvPNCrdv1/jyjIVPn1F4xw4Lnzql8UMHNf5kNUDQtFHXNl6gc75/JIscgbff9MD2Tumwgr4zM/AnaB9OijqTCPvaVaTay5K1EUUtI9Mndx5JeqP0l6aakOUq/o3YXZA7pp6BEZGBWPpotZsY7BvF+kbp0CW5oLrxqkQXoK/g6O/rLdeX13r5dTJPIC7+409kB2WWSRi2GfrbMvgn00zrzkCXTgpVYoCWJbdai27Nr77YROmCpD3zftOb2rD1SqWMVDZPrNaWfbN/yOrE83jDG++RvGeWAhiSba3MnIDaQZIHAmHcPFO2hx0LTfirWbQLRaz3FBHk04haFrLVJgqlNRRaG0jToW2jz1nv3pbP4kXaRJbAvOQpvLQe4f5xjafWNL5np4WBjIV37AT+Ygp477cUPALNPz+rJU1OeoqUwhBbmtI2G3YRKb0hvh4qMoJ3JqzCamtqt0/HxKOLTWl/UsOTzEEoLnZWMnHsplQk1ZUhT6RQx8jguAwUSrEKsWctR2915yi8gqIL0FdwjI2OHp9bWb9ddaQNLQNsm9NQbUmpixmszYCo0TFN4uUjK5Eu+DbbXDImNzfq6M4SCVsOdWcZ8/Gml4f5fEvmBy6olzHFLsQI+VbeZIwk2QsRaounhP2nU2l47ZYs6zBA8TZkNW0q8GRCWd5mQOyUmLT2gPUSonULPi3fjoglKzP5AGdoFNMp9Kc15uptpF0fNmF7K2S/6IjJPN4+rlAk4N1oKwxnFXrSCjcMAF+YomWIcXuNiO5GQlMV2NBYDC2sFoADYcZM/q2BxHukjGEsZfahnS/KoGnKr6OvMYPt/hk4/gI1qR13cGFc5QljM4p4kgAeJIUZSHUzaQz1DmFhfVEkjlbbJwZdTf/Kr/xK9jd/8zebl+CS6sZlji5AX8ExPDL0KOHR7YYjW5Ki1Vfsw9DAIIYGB0yxCgHY6toaavUG9u7eI05tdJuMmcVFNNivQxsgUzKYyFs1rJmlES7uMHMWhp0JZzmSQUCNTeljU2LZ0kAdDwomm03YdYxMruOI9hrxwKZPfLmxiMrGCvL5PHy6pY+CNs8Sg8RGlf8xfNlcvJFo4sow20iYeQRfp2UeQ37tEBgqOr4aAZuvsgT8DMIhKqse5muOAGjeNUU9b92u8bnJCO+7nkCVOqzBVCh81eGBTJ/nHrSFNSvXZGbw4GYTGRRYKqL2RZaLidxhrO87iG0jDprE0DmnWq+wFn0A061bsK18Cvsq34TrLcSnh4E/Mml9Ch2ZQ3y6o0CknD17r8Li+pKc30q1jBMnT+Laq+75QVr9M5f8AuvGJY8uQF/BYSv3EcuyHjTwpLB9eARjQwOo1+rEILlkuInVlVWUq1V4QYSTJ07i4IH9yGVSKBRzslwURp1bbigr5r1WzHotYbFRxzNCix2nsOCEE2/15dhSpSj5zTx4qWLWLQb1Ol7VAC6zaJ5INrBMiZ/WLdRWp5Htpc5lPUJIwJpmdinsP4x3Yfg5dzSRSAfGn3kt04/1bbuh+3MElobN6moAt9xAfm0V/jodK7HTkm5TGxpYbOfww3sVPlvTeHlN4e7dikBb408nQtyzQ2E8r3D/oQifP0Os3DKl3HIKbONFfVVPiAXLlTuOtu3ibN81KB/cDYeY9bJtWLyuUns5hTngGbsLmBm9BSv9B3HNwlcxUHsOfG+grEhS6lTMwEWHVqFxJqxVsXPXYTz57GPSkQZhgHK5zJLHO9EF6CsiugB9BcenPvV7z47t3i+gmibQ3b1jG6rlCloEzGfOnBPZwCTVGTMej/7oXz55Gl7bkwII23KQzfB0Ug6xxMA4qdHyKdc2M3A36iJzSI4zA3NoOgKdVLhsTve92aitQJ3MV8htUAEs1zUJDIGkMKBer6NIYNxocrlfS/Kd15cncGh0F1YYkGRbhl0qyTqxTXtiq06uRNT0mBrcj+a+YQwP2KAmo9ymzqDESraDYCCDVn8PGpUG+taX6VgIFNstPH4qxF2jFuq+hSdX2IA/xEgK+IXHLYymQ9GoZzwLTZ6zkHUMtvjIQPolK6tkJnIV8ow0KSxnhlA5sAeaPvdZn/DN8or9oPNaBisV50XT5y3dhxf2vhPXTDgYqz8tEpOKMzmS4VUWPHjS2Ea9jMHeIeqIbVP0Th0aD6wuraxfexkvs25cwugC9BUcPAXSkWtvbDf9cmp4oE/Ai8ukW15bJAkOmZc6zr5wCMxuu/0tePpb30Kb5yEU5zRigQTUDWKVXrViMgpoWba5DMVJbdNjw7BsmHQ8nbDoLYOEW/06ZOf626QQHgQzYaFWq6HQMyC6KzNJLtlbnj2GN7zlXXHpc6KVqw7odwbVLCW2nrP9e8XMyCHGu1inY23HlX9OnFnC3m8ZAtrxAry+DAoTa7CiGk4dq+PRfUXcNhLhT6aBpzcsnKTDp03gfEPBob+cLG3DSWkEcRWk+Hkw3mo25Ae2B034dgYLew9CF5WZGTyewFaqCAmcLW5Plj7yTSaLos4p7M/ilHU3cmcCFFtHt6TZGW2aNWkp5qEO0ykUMVDsw0pllVi4D89vo1qp77gsF1g3Lnl0AfoKj717d08sP//S4eHBQQT0ByzTWcWZGyZ9zUgM/IfPuHr85ZexuLK8KW2whkqAINgTtKRmWvPErfSBRbfvUbsd70mLLpokdnRqxS/26NgqeZgkX3nL2K5ZW7WdDtiGQVv0bQYmqXCkNtWWz/Hc1lJRKBMNyKwo8ZBjYrZEjDKkR90poLp7GzFbC21jsxHP5q1MFaAf7zewJMvC7bNQPTSE3vM2crUyvvhSGukb0tLXfC/7eRBYM5c/VebqTGL4tP7X1hTqrOqkTDukspBPSUMjR6y/kulFOFSQ8yXBVYQsU7jG40QSOYL43LBFNZtXVyK08xkc23cH3nh2Aba/Qh1hW7JXlEruQCAsOgw97D90PVae/VvZHt/VtCM98tBDD1kPPvjgBd6E3fjuiy5AX+ExNjr6mJs6eTiXy2JjrSUj/QloMotOylEY/HjKK65GC714io84d5mN6400rMX+s91o0i152jBGlZRvY/PZsi5Mzfi7XO6w9a2OzZViQ6V40JBTzYRUs/ZBX/nNNbHX5EyOdrPJ6dCGdXey9Djr2JaZv1cHxqB7UiKDcNaGEFcVe2OEkggO5ZjZWXRN0bkhoCY2W9k9gNHJACun1vBXvdvQ02PjfC3CPQTSY8TE38Fpd0sav3+OWH4UF/HEA57SIDovarGKtGpjNTcq1qKsiDPrPtCjUAo0lugRssTBniAM6IEpnBF3O09hV1+Eoe1FnCvdgQOLfykGHoaoR3JHwb1LFM+Qs/fgdfjWc48Zvw46vnPnJtR1R/b/AC3059/Zq6kblzu6AH2FRy6X+Zt8NvcLnFXGOjIz6MCP3eI55Yxuk80AV5x2J3puIkfE1YBiIm13wJhZLWvOPD+gZHfEs6HINpjxCitnVL0453lLbEmjNpFUNMZfSGofYyiBKyGbT/sJ2rQfYvHN0iIcAmg0G2yxaQYSuehG2mh059DKoDHWx7NpyWwqNxTZk0PjL+dMxR8DomrGJvh2XCjDWRUeHV+/jdVtwxien8X6s8uYvWkEJxoWnljX+KHtWtzynllRSNvayBaIvUpEKqfPHI3+1SW0qd213j5kqamHMhHuHgHePqbw19MKn5kH1pTJLZc5d3lWFe7w2E+0X2OmpDA+aKO5dy/89Z1wvQk6H1z0wvq6kTl8Ote16gZ2jB2Q/os1ed/3JQvH9/x3owvQ3/XRBegrPJRKHxsfGTIDfGEgs0G3AqMvMwK22m2k0+mYtfIcfi56BwZQ2diI09eQJPJKqp429JNHpOj2XEkVWxhsWUyyKKI4N3qLIdJWxhxXFpoS7xjgtnwnqXGxWUe9XkVvTy8adU53aIFpdK26hoH+MWyUSybrI84ikVJogbAUNtwiwr6s9Cm/eCDCzX3K6LiEyI/MU8fE+3HpmBiU20ZXR6yYuCnqyEYJHEuD6KnOAM9rlK4exYu+g5NVLUZKTerjriPQ73UiVEN2lbNEPrEKFuyTFQzY63TnkYEupPBDIxG+f7uFgTTnVwNPbAAln/uFEBH/BUrVIsTytK/PR7nM8o2FlxYI6PvSmB65AftnCNGVL1KUnK+4QCWM2uyEivGRXZhanJSpzUYGB7C0uv6WS3ZRdeOyRRegr/AoFFLBVYcPYHJiUlzPeKSf82fljzsIhHHxIJTjmEvBFKTYGNk+huXlJQJhP640VLFgK2kWxBgZpC3DkYnNRUEipCYl3xfbkG6JRH+OqwwtdpDrVBqa7SXFKWw92tM3SJ+ZDkTrABurCxjfyYkKM3QsiRO1JWl/nG8cUPsb2RyinIU3FSPcRWC7p0/DI3Z6ZyvCo7MWsU8toMiSBFt9al/ouhynV6Y7A1qvtC2HvqaNweoqMi95WNq7HcFgGhVqSt4FjjWY3QOH8xonCHRVk/6gzjewq3yaWD1XGaZwda+Nnz0M7KMOYqka4YFnNY4SOy7Q/n/8ao0/OGaMrN44qvHMojl/A4UQq9Rp1MoaPIZZHB7HoVkC+6huBhLFXdBIKixzeK0qjlz/ZkwvTsnsNKEMBPvbLYrIjOJ247s0ugB9hQcx5jGv5Un2Rttvyyg/gzLfHuvAZGFwNkbH1U5zTm4Lw0NDSGezWJxbEP3XTaWIaWeRSaewMD0hRS/Et5HJpDE2NoaZqWn4bQP2QrI3Rwljdn5R2t0WZzypSIy22JAqale8Tttr0XbbAtBmjkJin0vTcPN9cc6zit35LCkWCXlyVeWgRe3kyUu+f8xMfVUnwPv8eY0/PG/T8Wu4aY1MLsT+FAEtAePgsMZG04LXMIN8A1aIUp9FQD+AgeYEUvUWcicqKA0OobV9AD1DWZk2q0z7Pl2ig6BHbm4Do2sTGKftcnpi1cmiLx1hZ8FBgQC9llYYy5msk32ZAA/e4uDu7TzYqHHTsMKZ9Qg/9+UAoz021peNRr6/h9qhs4gyvUBjPVaGDEg7Dh2vH6BaXceuPYdl/JFvASqVKs6fn1If//jHf4g++fyrdOl14zsQXYC+wqPRaOxqt81s2Dw1EjNnPyCADqI488Hoz5y1gdiPgwE7SwB38zXX4a9Wvoh20BZpBMpDPl8wJkbVDQJtVwonZqam4PMU2gkIA5u2oltZ9FZPjgTAtbE/TbI5dFyqzXMN6jh9zZJBQC0gzUBeXZ+FTZ2FxWxZ8p9VJ4uPehpirg4CYuB7CRxvHlEy9eC6p/FHU8BcNcSvvymS/OVyy8I/uhr4w5cC/PYxYE9/hNO0b05GWScWjT4C4GwvRpQW34wcdWzF5Tq8tQW0MsbXg+ddSbc1ctUqiu0SMoSSA7kMPOpk8nRnwOkj68Ta+7I2WEK/c8TCM2saDp2mPgLtt+9UmK2Jw6m8Lri25FmfgiOy/9yGS8yffkenHzlMdAot5ZzE59r3GigUe5HLFlFvlWC7LuYXlljuuR9dgP6uji5AX+FBjDjPzDbgW3mWCAhQTeaDI97QrE2blLbAsNRYduDsAK9VIyD3BLDDQAtrZhaeSrkCwCli1U1ajtk5Z1K4xBq9erVTEm7Y8EWMeUsedMclLzI+EwZ8kuwR3dHFe3oLKFfLCDwbigAvqC3BD9k3JIPA92RcLZJ9GTN9no+EQX6Eru5ex4y7HV0mltoDXNer8XNHHNQDhXMbwAQx37t22/ib2RA3jgIzNTr2SMlM2WmH7ib6aZ9LNtywbtLc6NzloiayBMaqao5TJttONHVix1k6j/UW3aHYPtZKXA4ToeHbKHnAVf3AP9oH/M4JR6xR07YjmX+saZ8mIK94Fr4+x5kdWrJnatQeO08AnS4SQJtzJ51fZPyy+Vw51Cn4XhXXXHMjnnruMbToyjA7hAAAIABJREFUriNLy6+ulboFK9/l0QXoKzxYW+Y/a5Y1Vit1uiWOOAkNrEMkE8eyHsu3x6mYTdv0TZvo3vLyGkLO1Y0HFFmPLm2sEuJxXhjP69eQgUQdBnAyOdE+E7VZBgqVY1z0eA7BCzw4tqbbIc5ksDqaNLNgKQWPszL4q+HhIdQbnuSkRX6FgLkFl5giSzaWSBsxuLO5Jw8WtgL0OUokj9myxmBa46cOWeL+ViTmmnZ5xm2N3z4ZEaAp/ORVwKdOa+zu1zghGR5EftfpGFIE+HYaGR122ipzEFIHN28PwrP7JAsm26qjoMsEojUC/TaKdKfRbDQxNV9HrZWV8vLPn9XidHdVv4UG9Rof+1aEf3FbgMmKwidf1MTubVSqxlGE7z/EDtamZzegNqTiYVqTSSP9HgG8HU8lFukmrr3uNnzr+cdQo05y57YhLC0vj136K6wblzK6AH3lRymMkhlTbAE1BmdOtWOsScl7wlw/6AzOMQzUmy2cm5q50LSfwbzNAMnZFHGOXFwxaHMqHKfvbQHfxCbTzKl3UTVhZ6AQJsdZDKpVsjOI4xDn+9LL+cUV7No+RvtwEYqM4qHZqtL7FCcwy34YuDrJH3S8Nt01DNIHeVrkhRWN59eJuR7SOF+1ZJ5WLvjI0HcpTrFLA30Z4EzFQmLfxPMVKh4EJUBtW2mZulC6ANp/yR3A/Pg+FLb1oDenME0st0IHubjRRq5RRe/qEvqrJbSjNDHbGv7LU0X8xJtTuGqA7UsVnj9PQF3Q+A/Hbaw1NAo54PF5xwxUBrFzILVHU6cylA7xU9R5PPpCUtJuZluRDlbSv0Pxhy7X1jA0dAhZJ40W3RVVW3SO2n7xUl9c3bi00QXoKzxardYXWH7I53PYOTaKSr2JjXJZjJJSborIqjIMl0Ail04LIHOVnJ1KoVatiFtbTKBNAYoYImkBT2bXNvt0BO0YW5Wp+NsyZynLKAkDv9DYPwHjeMGORzW75DnCojkY4ku1KkZb/SZNLt5+vVYhZpnqdCBm/8Zu1CHQSgcenp9ro3Z9CsfLCl9aAt6+A5iqAk/S69tHNVwVYSyj8JaxCP/2WQse24UG8cby8RAnnZ8mbbUgRkU2FnLDWNp3COlhm4CbOjLaXtSKS7hVCvW+QTRzvcRiS9i5vohC2MAXnqnh9iN9WPcc/OGckqpGrS2EjoXfPxcR+AeGlWtTuML52LBNJ1KhF38+FaLolU0OOuefW5tFmlKqH9JxlivI5tZx6OC1OHr8WXEnrJYrzoc+9KHRhx9+eOlSXmPduHTRBegrPH7nd36n/DM/87OTXqu1hwGYCyu48KPFrj18qxyZGmjGJEc0akvwd57tRgmgOY1LdSxB49JsZqzKOKt15i8Ur2JltOCOwb8ZvGPTfekE4uUuAOnObN8mJFOD1u3N5iQdsEGsnH0nEscPGcTkgcLSMgYHRjvZegbbVQzQEQqEtNPTbVSCNO7eofEXC8BnJoz++78+GeH+vcA7CLBbgcLnJyJ8bdER/Vqq1QUktSk8IZC0uZSbzk3TymBx/wHovjSa9HWjhrhMOy6bd7SkauvQRmVkEOecLLavzaO2vobf/VoWo3sc9KYUau0ItZaZsYU7gEA7SCZI0Fz4yHqTqwWw2x6x/o0At7Xm41J6HRtCRUgmq+UB3jYdb628hj37ryOAfkaMrmamJ/H2O970P9MiD1/yC60blyS6AP06iO3bx/91aaPybzkti53oeNhKHN84vY3T0sJg0wGO2KvXqMMh5pvv6TF50uL5EEiRR+B5BghZJ+ZiCc94cXj0OaflBX48GBgXt/B6DrHx0A83QR6xQMJsOAbxJMRwiXVz2ldE25T0O2oTZ6C4xJi5Ok9RmzyekHVsb7wtbZz5VCgl1WnudBTd4i9V8ehEHj95lYUf3K7x6WmN2YYSsP3Iixr/+wtAXSosXUmZi9iTg/0wmL2mVQyCXBjYptcuprYROPdnJG9ZxTngIt7bcRWgJyRaGLAq0VvqZGZ27sL+uVnMHZ3HRs9+BC57d1ixv5SCQ0B8VU7j5UpS3g75jhm2zCNJ7c1WashHqzC+g9yZxv7a8UwJfOwunaN6rYSxsQMopDNoNOvoKw5iaXmVS767AP1dGl2Afh3Exz720X/3T3/xlz+5vn48lSTBcRjWaYkXs2VtZnBwCXdPsVdAt6maaLNezRWDTTNJhyUm+cZI3vhvmGmYIp2IDDA5zZYVF7cke0MHvHXiPtcxvTMt42wIi5hlD3UOJdpHq9WSbdYbTeSLWbSaLYQNH5W1Bck1lplM+E7ACgkjQ6lydOjZJ7aZ9xv44ycbuGqQQPogUCRw/A9nFTzbsG2e7jBLZ8RjgyJmy05HZTHMmAtYPOpgojbadh7eriFiyXEVpE9ASduLrBhVvbgekrPfuEKRbxiILQeFFCaD7di/eBbLT02h/sY9dNyOkTOk0ASYZie7WD1CnCqeSgU4XNQ4PqvQs3Ac2m/J3IZ8nnRsPWqe43FLHszlTk17OHToCF48/iLc1DgWFlePXPILrBuXLLoA/TqJvr6eR2zb/iE7Sgz4E6WBpQrHZF3Ey9brDVSqVXGT4/JwMxWWE0+bZUk6m/g/c7ELTIWhjhN0Gdyj2DFPZgJJZvdOZlu52HI0ng3FGG8koA7MLy3GbnrG3a5UqWK4t1+YKldVt2qLyKWzMoOKxUZIAmw8BVZb2KelfLi6hWCqhP9ynJj9IQvvGGdfjghfWdAYS9vIpXg2FYWvcOk1Nyt2vNOcl9c2zXKXPeow2ijl+6GKZl7HsZTGNgLhiRa1q22m12KA1mJ6ZKxOO3Nd1TSCkTSWmjuwfeUElp+30Lx6r1FFIiMeVWu2kSt4Q9Q+5WjsIXDe2adx5lQVe+svQItObQYHO4/OuTQpkK7roFxZx4ED1+PFY0elqjAIgsL73//+4ic+8YnqZbnQuvEdjS5Av07Ca3sP5Ir5H/IrdaSdAJ5vco1lotiOLKyJLXsyAOc1mC1HnUE8zqBI7Ec5VFJirY2OzIyU86M9KVixDKuFmTyWU9uieELapGdQHQ3aMnfqsR6tHAPIYcLElcnO8No+V5abxTi3ubYirF66Bh1IVSPr6VpkkzbS1C4vok+9Cl58xsW6GsHbygq3DCpc06OlcGWdAHa5zXbQoXiKcBaFyLxhLGoTbvZuLItMXu3vJQAk0EyF+LWrbOwsELDPajy2qvHUMi1ObFn8NOLKRnlF4G+laBsFjdL2HoxX8hhfmaIOIMDy/r2Icq7II1zPwnMjZjIBCpbGSt3B6aqLs4tNHDz3OHJYo2Nku1Fzt6Bj7bkzzirsO5SOyWtUMTK0HcVMFhulDczPz+P2W9/ww7TYpy7rBdeN70h0Afp1Ep/85CePv/snfrpUq7f6tONIsYpoxCIVmwEpxKw3yz4WpgbblG6zAZHF42ZavKEjqd6LBwc7SGGKJ9x0ipYL4/Jr8x1XL0rOstiYxvvb4sUhnQPLsgLOcfYGo45lxTZKBrxtMe63pFPxmiW53ReLDjFnigTA2LSI12Hd2GbzJ5awNxRmTqTwh0E//nJJoUgM1YtYgTBVhsP0frWZDEOaUm8Ra+Y89Acr8pGfz8rz9wxq/L0dBNg+UGlzVgjtzTc+zWx2JL7POXofqE4pOuEkkNWYG9iJfZU57Fo/i2J9A7M796O9qx+70go8ZrgYOBilTmCNbyaWath77mvY1XyRjs6XdDpm0TrWQeJaILNfrYy8ITq9K6+vv+4NODV5GqX1NVowvBNdgP6ujC5Av46it1h4cmOt9M5m4Mu8eQJHkRa9tkOVmXl6LWJ5vjBsHQN4OzSl3HYqjchrbW40BmdxniPW3UNMs9RKvrcEeaPQAJcBrFiHFgC2jRzAurdjm/Q6ZV1YIh6naPC6bsqRtL+AH+0ygXAQA3QoLNfUkZhMDlvKs4mVElil+DHlY9EPsbR3CItcMRmnsXE/c0uvxo4MMGOmPoTRlENsWziFlNuirbMXho1ddM6uG7CxTDcXX57X+L0pLoiJcO2ApnVD/MxeYMgN8ZEnbNxxKMJXz9Kxe7QvT2H3gI+5/h6kFyz4rQq2NSoYPj2P0twAGv3bgIFB6jhcVGoN7FuexPD6i8i1F6g5nOTH8oZvGLTc6ZgyeJWoQ3F+towL0Hf1Rgl7DxzBsy8/j/Hh7VhaWrvuEl9a3bhE0QXo11EEQfgo/RG/k1kW495GvSZMOZXOwKfb7jBOlePvxL9DG19nAdQwkNJuBlvO6jB0OwZRpteMlLYyxSqWYaJbhiKl2s7OZU3aHm9TJo2NwdcyXtOCjcIIrU3gR4LRBDytJnLZDNoN6gDa9KBOg7NNtAgi0hBwsbcMNEq6XTKQRkBOjHrHrIe1RgNre8dg96ZkjkFe8bmGjUPpEAOZECucyVGPMHL+NEbUKt0J0BZt0wFxCXmlHeE8kff/ek5LleKubID/fLeNx+cs8aZ+0zYbP3I4whenbdy+M8I3Zhmkgcl1B1aOmHuqD05zRWQZ16pjtLIKq3Yaesb4bFu8MM8mS8+RNgODkrmBLRPxSphBWRVtOcfstdL25Zxk+wcx2j8AJ5VleevQpb62unFpogvQr6MIw/Y3z0xPoa9YQKXuYWFhzkw0SsBZyBXQFKc7enAxBIOxNoUmwnxD47fhcyZH7JuRVAEql5htNmcyxGwzizZsY4IkKrH5AirlElAmNkmmI1AdAdy0MTFZ4m4h2poiTR+WqzX00H5UJk2stIUg9Gg3WjRZkV10IE1idwuRPCwCLPHlCKSM3QlbyK81MFRfw8bgEILhQaR6M2JUdLpG7SwHKC6tYXh1Gn3BBm1TDlB27wQR9qc1JrnQZSWSma3eOhShj5j/gT4LfSklpdpfmAb+lxuAL04SKydmjlndyWThFL5SZggjpeMyomixZh4RQ5dSe190ZjkGYctmZlnWlpU5faasPs6ISQZsceH9hvimMFD71MG+8dbb8fxLz2F9o9zzwAMPDH7sYx9bu5TXVze+89EF6NdR0B/vSzzl0+TSipgnKWJXKhWZoosqV12YJLnIcqDSxsRHx6XcDt1+W1GigXIk0gYBIA8gcmk2S8XExi27ZvKmI725PFuaqlQ8/V6sLMe50mbeV7Vlu+ho3ApGkxZW7xFjzhfgEii2QQwzrCPjKJmAgKUNmRFcjoFBzZG2M9CzVwfCWGIhVtrbrKM4Ryx20UXTps7JdqVoJEWsPKtrcU71/93ed8BZUlXpn6p69XLs17kndE9mcmCIgiBGzLqKrrviShAJAgo4A4PDMIH0x7DiioLusmtERWGNiJJGwMk5T+fcr/vlWK+q/vece+t1w+K6AzM9TFOHX9PT/d6rulXv9XfPPfc738evzUBLFgaSwWwJFlcBBNmPKnuoziPDGbUm/GUIwMVO7GcAjfS+NMvAoz4ZmgIapA3kOTOodaAxAGeJZBxuaKBrK3FdbRPFqjTKqE3aBCzR+fjPBjVU+pwyW+U4Ic+uv1AocbAHDs6S2AOw2upxosLOzkwmDbW19VDSDNi2fSfMmzdrBXv45hP6AbPjuIcN0G+ieOSRR7JnnP+2XK5Q8pbLRcEGEG4iptUwIo12qFX0m9kHBWU8CznOzLCaTfA7A0uGQtRMghuNKI3pQTnS8jCnhYlCqc6W3k6/jzJ2y8WbWCRjShkW0PDNL1lk2sLnEDNx2aQaNM+OkYtcIMH8kqaLTU2TBJqIBkivcwgNEU5Jo05E4GL3xEZhY3UZCbKpEjIe7Diy+I6SUQqBJpZNyvEcJApVYDLAReurxWHUapbgoQNl2ixUFWHazc5VZKA4mHHA/hSQWwvS5pB+h4UhTXIQHVCiTBl3IzVRX+alDJMYKQZYdgd+r4tU9dxOF5uYHAygNbASZ5NNeA5PFFSth60kDHB6gjAcT7NVEANpVaOGn0l1ddDT3wapVPYDYAP0KRc2QL/JYva0lj1HOrrOMC2xIvxLp+XyGC6yAWIJLY3ybLGbUNN4Zx8IcKaNPgdt7hnkCeiGIstEHWhwKssim+XAR6a0xQKvN4OVq49yoGVJeAVSzVvIjYrNQet8iPVetxtSmQzR4iS9wNXcyPGaszcMAjs8t0IFWok68kDsY/JnIQtENPKNsk0MYemFG5amxSTBXNzglMFsBvpTBnxkMUB/EWB/2oQtAxJM9svwsSd1ePgCCfaNyPDrboCDQyYMFSSSdpUcBjW3KF4d3jfVgI2tCmXI1LZNJRns4hSlDFO0cJtcb4PGxL5cDidkctgwVBaUSCeo7Amu8GkQapgB2tH/hKamWijkilAOeCFXxFGrMNg3AAcO7wPFrcBIKh0av0+ZHccrbIB+k0UkHOxgOHiGxc7gGTFnM5DOhZCyJJlQAJHlIkdYq4jqA1g1ZIlT44AbtpqyyptXBNhbm3tWOYQ2CEktj5dOZKERzf9njAFn4OBsVl7KN/vYOQoMjNHVpeDitltYZ0ZwU0Tbs0RAL1HzikkOLUqFCYjj9TidEPYpVGfP5DUomSAU4iwWC/8m06alQS7jCgNSn56Dg6156J3pgc6sBJsSEvQUAN7TAPDHXgXe9TibPJw69Kcd0Jt0crodJfESZfuYYU/1mfCXXI6yZ94Vw0EZwVoSLYGSYXCNE3H/sKSB14KbuJlMDgoaA2yXA1xOBeprQzB7Vhhy7nlkCLBl21ZobGyB9v48OF0eaD24kzZjUfWvKhLceoI/WnacgLAB+k0WPX19i6ipodKJNpqpkmwnOXWYFfoW/gONZAskxG/Z2wm9DeQpoxCSECkCE3nOGlkxSaIJxayAOs8GrTqpbPU2W0L+4jlWdZXOL406jfPNOgMSyQz43R4GUio7NrXuUcZpmIKLzF/Itf6puK2LiUimnyNe7HTMgccTZZNRDsr5DKD4BupbkEifxVrBlQKWVNjxDSiC11Bh5MgA/Gp2MzS6JZjik6CdZdHfOyyBk52rE8skBSxQy6SIx5kvuDFokit6iWX83z4sQ1N+CLD+jKBM9gKYRUtWj7fOaeAmlxLFUgzecdzQxeui5iI2Vr1sgMtjgN+IwQcvuAg8jk/B8799AqoCPkBiiqq62PuVhNajB0B1O+D0xUt0xdA/feI/XXYc77AB+k0U11577Yztu/bOIgAAnt1ahAyDMjdeZqhs1wnwNMoaAwVNeAqKZg6J85ZlS16UULVM4K4oLnCyrA0dw0Vll0ATW8AVl1Mc3cqsrXPJYzYlZTFBGGOewvN55GhXB4NQIAI0767jJQKpAu+4YWgaWmUjjUoKukGdhyj2pKpuKCOrI38QpoeckNbrYShlUBaORykxMO531EHISIETBZgYmLqlAkQLw7BrbwTOXRimjr8lYQlGWAoeUSWocssQcBhwIGPC/oRCdX3MnGni0RkUlzjlL1Ts4RuDRJ3TeRmGLk+omFC5x5o0eXenInS880UDqqrqwKEn2DxQhmS8B7Zs3Ag+VxFy2CQUCEEyW2ATqg+OtG4HyYnlJxWmTm74hc3gODXDBug3USQSye+ls2hRZVQYtZQ5VyhbFs1NbN4JWVGzXKzQ4UxrUw/ruAiSDJxx484UNWt8bTGng9/nI8cVLrDMHyNlO6H5YY7J2vk5DV4jlqTK2CwS2ejepUmiTKhrnU6lQTdk0hGhmq1VKzd5jRnbnrFXGycetPVSFA1cRg4K8WFYvHQuVPmOQr7GAz39QzC7OQrP7AHIFk0q1eR15GLn4aBnNizUDzJA1ClbVyADxuFO2Fzlg3TECVMUE97bCFDllGBWyCC7rLa8JOYXiToLyTUcr6kkgTKYg4jeTrQ/2dTEBiROSLq4BvGeWNcr4RVwIasQy46x/AFGAYI+NxTzcRgY6oc/P7sRFp7WTE08U6c0w5Z9fRBjv2/tOAIurxOWLV1suBzSVePyAbPjuIcN0G+SYH/kyvyFy84tC6B9OfhJlbYSsFxQTMtASoIcA1rSaeadJGC5dGP3H7WD60LrWWzooa5EiZ4mjxaSLc8+BrAk4m/xnl/prsIHMfrNagWn8osCbgZEtdUR2HdAh327XoR5y/8B1HQWtFJSsE+sc5WJVmGUTUjlCiDpaQZiQyB7ZJhUH4HmaVPh4K5t4GOXUEoPwuTqRjjYU6Ist9pbgmolD/FiikGyGwKQpnIFpsU+LQGlbUehtGwG7HCr0MMAeUnYhOeGZRgomNCaE5cg6vrNQR3eUmvCD3crUBvbD06jCDpy7mji0sUXr/vjZKJIldtI32trojA0FINCMc+epUMuxbJnyQO5TJEej8UT8JdNe8Af9LNHnZApGNDZug8cTpVKQecsX/j7m2/6Uvy4f6DsGJewAfpNEtdefe2XHv31HxTUxeAbUPIoQ8LkGfUox5mHafGieTm2ElQzlXmmKnJF3nUoaspINzORwCsAlne8ULGEc5UpM1cEZpuVnhcwR+lufJPSpOcr7N8epwt8DHDcTiccPdoGVZEwdB39M7g8IZi16GIY7N4M5fyIADcu6i/R5MI1OdxSHBxSkQG5DNGQH04/63TwuRyQSf2JygJlLc+vBdvai0XImQFIhqdCNJ2EEPK/hRyqxLLrcHYQ9B0SpOfNhEGXAk9qpAYCLnZfJntM8EAJ9iVlouyl2fna02VQ+1LQUtgJZbModENEG6DgmXMmDWevSOL9wX+XyyXS8M4XCrzxUipD7+Ag3VIXm6xMxQEFlmWnUywDV0pkDtA31AcutwuWLFlkJhPxy0/k58qOExs2QL9J4sDhw5/P62XBpJOgvqEJPvSRS+C555+GPbt2Uh25QokzubaDwkAUa7a4e2Za7WwmZ3Bg9owgKEtjGiY4k5fO4VAdILMsDvWUdXJt4Zkt8qAdLhe9drQdEcRxgTJ1kYeDW1VJUtTjcpELjCQ42USzY2OJsGX/4b2PgyGrMG/h26G//XkwtSxtsJWxbuxSIZ/LMCCTWRZMAs8s88zBnv0HYcbs6exxBwyOJEFjQNofR91pJ9HyqNWFnTtipCGix4inTDV3dFeRysTqqEuUwLG1CG3TZ4FR5wG/ys7pkGBEM2FpWIYFLHP+SZcMIwWATW0lmNP5NLhQdJ9WG6I2b1g9lVyIv3I7BI0Fv43E42QrRnu3bPXhZlk7zn14S1E9UFa5+p+l593dcRBkl5Nl0C6YMW3qH9atXdM3Xp8xO45/2AD9Joirr7666VBrezP+gRMcsD/kT37iH+H8c8+G5acvgZtvXQmDPV0CJM3R2jADpGIhzwFEkiuVCAJqy9JK0BWI0gY86zNFBujxeCBbKvDMULwWnb+dLqTzaRxYTMXqQ6lwlD0uN8uWneSZ6JAdBPCFYoEybwc7t0MY1DrY4163Akd2/oxNFDqctvAiGGz9CwPRHHXpIWgW1SIUShmWbrJryRdoXM+9sA0cDPRcDhnCNQ2QzLEsdJDrW1Npgo0rUO6Feal+MW6FKHdY/lBQ/AmwWaQM1fkOcO4ZgVhsKuSmNEBDjZOeuz9uQAeWf9AQtn0AZvT+BSLlVmK5SATOBp1L4kr7vHNQGV2FmIK4jQwYlGnVtRK/7RI3lCXFOtSNlnlzkUP4NxYyceiPDYDC7t2yJQvKulb8+En5wNlx3MIG6DdBZLPZu9K5AmVgCD6TGifBvHlzYcUtX4JLP/MvcPG73w0/+M9HoMzAVDasygRf7htC25gqFJgtE8lCJs0NDGJPmJYehKDRse/5XBb8DCiyaeFSLfP6MGpFlAkIrYKzQdxo1ekkDWPkKSNND0+Dy3pUyEN9EFKmQwcVbO3QeFaOz/F7fRCNhOHIrsdIYGj+kveAkdoF8eFeSKEYFJLkSiUouavAVFBfpARZBu5/3LgT/ME6MJwhyJVZRq/LlYmJa7AKUSfcxhMNJCY1lSjkcCUbGl17tZyD6r4YFPrdkAuEoeQLcbW5YgkWpYcgWOhmf2RxkAxU+EN9jTJxqzkHWog5CTqhKcSqSNFPUBqte2vQc/XRDdQxglSkecLeuAO7t5G9mNfng3mzpj2yfu2dtkj/KR42QL8JYvfe/R+i2rNoLmlqaIBQOAjuUBRe3LQFlp1xNrztonfAU0/+jgEhV8tAA9lyqViRCMWNQMXphjKyDRQZLE1nSQC3abl2A50GyjoDUc0c040ogF88B7NBBHlsOkH9aY/qoqfhJJFIplnGXIQi+iEKTjYCZTaX4Zob1PHHs/R0JkMuLpGgHw7vfoK6C886612QT8epvIFGAy53iD0PG2j8VA7x+lxgsCw0YWAJRqaNOR54j+Qx9XBREZdNsXnK6w+StRwQZRoct8dMgzcxBHKSGrrZY5rQ2ijRxGGCkAs1LGqdOD5HWA7UsiQ6OEe9dF+2L2BxxkUJyqoL4bFS8RjEEsPgZquWM09fqmVSyWtOxGfJjvENG6AneFx77bXv7B0aCXBI4SUChYHhzk0vwrXXXAcdHe1klxQKBStt3AQW6CiNkqPiOKZw8+bd3Url+JV6tSwU24DXuLFk4fH6IZXK0IYhdwfnqINFjYA/CC6Xm2t8sPMkcwmi0OGmmKWApyoqSA55VOxO4opuIESYdDHeZCpOY4uGQnB47x/AYRZh8eKzieaXL2bA6/GD7mKwqePxXNx0QBzPAmKTGlqEUqrJ6YR8086ocJR5Kzm/DxbLhcBVh0qzSZlEjvAesHPJLnZ9QXZMfE2J4XKeg3U5y64jT2BNHZAWkcUYw2oZpYiDZVGG1y6NnexGnwFHDu8FfyDAJiM3TJ/S8OD6deuKx/WDZMdJCRugJ3j09PauLpatpbEE9XWNcP2NX4If/fiHEK2ug0UL58ELL74E7QcOcnEkELwMAgSxuUe0OrEEx9ZhBE72HXnNVlu21eCC4KxTFi5TrVvFjUJdI7lS4v1K6IaSp2p1saCyYwjan8XDxlZwE2gTcLQMwmU0y6QlLRGv2RyjFWLSxmGSSiuRcAD27n0K9OIILFx8LnT1dgFSC5Hf7HQq3NRVbGSaVse/31Y1AAAgAElEQVQkaWIIVompCzB2CLMCSYAib6Dhj0uCeCHGoHggWyhBOptlWT+QuzjoKZC0HGgMjLFbEE+NKnxutwecLHt3Kn5wuhwMVL0MVBUS8c9l4sCFkyyaY6Xxnd8babScBNRY5KCfkyNDMJyIQygYhHPPPL1414YNNzKAPrEfLDvGJWyAnsCxfPlydSSdPxPtrfALa7uzZ82Cci4N73/PxfDkH34Pzb19kMrmYOeBvcLeSiIqm54vCAaYWclgaZOOgQtusNHPMudBW7Q4bKQwJA6AMqq6FQrg93lhOJflA8KaLnseGdDigh9rpwoHGToGPkc0sIA4H3cK0Qn0ZWGBhec3JG4aYJH0ELBTqQR9D/n9cPDwFhIdXbjk3dDde5Rqz3QeEkcSpQycdAxZZMvcAJezOCxmBVDDi8UW5Fk2bznPZpOQTA5TrT2e6gOtmGLXXBbJrxiblRabQnBfsjzPeQMQ1rMd7CscroJJjS0QDEUg6Pcx4JYgm0lALpsGS6yKTx58QhjNok0SjWo9sh+8Pg/7twTTWqY8YfCZ1Y4JEDZAT+BYuHDhTU88tZFSUgRG1eWCM95yHvT2D1C29YEPfQRW3b6SZZ0hyLOslmfDBjWTFAp5fhCJE8FAAAM2i+gkeiSRGaxJnW7Cbgk4mFqULxT4cbpdBHVYv0a/QtXp4htcEs9TFUWpsBdka9Eu8d/LIktFQHaS155gg8gGdRGCqI9jacSSFE2lE1Aql8DPgO4IA2lNd8DC5R+Gwd49oJXylX4YU7SfgyRAnlgoClilIAJj4CsH+g22qhdz0Nd3CFLJfshkR2ij0joOjV0AqAWoFmuOpFF1YRkumXRd3DRXI3nS2GAaRgY76L4gPa6+tgEaG6fCpEktNInEYn1Q0gpQ8WckrRGJJrdMPAbD7JpxA3Xp6ctMrVT4/Lh+yOw4oWED9ASOA4eOfo7XaWWqg86fOw8Wzp0Dg/399Afd190Ofb29LAM7XOn0szSZqd5JOhvWRphCtV8EaLS+wjArgMS1kMfqeFCGiDZXLGtHrm44HOGbYLpJtWXMohHYHcLFe7TcMPp6QzSbWFkjZvhl7LZDT0IG/qUyL3ugq0qpxDvr8PxIDcQDVbHMtKN1MzWMLDjjwzDct1eANM+4ZVLWM4WZlFTZHATBqpBEk02xkIDYwGEYGGgFTRN+i6bFyJPHsFh4jZpzufmEQ3fEsDb0ZE5JtAx3TZGpE92OX2+xqEFn92Ho7mmFXXt80Dx5OkyeMg3qG6bACAPjPIlW8U1W3E84cHAneL1e4kQvWXja71etXGFrbkygsAF6gsZll102uW9ocCoCHTWNiPbu1kMHIRAKE5A8+8yzUEYZUdOqb6ISmhOKDAQsE1IKSto4emJDC9aeMcNFEXlTOH9LIhMu6WUqcWD3HjalIH0OGy2wNIKbgvh7rC/L0qiJLNVbHWPqqyIqbAXxe6wjqyI1dTpU8FDGzh8raSX6Qn50saRRN2AimYBotBq6Wl9kwC7B0rMYSPcfYGCeFjQ1DstCGZRnwKCAVXE2tAwMdu+HvoEjbDIoCOqbVAFeq9MS68FIYcSNUP4cg4C9jA/JbvazV9xEVLpL8zZvqSzuuykmIFl853V2rPXrbDI5kEvD4da9UFfTAHPmLIGpzbMhnhyGbCYJAz1tkM4XwONWUXPDLGQzl534T5Yd4xk2QE/QyOcLG0q6xE1VGXjU1FTD5VdeDb949IfwwYsvBq/HBZs3/xUArC403gcooTC/5XoyNrApAg1jjTKpwanowC1EkCTBhTZJS2JUFF8yebchCidhWQRLFYrIOMeKIlmqeWM3Ba3fw5jfS5LojAbecQhUE3cQ2w3Pi6BddupsdVBG7jdl0rHYIFTX1EB/14uwjY19yZkfZdnw3tFMmKocoiyBP+MxHSbE+49Ad/sOyKEcqaXPLAT9y8UScZnRwMAolzgwAxd6kqjjUabVg2wi+BfZvSiRVjZOQmCiZjZ3VeFAjliuc+kOsdrBseB7gDRFs1Ck5pdMMgmd7UcZUDfC1OmzoK/rMLR3t0EoFAK3y8VWRrN+s2b1V+yuwQkWNkBP0Gjv6PoQgS4DFyf7A68J+tlyuRH+4ZP/DI//5IeweMliSGYyvJas8LoygiduZnGJCHOUjAvWJplJYKYIESRcZtPrFN40YeCEII+xrWKpaTFfZEtwH2QZ0CkiS8TsMBSJMNDh1LpRXu/Lw/q9lVlbCniSEFBSFCdUVddCc0sLdHd1QF93N8iYnCo8ey9rCmgsmx4ZHISGhkYY7N0OO/5qwIKzP8ky6d0sQ+Z19kr7Byn3ZaCrbQ909x4kVxZDDgGwTFpzNIDDFwY91QNmaYg9L09a2LLTxSce/Dc1WGI6zu25SL/EJPtbqm7QNCQ5hCiSQlMCZ4IoFVaIyOUFVU+qdGAalKWXoWegA