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EK Lights eProfile VW 500 (EK Lights_eProfile VW 500.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="eProfile VW 500" ShortName="ePro VW500" Company="EK Lights" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>6cee2f22-2ebf-4109-bbec-4df5c9607a6c</Thumbnail>
  <History Date="21-11-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="18-01-22" Author="Nic Morris" Comment="Created from EK Lights EK-OP380 RGBAL (effectively identical)" Version="1" />
  <History Date="21-01-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="dde3dcb7-acac-4fad-b8b1-22161b32e564" />
  <Control>
    <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="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Lime" Name="Lime" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </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="C3050-Md Yellow" Display="'C3050-Md Yellow'" Dmx="6~13" Colour="0,0,0" />
      <Function ID="3" Name="C3040-Lt Yellow" Display="'C3040-Lt Yellow'" Dmx="14~21" Colour="0,0,0" />
      <Function ID="4" Name="C3240-Amb Yellow" Display="'C3240-Amb Yellow'" Dmx="22~28" Colour="0,0,0" />
      <Function ID="5" Name="C2340-VLt Amber" Display="'C2340-VLt Amber'" Dmx="29~35" Colour="0,0,0" />
      <Function ID="6" Name="C2040-Lt Amber" Display="'C2040-Lt Amber'" Dmx="36~43" Colour="0,0,0" />
      <Function ID="7" Name="C2050-Md Amber" Display="'C2050-Md Amber'" Dmx="44~51" Colour="0,0,0" />
      <Function ID="8" Name="C2060-Dk Amber" Display="'C2060-Dk Amber'" Dmx="52~59" Colour="0,0,0" />
      <Function ID="9" Name="C1050-Lt Red" Display="'C1050-Lt Red'" Dmx="60~67" Colour="0,0,0" />
      <Function ID="10" Name="C1080-Md Red" Display="'C1080-Md Red'" Dmx="68~75" Colour="0,0,0" />
      <Function ID="11" Name="C1020-NC Pink" Display="'C1020-NC Pink'" Dmx="76~83" Colour="0,0,0" />
      <Function ID="12" Name="C1030-Md Pink" Display="'C1030-Md Pink'" Dmx="84~91" Colour="0,0,0" />
      <Function ID="13" Name="C1630-Dk Pink" Display="'C1630-Dk Pink'" Dmx="92~99" Colour="0,0,0" />
      <Function ID="14" Name="C1250-Md Red Amber" Display="'C1250-Md Red Amber'" Dmx="100~107" Colour="0,0,0" />
      <Function ID="15" Name="C1060-Dk Red Amber" Display="'C1060-Dk Red Amber'" Dmx="108~115" Colour="0,0,0" />
      <Function ID="16" Name="C1650-Magenta" Display="'C1650-Magenta'" Dmx="116~121" Colour="0,0,0" />
      <Function ID="17" Name="C6170-Dk Magenta" Display="'C6170-Dk Magenta'" Dmx="122~130" Colour="0,0,0" />
      <Function ID="18" Name="C6020-Lt Lavender" Display="'C6020-Lt Lavender'" Dmx="131~138" Colour="0,0,0" />
      <Function ID="19" Name="C5030-Lt Blue" Display="'C5030-Lt Blue'" Dmx="139~146" Colour="0,0,0" />
      <Function ID="20" Name="C5020-VLt Blue" Display="'C5020-VLt Blue'" Dmx="147~154" Colour="0,0,0" />
      <Function ID="21" Name="C5430-Lt Blue2" Display="'C5430-Lt Blue2'" Dmx="155~162" Colour="0,0,0" />
      <Function ID="22" Name="C5070-Blue" Display="'C5070-Blue'" Dmx="163~170" Colour="0,0,0" />
      <Function ID="23" Name="C5050-Md Blue" Display="'C5050-Md Blue'" Dmx="171~178" Colour="0,0,0" />
      <Function ID="24" Name="C5060-Dk Blue" Display="'C5060-Dk Blue'" Dmx="179~186" Colour="0,0,0" />
      <Function ID="25" Name="C5690-Indigo" Display="'C5690-Indigo'" Dmx="187~194" Colour="0,0,0" />
      <Function ID="26" Name="C5080-VDk Blue" Display="'C5080-VDk Blue'" Dmx="195~202" Colour="0,0,0" />
      <Function ID="27" Name="C5081-VdK Blue2" Display="'C5081-VdK Blue2'" Dmx="203~210" Colour="0,0,0" />
      <Function ID="28" Name="C4370-Yel Green" Display="'C4370-Yel Green'" Dmx="211~218" Colour="0,0,0" />
      <Function ID="29" Name="C4070-Green" Display="'C4070-Green'" Dmx="219~226" Colour="0,0,0" />
      <Function ID="30" Name="C4550-Turquoise" Display="'C4550-Turquoise'" Dmx="227~234" Colour="0,0,0" />
      <Function ID="31" Name="C4560-Aqua" Display="'C4560-Aqua'" Dmx="235~242" Colour="0,0,0" />
      <Function ID="32" Name="C4570-Blue Green" Display="'C4570-Blue Green'" Dmx="243~250" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="2800-2900K" Display="'2800-2900K %.fK',2800~2900" Dmx="6~13" Colour="0,0,0" />
      <Function ID="3" Name="2900-3000K" Display="'2900-3000K %.fK',2900~3000" Dmx="13~20" Colour="0,0,0" />
      <Function ID="4" Name="3000-3100K" Display="'3000-3100K %.fK',3000~3100" Dmx="20~27" Colour="0,0,0" />
      <Function ID="5" Name="3100-3200K" Display="'3100-3200K %.fK',3100~3200" Dmx="27~34" Colour="0,0,0" />
      <Function ID="6" Name="3200-3300K" Display="'3200-3300K %.fK',3200~3300" Dmx="34~41" Colour="0,0,0" />
      <Function ID="7" Name="3300-3400K" Display="'3300-3400K %.fK',3300~3400" Dmx="41~48" Colour="0,0,0" />
      <Function ID="8" Name="3400-3500K" Display="'3400-3500K %.fK',3400~3500" Dmx="48~55" Colour="0,0,0" />
      <Function ID="9" Name="3500-3600K" Display="'3500-3600K %.fK',3500~3600" Dmx="55~62" Colour="0,0,0" />
      <Function ID="10" Name="3600-3700K" Display="'3600-3700K %.fK',3600~3700" Dmx="62~69" Colour="0,0,0" />
      <Function ID="11" Name="3700-3800K" Display="'3700-3800K %.fK',3700~3800" Dmx="69~76" Colour="0,0,0" />
      <Function ID="12" Name="3800-3900K" Display="'3800-3900K %.fK',3800~3900" Dmx="76~83" Colour="0,0,0" />
      <Function ID="13" Name="3900-4000K" Display="'3900-4000K %.fK',3900~4000" Dmx="83~90" Colour="0,0,0" />
      <Function ID="14" Name="4000-4100K" Display="'4000-4100K %.fK',4000~4100" Dmx="90~97" Colour="0,0,0" />
      <Function ID="15" Name="4100-4200K" Display="'4100-4200K %.fK',4100~4200" Dmx="97~104" Colour="0,0,0" />
      <Function ID="16" Name="4200-4300K" Display="'4200-4300K %.fK',4200~4300" Dmx="104~111" Colour="0,0,0" />
      <Function ID="17" Name="4300-4400K" Display="'4300-4400K %.fK',4300~4400" Dmx="111~118" Colour="0,0,0" />
      <Function ID="18" Name="4400-4500K" Display="'4400-4500K %.fK',4400~4500" Dmx="118~125" Colour="0,0,0" />
      <Function ID="19" Name="4500-4600K" Display="'4500-4600K %.fK',4500~4600" Dmx="125~132" Colour="0,0,0" />
      <Function ID="20" Name="4600-4700K" Display="'4600-4700K %.fK',4600~4700" Dmx="132~139" Colour="0,0,0" />
      <Function ID="21" Name="4700-4800K" Display="'4700-4800K %.fK',4700~4800" Dmx="139~146" Colour="0,0,0" />
      <Function ID="22" Name="4800-4900K" Display="'4800-4900K %.fK',4800~4900" Dmx="146~153" Colour="0,0,0" />
      <Function ID="23" Name="4900-5000K" Display="'4900-5000K %.fK',4900~5000" Dmx="153~160" Colour="0,0,0" />
      <Function ID="24" Name="5000-5100K" Display="'5000-5100K %.fK',5000~5100" Dmx="160~167" Colour="0,0,0" />
      <Function ID="25" Name="5100-5200K" Display="'5100-5200K %.fK',5100~5200" Dmx="167~174" Colour="0,0,0" />
      <Function ID="26" Name="5200-5300K" Display="'5200-5300K %.fK',5200~5300" Dmx="174~181" Colour="0,0,0" />
      <Function ID="27" Name="5300-5400K" Display="'5300-5400K %.fK',5300~5400" Dmx="181~188" Colour="0,0,0" />
      <Function ID="28" Name="5400-5500K" Display="'5400-5500K %.fK',5400~5500" Dmx="188~195" Colour="0,0,0" />
      <Function ID="29" Name="5500-5600K" Display="'5500-5600K %.fK',5500~5600" Dmx="195~202" Colour="0,0,0" />
      <Function ID="30" Name="5600-5700K" Display="'5600-5700K %.fK',5600~5700" Dmx="202~209" Colour="0,0,0" />
      <Function ID="31" Name="5700-6000K" Display="'5700-6000K %.fK',5700~6000" Dmx="209~216" Colour="0,0,0" />
      <Function ID="32" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="216~223" Colour="0,0,0" />
      <Function ID="33" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="223~230" Colour="0,0,0" />
      <Function ID="34" Name="7000-7500K" Display="'7000-7500K %.fK',7000~7500" Dmx="230~237" Colour="0,0,0" />
      <Function ID="35" Name="7500-8000K" Display="'7500-8000K %.fK',7500~8000" Dmx="237~244" Colour="0,0,0" />
      <Function ID="36" Name="8000K" Display="'8000K'" Dmx="244~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="xHue" Name="Hue" 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="Hue" Display="'Hue %.1f',-25.0~25.0" Dmx="1~255" Colour="255,255,255" />
    </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="11~60" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="61~110" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="111~160" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="161~210" />
      <Function ID="6" Name="Auto 5 (Auto 1-4)" Display="'Auto 5 (Auto 1-4)'" Dmx="211~255" />
    </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="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="8~15" />
      <Function ID="3" Name="Red Shift On" Display="'Red Shift On'" Dmx="16~23" />
      <Function ID="4" Name="Red Shift Off" Display="'Red Shift Off'" Dmx="24~31" />
      <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="32~39" />
      <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="40~47" />
      <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="48~55" />
      <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="56~63" />
      <Function ID="9" Name="Dim Mode Off" Display="'Dim Mode Off'" Dmx="64~71" />
      <Function ID="10" Name="Dim Mode 1" Display="'Dim Mode 1'" Dmx="72~79" />
      <Function ID="11" Name="Dim Mode 2" Display="'Dim Mode 2'" Dmx="80~87" />
      <Function ID="12" Name="Dim Mode 3" Display="'Dim Mode 3'" Dmx="88~95" />
      <Function ID="13" Name="Fan Auto" Display="'Fan Auto'" Dmx="96~103" />
      <Function ID="14" Name="Fan On" Display="'Fan On'" Dmx="104~111" />
      <Function ID="15" Name="Fan Off" Display="'Fan Off'" Dmx="112~119" />
      <Function ID="16" Name="Fan Silent" Display="'Fan Silent'" Dmx="120~127" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="6b869cd4-7ad6-4ab9-8c63-8cfacb95e388" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <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="97e3e11a-227a-4cfb-8428-bcd7f0553f36" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="37" />
      <Attribute ID="CTO" ChannelOffset="3" Wheel="38" />
      <Attribute ID="xHue" ChannelOffset="4" Wheel="7" />
    </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="a1a2d8d1-0ce0-4ed7-9cca-69267fd6f6a7" />
    <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="Amber" ChannelOffset="4" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="5" Wheel="42" VirtualControl="Dimmer" />
      <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="ed8d57a7-3bff-4d42-b508-290939467e9d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <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="7c906cec-fdde-4a89-97e5-c6d78296f30d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="37" />
      <Attribute ID="CTO" ChannelOffset="10" Wheel="38" />
      <Attribute ID="xHue" ChannelOffset="11" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="13 DMX m1" 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="2f05af24-1604-4a88-809e-dc94dd33c7e5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="37" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="38" />
      <Attribute ID="xHue" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="13 DMX m2" 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="7082d9ea-71b5-422a-8797-72fd7e0b5697" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="9,10" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="11,12" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <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="bc84d669-44d2-4e34-acca-1477a3eeef03" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="9,10" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="11,12" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="37" />
      <Attribute ID="CTO" ChannelOffset="15" Wheel="38" />
      <Attribute ID="xHue" ChannelOffset="16" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="HSV, 3 DMX" Channels="3">