7oG2mlS8Pn8tBJasnSRWSrk/+nEfZrsOFlhA/QEjBtuuOHdiVTaj0t3bCrB7G5geAQO7N4J0dp6uPhDH4UNa74CDqTEmVxdzhLuz2WyUCnmjg3hT0jtzsg+EO7diiwE7vHFROowuN2VYXUhihJAmWXSwSC0TJsGUQbOUyZPgv0HDsDOHTuEGt4YVq9pVoAYj0GZqcw3KrH1O1xdDctPPwNmz5wBs2Y0U+dcho37hz/6Cbzwwl+Q8AzgckNB1ojYXCoVoG+gD6LROujv3gql5zQ4/bxPQ3xwH3ssI7J3E7LxTmhr3Qa5bJJlycgcCQAsvg6k7d9gqwcHm0wOUearBpwMfK0tTbOyeYqrBpVl9G6PD7x+H/GyvR4vaYKg6SuVUxRe1wbRGRiLxWA7e180rQwWu8PaREXg56sG7lqOzT/8jJw1g0a+uJcwZ9b0bRvuvCN5wj9Ydox72AA9AaOvr281CdQDF3uvb5oC7/nwx2DHnv1w7rkRGO7tqNQ+0ZkEN9yopRmzWQEGpqVCR2FUsmLMTElcn6w/DK7FgWGKBhVFbIjJnMuMwOVSXZDJZeHtF7yNLcn94PcFCGCWLlxITIg9u/aIRhYeJFMKPFvGjnKJgXIwEoZFS5YhGMGcmTMhwIApm06xbLcVpjLQ93vc8JlP/xNxpDe9tFnsyUmU3WNWi3KdvX3d5HQ9PLgHtmz8Piw777OQjLVCqRCD4Z6D0HZ4G+TzKSiXSlRrV5xlUI5+FxQ/A2WzFUB0/zmRC87G5GFAXFNbAw3sqzpaQ80+4YCfNEgwozYNUZdmx8L2dMqCjTIxXajRhj3WUFsNPT1d0NrZST8jcI9yymXS3UB6JK1aZCBQxk1al5MzYpYvX6ZJuvSP4/n5smP8wgboCRbIfVYdzjPw3wpteEkwb85suPCcMyG5YB5t7P380R9DAb3xJJ7JYTaMwFMoaYK5YIiEWthimaLcYfLmFe6hp4zit2QKDjN3ozYJp7meBAKUy+8k8C4ykPR5aiCdShJoulwuOGv5GQQ+u3fu5vQ9YpJhLVclXvDCBQtgxvQZsHD+HPCoEnstbtx1weFkgmWUBoFgMrkDFixaSGyGyz/7GZpoNm/eTCUX3PTTdYWElZBK2DfQC40NTTAytBc2P/1tqGmcCz2HNkJf7xFyHscNTYWNS/U4qRFEMnvBqjOEQ2Goa2qEptoGqK+NQmNjA5sYPGwCctD9Qp9DnOzIYLeQJ563bvKaPoIzATDWl8VGKjdOMOH0JUuoyWUwNsQbd0zunI4TZbGIYk+C1YKrF3ajsbTxrre/PzF5UtNGs1y8eu3a1V0n59Nmx4kOG6AnWLzlLed/+ek/P02uSYrotDuydyfEhwYglkiCAzO0UknYKpncFdskVybiPtNGn6zwLNoYo69hBfuZskGUupREk4hFr5O4NrRV05VFzRmPGwoG4PDRQyzTjEKYZcOoWIcdhoViCZYtWszG6oBdu3awTDkK8+bOg+kzZsD8ubMZKDsYEGvQ2XoQcrki2WhhBpnJ5lgW6SIusMYAb8+evbB48ULK1q+44rNU931py2Yam9ftohIJKunl2VgwY53U1ATJkVYY6t0HuXQaZAfLSoNekJ2yaJwxCQxR7hSpgA0NDTDvtFkQ9HvZtYQhWhWl2j0Cb4mNiQs4lammjrVinMh4g41ZAWdOXzRo1aCT9Cpfmfj9AVgyby78+cUXQM8XrYK/uN+8+IN8cmz8wfsbDIRg7uzpP7/5ppuuGMePlh0nIWyAnmDR1tp6pS5kM4PhKEyZOhmGhwbhoQe+Bld9cSX88lePw8E9uyjbVSRe88TiAmpgAJiCY6zxDasx4kcVoR4AAkwT3KPATAJCnIpndd1ZGkPUmo3SoAyQMXOujkYIrBC0kRKH5QAvLdVPZxm1Ey684AKor6sl8EOxoz3799Kmos8fhO6+TqitqSF1Oi9ZamXBSZuFXH50z67dcNq8eXTMyy/7DDXKbNm6hT2mU+XFxSYVvKZsPgfdvV0sk26ENIkUBYS2Nb8atI9CF3PFIUOeZf11/moIsoy6r6cHnFOmMnAPUZaOVD4ShdJ1AcjcodtS7KPGGoPrOFslDV7m4HxutOeie8z+Ha2phRnNzbD3wEFx300aL2phY4t4Kp2lidWk0kkZJ6h3jvdny47xDxugJ1BcffXVzR3tHZOxGaSuvhHe9s53QENNNcSTSXj6mefg4Qe+AY1TJkOWZa1lsblFGR+DWQQ4avLI5wXbAI9ocZVFQzW2abO0UnV7oIQAJvPOQVVWuQBRuSykO+QKY840uOM2UtJwQwypb8i1xtcjw0IWrd+Y5S5bvBgKbKlPNWDkTbu9UN84GTo6OxjYjjDwnQtHGIBFQmHQCkVSbisWdPY8J9RUs4xW5WUJPDmC9JVXXEY60jt37BIOLiW+sSlxydLe3l5obJzEQLgIepE7Z2dzSM/L0eN4TU4GkPGREQaMDjh3+TLKvNHEoISlC523oBsEvKYAX502XnUBxEhNtMC5ovdsGFwPhEDaJIE7XKy0MPAfGBiAoeFhqijhJm4yHudSpKKLEP+fY5l0e0fXpJP1ObNj/MIG6AkUbKm9IcuAC8Fi6bIlUMoXoLO3j8B3aksz/PFPT8PGzZu5rVOZa1sQC0PmdDmjrFfapzFQuMhiKQQZAM5ongHV7Hs4FISnnv4jyyA17jZdQk6xRAwG2lwTetEVSUwA+nloOAax4RGojlRTY0tVNER18DzLaJHFgHXtMhvD0NAQ1NbVERjh+fA5ra2tkE4kYOac0+DwoUP0eFW0CvxeD8swVeIS43csNzhdKp3X5/XC5xlIf3nlKhiOJ2hjDTWZ9FIRNHYP3E43iTYFUbearSD6B4dEB+VYnTh27VVVsGzRfGiqr6NNvrxWrGTCvHFH/Fso7FX+PQaUjTG/r3wBz6jZi4ivfZRdY5zdI6NUJrJdBpWXrBoHvSG8AxKdzft6euW77rrrwpUrVz49Pp8uO05G2AA9gWLL1u0fiLMMMODzQ1f/EBTyndBYVwtqJgsZlgFGa2pgKDZEzSj4R6+VuWWV2+WGWpZpo/5zd1ePKFOw33t90DhpEjQ1NMLM6bMBu7KxlpxKZ9jrHJDOp0FiEwI2rWAmmC+xDxRSzTCbxkyVRIx03k0IHl62YM/HTkYU4U9nkrQphjge9AfovJhNZ1gWLQ8NMBCuZwAmQVVVlIB7kAG3h2XvZ551Nju/QZtv6XSK/c5HGajD76JzYe28XMzCoQP7Yfeefby2DnyDE6+3uraW6tEIfr3d3VAoFYRynMQbcqwOQzaWmuoamDtzOtRHqwlMcaMRN/5A0AitLNgCY10Y6FrfDfG4BBbPmXdjYlckMkBcTofxs588Krd2dbNrNEZFml7l/bWmTtxk7OnpxU1WZG/YAD2BwwboCRJXXXXVe2PxhK+sGeAPhEBDwSOWiRUTaTAYMBZKDJxUJwGTLNgWZeoKdFLN80Pvvxg8Tsd9T/7p2ZuHRlJQU1MHzc1TQGIgVF0TpRIBMgqS8RHQ2HEDgQAkSD3OhKKhCQ1oiY5Z0Lgtk0Pi6nMay+SRyBcNh6G3rxcmN02mMSPrQhF60PhVKpbA4/NSqSSVSlFtuZoBJO7W1bGMGbNmBNgEGwNeUzKVhapIFQGax+OGYi4Ne7fthva2Nti6cycMsqw5XzLI2dvHHi9rMokTjbBJKstA2zB5w4skKWA5yFh1dGR94Gbc5Pp6qKuppefh9Y/Nhl+ZFY/9mTgwhgmWMwr9zH4dYvfAH/DGvG7XFtPQ7mWrg7d19vet0k1LOvXV4ZnvGxqkCIjloTz76h8cOW+cPl52nKSwAXqCREdH91c0UpTTSeITxYkQINLsDxsZE8CWxQhmyIDQigWuJCcjp9ZF4Dp7xvS+K6+84hbTvG3T0HDyp2x1LWO5ID7UAwPIepjaAk63m8ASBYqQeUCdbrJU2VwzRK0UAaqIkwNwvzwSEWKZs8PhhEQiCYGgn8oumI2KtgsOsMUCHSvNVgGqQ2YZPs+uMfM3QaroZ2Bmi9l9iB0nOTwE3Z2dcHD/Pti+Zz8k0dpL6D6BxK7PUQbNLFMJIZ5IUn4qkb61LJT6ACwBfk4nlKlxByVX62uroaGuho8FNUsAKkBsGrzOXPm5UrowBD2R3w+8dn8gyK7PlXCoyu8Uybhj/drVh6z37fbbby/6Xe5VxXKeNxFWeOVGhdoI4i6ZklwBaqRJjowMt4zDR8uOkxg2QE+AQO5zIpk5nUoE2LZd5h1nkUgYnOiO7fZA2ijBjOZZsH3zi0QDszb9UBFt6aKFuGx+FF+zfv36n69YseLcbK70TH827UoxoK2vqyd6m9cXIAZBIBxiE0CInFUkoazGWR8Slx4dC2I61+fAkgfSxDq6umAoFqNJg5oxuNkhUdkwY06n05TVUwMN1maHR2hCqGNjwKwfs/98Kg5bX3ge2trb4VBrG2RLGmXD1DOpqBDxeQAVmAtaCfLpJLR3d1G9nJBbsnwAFeFkLkoaInPGKQBr6F52z7DW7vN4eEck1ujNcqU1nV8vvApAA9lx4eZiU31NlmXIf2S37M4NG9Zsf7X3jt3vl5YvWWzGD7RJuiW8zXv06d5ak4gl+crNDSSiC7a2tjtXr169bM2aNVtP/KfMjpMRNkBPgDjttNNu/eumrbLqcFDJIZtBJoRGDSMjwzGYNHkSA6sylAsZBnAo98k3B2XMRNnXeW85G7q7u9dbx7v77rtf+uIXvzgnHPTuDAZnBZOpBG3IkQgSlktY9uZhmXfA7aUmDWIzcKFmKKHbCW2W6UQv41ZYOhfFVyRiVYwMx6G2tgYCAT/WYAl8ctkc6GyM0eoolRKQSkdg5FBhaHAIOluPQoaBbVt7F7QyYEaXGN0Y3YBE89j6+jrwh8IQ9vmIjTE0NACbezqJLTLWiYReI8DQYqjQ4wpvrsGs38+yc7/XS4BOLdYoFGWOcpn5sV4OznggB5sgGic19LFJ65/Xrb3jT3/vvWOvNz51ycfT2w92BE1ZB+G8BaRtIo26qEji/cKx4eSFzSpdXd3gcJ53PXvyp4/fp8mON1LYAD0B4uihI5cRIwM1gtkfcDaTJhU7VFZTWQaYKZZA9QZg5/5DtEmnCFEfJ8tYA34fTJ7U2PWpT908NPaYX/3qV9uvu+66aclk9lAkEq3SkfvMcKnIvuNyP8TAVcVzAm/pNiQQ5Q0OnAp1A3LJUtz8QqBGXrLf44NcPgse72TACSXLgBkBFrUrNHbsvr4eqKtvILZEmk0MRw/sgZ6eHugfjFEWXzY4uGIZwsMAtK6mBiY1TYL6pgYI+/1UvunsaIPWw/thz8FDEIsnR/nGvO4B1M1nWjrXQqlOaFLLqkIlEI/bDV6XkwAbed/UzMPGxB1ZRDv2GA3tZDJBE4vOJqj5C2b920033fR3wdmK+saGDkWRFug6iaeAJfxPh8ZNV3afqL2bZeX4WyeuNoDfh3g89fbj90my440WNkCf4nHNNddMGxhOTDaEhCcCF9ZGi5kUuIJhAkZOn8NNwyKBC3awGexn5A0vXboEywo/ebVjf/Ob3xy+/PLLm/PpxGHF5alDIFaxNCGroKo68ZCz2Qydl/wC2bkNS3aU9KENUbrg/Gl8rodl3e1trbB44XzIMzDFkgFOGgg+ONZsKgm7ensIqHv6BiBXKInSLHcQ8Xic1InYNKUZpk6eTNQ37PgrMtDvbG+Dnbt2wZH2DhiMj1C34csaboSYPt9sg4pMqmwp5gn1OGmMUBEJOWF5QyjP0b0UXYk5dj2oPT0wNAj5fJFdvwPOPvMMBprxbx/Le6i6XNucirxAY/fXFHImTgJllQswMXDG+0hTi86bbvD32FCUTGXqL7nkEuWnP/2pbXM1AcMG6FM82to7NyTQP5D94aqY/THwcDPgrauLmpoOxZqpze6+gUHIJEfg6MEDpBWBgOaQueDOwgXzoaOjY/3fOv7DDz+cZgDQYkryIdXjm4S1T6TEuVn2Gq2uhhGWOVJXImZ+Gufv6oJLrLGMF+vKWJPVdJNn0QyUu3v7YfuO3dA8dQoDIgVklpnu3bUNurt7yI4rRxt9XP8DN8ZQCc7n80JDw2RomcqAecok8HrcxPYo5DLQ1tUOe/fugx1790Iqk6XaM7JCsGEHQ5aEVZbFy650RfIir/GydnZenuE1arPSwIN1aJyEMmziy+ZyMDg8Qhkz2YCbXM0OVxSzZrUcXXXrsbmaOBzO33vdrks1k/PHXSSIpAq1V74xKuSj6F5a7fU4iXR1dUjveNv5H2S/fOxYzmnHqRE2QJ/isW3PvveVirxRBPm5Ia8PTl+2CGZMn7Jh06Ytd+lasS85MhjYvWc3KcohwwBFhNweFYI+P7ZVt9144/X/q1Qly87yy5cvn3bGmecc8HiC0xxsIkiNDINV80ZAw/IFz5wdtEzHbjcEbk0ot0kSZ3T42PiS6STUVkegq7MVuru6iZudYxkolpQNsudykAM3dhLWNDTC9JapJE8aZCCNS3xklwyjtshALwPmPbBz/34YSSSp1kxdfBV559HyBSKcaYxaU1lt6kJpunKtJnUHGuTOgiWNUq4II/EEtYen0ml2bl1s2JnCxBaEVZfJ7mUDG7fjwWN9D9n1/PfypUth+76DIqOXK/Q8j8cL09j1N9RVJ5999oWQQX+yprinJhw5dBje8ba3fhxsgJ6QYQP0KRyXXXblBw1J8uHmEcl1UjszwD989CPmJZd8/Cu4AXXF5z63YuPGF76F/GRTyIbiUhw1Ht5yzlkwPDL8X/+Xc23evFljgDTr+hu+uD2bKSxAUMYaMG0GApcoRRzE7JW4vBJvrJCFgD9+aUS/KxL4/fLxJwg86XHBRcYShg83wMJV0DJ9BkyZ1AT1NdXAlv+k6Zxn2Ws6nYG+vm5obW+Dzu5+6Bsahjw7HqgeBo4elr5rFXEiXC1w9pxQ5xNSnpyfLFea9CoegbRrKBFIZzJx2L47BvFUCtxuv2hf55ksNukQVU8o/vHfm9Aybaq+YvMtX7sFbjqm9/Hee+/NXn3V1ZldBw77y0LxjpgxbKyoeX360vmXrVmz5j9uunnF7p/97LG5RFtk/2H3JT5ncGjorGM6oR2nTNgAfQrHodbWVShg73DzDTjUxkABHwakeUNQDVKJxL+zv/VvkSaEeJ1DsAHmzp1ttrYevff/ej4DW/EAFl5xxeee83j95yGvGr0G84XcqOid4OpCpaZruaLwjBazZ7/XDwmWjaJ2suVk7fWHGMA1Q2N9PUxtboZoKIAazmY+ny0lMgyak4mRQqEQK5a0lOJyJuYtXBift3B+jF1XTkZPKVkxVNXhViTJKSlSQNeNgK5ptbHhRHQgNhhiWapTMk1PSTOqGbj7Ort7qTGGHE0MYfZKxgCoeV2EjvZ2Ni4POaHoZpZogeQcg9ktmKNaIybvOkRnlZkzm/cZXzZeUy3YHwoeYsddKgsqHRkfsPdozmkz46tXr/4++4Lbbrvtgpkzpw8cPXJE4lk230Ts6etrei3ntOONHzZAn6Lx3ve+1xUfji/1CONWrEdipmmoOgJP5X3F8kTD5BZTK6M4Mt9uc6pO8rILh8NHMHs71nM/9NB3zv/CDTf+PByOfBTZBQjQFkPCct9WrKYKkZ1adDHcEPR7A8R2wE69pilTYUpLMyxeMB+KhUw6m0kdTCf6n+5s2/9fLGvcfZxu18ti1apVDaWycX1f38B5g7HYtL88v7FeEg0q2KWHZRJTR0Elhvt4fcUCXYsXJVIVSWhWm5XJBzc6q6uqwKUqv3ytY2JHfdE0zKWcJcLNFrB7M1pVNWI9Z/369UNfuP7G/sMHjzSYkuWoLmEJxsHu1SwG4of+l1PYcQqGDdCnaEyfPn1lT8+g7FAw25LI4QM34VDIp6uzw4kgtG7duj4EcgbIkoYt2QwUsWqKbc+z2NJ5aGjw31/r+f/161/7h1tvXfVLBiAfQrspXeJdc5j5YfOL7OCOLKjzrAu/PeRBq+Thp4DH54aL3/vuBPvnRsMo/3rHthd/dPfdd6eP5z36W4H3hX1bgf++fdWqP+/esa2+qHFFOuJtG2QryDU2UDubrRKwRo6TDlpMAZm88m07a2JaMHu6Mdjf/39ejbwyJMl8it27a3gjDC9zAG52FvLK2OcF/AENOeeKWKW42Gqo7WgbvP2CCz7JfrPmtZ7fjjdm2AB9isaRI63/jGpzimJQjsr7JLgX4ONPPAGXXX7ZPezXn541a9bVR1q7aLmsCrsq5D9fcMH55o6d27/6esawYcO6D3d19/QmhuMNVAcWam5UKlBMcrUm0X6ZC/djdiqxxwPBAPT29oDf73rmmmuu+fDxuSPHHizj/MwfnvzThcjTJrlQrImTxxavTOMfB/KuDdKGdkAmn6N7jRxpBHKrpu1UXTC9pfn5VatWHvNqxIrdu3f/burUyWQ8IMu8MxPVAY8eba172RONcg2yUiTBPkHRKbTBiqeS57++u2HHGzFsgD5FIzY0MoU8+1DoR4Ylv8AAAB9FSURBVOFyoQiEXm8AkukChEOhT911111/7u8bXI91TaSAOVwuAhiW9YI/4D/wjW98o/h6x+FQ5MdUh3yNqnpZlpnnfF0ZW7c5/YyW7AZvDEG7LUw4scsPQUU3zOWv/068tlizZs0nnn/2+e8fYtmnLMxzreAAKYEwLwei3rHJDWvlqB2NKwClYmprUNu7phWufz3j+c1vflO86qqr4zt37YrkS0Wa7DRdhSNH2z333nvvdbfccss32YSy/NC+fR6rjISCWMiS8alO6OrqO+113hI73oBhA/QpGJdeeqmPAaHDpLY6IHqdKdJoBA9kRjz+q1/JXo/335EfTOatYzrT5s07DXp6uh86HmNRVeUZr9t1DU4Qqs9LOtOoBOIQWbNFbTMEiwI50rhBGA1HYGQkUXs8xnCsceutt85oPXT4B3/dtkMqY5lAVbnehUXJA65pgswYVRGWYGQ6UKJJDrngmEFjLR+ZJ6cvW9TJAH/n6x1XXV3NlrJefofl64irkaGhGNIOv/7Nb35zei6d/sjOPfuIvoiOLLhqMcgJRoGR+EjN6z2/HW+8sAH6FAyn0/l+idq6gf5YjTIQg8M0LGNXA7bt2M/pZUJtxyo1oNzmmWeebrz00osPHI+xFIvF3zlZNqwhiLH8HMFORpobOw9m842TmqC/tw/y2TQXGmIpqcomDNSejsWG1Ntvv71p7dq1PcdjLP+XWLFiRSCeTG75wzPPKVj2MaipRSPnbAucMfBfuBqglYmKm4ecSkh+g+zPpsTGj8AYiVbBlKa6u47H2DRNe4xNbO/ALkViirDJIZ5MwIPffUieXF99/cGj7UKMCRg4l6EsNKdxUsyks47bbrstun79+mNqkrHjjR02QJ+CoWnGjZjhYRBNDZX0sSMZhEi8abVf8K4zSexnATVT1GFX3p4HH3xQOx5jeeSRR7IXnH9haXgkQXYlpJTHxuRRVJgzvQUuuuitjx0+fGTTCy9tvjuRSICMrcqAllQ+2L51B3z8ko98lh1m7fEYy9+LlStXhhjsHX7kv34SwnZKWeITF9bGcc/PiffUogUK3U8sxRii2aZYNqljEGvUKArl9Uhw0VvPza9ateqYm1NeLZLJ5