    <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="dab83916-6a27-4b82-8bad-8bae42004599" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Red Shift On">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Red Shift Off">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode Off">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 1">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 2">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 3">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan On">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Off">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="6cee2f22-2ebf-4109-bbec-4df5c9607a6c">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOx9B7hdZZX22vvsfXq95/ZecnNvegIJHbGMoiAzKuPwqDDOiDAiYwNhAMNEJEKUoqII6uCAiMCMgA1URKQECAnp7Sa393Z67/tfa3373DDzqP8kJrnE7BUO997Tdjlnv9/7vd+71lI0TQMj/vJ44aUXtf7BIZiYnIJ4PAa5TBZkkww2qwWcThfenJrb7QIX/v7b5547/Xvf+c6W+d5nI4ww4q0dynzvwIkcl1xyientb3/7y8FoeM3Q8DjkcyUEZRMUS0VIJBIQCYchm0njM0tgkk2SCR8zmRRQVdPmv7v4w2Cz28DrcYHdZgOHw4k3Bwz09f4WX7/FZrEVLBZL0WJRixa7rWg2mYtPPvnkPVu2bMnP93EbYYQRxycMgP4LYuHChbUdCzvO3PrTJyGZzIPNZgeTgqe0KAEiNZRKGhQKBSgWiyBJBZBABkmW8KeYtcj4nEmziX/X8F4EcTCryvlWm+18l0sDlySBarEgcDMDh2UrltX8y1VXha1Wa86sKDnFbM6ZJCmrqmps3bp1T87nuTDCCCOOfhgAfYTxqU99Su3u7v7MzGwAorE4KCYrmBFMNWTL+Uwecrk8gzMFMWeCZURp/A9/aocAuliSEcAL/FySm2R6TjQBszMBBHOZX6uoJlAR+M2qep3NbgU3vlzxeJCBO8DlcoHVbNY+8Ykr/tVqVVPIunOKoqRkWU7JZjklFaXkhg0bdpYw5vN8GWGEEYcfBkAfYXi9XusFF130b7/6zW8RQC1EgVlzLuSLDM75XI6BlwEZg3kzY3OJ/7Lb7dDY0AAtLS0QT8RgcGAQZgMBgd34GvqpIQOn98hm8wTvDNhyOAYTk7M4IMh4U0BRCMAVSVHVe53ggAqLlTVvj8fN4O3G2+UYn/nMZ4YRuGM4EETxZ3Tjxo0hQy4xwoi3dhgAfYSBDFUZHh2HiakA2B0uyKZTkM9nWdYQAJ1FgC2xmEHgqtG/kmDOBM4LOtrhXe84T1u+fCnE43Hpv598EoLBIOSRSZOOjWhMOE2iCLJqmYEetwmqxczvl81kIZNHfJVyUEI0p8eDwTCMSRNgItBWVAHeeFNV5QG/2cIad43PCz68nXnOWfDgj36Uf3XjxrfZbLas2WzOIoOP33nnnaPzeV6NMMKIQ2EA9BFGc2vrbWMT4xCNJcBmdwOUCpBJJxFXVQHQ+RxLFsya8fkS/S7oMfi8PkjFYxde8g9//8wtt9xyzgc+fPHLskJyhwB0YMAVYK6/BGxWKzQ01ENLcxNYEKTJMTI4NIzbKQKSaWboQt3WoFAk7ZvIcZ7/LpWKMDMbAhOzbgRss4LvoYLFbFbtdttrZpsFWpHJmy2W4lVXXXU+gvVkNpsdv//++6PzdoKNMMIIA6CPNBZ2dl7y+rZdDKoyslWHE1n0bAqyeY2ZdB5BmuFWZ83EiAlohWxB98mLH/+vx3/8jne/y7dt9y4YHR/j16iqSk/WZWpNwC6C6sKuLnjHeWeXbr/tVuslH7nkU+9939/c858P/hiSqSggoAp9m3VuEDq2TBY/OzhdTn6fSCTCg0Y+X4JMNg3RSFzILax7A2zfuhMHGqvJ43U/117XDhV+fwZfaJuv82uEEUYYAH3EkUqnYXJ6GgEP2XKhCE6bg4EyjsBXKhahWBDsFWF5TuIAlikkCIYCCIYNd7z46itsxcsXSxCYDjDDJamCsVkqs2LkwZlsfmK0r+7xx4ZS55xzTsXfX3LJPc8+9xyzZJJRJAZy/TW0GdyGx+2GRd2LYMniblBUGX7729/ByOgYaCaJrX4aMnZm+Ph6cpkkEhnclwiMDI1Cz74DUFVTax0YGNEWdLTnPvvpT1vm8VQbYcRJGwZAH0E89thjG6vrG3yxRJLZKi3kaZINHC4PxKIxsFnMkLfakEEXmUETa2YLhURWOhmBsQj9/X3Q16ex5qwhQJMuTQBfwN8ZyHUNWtMkUMyKunjZKbOrVi6CZDoJv//DC7C/pwcSySSCr8rPp2BGTK81qXDqqpUQDk529R7YDR+77NL9O3ftlEkSITMHAbROtplp8/BhNuE2zfhymR0lU5OzEEvkYXh42jw+MVUa6j3ge/zxxw3JwwgjjmMYAH0E4XK7u7ft3A28hIeAmE6n+Kfb4Ya6+nrSdgvLFi+BTC5jKhVLEhJgBNYUZDIZyKSzeEsjA09BMpWCRDwBmSwtKBaB8VXWdLmiHELueG3TZumNrW8w2y0w6y0hoCrCwldm3fTcksbgvmPHtjvqavyrfZXeb7y2ZYt8sLcfivkCmFRFf+Ycr+dFRvZr4+OUZKPgQGF3+sDlrYQczg5effUNye22hb707+v24pBy/W1fue03x/+sG2HEyRcGQB9m3HLLLYtXrjrV3jcwLBb/iIAWNdZ3iyUrWG126Nu/58bZqYn7HnrooeT69evPu/jii5/LkOsik5FS6QykMykplcpAKpWSYrE46dhSCtkwPUc8noZ0Ko2gnuH7CNBzuRxks0WYS3ORJbbZkcuDJA26jyQLySSx9KGYvdcV8NHtO/ZALr8LwuEoSIrC3msKXRRh1s2vJVmGFilJk6ZsR7ONfxZLBSjk0jAzFZXTXV3Lqit9P8Sn18/LyTfCiJMsDIA+zLjoor/dEkumbcR+TYqqSwoyFIoFSGdz4LaZoWvx4jsyySStzn157dq1L+JP9U+93/XXX++44oorIgjAyLRzCOBpiVg1pYrjNqQkAjmBODHuLL5/Fll4GoGbgDyHf5NjJJvNMLiWTX0EsjMzs3ibQbAuMju2WKyg0v6CcJbI/DyZ3SUSgjSxaPonyeSrtiLAW/j9cpkksvU82wh79u2HdFtrxVVXXXXBfffd98zxOudGGHGyhgHQhxmyLEmqWXiMdaMFApywt+ULOShJNra+TU1Pn/p/eb+vf/3rSfgzAI6Mvf0Tn7i8j8E5l5UIuKPROIJ2DJLJNMTicQgEQyyfZPM5Tmoh4E7rTDyH9xFIkxY+58eWdO8eJRdKmmDRmnhcUc1gtth48CnkiL3HIZ9N83GOj46C2+uz+P3eh9asWVNvJLoYYcSxDQOgDzN+8pOfVP3Nu98966/w2UKR2JyGy4uFCISpTBYcFnandR2N7a1bt24AgM0gfzQQ4C+6+lOf+AUxaXKWRKMxCEeiEApHIRIVtyj+HUdWXsjnWSrJEPBmCXwziNEiHZ2TYmRKarGAxWpnXTuXTkImlWT7H8kddJzDw8Pgr/RXXvzhS2bxZd6jcYxGGGHEHw8DoA8ziPE+9/vn0yuXLrW98MomlgEoqYTYJ1nrSG5wOypAtdrqjsf+XH/99b8EOLSm+LnPfc7ixJBl2aooisNsNjfceP3nnyfJg4A7HArDbDAI0/j31NQ0BIMBiIRDMDs5BfmiJtgzuUkKCOCpOBQQyIlN032UyZhKxGF0ZBSPM218d4ww4hiHcZEdQSBbTq9ctgReem0z29YkSVjVaLGuVCxBOlsAf1WN89/XrQt+5ZZb/Mdz3771rW9l8Uf2TXcdXLt2bS0yYvqs+fNG4DZheNat/bdt4+Pj0LO/B5555rcwEwxDTlNAQyDOZlLItlNgUs1gczrZo53P5rniXmA2AFXV1Y4b1/577Pb1X3Efz+MzwoiTKQyAPoJ45zvf0fjss78LVfp9vunZIN9HHJoYZqFYZK9ylc8DiWjQN8+7yrF+/frpP3Y/Abeqqp6GhoYv3H77+k9teWM7PPfCazAwOAixbJIHH7vHC26PD2cHBRyAUqDgMaZxljA9PQsOh81124avH7zphusXHu9jMsKIkyEMgD7CsDvs0NrcCONT02BCBk0atMbJJUXheshrMBsISgjaphIVw3gLhg7c09dff/0X77vvuw/V19dffe3nrrj0V0//Fp5+5mkGaI+3knzfUMjnwGxWWYe22G3IrrMQj6dAKxUMy50RRhyjMAD6CGP7tm0bVp12xtf6Bodhhlg02e3wfsoUJFtbJBaFqrp6uOpfr6aWKub53t8/F7qTZNPNN988+dijP3nRZrMtvfaaz332ldffkA4OjHC2o0rFlWxmTpThin2ZDFAmpcVidnzumi8e/Nbddxos2ggjjnIYAH2EMTEx8b2LW5u/1tneBrPBkKjfrOfzUUogOSZMbhekMzPqe97zHs+zzz77lk+TvvXWW4fxx3/Q73fffffG957/vv9WXnwZ9vUchFyhhDMFlWUcAmhKkskii07jccqS2n755Zdf8MADDxjeaCOMOIphAPQRxu233x695ZZbFp153jv279izjxNH9MKiOoiVuAiS21sB55zXEoE3OS1OhLjmmmt++rWvfe3d5779nb8LBAIwNjnNNjy9nwBosgYqDkTku3baHabORYufhv/DMX7jG9+455RVS/81HAxSJiWDvWo2w/jE5NCjj/13l+GtNsKIQ2EA9F8WB1sa6qG9pQn29vRyYSNGL+6IUkSGmQe3zYVs+4+u0b3lo1gsxpYvWQwjY+MwEwhy1b5yhxgKRVUgn81CMpWGQDgGV1199X333XvvVX/q/X76059ubmlrXvPwjx+B0dEJyOcKeuU+SluX25qb6nPXfP7TJbuz4mvr16+/6TgcohFGvKXDAOi/INatW1eamprWOtvbpJ6D/QhgVLNOCB1UsIgYosWscheU9V/9amn3rl2Oxx9/PD3f+/1/jZtuumnzhg0b3va+91/00sH+AegdGOLZAUh6nWpN4mJNJHUk01mIJdKr/9R7ff3rX7/w8iuuWPPQj38CU9MhiMfTooEuN9GV8T0KEI4mYGx8Vva6HYuO53EaYcRbNQyA/gvj9ttvs330so9nqqr8MDkT0FtbATPNbC6NNxu43V4IxxLS2NjYfO/uYUckEtmx+bVX/2P54kWfHBgaFk0Hyj0IqHyqonA9kBSy6MqamtW3rl+/+ea1a0/73++Dz7VQ9mKW0saLRe4KQ11kGOj11HO73QoFfK9cQbvwS1/60he/+tWv3nmcD9cII95SYQD0XxiUGDI1MwPLFnfB9ExQT/sWajS1l6JqdMSiU8kEnHX22bMXXnih/+mnn87+f9/4LRLIoOPr16//7jvf9e5PvvDKaxCKRLmGNIGzhANRSRJSB6WQp3MWONjb+0cTV/D5aj5fEFX/igVR3KmIAK/39KL6ICyf4H9ms6LmC4Vlx/lQjTDiLRcGQB+FePSRRy5bceqahy1mhSvaUU1mrgwnmbgKHTHDyuoa0PIZh9Pvb8KX9M33Ph9OrF27dvtjjz32m7ramvdGonFeAAVZLreK4ezCklTi+h7eqprOL1x77dPfuOuuC9/8HiaTSSVnCzXTLXDt65Jex1qvf62JKnx0o2SfWDxutNsy4qQPA6CPQnzhC1/48cDg4MNnrDkF/rBxE3BtI+73V0LwkiCRTINFNUM2kYR0JPIhZNHfOpFYNEUymRz/+4sugMdyP4PeoeG56neE0iVkv1TKtJgv4u+KHIlFz/nfJUnx+eY0N9PNczo8nRtJk/UFVY0Bnsg0lUGlASASChkAbcRJHwZAH6V4+Ec/6vqb8y84sGnLDkhnslAS3VvxP5I50pBImcHr8sLiZcu+Njk2RsC1Z773+XDi8ssv/+QDDzyQW7K466rpQBCi8QTfP9cogLIokVUnUmmoqqxxZ5LR7+NDjeXXK4qikgyS48p4ojgfAbFsMukMWgjbJQRuC4J9MpUyANqIkz4MgD5KsW7duoM7d+/WFnS0SLv29gBX55D0mssIPjlq8Cq7IBGLwPT0iWm7o5T1c888AwYGR2BPz0GuM62Vm9viT5MiQTabhVTWBi63t2HDHXcM3XDdda30WgRxJcuLhFlQVAuY8iKZR/iqda0EJM7CJPkDn2edz2M1woi3QhgAfRTDZrUWly9epOzZfwAKxXJWIXCBoWw6A3FzEpwOByxfuXz3lVdeeeb3v//9TfO7x4cXW7duvQZBOrt8yaJrJ6am2RsNumNF2O4AzMiIqSa2zWaBgf7+OZDF16nUDSaTyjDTplom1FAgi39TKjmfKL3LuM1uB6vVdhYOej+45ZZbrpjHQzbCiHkNA6CPYjz04IO17zn/fdPVlX7T5HRAXwADXlArcbeTLHhdFZAIz8DY2NgJd+7vv//+/F133bVt9aqV0NPbD6FwRHQlZxeGxJ1ZyBedy1FLLgv4qmprbl2/fuzmtWsbi0VQKHGHmt1SPQ+zqoLD4eQFRmqkWyzlGeCp1ZbNZqPyplIqlW6Y72M2woj5jBMOJN7K8dWvfjW4Z+9e7dQVy+FXzz7Pbg7QkwsV8gtncxBLpEBVzbBgYecLX/ziF9995513/mG+9/tw4tprr/3Jd7/73c4Vq0798sTUFIxPTHHTgnIdEkrVoWNNJlNgs6gwMj7uAL5PMssmkWFJSTwE0hQWBGpeMJStoscjnjOqnCdJKsTjceP7acRJHcYFcJTj1888c8nK1asfV0yykmMQEvqqSFzJsu2urqoC0rG8qb+//4RcCJudnX1ouL93dWtz8/snJqd1x4pYKOS1UWLROFtIpHPg9lR4Pn/ttf9VV1s7YLZYuOsMZ1tq4rzQYqpsskAqEWPpw2wxi1ofpRLE4jHTfB+rEUbMZxgAfZTjuuuue/K1Ta+XqOPKlm07GZjJrUAJLIoi88JaIl1ABDKRm+Fr+JITrgLcunXrhr7zne9sPPe8dyBATwGVXAVZEwuFksjSsagWcmKAxeySqvyVH66urYPNm7dAIpEUjFkShf99Xj9c/elPQ3B2Ah597FEIBMLcE5GcIZFw2Ph+GnFSh3EBHIPYvWvngyuWrrjy9a3buc4EFfMndkiskfTZOLLFOr8P/P7K7vne1yONYDD41O6d289ub2m+iIop8WyB5RzhAdc4K1CDdCYHOYcd9u3bB4MI5NSdfC5BBc9NPpOG6NQBoJ4GNitpz0lStIHsIYVi0fh+GnFSh3EBHIO48sor/2XX7j1X1NVWS1O8WAh6DQvR/buA0/xUrgiq1W665JJLGh5//PHx+d7nww2yFX7rW9/6xUV/94GLAqEQ7NrXo3uiYa4kqVmhmtE5iKUy4LBYwe50QDwa4SeRBi3jz0QqCd9/8HGeYWRzRd2ViOdGVaHCV2FIHEac1GEA9DEKZIG5jtYWy8xMAJlgie+jRUNijzmu3BaD2kq/ZDWbqUj+Cfk57N+//6FSqSQtXr7y+8PIoiOxOEsdIDgwB1kMk6ksWK3kzrBDJpeHhvo6/ruA4E29DjO5LGcYqpRlWOIyp9y01uV0GQBtxEkdJyQwnAjx9NNPv3vZqae9tMuxH6h+BYWmFwYCrcB9C/MlCSYnTjjyPBdku7vzzjsjpyxfBkMjY/Dalq1zWYWannhC3cCzeVoczYHL5YFKvx8cLjt43F7IpFMQnJ7i+hyUZVhCYCbbndmigqw4oFgyJA4jTu4wLoBjFMgs810L2rldFHVc4al/SfBKk0nhxcJQKApef6Xp+htuTHx9w+3Oed7lI4pAIPCbxx979Lrlp5xyR29fPwTxmGRVT1yRJc40VBQTxJNJsPh8cOopK+G1jS+BtdPFtaWnJqeppClIJlno17SgCqK2RyGbX3njjTe+cvvtt58938dphBHzEQZAH6OIxWJ7f/vM07e0Nras27PvAORpEY0ACwFIK5a4YFAOUlDpq4TpqTH7fO/vkYZejvS3q1asuGNoeByee3EjSCVZtP3SBWlixQWy3aXSUF9ZDWlk01TRLh4JQC6fA4vVym2v5DfVmmbpI5uDycnJyvk9QiOMmL8wAPoYBQHX2rVr7zv9rHPWNdXXQf/QsHAv6CBExeopAy9XAJzSW6QbbrwxuOH22/3zvd9HErt37973wA9+cNlZ57zt4Vc2vwFZBFdR6U4ANB23BQGYFkcD4Si4kEkrqpnTvrmSh564UtJdILSQSoBNNaITqeQJ1cvRCCOOZhgAfQxDVdXZzo526Ghvgd6hIZDg0NSfbHeFfAHZZBbc7gqIJ6MV872/RxqPP/44ZeT8eNPrr3/X7/O6pmZmOe2bgltk0Y1KiuKsIRiKgN3hEoCdF7qzcH/IIiuei3uI5rRF8own4vN4ZEYYMb9hAPQxDOpZ+M1vfvPqFaesvre60gezoagoy6nXQJYRqNOZDDgdXp7Of/azn91/zz33nLD9+MZGR3eeseaUc55/aSNEognuAs6lsfXa0eWiSi6PB6gdSz6X5yQeGqzYK65zZeq2Qs2wCOMTsYTBoI04acMA6GMcgUDgiQXt7fd2IZMOBLYCIVa5vRPVnqCKbumMDZwuDzjt5u4LL7zQcqIV8y/H6OjoAytXrVpS6fX5IpE4FEnLKdFApM0NTESmKSGFJI1cIad3ntETV4h0M1CL7EsCdkVWmq677rrb77jjjhvn+/iMMOJ4hwHQxzjS6XTs+d//7snO9vYP7dp7AOLJlHB0aJT+XWDLHbXJsntcOP2fpYZ8HfiyffO930cSX/jCFx58+OGHLzrnrDM+FE0kYSYYZF8zp39TjX48ZrPFCm63GwIzk0D6M0kgtHAqngA60y7NAbXdbre4XK4P4N0GQBtx0oUB0Mc47rrrrvTnPve5j37+7e/MLF7cDZsp/VsT2YRUf8JitoNksjCrtNldsGrZsr0f/OAH3U899dQJKb5edtllFz/44IMPt7e3XkoNZqm8KCgSOzqo16DF6gCHwwGj6RSzaqvNBpl0ms8HuT2oXCmxZ5J8LGYLp4vHYkbRJCNOzjAA+jhERUVF/pc/f+pLCxcv/eqWbduZLJZyeQhMjoPN4YN6hxNy+Sw4bU6YxPuCweAJ/bkUi8X42885CyanpmFkfAqKJVFIiRYJFbPCt2IuK4rzO+zMqtOpJGQyGby/wNq1xWKhTEL+PZFIGABtxEkZJzQQnChBi4X447Zde/Z9tXtBB/QODJO2ClbVjKxRBpNi4spvVmSMTo8HVqxcMX755Ze3PPDAA7Pzve9HEmNjY9/ctX1b+4K2lvOnZ2Yhky8wW84XimC32cHEtroSp3qnkinWNUiT5mL+hQIoJo2ZdCqdBDv+S8TiBkD/mfjZU08dUFWlPh6LQy6Thv3797zv9ju+sXG+98uIvzwMgD6O4fG4tKWLFkr7D/aBpKjQ0tkN2XyJWWIul4Z02goOnwviqaRteHbWPN/7+7/j29/+9hcr/N4be/sGcb+LCLRUzbkEPp8/dM0XruksP48KKd1///2733vBhedPTM1Ab38/qIoEdVW14HHYoFCk2hs5nDUUuAchN44FYT20WG1gVhUG61QyTeCMgK13mT2J45FHHvmN2+lYmk6n1WQ6q+LsRA2GAqYozi5i0aiZJCKacVR4K2B2ZuqXjz36o5zd4ZHCobAUCoVgfHwcIvGohIOjZLcoEE1k3v7DH/5w93wflxF/PgyAPo7xxH//9z+vPv3MBysrfDAzGwTFYgdJFcXuFZOCAJ2BtM0GCoJ3c3XNts985rrTvv3tO4bne78p7r333hsrq31rN23Za+8fGgWPrwKa6qthfPgA7Nm9xzc4MPhDBPBPlJ8fCAR+suX1TWd0dbSdEwkHEXA1yKdTCLoJBGSNmTIlo1jt1LNAYw2+At+TMgsj4RjIqgmKCODB2RmIJf66GfT3v//97zid9jXZTM5UKBbMpVJRLRSLpkI+b5qdnDBphbzi9nrqxwNhKUuNdnHwctgdeL588Lazz+LF1HA4Cvt6DsDBvn7IZFLeVze9wZ7zRDLJXvIk+ck1gPqGOlBNFgTsiSW4aQOg3+JhAPRxjGuuueah3v6BB5ct7oLf/eFlYSUD3R9MBexxehpLquD3uiiZpXpiesw13/tcDqfTsXp4fMa+f/8+mBofA7vHB36fB7zeKpgYnZCyudJH8WlzAL127drtCNg//4dL/uGcsTHqAt7H7hV7PAGTEyMQj8WEnY5S3nMZTlzp6miGYqkAv39hE6iahVO/Sf7JZXN/tQD9s5/97IDX5+9IZNKmvGSCEiUwaUVw+L0wO4rnbd8ByORyXO0vnUrxLKOtrRXWf+VWloF6+3pheGwMNm3eDANDQ3i+zDiw5WFoaBgyeU6W4nNso3R6fCyDJCCcikB9fe0Pb7jhhqENGzacUI2LT7YwAPo4xwvP//4/m9o6/tlup4WxLKKzzMWBCIxUVUYGmccbQAH/57JYfn7TTTedf9ttt/XN5z7ffPPNTVdccfkH777nPpidHINocBZKhSIkkZ1V+txgsVoQdCcsa9asUbds2ZIvvw4HoIjP60VwsPBAZMfZwczkKIyOjCIo5zk5hUK1WLmQ/4HefmTVCsiKor9e40HMrJr/6iSOu++++xPV1bWf9lRULJycGuPPXWM3osTFpcifODI4gMw4BBKdD+pSY7Hwa8ORKDzyyI95kXV4dBSC+Hdgegacbjefs9DMFM5SvNythkBdVRSewdC5TCXzkEqnod5ssmmadsJmr54sYQD0cY4rrrjiE29s2/7xpd1d8pZtu9gPLQoLlai8JuRTSUgi26lwusHlsLZPTMzU4svmFaAVRXHYbFYpmUhAsYCAabbAmWeeDg0N9YgbRfBXUcGnaejo6LoFn35T+XXI+uKUzk3gbLU6EGDMMLR/GPLk5kBmV8hleeZATJA6ek9MB5hVM0ABiLolQNq9768KoO+5555/a21t+7dUvuijdmFUOIrS/2nxlNYj7A47xEMhHMzGeAbBnWrkQxmoaQTY5//wAtDZoVKtpXKd8WSCO8eTHk0p9IloFFI4K6PBXyT+lPS0eo2fRzcj3tphAPQ8xMaXXvzi6lPW3P3Gjt2iBjL+S8djMD0+gsBFhe0doLncEMWLNBwJfBVfct4877JMHmZKwabKc7Rmt2LVCihqJghEYlBZVQ/Tk1MQDM6+H94E0DjwONLkdzYpUFFVhYidxqn3APhrmkG1mSGdiHM9EhqYOL3bJGpwaIWiSP/G7VCH8LrG+mMC0E888cR+f4W3RS5Ru3BLn+MAACAASURBVC5ZUq02CQcNaaC/f/Tjl1+x4Fhs89e//vW+7iVLF+3Z18NFpQiUCYQ5y5LraNMAaIW+4d0QiYSBM085VV6U+aOMSwLbeDwuBjZEX6pZInP2ZYYtjRp7zkucwUlNekt6ZiYnBWl6B3bpr1Y1+qsKA6DnIT7/+c9/A1n0XUu6O6U9Pb3IFEvIdkIQGKPFtyrI4rQ0hmzV43FDJhNfPd/7CwTQCCY0xbaYVbzoc7Bly1awOFwILlawqqIb99jomPvNL0Jw9VAN7GwyCdlYEKBIhfszkBsbAqfTyZp0Se9lmEGmFwmFQcVt+CsruUchgQwVVmpqODoA/R//8R/3tLW3/8vLL75oSmezsmIxS3u37UBw08Bd4QWP3w+RYATi4VDHfz35xGeefvo33z4a29W3fX9zc/PFwxNT/kQqwy4VGuhkySTS4Pkfae4K5LJpmJ2eEJX9gHvCM0CzJFQCnm1JPOvCBwslcR41TfQZw8E+n8fnFjLg9XlowZDfgbRo0Xldgo4FHdDc1AKhwMzROjwjjlEYAD1PYbdaCmtOXanuOdDLq/KFfB6aWprgtDPOBNXphuHxWXDZvdSnb96pDjI1iRiY1e7EAcTHDGw6EAJrKotAYYK62hqoqKhEUJluufbaG16+664N59LrwuHwU//10ye9tdXVH3rnuWcv/c2zv4b6xiYYGRxilujxugUjxOP3eCvAX1XDwEwDATF2LqZUzMOOrVs8f/f+87OKrBQtVguR7e899tMnv3i4x4HvW59JZ8yheAqKigq9W3bAzNQk+P0VYMmXYODgAPvRqUZKPps5ajW6f/GLX+zqWrRoya69PTK5MKw4CyGnDjUPhjIzJvBEwHbigDQzPgaTeOMa4hpwN3gBvrSYrOlFp0RjMQJrkKQ56QJHQXA5LWBWJEhls2C22YmD4/lWWN8mUM/nckALt/h5Ha1DNOIYhQHQ8xS/+c1vPrVk2fL77Da7ORaLgWq2QFWVH5pbmyCZK0Gmfwwi8QT4KqosV1316d777vtu5///XY9ZsMSBZA08VbVg9/pxf1VRiJ9YLgK302aGWDyJz9HOePBHP5pyOe3y4iVLyDZmMpvN9v0H9sGBngOQTaTA7faAG2cHRV02IWCxUglW3EA8EoFpZNlcvgNZImnViWSCiKOZ2DgNZiCV/vWLX/h8+53f+OaHDvdAyGNNC2fhpF6LWpYY5PLcH1GweSrohP+zHo0T97Of/3yPxe5cvGf/AbbImalQFG5raLAfKiqrOHFHFIzCTZoUBGMzTI2NQSwWBcVi050uBN4CjElvLrcTYwJdLIiSriCYNoXTYQZVMUEQZyRUsIo+J64aCFy7itk2pdvjbOjHV1999QfvvffeF4/GsRpx9MMA6HmKa6655od48f57c0N9y/5kirVdSijYunUnqA4PZHGam0Lw8NfVwMRwX8s8765CZVFJK/UhqBDIkTOAFvOItJHsoZicsHL16fi4T7E6XTUpBKHx0WEYHBxhsJgaG4bh4RGwOpxQ1djAA1I0GGC7HSENeaXJB06aK22D5B2frwKcbhczamK1JIfQwhYSSovZbv/A5z7z6ViFz5tWTOZffmndlz/5fzkQvfAp1/mg4yC3hKRpbEMjoMtHCvx3MZ+3/KUn7Z577rlp6YqVS3p6ByCbL7BmTIWinnniv+DVVzfCpZ+8EgcqD5QK4jHVYoYUsuqp8VHSOkTFQ5NeBRBvBLYlfaFP4p/aXNU/hmaJOx5AJkvaM4DNQq3VuDIX5PUFVypcRbo3JQrh8fv6+/vr/tLjNOLYhQHQ8xiZdLq/oa66pW9gCAHJC0m8LxRJgpLDX7QiN1uNIdPLF/IKsuhXkUWfdSz24447NlxWVVX7SWRjSi5fUAq5nClXKCjIKk15/Ing4dixZz80NNTg1F904OZFJ9JITaL7CWnKBNTpZBS2bHwRent7YWY2wAko/soKUGwOOPdv3sMyzvBAPwz2DeD7FBh4CqSpmlRwe+0Ixlbw+rwMZB6vh2tH2xE8zdQSSxaM14rM0ulxS7gfLgQaV3Bm5tJ/u/66M81mddOt62+7/E8dJwKdRIyfdF6Pww4JHBTIKkJ2NavNygNBPJag8w0Op+Pym2+++Zlbb731sFOm77rrro/W1dV9zuZ0LzuAx0mDm6KauGnuwMEeePbZ30JtfT14cSYC5Sa7mkhvp0FtamqCuuzwueFjJmmC280Ips1lWcX/RA9iAmv60yTp74UzsHy5IqDMDhmRjKmX1ta3R4OdSZbvXLt27ez69et/f9hfHCOOeRgAPY8Rj8d3di9Z9s79B/thfAJBwVfF2ivdaHkon82xD9ZfWSnhtPS0I93Ohg0bzkXAuDWTy6m5bFbJ5ShjrWjOF4sqArDJ5XbXWd0ep96hCphnyvrCFYEEuSmQ0bW3Wrl2Bt0o44/YM03ZLRaVFzYHD+yDjS++jAwui2Dkho6OTmhsboDKmjqoa2gGGQedza+9AsOURJFOsw5bMNOCVp63ZdJZuaTbwkiX5wFBFj0O6TEFp+sEqFmyj1FRJbMVmlvbLbifi4OB2QVfWvul5flM6ltfv/MbP/5j5yJLSTFWCzh9PpgZUxgA6b1p0Q5/A4vNBqlwGip8ldWFQpaaJxwWQH/ve9+7c8nSpZ9IZfO+UGKGzwXLFwiKJAv19xxkxnzeu94NLpwdkA1RP+NUkATGhocgnc2AA8+fiRwaVIpVE+4NbvJAvnm5xAOLNLd8iAy5VODnqaoZBzwhgrBPURKSiKyJhgiS2Bi/ks6xzWZtGBwcPBXvNQD6LRgGQM9jBIPBn0ulwpWtzY2O0dFxrp0M5UUg1h4LyL5SoFQ2wNTooHzFFVf86Ac/+ME//qn3u+mmm3ytra3fRAZoKxaKtlwua8OLHYmhrc1bVd1AxYoKuqWN9FwxLRZaL3UaL7M1vZGgDtBC76SLm7RMKwIylwTVRJZaFoF2aKAXtr++BYZHRsFfVYWA2YqAXA81dQ3Q2NICDrsdRof6YcfWbTA8PIpAZWW9NZ/O6vuhI4cmpuzE0GkKTn5fnuLri2FmBJ8SuUjoOQjqiqow66V9JLDGbZvrGhpXD/Ud/Nq/f+nGD2qycgcy4P+RKZfCbZKPu4DnleQEkpLCwTwvpFHkcgWWV2pravD4rIflHrn//vs34LFfFUum7ZMzAbYQ8ikmeaKoARUzqm1shA9/7DLoXrSYk33KnwMx5kQsBpOjoyzn8LnQxEfB3wn9d7Y7FnJ8nsTHJ2qY0GyEAZuteviPrIP0uGLmx1mzFqgNemcE/psyC/uD/Y7DOU4jjl8YAD2PccMNN7x49913X925ePmDe/YegNlAQF8A0q9LSay453JFsrFJVrvj0pvXfbkSya6SSaVlZH0yMiYTTu0VZKSIZLLT4fYsZaBluiRzISICX0oOYQZGFzRNd2WYGwj4ucSqSqW5RbtyiItdUGtNEqBsRcAlPTgwPQXbt7wOb2x5A4GuCC1tbdDd3Qlurxfqm1qguqYWMsk4bH7lJdi1cwdEYykuhkRlRQvci1BM4UskM2gl3b8r3BvI8xlY2OsrCUsZuT3IM01aOFUBVPMK+3zVPLkWFNZwi3gs7Qs6661Wy4d6du9aesMN1924YcMdT/Kx4Pt3L1wIdqcTJsbH4LmnJ5lxer0VeJ+bgd4tK7DqlJVQ19hA9Suu/uY997y/xJX2iqyXxyIhKBRKnP1JugLtL+3c6jWnQVNr6zsj8ZSdpB3WitkOJwY3sikWkOXWIUC3tLcxsFI9Ev686VjMZhienIBQKMhWQ27qQAks+j96v1QqyYuCLpeXPehFScH9oMxLFapqqM+jAjkceHLZFKh43sgHnU7GcMYTZz+5SbHMJbuQzk4wzf5zWf7UVVdd9dJ9991nsOi3WBgAfQxi/fr1q9asOfX3Y2MT05dffvmf7TEYj8cfDk5NfOisM9b87S9//SxeeCW9kapIJijksxBPJJEd1sPIyKCUSGXft8zvB7ffiew6z35Zkgv8ldVQ3dCCn6gVXB4XOxHyerYYTbMJYDTdBwu6TauctKCJFi9zj5v44tadAbRgxmxMdOYeHxmCqYkJBritr78OM7MhWH3G2XDW2aezn7iirhGaEIQSkQi88cqL8OrLL0M4kWXHgtVmh0Qqxe8l63pomQfSjUCsVM6sRNArlyCltHCzJcsp4yRP2HGAcDicDFBQQqDCwYHIqoTsV5IzPDCZcSCpbF6wMK+MPP6V225PmFRF8vurHOMIgrOzUzA0MgKVtXVQWV0Dlcj6JR7IZGbluAFIIouXrdZlqWh02fjIMAwPDsLk+AQk4gneYwJUlepb4PNra2sgVZJgaGIaMnq9DB5gdflEDHglbtRAUWT9vtzhXWPpJptIwMH9e/nzt9EAKolGumSxi4RDEInGobWjCz566aVw7tnncEIT6cyRWJK1/qHxIIxOBCAWS+AMQYZcKobnrgAVFX4oZJOwa8uLEA1NgJUWdHFQKmpCUqHtm63W6i2bNlFijgHQb7EwAPoYRHVN9V19wyO+F5/7ve+ll14Ze+ihHzb+qedSrehnn/vdWWOTU5w2ncsXQTGJlF/NJBIMwtEop/8SCwqFAsi0Q3i/BNNTAfYTL162AmpqqpmNZjNZCCMLKzPxUkmAL+haMsOurmnygpMmJA3hDhAAwuxWXwgspxHLCCJDPXvgpd89B3v27sPBIQuVOCi87W/Oh3PPOwcsqozAI4Gi5eGXj/4IIrifM6EoaKodauoq2c9MsoSKbI+ZOm6DFxpB7BfXimCJQ2OgppAygqUSyJkRmOnmdDoY6B0eD+vFVotVWP6IaYMwn+nSK4Ocd9EiBcHQS4yRZAROiAmHyecMixZ387YSsRDuWwG8Hi9UeOpYE+/fuwcO7N8Hg319kEikwFNZCY1NTdC5ZAn4cYD0V1WDz+elQk54viT2g6eTKcGYdS2fm+aCkCpYyqCJC5VSJQauuyoIqC0ItmNjA/h5TnLzAlZ8mOkWuW5JfUMrXHLpFfC+Cy6ElqYavGrNbEsULg66NUMKP4+RsRnoG56C0ekYjE/OQiQ4STIaNDS3wdsu+Bjs37UZBnq2ImBncZsmnkmRUkKfg8Plugd353vH7KIw4ojCAOijHE888cSuusa2pS++9gbk8KKPTE02XHrZx4d+/PBDrW9+3ve+973vOl3OsyKJpG/1aWsqIzgN9XmdMDo6A6rNOjcNJfCibiNU6c6HIEGV5Pp6e6GxuQkvvFZoa2tB8LZycaUca8slKMvI7BCAEpTbZZfYy1wSyQ0lnUGXrVt6ZT3BXEt6pT2NpQQaBGKhaXj2V7+C3gP90Na1CBYvXYpT9Va2pyUQmApWG+5vAZ795a8hioBGzK2+pYN9zMTkk/gcMtEB67E4dUcQ5O2RDFCa2+G5/czrvl3SqnMIPml6lBrNZjII0GkGYhMCmIQDh9VkZgcJgaM++jDYi+MTmXYspRRyrGN3dS+CuoZGiEYj/N4MUG4XL96NDgzB3t274EBPDyQRfBsQlE85awEs7O5EoGwEh9MJNgRRMwJcMo7sNRAFmaQOfVCZa02u671zWj+zaZNY1NPEjISOneyGJN2MDQ2wHu5we0SzAmTU0zMzcOppZ8GVV14Fp6xaDla7A4G4hANKDjI4W3DaFDxuEw7oErgcDljU2QwdLXUQiadgb98k9A41wv6e/dC3fxe0IPteffZ7oKquGbZveh5y6TCYTWKxUT/zb7n640YYAH3Uo6ura9H+vkEphlNhf00NxA4eRMYbbLns4//c07Nvz7Lqs86SP3bmmTtrGpsWqBaryVdnYoZG2qJFVeZaQ9FFzIkT7G6QGOBcNj8/TlXkGhpboWNBK7sZaHGpUBCLf5IOTodKmR5i0oea1WpCZJDKe60nPuiJEMy6gV/M0+F4LAzbXn8NDuw7CCvWnAWnnX0WMi4Ha6R5ZPyIorhPCRgb7AOXvx7aFldDPB6DWDiK+5djcCRJgFghMVWikgrXkciLWhxQ4Ok/sWnu9o33mXGQkmRRuJ+y+0i3VtgvnuQ+holEEtm0HVwuJ1v8rCw3mNn2Z5JMYKJzKZflmnKtCwGSNOhZkU2X8HUlOwKuzQxTU9PwxqZNsH3LVghFIlBR6Yfzzj0XFi1aBJX+Ck5lJ/aPJxpSuRgEcJ+SmQLQHICkHU1nzZJ+3nmQ0O/nAlAmsT/lmhhigVb0ZIzMzuDAPMxgreJjEZwBUTr4Ry77Z7j0Yx+FurpGKGgmCMcLeG5KEEKAjqfzYDWL46rymEHxWsRMA4+rzmYBD34+i9rroa7aC5u3u2Fycpj1+u5FK1nDfv2V30E2hrO2UppZNM2tPvKRj+x79NFHFx/XC8aIPxsGQB/leO211x5uae/4uNVikkuKD7wVFTA1OUkWsq5TTztj+6oVK5xV9fUtlHWXjkeRHad5USc0OwslyjRDJsheXSFCgkaAY1IRJKPgtNvB4/VBLBqF4GwAqqp8CIQCBIWWDHqHbOHMYCCQy8V2hIdY6KESd84WC4QwB9yavhJYfp7ZbMP3TsK+XdvZgbFk1RpYfebp7AQZHR5C1jcIlVW10NrRJrTwXAmWr1zJi1JAi3kIhllqQkDHmBM6OC2MSSxrmFgnLjtJuOhPTnSX8eA5c7pcnFBBqd+CCYvzS2NHDhl5FAe0DDLOOA6EVCWPgIlAlyQhkoLoPNLvJrpxJThRfMmknxPSfdlrjBs/sG8fvPT8CzwzofdvXdAJK05ZAQvxJ+0jnRti2jkEMzqGLLLXAg0oisozFA3eNAOYsyrSORXnUtYr9nFZOUln1FqRH6eBZ3iwnwc4cqSEgrO89vD5a78I73vv+6C+vh7S2RJkUjgwZIp4jnFQpOYHhRLb8Eg3T+dK/J1RcDvReIHXH3wuC9itZnA5bVBT6YPnXrLA1MQIDA8dhLaObhx4L4Rd216BeHAU0pEZXjTO53N/dr3EiOMfBkAf5aByolu2bv3YaaesMG98fSt4/TXcRSQUDEBtTdMSh7OSs8rGRwdh5/btyMqs5EUVtijKysOpMzWQLYMra5GkFWoFLh1Z7fcxYx7s7wVfpZcXkaigu6ZruuzUkAVDlbk6nLBhKbJpLttM6Jswl7cwJy7o1jr6j6xwtE+UWLHjja14nxlOQ0ZJjxHDC0xNMkDPTk5DPBIGX1UldC1ewlJDPFZkKUHi5q9W1owzacGCqbsHOVPKKcrsQ5aE7k3b9CFbra2rZUArst0uL7zAAHMslXR0cnLIsthXkm1kYt46O9dk0sIVfcDSuBhV+VwKT7LEThFaXO3vOQB/+MPzMDE6CXYcFBYuXgTdi7uhprqKwZu2r+X1bDw6zyQJmMxgwuPk7ZftNpo+W9ETT2jRsWxr40pz5FChQt+s6xd5AY/SukcH+vEcH+BBJY4DL6I+XPXZa+EDF10AstkF47MZBmK7FQcU+qzzMlQiWw5Gxefpc1NfS0pEkbj+hsumMLsORakrukwla2HVogb+sF941YQA3Qt2+ygOrDU4S6jlgdOsWiAWGMXvaBDe9a53vRGLxc58c11vI+YvDIA+BrF/797fLFjYddGWbbulREkCp7eSPb29B/cya2vpaIS+nj0wMT4NHZ0LQcGpLU2BXR4EHQS2zNgkgk2RQRbKgIsXMNXssFvtbFUj2WFqapaz+4iVli1bJlmZs6WRziwrwmon0/1vAilm1WU7HkhzLJt5dFEkqsxMjiDL2gqRSBxZ5UJIxGMIziEI44UcC4fYM5xKhXCgqIZTF3SzHj45NsJSA7N0BDfFVOJjI7eDzWZjwE5SB+90khNxCIgdXjsDKzkz/DgAkVzBbJt8zkUzH4vYTbEAx75tRRyPSdd26X2IFZd/qrhNUURIYxsfORZI25bx/FPVvMH+PpiemoJ+ZM0TE5OcTEPg3NreBn6fl7eTpc7jmtCRCVBpH1U8/9S1hBNASFKSheNF0pM/NL1WBnucWdsnAUcsxInZg8b7QZJPMh6HYRxoE4kYJ/7QZ/FPV34aPvC3F0G2ZINMPE/FssDvMbPeTOEsiYGJBq1kusjHT+CfzBS51CjJHh6HmeWXRFqwdJtFhmUL63A21A0zM5N4C7BmHpgeh2QiCb6KanxffH5oEr9b9lOrq6ue/uAHP3jxU089FZ+/q8gICgOgj0H84z/+499t2rw5p6qSGgiGGTA8FVUQnJmCHds2weRUPTQ1t8K571wGNrtNTxQx8RTdFQ5AOBrDiyjM0/FyFhjJBcQ+E/Eo+CvcCHIJZH2j4PV6hJUuIwq1s2