E+rq8Lf7hqIUZlIEkTt3lgMugZjwoR3lBVD34XT+vDICATC4beC3bAyocIG6FMwYkND0yyAps4zWRZudUC1UuHxKtqbheIy1qvZ8xbNn4fiQ8ekFfH3oq6ubiA2HCcVfiynILAMjcRg4dJF2he+cN3HkJN95RVXXrjxhb++C7N6VNMLeN1YZsHxvwPGAaCxfjswNPz0jx79ha9URlTTaeLClQfpl7D7ZuA9ElZdXLzUrCjJSSTzibIcGnuOm71GhRkzZsLkxrovHK8xfutb34pfdOFF+d7BYQ8yNVB2FZX0eOmFdxdWdKtFso/MEtwoRBcahyTNOV5jseONETZAn4KBbiMul4cDicRduBWSysQNQ14vNSw2BTmFWG7cBsydN0fv7e357vEcTygcPMwAZLLVnoyZXiRUBZFAoN9qmPEH/D/0Ol3vwpo0Nawkk+Dz+xFr5h/Psbwy2OSl3H777d9//oWX/vn5v7woYSs5TVw61+ewNvuwrFCWuCWWiUqAoj1d7BFWxPBM4ZpSEw3D+ecsf+7LX/7yw8dzvPUNdX1skpimktEBL19wiVNNlKq4cYHVxo7jKekG2WCVDZhyPMdix8kPG6BPwZBJz3nUlBWB2cqkyXtPrxQ3aKPJ2rALh8MowrOZZZPG3znFMYXKjsnG8TZyPMG6N26gmTI7X9B//333fa1YKoU8LlcT1lQtU9p8qQQRNp7t23dEvv7Vr+bLhvGdm2666YbjOa4NGzasuv6GG2/9128/5EmlMjzxVKAi5Qli05JMA2ii0ymDtkTx6T8htoG/V4AzUhA8ly5akNm+bfM7j+d4MWpqao64Vec0Mjhg90gXWTMxcRwOyuIpozclelwra1Tiwg3NdCYdON7jsePkhg3Qp2BgBx7mpf/DyUMI0MuoioY8WWM0C8Qy9LKlS2BgYGDdaznnJfIlyoI7F7zFG/CeqZhyS6mYb9JKWkQzzCCbLGpkon5x8EPp0MF0Cu65556IKsk34ISC4GcqzlG2BAOZIkv5fv/nZ+DJPz3l/sDF77n+3x54oOHqa6+95PXcm1tvvTXi8/juy+Zyn3ziif/2Hu3u5uL/NDj55brQWOmQeFZKJQSjTK4vKKMqKUpFUEkSpQ8PMTsMqK2tg+lTG993//0/ft00xVeGz+s9zO7kO8kBhoVKk6tMmb6Cu8LCSivPxon6KvQzbr6y+5stFFzHezx2nNywAfoUjNra6p7hkXQ1igERv86UKrv7JgGlRK7XErUjCyso9oTpM1rS11579W+O9Xx3rv7KIzVXBP/p2T8/LccSCRhBqc18AQrs/CUGfG5VhSkNTVR7xg3KQj5P4kYdiSSUUKcDfREZ6E1qmCImDD5lVEeqoKe/D+KJFPz40V+grdWM13I/br/99qlsUvisbMLHe7u6Zr+0abOEAJctFomONmojJY3R7B9luOhl7nPIn2uQyBJm1dwDUQJLsg5/8gSCMH/urO/cf//9z76Wsf69YBNBGy40OGdciElZzjHYXMjAOCta6/H3OHHIimxl2aUTMSY7Tl7YAH0KhkNVrnW6XM/jH6ZGHdUaV5QjlgFufJkCtw2S75RAh5rqKDptH/MO/5duuOGHv/jFL/8xVSgycNArm4+5bL7iXq2h9nN1LYEcd/fGphgvODTUBZFJtxm77bjqp0TZM4JPQStCNBKBZGoEIgyso9XRfX9rHAws5dWrV89lQHwuA9CliizPlRWlhQ2idqC3V92//wAU0CqrWOLXblqO2lxXmtecTWH3J/HZzBg1jSU6ndiIQw1oTruTCSBpyxAzWAaadbV1HY//4tGrXvu7978HmyS63WwFUtB0sIxgkDiCGbSGJgHFfKUlnU8g/BJxvF63Z1xa5e0Yv7AB+hSMBx98cOPHPvFp3eN2K7yUASQ/Sd8ljTuCYCbNUjEFldoY+Jy+bBl0d3fefqzneva5jR9LM3BOZjJjrKF4a7Qkc8lNBDcUFAqogUq5BT3zsoU81DU2QTGbg0goBA5ZCOULe6xUIg5ellm7XG6YN3cudj/Oxe5HdgafrDgC7DxhBsaBQr7gueH6G5TO9k7aXETPRcuYlltqlUEnUJYEqCoEXqhTgdl9zigJOVSTi2wIdQurUk//NkRzCpkCmqIezbWXMdBrMFJVXT590ZzzjtPb+KrBxp0J+P0gFUqkUEjsEQCSFsX7SZusMNpUY2ldo8aJ3+frOpFjs2P8wwboUzRCAX+PLDmm8LZfTrsSTk4cuFAgX1Jodx8trmbNmTnwL//yL8f0B3zZZZdN7ukfVFMMYK1ORUudTha1UVnhgK1bwvxC0c7FQLKuuoY4ulW+AAkM8bCcq3nttL6+nly3B3r74ec/+8XSUknjmSyeRzBQXhlWO4kFUASswmaLf+dWWzgmH8tGixp28lhmr1TTAIscXjGMBT4eXovmWtJ4DAR9BOpQOAxzZrRc/73vfe+EgiC7r0WctMq4GelwVMaF94U2gYVjO8AoxRKvG019Fcn8mysQO07NsAH6FI1IOPglBkM/QwTDmjPyZrlovwFuUAENSGkTkSF1TQ0CpXHMNVMHOKbJLifZL/ENSV7KxexZFo0SBHrk0VcWAG5WOMQI0iQ+ZHLTJsNSpLYMW9nPmMxWRSIsi3ZSlshlSQ2eZRu8QDO2BZteDqOgai3zEaR45x+CMx+Xw2GCk73e6zYgm8/zjNmq54oqB0G0LJxXKgVqbjPF6W24KeuHKVMnP//4Y4/+22t5r44l2PVEVJcKjqLK5hSDWDhWq7kkyRXZ1opLOXBaY4BNIPF4/OkTPT47xjdsgD5F47777v75F2648WvVNXU3AgxQA4Vk6mApnXGdYg2KRQOqqqJYGvjDqx1n1apVdS6Xaz4DuNmSaU5jWdsUh+poYGBfI8tGnckyNzQBwDJGBRRMDnQWWCBqp1JpqiNbDTPUi2da/7a6G83RDTfBOOns6oawPwjZTJIt0T3CMlCUHbA2LHr6TIPXiK38eexzqKSD2S49wJ4jzHFRYpW6Ft383BkG0oZZrpCb+VAMPl/QBCLctAUVD8cc9gfgtPnzMm6p/I7j+w6+erDrqEHAVR0qu7YyGOz9S6RSYMrc8RudZwwo81q+xN1oiILndJY2bNgQH48x2jF+YQP0KRz/+vWvffHLX14Zi1ZH16N/nmT57FXcTSTIl9IQrakGr9d7zfp1624o5PNVkmQGtFLJUyqb2NQHbUcOU20Xvf4E9kJ3fz+0MfAsa9xrEGVCLfAdm9Fa31GhDn0I0UrLSkxBGstq41m+AjDqtgK8tlodrYa+gV6o0rgLOR1Tgoojt1kxTTWFW/hoJl+ZJFioSEOjTVMHndTNfsiWS+Bkv3NhOYY9N53NUh0XVxuyaAZxODgH2gJ/mYDQJP/E8996oTlrWtP71q9ff9wpda8WbLUyAzcxVVWG4UQe4skUjYe7pzjA6WWrmXIB9BLfGMZrcjudEK2KdozH+OwY37AB+hSPe+65a8MtK1Yo4UjkTuLDWu3AggeNQkC/ffJJ+PWvH1+azBW4WofYaHJ7PTBr6qRKezM9hGUFchdRBRuCn8ccS00TYTV8WKUCZFCgozivh5ujS3IA0TYtuNLAuby8oVomlbjqmhqWKbLJJBKkujXVt7kaBVfiM/m16bop5EDxnPLLlvq8M1AGFxuDJECcOijxvOxY2MWBxrJ5Nk7LjovTJDhbwxC1cTx3IOCDt7/jXdrc6ZPfc8cdd5wQSt2rBQPb2djViNn+YCJB7d64ARhimbzH7SIudJlNOm3t7Wxy4xuZDrcHpjU3PjVeY7Rj/MIG6AkQ995999qbv7yyJhAMX6fThh3nGeMfMn6FgyHo7M0QTc4Q9Utif5TJHos4ypzlwNNepOtFg0FIVUWhb3Cgkr2ZFqdYFlQ5UzR/YF6Mfoi6mByECJFFYQNZGpPVw2gDDQneo9DPMPiDAeiJDUIkFKDX8peOvsgam3VI+q1kZfNjVg0AlZKHVcYos/Oj1L7TVMkZvEyGsnzT0BojZq287Vthk0QU3v++i7NNdVVnrF69elw33th4p/UNDEDBkKGmrhFqg35wuVRQ8Z4riijzGJDNpKB3YJiuc85p80DS9XvGc5x2jE/YAD1B4r577vrCTTevXBAIhC6QGAAWpCIUCjKVBhrqa6A6GoYdBw5BJp2i+i+Cl5v9cSNAUwux6FIDq27MwMrHQFrJ5CjDrZSPRbHBIIaFSY0xtK3GwCOTL0IVA1qLGSFbybaVmoLFNOG5MW0oyvy5QZYhjnj9kM7mWLboJ8C0MlxrRWCFZUArfhLsDL4xSV6B+Gxshzf5piFmx1wSVQKX4WYTkk4lGVNcJ7Ej2A9eBt6zZs2B8846c6fTAW9l4Jw8ce/Yq0cqk53i9Iehpbaa9FVEf01lExQzZrze5inNqGoIpZIO05un9K1du9YucUzAsAF6AsVX77/n7dffcEu7x++fhJkp6UcoErloI+Vs0ezpcLitC+KJOG36FTQNhuIJQgCv18tLHTBa+0WKGjZn6CZnVEgCKCULNEkTAkSt2aQutxxm5G4X52gIcZ8KlFrFY8GWkARDAzF/sL8faqLV0NXdBQEGlDIoAqAFnQ5GM2pTZPuGARV3bf4A/5/FIiHNEgcnPSu4epC5S4qPZaTF4qgaoMquEzdSly1aVF64YM7Na1av/vo4vF3/I2655RafpBveWS2TKysCzumWiKZYZu/XcAzlnmWiASLPu6q+CRobqj9/MsZrx4kPG6AnUDBg1S+//PK5waqaLgY8oUwmR7Xg4eEB9kfcxEA6AKdNa4buXjd0MkDM5HJQVFUGWCyrdHsIKA2hSCeYwaQFUTItdWSBhlZaZ4psVQAuuXaXyoA0MQVg1CzA6niTxIaf0MSwOrB5qcOgDUbF42bjyjOQ9vDl/GiiPCZrlirDsEDbEjXCOrcpRo//V4R+hnUsMoVFFxW3G3Aa8Xh9cNbZZ8Hs6VM3Sob+IQbOr1nwHrsd77zzziVOp3IOmzxml7VSrdfn96dSablYKBiRqqo8i5tZZt76aq8PBoOfbD98FPW6gXedswkvX2CrnhytVKLVUZjTMImB9CCbyHqIpXLOWWfsvuP22x9/rWO2440dNkBPsHj44YfTN9988yK/33s44fOp+Id94GgHdHR2wdw5s9ny3gt1ddWQyOZgOD7Mc00TqC4riQ2yCoWNAUDI6yF2htiVG82ChZ2VeGalJy/LACUQ8FJtWaFyiFwBTKp7IxhLlns235AkOyz22PDQEDRWN0B7ZxvL6D1cQwS4DjOfBURziSSyaxgV5bOkTgmIUW6V3E/YKqGoQT6fJVfuXKHI698MtMPRGlg4f54xo2Xq1nDA+/lVq1Zt/Xv3VrSbnxEI+M5nK4MFxUKpmZ23TlUckUwmE7ju81e5dm/dAt3d3YDqeQXdoGsr69zCys8moCuuuOw9X/rSl6L3339//n8cX4KPJjMpWgGkMhlyqfGh9sfMWeBxSpCMx6Gzow2OtnaRANTZF75Ni/hc73qNHxU7ToGwAXoCxn333dexYsWKT9RW1/wC1/QMQGBwOAapTVtES3WYZYzNLAtzQV9sCIrlEpq/Cty1GiHQ5NVBJQuLK2fJXlqwyNlwYzYAgWtOIxgGPE7xJMEMERKeFr2O/26UKocHQaaFUzbA6wtCKp2FSNDPa9VW6ULUU0YZJ7z+jKL2+B07JrleRQnQeLVUKlc0n5uaGqEqGsGSQTocCR2a0dL8+2R8ZO3/u2fDy+hz69atW+Lz+S7SisW6QrFYq0jKJFk2mwv5fN11V17h27VlE3R29cBIMgf5ska1bkM0tIDQGqnwDIUMiClWF3E2pu//5w89n/3Mp+5nT7j6le9bX//AOYOxBLgZKNdOaYZJ9TXgVR2QYBPXvj1tkEjEoW8wBiVNhzlLlhmzWya964477ug7vp8eO95IYQP0BI277777sVW3r/5+JBj+7PBIDCTVBdi+sXXPXpg3azpUV1XBpIY6ttR3wfDwMHnsudmyH0MS/dXI+nA7VcigMa0xWjaoFBqEippkjPKj8XGk9gW9blEnsYwDeD2auuIAKiBG3YSKYG2wc2Dm2TKpAfa2tpK/oVt10HERhFGbQtd5GzbyljHrL2o6TRgIwqrLCdU1teCRFcPrc6dqqqt7ayKRQ4GAf5PidDy19itf2WoZCLwyUKbU6/H8aetfNy3pogw4yTJgCcrimhSTm7jqYNXfFZogTL3ESzbUUcl+V2khF5x0ce20jWlwvngsFr/4ledfe8cd72+oawxGL6wh0SkfW0GUS3kYGIhBIp1hk08J+vsH2ECcsPisM7JL5kxD+t/zr/NjYscbPGyAnsCxbu2ay462tp+X3pacOXP6DPD7veBhXy+9uAkaRhIwrbkFasIh8DllSLOM1Y11aNGQbYimkFKxII5mVuq8Vv2ZuMb0s1lhVuBDBcxgC0XwOp2jdWRsgOEvoO4+o9IWzsWcHMhOEEAcZ1l9AwPa/r5+EqT3eTzg9fqwes0w0SjKLm8hVOUtTWpoLEarI0mv2zuouhxHPaprc7GYe2rDhg3tr3Y/1qxa9ar3iYHjpbG+3u/99umNSkE4mBDThVrOJWqT4aUgoQ+C90fnanOS9Ty6aSYpCPLgFmNcKtSgDVXMr4vs53SuUD/2/CiXOnP69B/HR+IQADfxwPu6OqC9owOOtnXCSDzBjqtATdMkc+nSJT/ZUspf+sSaNcfFU9KON3bYAD3BoyrsP7OqKtSbzWTdDSwzDYV84Dz7TNi17wDsO3QIIuEI0bei0ShR0ipALMBXZVmsUiwycDUqgIpR2fgDniWSfjI5h/PHU4UCATQBt2Fxoa1aiCmaT0Q9GyTKjPE5mJUiayTCsnm5rgYitbXw9rees2ckFnvfiaKSbX7pr9/Ztu+AUtB5N2GFaAJcCMq6Rv6PMRp4gj7I6X1ypamGBJyIfaGQ/yIJS8mcUeJgK4JcPuv6yqrbHtfLus/pcrWkY0Mtjzz1pJTMZiGbRxcVlrnj4Rko19U3woJpM5P19bW/j4YD19iu3W+usAF6ggcakV577bUXvfjCpuf37j8opzMp0BjonHXGmbDnwEFo7e4BQ1Zh9pQGlkG7GEBaamk8PSTdYeBcYUO0XMtCi9jq9uMS0BK1WlMWLbSUDaGnbAppUEtgSZEttxLevYdWUobJ81RMXVF4KZlMQFVVFaQGB2Gof2B+MBScx156QgD6wOGjstPpgnw+ByAmIZIupWsb26koJD7xP6LsKQTMDrxVbCLDWr8DBfTFRiuKHVH+TODNa/wKw/sXnnkWN14/ILHXo2ktSpmquErw10B1rR9qaquyjbXV28PBwG/BKP/HunXr7DrzmzRsgH4TxAMPPPACA+m3bt6y/Y8MCN2oHJfLpmHurBlUY+3sG4QDnT0ws6mOeNOGwRtEsFSB/GkvAjc7joMyQoWA1u/3QYQBKAOqUqlczjPsyfu9Pm3ypCYtGPJn2fNH3Kq6+cDBo9e2HTrkflnh17DKJXwTTRacZgwhqUQZ9cjICHi8XvjtH56CT1zy0SfuuuuuK1euXPn9431/auprjXxJhyQBtDRarsHxyQ7ORSYfSBmcuKIQLuqyWGng+IvmqD2WVQbBiUqR0MjXQV8oqk/31wxCxOmGQCgIbOKBaLgKqiMRs1TIbHWpsPLOO++027btoLAB+k0SDKQ3XnrppdXxVPYHiZH4+/sH40oh3w1m2YC6SIQy2KF4mjI6pLEhg8MbCEJLtA6qwpFyOBRIOlS1z+GQW0PBwI6Az/Pcb37zm+c2b978v9ZCb7755p+k4sObhgZjguAgkWocZZnmK3nMgoetS6KUYoBWKlKjzX/84FFl/qwZ33vggW+uSCSSV6xateq46WPMmDET9h08BD63j0oRlg6zJfJkyXsqVvaMWbNwWiEwZv/2sixYdnAQVhUnHUNRFbKuUlUHlZGsFQZmzLgxGgoFwOnzaT6n8iutlLzmnrvWDx2va7JjYoQN0G+ieOSRR7Ls24eRz7vitts+WiwU35vJ5qeVtXJIM8o6W56nXG7PsNfj6XK7nPsdkrltYGBgx4MPPviqIHzHHXf83XPed999W6/43OeuYpPCd3VDiDkB8K7EsR2CktVILih0lJGapKaHym5hnw92HTgIO3ftmfmWs5Y/872HH2ofig3fsWLFikeO5R7ceuutzYFA4AJFUVoYaNays9UOxUac6XSGrRTcVP+2JgsrG6ZJS3GQBCi2WjvZKgKdWlDESHE6KaNmkxcv94iJhdfxzUrNGpcIZU0Hp8sDHp/HqI6G9/m9zm+ziebBv8UsscMOG6DfhCEA4Wfi64THQ9/5zkOXfOIfz9q3Z/9n9Uq7NlS0OiotKGMkTC2ONelas+Giywg22aTzOXhm0xZ48tlnmyc11P1HMpX6rt/nO8hev9/j86WRmkfcaKPsL+SLAV3XamVZrS7kctH+wSF/Z0en1NXVRZofqtNNynbz5s2FCFstFE2FShgOBsSqywEuhxMcTm6bZVJrfAlKWgE87HUu1Q0gONq8JEOukNw4gfji3BeSTQYodlQ0TT3hcrv2V9dG/2vD2rWPYNcnXiubMMbjLbDjFA0boO0Yl/jpT3502fs+8JHT2lvbzkb+MnX7CSoaAbLYdMTgNlaj7AeZvAINymDro1GoCUcglkhBIpOCH/z0l04w9AUO01wgC8U3PDICJnKleSMJkd4IeAmAFRWC1XXg8vqgJRiGqnAQ6msbyL4LJw10kAmHgqZhmOnWo/uDu7ZthbxmgBO7MOsngdeJkp8a1epVVYEQf26hVComVdWRdnvc3QyMt3rd3t8nErHnXrkCWbdmzUl5D+w49cIGaDvGLX79xGPnvOf9H9zU09a1HAF3lA1iATSv70qCssc31RROUVMUoTpnonsITGlqAqermWXKOqRzRUgmU5BOp9AVGyzpPbfLTSJQAa+HtEYQmCXyOTdJPhUbc7AujBuhQb8fiqVcfyDg+7Pb7X3kzjtXP4lj/pfLrtw6afq8pTVVEQbuCp6+UFcXHWTrkAOK4tjIAPpX69at23OSb60dEzRsgLZjXON3//34GR/5+CcfbT/a/jGzXKyYnlpALMSkCaCx9qsIDWTMnh0OsdnGsmDe7s2yWuRwh5wkc2oYDdTxKGOdGysIkuj2M7kLedngbesIysgH97icWN8eCIcDvyyVSnd+fd29/4PO9u/f++6y8b9LdtjBwwZoO8Y9Hnv0xx+/4YtfvGb79j3/L5dOurG0QBmywps7BGGNONRWFo1fCMxWgwyCblnDTUdtVJsD27HLRoWvjI6GxFXG33NPRK22tirW0FB7wOt2/yaTSf3n+vU2c8KON27YAG3HSYmvf/Wr32Jg++3LrvjczX0DsVtyyWQVdSPKDlHqkCrlDwxugquDRXjgP3P7K5/fz768pq5rRafTnXF7nHGn09Hncbm7XS71EAPsF5PJ5F/uvffe7Mm8ZjvsONawAdqOkxaCTYJWTfesXLnqn2LxxPXpZGqmS3X6JVlSUBSJZ9KUVZuaVtQY4Kaj0aqYx+067HA4djB83qpp2l/tbjs7JmL8f3iKSMTGyhcRAAAAAElFTkSuQmCC</Swatch> </swatchLibrary> </Fixture>