eZhWiRvUbuCwFkxKhVAdaU/EGgpj/GAM26twA0AhpiZH0HD8LkxBQvRnYsXMiDBLkqQoEAsr0IA1RNXT2cevrpsHDhAnZGEHCS44QSJ1SSAgoEMjnWhtmLaxLJJRm7HQE+x4Dt87kZlFmW0JNgyKWrzQm7OlMFPaVZKifTyHMzD40TXESSCz2aKvu99QGImCvZ4rRiBA7s2Q0D/f3MGBMIkjWNTbBw0WJobGxgCx8BqXBZCM2YeiMSs3V6nJzkUtT92OyM4V3R/eMExpx8UtQTSbQ5T7mQnvRsPv2ck2WRapCwRxrP0wc+/DH4+w9djIzfjuCbY8D1uVQEXJVZcjav8XYyqRLEUyTxiDWDAg6o5P5RcfZlt5jAZVcYuEn2iKfxvYsyArwJlnc3QiC4DF5+bTs7WdI4SJKDhdYZnJ46yCVjOHAmkESo78YB9YGPf/zj//zQQw8l5+ESMkIPA6CPcqxfv36N0+X8ZEd3t0JtrUiCSCYz4HY6uAgQlZIcR2CtrKzj2s9mvKDmHACywvWPyb4VDER4sVB+U0NrBS86Ama3WyyKRcOz3HxWwm3Eo3GuBBePBLkGsFiYEvYzmVmlSn5XLj9pRRZIySYkPZBGK+vWMAJGGhQsVGFNK7AsY8P9aevsBp/fz2DjdLlxUHGIdHQEm6UrToFzzjkbPG4HF0MiACYRgnRz1SzStclbTD8JvDKySNGm7ZeL/1MxJW51pTNkk14+cy6p8c3l6nWGWnadFN/k5Rbjkq5Xc5FkoQ+z15gkHtznod6DcGD/fojFqZFqAnxVVTj4dEFdfT3rzQTGuZI8p80TAPKg43TjubNBiTqRF/PCiUK4TwXxeZAozXm3y7su7HLy3EKhrNdwpvcJInsfGx6EHA5q+XwWzn37u+CjH/konnsPL7xWus2sNXtdCr8mmiwgKBc54Yh06Ggiz9vL5k3MoDNZnEFpeQZmp10Fr1PFWVgJEqksMnALnzuX0w5vO30p7moBfv/SZhBZ5CVIxSOsGzm8tVAKjkAMv0c2m/3DmUyUmi/Mazefkz0MgD6K8fNf/LLnHe85v4tqPL++owecTi904JS5p6cPwhEqwO+BumYLzEwOw9bNG2FicgJWnnUOAxNptHQhEpDKZgeDVyqZBqtqFQkceLWbLXZdzw5BTZWfkyIGcKre1NkFeXxxhhqLZnPsKUYWBBoxZ7MVWbaPCw8RMNscdnYOkEZM02wCT5F5KJezrcGFA8DAgV0wiyDiqaoHd3UdxJCh03SYALh9yUr2GtPvVocNXtu0GSrwNTU1tdDZuQCisRgytRAv5ikmCyeYECslBwexdgJXAnqSDZKpNDNFKV92NwgolnSLifATi0GKubCsg6ckPMbchWWOaR9aoIOy3KB7iqkL9sF9u2Hb65uY3ZOjoaahEbqWruCaGHQeRFJO6U2LfNx0gCvw0S4kcNZQ5MFUm7MxcpCWXh5UQAd1vZYJ8AKheJxS7cmzTVr0AdwXknlIAz7z3HfAui9/BQdaBw6uOajyiUJJ9Pakr0dieUhlcOAoECCX8DMucDYjbY9+EnvmjEZ8TRqfRxa8NIK4z2nmZKZ9wQR0NlUAmYLqqivg9FXd8NQvf8eecIfDjd+pGIQGp6Cz+xSoalkCkwO7uR61xeZ45WMf+9h5jzzySM+xvG6M+NNhAPRRiieefHJvVX1919Y9+6CnbwQvXhkSyJxLkgIVyD6pZx9l0bkQ0PxVtexnHh8ZALu3AhlqF06/bXyxkm+YSlD6/V6+gEmvFN00qBQ7sFRAi205nO7akIVSA1ETMiKLQiBkAau5ipkzvVeS6kn7/NDS1opTdxsDMoFqOVWaPMZyuXoO/V/SuPhRIhaGHVteh9mZALT5m5ht2nA20NDcIlihLoWQHED7uGf3TpiemITqyho448zToLGpAepra1lXJbtdOpURJwm36dK15jTuXyqaFvKLJCx2Qp4BvSCz0N6FkiHrVdm0OcWCGJ/oJCLKhZZZtpCq2f0NsmoSC684WMWjYejZs4cHCRqkbPivo2sRV83jAk2cuKkvzAIcSi9HdpzC4+cjJleGSThQyoDMIC4JbZ9rLuPAoajCucH7rztGaP9Iuvb6KmDP1i0wOz3JYF/X0ASX/tOV4HY5IZ4sgo1mVDTAKkIOIVsdg3CBZBRg2YL+pmSmgp6aT98JslZzGWs8EJKOaNsqPsfvtcNsKAoTgQTUaC78fhTYM71sSRd+bttZ+qDF2e4lHeD2VkE+mwZ/TQtMDO8DOZetnp6eeu6qq/4lTTVYrDioK/gdosqC5JwhqYoGe1GeVdQHITmLGuBS8SyyRxKxsOL552qEuJ+FXGHwy+tvf89xvThP4DAA+ijEY48/vr2+rXXxrn0HYHxyhrtX08JYCYHTZDUjcNoQFGUYG5vAL20OLwon+KurkaFOwHjfPnAh0FGGmsXnYecCLagp0AwxZGyRaJL/FtkWwHoh1U2mJAuf14GAG0NAjbL+aGJgkriRaGB6GhlsHqfuTSwfCNYnEjckMB1ionrRnDK8UT2H4YOD0Nfbj1NxJzQ21IDPLoPNaUPQrWLWSwyQXtfa0szJNa11fti5YxcMDY3Cz372c6itrYPuRV3QRo9T6VCXh+tIUMo6ZeuRZBCfSvA+UA0NXojj9HYBxuyOKLNPspLpJBaHigAAIABJREFUQCfpbJhtetIh94nAdHkujZ1tbYrCUgoBOAFJ//69EAwEWGYhSaCusYlLftLvBDZsyTMJVk7gzDKNjIOgRej2okiRri1LIitQK5UTfTQQuSfSnCRF54lmMhox57wYXGhfSbsf7N0vZBG854MX/wMsX7xQsHyrCXKsb2t8IxaczpR4dlQ+TsHyBdNXFDGo0cIgnScCc9LxJao9jftOTJoSWRprvDA6FeXzSftd77PDB973Njhw4CD09ffCkhWroHPhEn7P/Xu2g9VTDb7KCIRmx+mcNIyOjvL3WSkX1JKFbEMDfQUOOLQAG8OZHc30xKzDxJ9noZjjfpREVkAvyhWLxdTjfoGewGEA9F8Ql1xyiemC979/Y/OCBSu37NgN4+OzrA07HFa+mIpFmV0VBC519XXITvIwPRPECwcvfFcFVBbzMIXM8+CebTwN7kKQpkVDejFdaBR8IUqgg5LEsgVdZOQwkEw+dkbEQkFwU9oxspd0MskySDQcAY/Xz/tDmXycpGEqMdiIxSrdwqd77TQuWu+AdCIG+3Zuh3AogoPGKdDe1sIgqykWKjfMryG/iNvphNoqP3jwWM2dnVBZWQWTU7QIug3GRsfh5ZdehJ0IzG1tbdDe0Ubp71BbU8tMnDp9sKMD901Y/kq6c0Sa82/zPoH4u6xJl62H5bohUPZ1lxcS9eMoaw2U8IInlt0vk2NjLG2Qd5oWNpua20hnZQAnhsdOEFksKtJ2Usj+ipkc2M1e4a/m2YeeTi7rRZ6KgsES2FLXE1roowGWPodMPsO/s9uCSrTi4EQLmEk8v2QxpIxBG57Q5YsX8fYpFEWaO450tgiJTBFZdYEHAB58cffIapfibEwuAA12q8KSiszd0KmeifhsRYahApF4FuqrnBCOJblYFXmjaba1oK0Jrv3Xf4JXt/ZAMFFCZu/HfYxzXfJZ/G5VNiyAaGgGcpQaz7KONOekoVldMpnm2YjL6eDBLZnOCs96iWZWVp4pEssv4b5QKjwtnNJgFQmHho7DpflXEwZAH2HccMMNrvPf+96fNrR3nPG751+EvXsP4IVGPtqFzHjJM0sXTSqV4EUdynhraW1ivTBCsgTOd22eKrBHoxCPhWD/zq385V56yin4M8s2sHQqywXvyTHAzFETFx+BBYFAIp7iDuCBQJDlinQ6AflMlrdN2qnH6+WLh0pKkufWbNbTjXUgEgxUlxVAZqY9MjjC7Nnu8sEiBI+KigowqRai7gIYQejk1ZWV4LJZIZNKc/0Psv+1IxjX1lTBOIJh78E+GB0Zg7379kLfQD801jfCkqVLoHPRQpyaS9zfsFSuyUEAbdKzHAH0xSsBwjR1JodJSd+2uK/AXnHQZQUC9yKUmaxIW6f3pCJLtO+pyCyeIwSbXAZcCIxtnQuhGlm+rDtZaJGyXLyImDcBKVfcw58BHOgsiQTLOTSgiNof9PkWcJDM6wuJReGmoKk9AlpBz4akHabnxXBAIosi19BGUDOzm8UEyWgIRod7YNXqQ32BaaAuFUX9DnKlJNIFUMnjrIoZBAE03Qpc/lViEMxrYvZBWYhZBkJxDq023EYGBwV8j7oqN4xMxhGw02y7K3rNODh0cqGoX7/cI9YB8PVutw+/nyE8H2aoqGmBqdEesEjCdSKSbsTqKSfs4DmimRsP2nRsuuSSzeJswKbi56ziczSWZuj7peCggbOKfcf9Yj2BwwDoIwy3273szHPf9p5nfv887N61D0KBCDQ2uYQ+qy82FZCtkRVOMTvB560Ab4UZmlpE8gVl18k2C3gra/C5ExCLBuHAnp3MzExKCaYnphFEGvCiTsPU5CxfCGUWSZa5VCoG0WgYHLXV+F4J1i05O40bjSKLcTgQBK3sEND0spii8zPM1awoS76sjyLw5LJJ6N23B9lzFDoXr4TGhjrWHHHCLCx/nNUHXIy/srKCt0f9ArlVlSQK7lPT084FC/G1TTA1PQ39/f1cJ3pweADBLgzhdFakpbMvuXAIoMuseK6GhjaX0ahXjBb7rmdYkvtB1gcrvk8G/UhE0GIcOTeotGgiMM6Zl8R42xd2Q0tbO9fUYKeLouiF7PUkFgROAlP6jOhc53SPOS3wmfAzIy01hmw0Eo3xOZ3TnoVKLdwd+l6Qpp3B8wPpENk9oEgDBi9qlnh30+kUTAen/sf3Ssg1EtjMMqQVMZMgrZnqlZCLhwYTq4W03kOfo6rIIs0fBICncYaWLQibnw1BMRTLQHONA1ltFsLxHB6TlRk6baPW74GlnfXw2o4BnKlJLIlRLe6xsWGoaV4IwekRHiQpMaecZUrboG0m9briLPMUxGdZZth0TkzWNH4HkajgS1WLBA31DRCbXfTGsb42/5rCAOgjjMbGprUH+3rh4P79OG2LQWNzC7R1tDJLoKk0VV6OhKiiWBDqWyqEe0HSoKqqEqeNORgZGuOMQpvDB14/fbmn8H1mYfe2TVzRrLahHUFyKUxPDiBATyOImfS6zcK5YEH2msNpNOm6KjdCTfAFSlNS0kC8/kp+PrFnq02aqx5X0i8orfRm9gxca2J6bAQO9hxAsmyDzoVd7LEmtwQVkCeA5ow9BD2fx83aLNUE4UJJoqYwsyhyR9AiJTHOpqYmZuDtHR0wMjwEoXCc91eekyZKnH1nKssWUK5b8aasP1nRQVTICnTsJu6qUhQ1PlSzrlmDLtsAv1dZknDiQDXeuxuiOGtpam+HxcuX88JpiYFNvHexJNLPzTzbSPOsgOtaqOpcMo+s19amha/R8Uk+7jKj5Ip/mt6Fho+lxPtC5y0dT4K1lAaLSjKGmLOU2yIQ480XDmVJ0gIgHyMDMbJZB9XxtkAontMTiQQwknxBryevuqI/P5svcqo9ZaKSlKDpGrZKOnVazC4qvXaIJSN4DHl2hBTZbSJBd1s17B+Yxu/kALTTOVq6AiYnR8Fid0NFbQu7Oiw8y5B5MVdla6SADvaM00Bb0mt1y5QBWiRlCbpPtUNdp5kfU3H2VlvphYMba4eP75V6YocB0EcQd33zm59esXzFea+98Tr07NoJ8VgOHJ3dyJD9eJFlucA+XeDk1DCZLOCp8LHflMpMkr2tDpkpZeGNjU8guCngr25CVmSG4My0SC0umdkmR/39aMGPWkWV8IJSieXmhLZJ22J9MBJGEPRBdmqKmSxZ7xTFok9Bs3zBELMVjFXUmib9UjOVwYxREC/gIowODsD09CxU17fhAFSP7McG2SLPpefSxGnBjXzY1NUjiiySyo7y4pqe7UcuEVogI+AhUCANvK6mFmqqqzk5JpJIsTRQLg06F9qhIk0CiBUGb0l3Q5QZrlTu+qIDsYC6ksiclMTcnrZLwOn0eCATi0Df/n3sTllJRfWbm3nRikqf0qDJNsOSAGECnfGxIEtGVDSfggYASYjvnNmZyuS5uzl5mUWOCpXMlxiURRq9PPc7HQNbGXPynAukXGFPDCYaJBF8qX0gOTgoOYUOgQYot13h9O5qrzhWYryysNAIULYonMotpHg83pRYJCSAdtpwoMHnZzLIkq0yuOwqP+ZxmvmWSufnLHtUJtbjtMKSzkbYuWMbyxudCxdzKVly79S3LoKpkYM8+KqqZe7zUfR1gnKtlLm6W6SPF0gR06BriRu6VlsgGi6KTFHFAwehNH2sr8+/pjAA+ghi9amrb58JR+2vvLwR4niBLV15CtQ2NbK9iG4EWPl0DGanwtC96nRufEpAK+k1J4ghty1o49rAw0OjkC6oUN3YAVXVdTCBU0uq4duz+w3Yv3sLg4Yo/4kXATKyXDrJDC+NTNThsLEFjArGW60ql+JsamkFt8cHhJhUqD+RSDBAswtBE75gUW60KKbboHE50Tiy/a2vvQIkBi9bvgoqfF4EMY2TZ2S9ESldZGQHIwZFWXihcER4t3UvNQFIwVTSHQt6JxEQC0zkAafkFMkUmavFwVl35QJDennTcmlQSV8gLPsXygX+56rx6Qy7qHcuKde11nS9nngpuWde+e2vYNfefXDG2W+DFatO5cxFHvTouBRFd8joXWeoOUIyxd7s1GwQYjj4MdgzewQeYLSiNGfvE91qhGRB0hYVkVJ0/3KpXOaV5CW6pbMMigTS9Flyk4WqWpwlnQXDszig4WdX4VbZ+RFJ5PhGPuYqrxlq8BZLF7gQEjFjkia4ap/udqF1DVospHOOuypqc+sFlVL4uiqfFfdNYx90rd8BvSNh1qMV2QW1FaLLyvLOGni+thZGR0fw+1MB3YtWwKuvPA919c1Q3dQFE/3becFb02UXYYEUMzOR3lkuaCXxd4KcPplUGL+DZAvVRNNbHFTCYRifh0v2hA0DoA8z/vM/H/ppe1e3c2CoF6YnZ6CydgE0IXt2uh1cz1diK5KMbHgc3BVVUFFdJQAEDi3MEVjS9LcBWSotqEk4TfQggw6ncfqJLJi9yjLjoT5dNPHflOYdx6k6sWxizymXm8GNOlETKEfDcbxWJKipreNBgCqkURICMUUvAiQVuzeRN5gXHIW1jWx7+UwCdmx6BUZGx3F/W2BBZwd4EKBjyOjKmeN08VG5TXKXUC+/UDCMF3+GQYrAyqQna0iswZYn84ItWiyijyGlpAubG8wt+unuv0OWOelNSTN8xsvtu3QZg1YTpTex0LJgIJWdHaJWBTVdjYdD8Mbrm1iPX7Com9m8sMlJDDayXtCIObhGXa7zUF1TA9UIVIlYHAb7enHAHINoKAhZBO3yQpima+AenMVUIoDRbIKkJEr8IIslMc2SVtSPXwan3wIV9XnIF/PANfxlKhkbgkXdXdC+qIvT8hsqLQJkNeD0bgLXYCwPE8Esg6ibanGUJCEz0UzGLPFCIMkaZanC41B0u6HGWYg4Joh0eBCF9Ejy8NjN4HSYIYGfLVXHS+NMzqqKutJtLQ1MDqLIohub2ti9QsfU1LEYJgb3cAlcWTazDq6YDs0KpHLlRKk499lk0kWIhfB48uT+oSQsynxMw333PRW9994/2s/XiD8SBkAfZixdvuyCQCwujwwNcolQk+JiS5uoj1xi0z8UsxCYmYK65k4EThenA1PKt5ie64WK8BeqZ1xTUwmFRBq8OKWV8iZwWJHRWGlBx4LssAjRaJy1PWKxBARJBGO8/Pi+PHeElnj79c31rKXOTE1wkXmzzQEWu4Onv5FIACaQGVUhcNv0ziw0QBAjpKlqaGYatm7ahGw8C0tXtyLIKCwBaLq0wDWi2S+sMlsK02JfNMIAweycfLemclEmaU7uAF2fxUNi9p7TGbP2JrYlgLmkM27dZlcGZK0seZRbuoKeYae/QvdEi79ElHvuUePXXa/vhgN9/dDY2gH1jY2C2RV0R4yue1PQqwvIqjO6+4U1/qpKrilS29AAgdkAnuMQ3sIIrHHIplN8DLJesIlmKh1d3bB08RLY+OILEEvE8TGzODIEVbvXBJXNBUgjYnJxJfxMLCk8L44cS1fV+LjLeih7UuZ62TjQ+nCgj+Uglsozm8avGKQQdKlov0UvgkQyRbmvJLk9VFW0C7OaNQZdTnAq0t/y3CBIkkYyk0KWnsXPRsbtmEDF1zfU+KHH5WEnCg1mDQ1NMD4xjuegDRxuP+SSQT0VX3jVtbnvssTf73yh3ONS4yJPkQAOKBknmFU8uFIeT76dBsjScblQ/0rCAOjDDJzSKWQbG+obRMBrgs6FC8HttIGG4EmTP7w+2FHh89cjk63BL7OmL8bNre0LANJBqqa2HmLTE9yhgzpJT8zEYHo2jO9TZBmANGWybNEFQbYx7szB5n/gkpkEJuFwEKpqqtjKNzk2CZMTE2CjespsjzPzcwf7DrBmTD34iPnZkE2bccpJkszs9BR7mJ3eCqip8sHoUB8kUk3grWvg7ZJ9DPTEBLp4gwhUMRw4aMGQ6y/rU33Qk0zKtadlHXCJ6RIwkvZc0v6nZa7cH0qae+4htqzNJY0cyuHWyr8yMzyUbPNmOZtKfVLhpt07tjMoNrW04bnxcOIQ6FKNEGFkoYyQTMDNecWAx1mMBNJ2G9TjYEftrSgjMhqJMEiLolVxfgcaKHM4a2jv6IRTVq2BUCAIf3jhec7yZN+0nmCD0yRgM2BJ6MaFgsxdvm1qEZxWqXzIHCU9+YXamvndKkSSeeG6sJrASvJIVrDmco0P0qSLsihwZdIXDel02C3iXNP3kV1AVLODWLTTAlOBOA4kWRwcrHPaf22VB6r8fpidmeQuPi1tnTA6Nsr9DyuqEaz7ZufIhaxLTGK1WZv7nPkml/C7WYRwgBaRTfi9wllWlmyIxWN1Wf7VhgHQhxE/fPDBJxZ0L1YHBwdgYnIaVpz+Lmhf2MF6LtuyiOVS8gJOa2uaFzB40SKapntMpbmrUAcBYjYIAkW3ByTVhmwoiSwTp620Ip9Osr6XRoCm9wb2lwpvrl6hgnVUYrBUrpKSMUjmmBibgOnJcahD5ueqsHKpTbKIRRHEOWEC368er6lKBHmz1c5scHxshC/CttYmyMZnYXAWgcrsBW+N0FK5MJIs9GraDi8O4pSfpBjW3ImJMxhJbwIlsVhGPm5NktllQABYKIgMOgZoXccos2dNXzoUskeZ72lzzE/guZ6Wrv+/NPeHvuSoaWyFmxwfhz07d3Hh/3o8F7SPpZI29xySCzRZ0/VT0XWb/MecNg0wJ4VwYSeblRdtSSqh9QTSj+mziEVivNDLLgX8HMj1QmnslLACOpAJLV3hRBPOQJSEXl2SCux08LpUPd1el3oIULnoksZMVNaTg8KJHNc1IYsblR4lxwc9p3wmiHHTrVx7mn3R+FzSp/VRjG+0WEjFk5w2M8QzRT5/JH2Qbu11O6C6qoJZcywWgdq6Rv4808kEVNW1wHj/dpZuRCblIacNWwMl0TygPLSyhztKKd85cPvxutBo4Vh60zBqxP8lDIA+jDh19ZqLBscnuas1JYlQbWCkqTzFJYcEZ3LlRJUx7qWnuyZE9pkQO8ush2/UOQW/1HZPBQQiIRgdGeYL0fT/2nsTcEmu6kzwRETu21vrbfVqU6kWlUoSQgvIrJYBGTAgwKB2m2667flsfx6PjY2NWRvTCAubpsfYHjfTDG7zuW0jswkQHguEAKF936pUUpVqe1Vv33JfI2Luf865kVkCTauwShJWXki9ei8zI2PJ+O+5//nPfxIZXm4DmMGLgm7ATR1LpJljRRQL7w74QqMZKyKnkgHNXG4j88zgqtdWVymTH2QQxb6gG3UYVmT5m8lSJpenvImYUZCB6sNtW7eaGzTNdIeBG/O5AqYALKhPnLjI6Krw1qhU+cZ3PfPouFEVnvg0a0UekZrSx5ne4Aq7tmhlLYgEqnvG4HMUBtEkxolAlq5J8UrER9uaZyaOuwlDAXqBeNA3M0eOcMJrdGIjK14s6NqWUy6FKo8TSsQmLCWatFaiHkn/QGKgQuUhKJB2LsfyMsgJT5rvA7ynT56coYcfepAeuO9eoXpi4hONpGIMQuAwZs6BcMHIEzSqDRrfNc1GUnZEZk2hrMKQd0CeFucT57tU7dCQiajh19FoCpCHyudD0cGSOiTu2gLwsBdw4NuBXAb3Ruye66ECaI460yfJuBj9Qzo5YVZQcCuEI2Ihb74nGfk+jU9tNZO4GndpxCyJQl8m5lBMoUJV2MAvpFo2EXvFTG6xFJk9pnbQh5vTHf0zdhqj43fcYzMzbFqPyKheLfNyFyBpm2+So9FXx7qwaQYssDyrcIxWKebgEpibvo4bLZal3FDCgHyDE3KtVh2OYhyNpk1kFjc3UHFtmWoGbEFfdBpVs5SsswoD+wGQ2TA2QZXDT7AT3fCGCSoMDRkwHpAlvAFdRLPZlWUaGd/IUSCMkVLQ6BZyVKtWWSIIC1Jsr2YiRen2Iomxpvm9tF4076lI5Go505ioIHCDJuMJ8ZnW8wBNbqBLX4qM7Ym6aUE1QIpiL9LiFIomNNFIK90RaiNW1VIHWqDBp1mjTUyK0PTWTJQ/MDTM5w6rAPbLDkX/TBrRYnIBdYSJkLflcs5OInrIBsnj/fDVz9lqss3yiCNqROZpM1Hv37ePtc7TW6ZpdX2NJ1c8x/QN6B6YH7kaQJooGtzz5o3nsiTSDubIfQFxzxV23WVu2bzFgDIMk5AUhGcHON8meiIGsq+IrAG0koBFswTzNyQkocvvBJEBEx6QCSLH4TrmepZbNJiN83kGyI+N5Lnhb6tRYkXI5MQEPY4mxVu283exVVnhSZYnfqxKogDEZS9vHxME+Vri7lNlHZNuXFQ4aFPfH6c1+gB9GqPRbDkzZumMoodMdgCt6ply8JGddzyJ0CwgIwJDM1RSfCZZ7iIaCpwgqorDUhX3e6YwRFvyw8ydAighBetwB46Ab9SkibSa9TKX/DYLwwZs61T2m+Sk0wz8oC7KlQqNjIyY5fgMLSFJWVynwZENZj8HtOS7zlVhkOpVkDhsV6i0PM80BwowAGDwccbNVSqumeNcM7+PSJTqo+y4yu55JfM52GkUciTMfgGYmf9EBBV02DKTgRCmT+Yu72By6HSkQ4lv71GJdy2VYdUbnHwjisDfekBYoLarD0lcar5JvZgx0LYKMr6jR57glUNhcCgq35akqlwQ17VaZb6uzOdD7wxnOrZ8dW1bMKfrAcKtVYkrPbHtdENc4/DeZCZFF156KV143jn0pX/4Kn3nu9+mFtNQCTlO9u8I+eEHLcqb1cqWTTv5s3SXOMoFAMc8R4kdPnwSel/oCyQFEUF7brdqklteuUJp4F0AcqYdzANJQDyH7fL3LybfOfHqgNKjzaXY8JnOgKbJp2h4cICOHl2maqVGG6c30cFDBzkISJvvfKO8HE1kXSW7XBepNrVySDOhN3wqrlbMBBiQ74AL7zcOP93RB+inOf78z//8o+dddKm7urpmvrio1hMvZVRR4QZ1XRHjBz3aMbcnVpQls4kueqJnzR5pMYajlXEu37xhJ8bLaNAK7bqJWA1o++ZnztzPiLmKBlRgfEOpFDXaTd4PUBXhyDANDQ/T4twCy8Nq4xPs3sm2mlimw6jf3KSrc0doEbalkL6hCkzLqwXoOlQtFc37V9nUP87GTR2qlcqsq25w55Q4+1mMT4ypf4RU4yG5hKa2PlcXenz8tdI6lasVnnRk+05UORjqr5basNGY1NAIpWEbGuBv0FLjGOADwXJFtf501V+kYiaVebMqWJibZ++MnDlufAR4eOmWrsk17WoS83z24sbkYY+Dj8V23ibLh8seyP6BboK5f5OBtGxWG5df8Tras2MPPfH4QXrzW9/KSpd777+HI10oOTotJC7FnQ+e3bnUsIlOt7Khkf2SsJ8HXwvnlCjaPo/vBuYk0AfxmFAabansZ1D3lMxO8L+JpXYcNcdF7YEtgQu3sjyAdBUrB6VUMFLJGDdfQCSPQpWR0XHeR2jEcyaIKC/H1Go1VJmdLcVXFY7tYgNANp9ZWoPGG/LCdkQX9cfTH32AfprjFa961QePzS+aL9w6A3IunzORKFrWJ6LuGpL4UmtJra6yhkCk/GqUpDLPon3S8ECa1haPMZgi0oTci8tnYe5uIppsJkG2XyB7/DK2dfgmNPc8A1UCXVAGC9gwVU1knM/lKbnZAEirQkcevZ8/d8hERQUTXbKozET8pfUyAxYmB9uUVaJS8fOolou0MHuC6QtwuOiluG6OvWSAGxWLaDhaGB4jN5XjxKgjdQsGENI0nB3k7YHKaXLSs0NuPE2pRLqrb9aqP52iVCuuvs6OxGaWW4b6IpXo6Q6D6DVuAdbj6kYcM7jSb3ztq7R//35OrmazGa7crDfq/FOomoBXA7Yy0O+EtLS0zBOPVFl2NLLW3oYwl4LxUruh5TISuQPMoVSwqpQLzruAbv3BD+m//Nmf0mf+8i/p/R/4Pfoff/N3dOON3+dzns74rL6AVrjaLtPU5IU0PCyGTaTnBCCbilsfaooAlZ/n6Nvh84xoF6ArvhudqAze0YkOwJtJhdzuqq3AC066hiKpvEuW+k+Y13XadW4G0EFAYD4YNMVgPoOrZ85JkbZsmeRJBsqO4Q2TtDxzQBOrgaRoI9JCVgeuWpLiOVBu60vme1o1q7hBlxpeX2F3uqMP0E9zNBqNoFKpcvNXcKD5wRHWtKJgIVIh2Co3BVMGPPbA8KWpq62KCIVPRVWbZ27W8vwxWllaFZ/ftvU1EKVG1iydx8dGuDgAYOD7NjFGmpgTsx5Ps+jQSoehgBj2B5SJgFFMI2Sfl7iBqid4nxUoA3WB4yarbosqxTVaXcoy3wj9dLkk5vuSUHOoDFrFnA9QCmRXAY6jJj7Uo1MmpUG8qAKNnJ7kINmIzGGNrdb0CKdtwDcJrbU5rjI4chN9YmJhcFdJHs5NLp2mxcV5lhgiim8boMX5RaEFpHHo4OLyCieMgMwgFE+esM1saf9ErnLkayBJQ/hlgKrx4PkRR9GFaotDlzquL4lEsw3w9cMjQzQ+OU7rK6v0yEP76eztO+nWW+/k0udW3UxWTeHO67UWTYxPM+0UhekkAMxd3TtBNEFFvtehE5WBg1MOdZK3nVds8tkqQSQp6Cj/HEglofl3uyM9KfHdjDGN43OHFkTYQqdAXx3jf0NaiKg9m83S4vIqDQ6Nccl8uyO9J51oupWCHJFXWjpIXOyqlbY5N+uUGY2bcx93qD9Oa/QB+mmOVrsdIHKEaTvjiysaWNzMFphtnzyHFDhD7ZPHwNqJXM8Akog0sJSeO36EFk1kDvexBLhPSJUQvZnPAGisFiucjBosZGT72pw00BDLcRzN/LNjfHSTBlanqr+32GRfLTx9YcQ5oekHUR+9QO0igZCYUCD1K6+tcNIvXc+x9hfVgMKd+5yEw7GDJuF36eRj6RyyzWpdW8BgO5aoDtxGySQ3NAMSCXgzqJv3gnvHs6BcqpVyd9/DINqKvC+k5flZLtOOcbRc5WNF04Pc6hqf73gsodeQUGLzAAAgAElEQVQnjBJ/uJ6ga3IFtT+FXhtNeA3gYjJGM15cdy+h27RNarlqUX5iErnnrju5p+DH/+gj1KgG9Hf/8x8oncsx+KNBgqtzEpKDrTpRITslyeKeEUYTb5dftrkKx9EyeD3Fthqzo17Qge6Tjb7xLjyPaBvSOoA+pG+IpJEjhZQzkYhRCu3IfAX0UD4bhUpoYlCtgZIyEbVZnR05dpy2TO+iTCZPtbWyOWepnj1X3XvY1b/bPEHDRPHNeoWNwgInRf1xeqMP0E9zBGatCAkdL+dxiwfCjTJAw1fCV2N1V1zn2mG3wsuuA13Ls+rd12rWzBJwkZNU0CFzNR7Z5JR5fTLO4LleLLO/LieBEI2320yBSPPUbmJcgDbU0lsvqqpjv2KrHw6slaceVygAHer7FV8ZqGD0X6us8+egwWobSUYAjtk2Ik2UkmMpG7A226owbOTnajdxt9uyytW/28jLWoTaE6Kcs90O/g/DJ6hkQLlgImC+nnl8pZD0uHBO4K6H/bYACsBFNM1qFGwnHp5yPbASsLIxtBqTdb/DToGIGjGpSVNXnzlYnA9w1fgeoKUY9jGZzjHPff9999IF519AL7/0xXTttV+lxw49zjy1B5WGkzAReECoG0IaOZ2L0cjguBbhkBaQBBztxi2XrBO8cmJkm8xIZNyNmFkL7cp5wHO26hPbwcRoTas4URdYf5CQC19wbeLa0QYcNMAevDY6tKRTKW4u0GyioUGGv0OQGSZTZiWlNquudlYRHbRcN7uqsx1nOk3zHWzlKAFXwr6I47RHH6Cf5vDNOtbVxBK+4+hxB/8FRDYo5bY3euhKJ+5IYaBDlvtuBEriV1DlG98u/cOwWwYtXTRc5l7Ry7DVzJubLs4qCe4AxSLZbnLNgk4kO9PlLzOFUXRvbT7DHjUFRe+Tz++6lEH14NQlEkJU6WnJNY4EVAOMmhAZYduu5SWcrs6brSc1eedYrw6b0JOTQlZh50S/nyq381yfz29b9eUQcQWsU7bnUZbY7ega6PJfVXw+y+t8fj9HoLqqwHs9RJdcPCPNbANfXAiZ50b/PfNAopEjVdalt3iSwLYYqNstro6LqULmm9+4jh66527a9+g+mfjUPAlJQghI0FkE+5QwkTyM8budYzBZhNxnkisB7S72XiJHiKC2H0YTPEyr8Po2d3MxD0+Omxmg8NTnUWaPt/mapEVyEQlE0m12+DXCrcfYajVGRXNeypWaQd0E51W4olVlhgzKPY0f7HBPmYTRdADJQtjV5s02wz7FcZqjD9BPdzhugMaZiB7xpWzUyuaLJ+DaCazXsoCDqz3YbLRql6nRUhBcKFMYVTZDcnWbgSYWLTjxx0JahUiWE10ubdq8lSY3TtBjBw/RI488LtahPa+12Uq2geSEm0TZll7BCLRNU1euFjIFw9QM85NBxJ8jUhZgN+BsJgsJwkLl3klJZEepDE810LrEdcS7WvYriCJ617GTh64qIl7eiRrFBhrK+wrQvu9rsjWMlvIWxBi4wCNjZaHcsa2mE9qizd1M7Pnt7V0I0OVKSe7M4mtrMDmOSLxBUvqd8FIM2ojSk1g1mc9bW1kxq4wKTaND+O4d1KrV6cJLLmZKZWFugY4fPynqERI5JRf/UMpEqENkVx34byLu6HnUTwx7fnZPEQNszLMtwCSxWDPRcNOVSkIM/A7AxncNkrxmK2CAxqbZ+S6pzXhJJixQHxxl8wQRMA/NXYE6Lao3GnzMOI+Qcspl0YnaJjCjwOLUSZ8LbtoA/gYl0h6lst4zcSe+oEYfoJ/miLtOACWEF5Py6ngiLUCrXSXsHWWrwSJlggJNaEFIcn8MTp1mU6JPx+n5suvynrrJH9AKUCWguez5F1xCL/mZC6n11S/Rvfc8IijFgXlX6iTFHMTgLGAdSGKNhyOJQD+Iijp8pWqQDEwmYxptausoJBQhUYsFJExvINVqeA4gHYoHdBiXpB4q/yxtEfGmdv2Ln4Fqwl2dxBwnAm7Ln0sUKJw6SxP9FoOiUDFyUqRuRENFAIZy6YFkP6Mo2ucu2JL8s8cs7ncyGXATXAVoRIl8lD0rGVtazh3VlYLh1QHW8Czx87i6ctPWzfQrv/JrNHvsOGue0Zn93rvupWu/9CWePKC8AfeLaD2TzlA+PxhRHOJF7UY0geWTmcIhimiOaAVAorhBk0icB9AcqFqNdeRJ0BcUqqG/5/LEztffEbkh2llZJzquUuzIMbY7osFmv2f1+MbnJRNJPlcdPb/ifRIqW9JdrYTRvjrRvzGnVostKq6ax3o/gD7d0QfopzlmZmbumJje8gaUvsLEva3cZCzuRVEd6ZdeRhhFbBRxiRrBKgAEvpqd99prOt24qvuWMEqKVcySc3FhlapV1e2GUdqL6QzXRjG6G7Z9VLellPDOgaogbGTKJdDa3QS0hOUru7SExxamrt8m2xeRjyWQ0moUuIhkzIkedoKxBmbsU2TjeJ24Ak7wWaAmkcFF75X3Mcj6ftT524K0E9pqRVKJnB8dpyQChX4BuGMCYopEAZqBPybABbpHIlxVnQSheoaQfo6sBkiBieNhTCCaoMN+53J5Wjg5Tzd86/+lwtAAbRifoNmTs7IJ89JmDRyvAcM6GsZmzesHeugpO3rpKqfrHaLfKyagHLsKip7RJLCcN9cVgGdqoyO5BoA/F0gF9rp3aSjOdWhizxow8Xc36Cg9JJpwrKxiWoFprVRtMBDlPQKVAur3DrI77MvcsTY1f1CntVWHfvUXXLfvaPf0Rx+gn+Z417ve9cYbbvxec2x0Q2LuaIpqpUVWYXAij3qMfqxaAcATaqk3Dye6KWzEKMAaRoBj152OtWxzu0k3SMZMEE933PZDevDBB2m1uEypVIKVHkxzaIQe2kaDdigoW9rESunIZvzDrmTLNmQNFbzZh1pXDDFtriqJykDNceISRaImOJQybI4JXbsi6FkZaGNVThx6rkbBvp4DnZWwIiFrL6qcOgkt0Fa1TKT/0PZQDFyO9lz0Lc0UkNWOW4BGzzzLC3BkqsoPvC7GfiVSZIGImPTvfhhEVAqOy9InfPr0c7APhcIgzRw+Sv+w8Ld0u7k+Ce7Sbc4LKi3joMXMBBY3UTJvrMVJt2Q8E50b3yb4wh6ADEmLh2zUbMvf5fNZ5kOk7cGERw4bUA4K74zr00FK0lcuX6Ntm0PRL4d6k3icHLT5APwdqw74tCDxitdIwwnpEsOe3jo5WQ7aXm9Ff2lw7Io39OpKSBVzXht1jy67bBPqrOr/opvxBTT6AH0aI5/N0M6dZ9HBgwdYwZArDJtoKE91znY3yLYzsok0DKsyEOWBEy2POeJNZRjcAbDwarDJq1CXjmzkY24qFFzAEwPgViot0dz8DC9LI56VoraqJGjscETKgz8ziPYl7L5Kh6NLbYmiWx01e2L3OvMcImPID8yN2WyLS5vPJeE+JdKaDFKPZbZCDdRER0G3uxrQlUIo0j7b/FbSkkrLhLId1lkj7FRFnahWVCXjSSGQ9AKUiYTtTinO/K2NEgPLVYP6QNNXGDfp50gHbxj8iNSuFbZ58kOTWXDNsOaMs6Wrz1EgqXImopyCLl2EyBTmUydmjvHfRycm+Ji5cjEUPof5+yDGhS2YUBNehr1W7CoDHDCkcNKPUOfUUJQboUPR5+IU46Nd7eaN0eoEEV+N7wHoDpx+P6IgiLTtIU9ASDpbT23HET00NoWiF097QUqSWs5lq92KlDHsCxKPR/vHn6n5jWjyD+Q4XK9biYnJ2zEAja9RZmISVTB9gH6aow/QpzEWF+ePnb1ty450rmC+cCdoceYIjW8+y9ygeQNWOc7qUxio9EhAydpW2mUfKZjinon7GWoyt9fiKC7maXG4lfoqn40ybUnaiH4aLnY+umNzVEkaNVvKwNqadiHY3jw2SJfVv0a3bjf6YYc5SwOoVA9dvWGSA87dAVAFHV1uK3gDyAI/Ump41mpUB+9JD1Vik4F2xaFqaLIdUYSzdjUyDpmLFkP4uNIuJHQPPidQz2n4oOh2Ir21ghCW49zuqyNFJXzuHQEb0BYAcCTDeL+oE00YEh0CvOAUF+dHqNy9q8k4TBSlDkyzYFSU5EjW9zEBSwUg+27o8kXYH5uoRdVed5mDj/KDMJrYXb0mvUk3C9C+rpBiSkYD2Lk1mSMTcMscL8BW+GY5n41mh1cg0qKrq4/HT0TbTNNp5OzqNeLiJ3XkA0hznsMVLxKn53rayYNO+beN+nX1hPugHVKzZvYbUQnRyjNxP74QRh+gT2Nc+Za37Lzl9ruDyYkpZ8VEsfMnDlEsmaLJLWczD4sbUirA1HLTtVGk5WUjBpWX8ygGaM0n2Ke53UKU5XUj3DAUIyUDgPlcht/HVAbZrPmpI1Tw4mW6p0v7tlQvOupXETp2Ce1YRVzECXN0pooQWyyD6rmkWY6nzOSDNk6tRtW8CM49gVIVMS0K8RVYhRLp5SajSNpG9JLT0ySSE5FD9vwI06EgoTQMKAxHwcF6PyAqdJQGgBJGgMsqRuS4bAI3KvChU9kf3hfw6dz9pOczIb8Dn820jIncnTil8zmZTgJrdCXAmwkWqRUrm31LmihfehYCfCGtgzk/Fh2thiMOc65wuEwbWSN/EuCLx3Sl5drrEVL3OyP/9EPl/L0uWAOgfctHh6E23JV3sqmiea5cbbJELuW6kTomStw62kVdJ7e4113JIVoGzQXrUbHT7bm2ytd3Mw6nnlzeew1U4JKbGw4Z5FvVMP00b7f+oD5An/bIppL++Xt2x44eOUSVYokyJpqGtzJkZ2yBqYqOSNIVKgyqf67rKkdnok8I/9ujE0yP1OtQGnSY95REnixBC9k0eaQqDLtsD8MIqKWEXNzV5KY1oIKEEWRhaU1otptcWCFqEi1M8f1TO5uQTcpZnjjOUTNWBslklkEFDnpdwxvZP8tDS+Tn8ec6PREx0amgaFcWoVIxjkZu0Vo+utMD8YfW/bMga4flowPbMDYUNYnlVTF4wuFldyeqvLRBqZ3iZLUgjXEdpf5xDX31UAEXi+ReudbqApHmCszCh7aem6LpnYO0ugjpJQzqpZs2/t1qhlQ3UWMmge2XzGRWpPRAlfLDLY5k7UAUi5ZU1rCo+zkU5Q/wu0TZoo/HEPlcoHREGNEjoEzgn4EJHlQYaA97LeKe6tHJVo4KP414AnalSCd0fJkE8d2JmckLGm/oxVG8wrI8+93RJG6UgI7+bSdge71FXprI4olO11+1P/6Xow/QpzlOnDj2xK7tm3cNj4zR2uI8d2PugFc0kXQ8mWQ7T47abIAShboKSjbu4GV6jAYnd5ETSzOPzc510OWCB0ZVWRxL5xjrbbnkJLSysQ7bZ7Iu2GwqWxim3OAG9qtYX1pg3+ZMeoDGN29jQ5zZY4cp5ojqQlzzwOs2qNmoceFFFA1ZCoJcvjFRJZfM5M1xpTji4wQRteSm0yRcjHsbWqrBtZUgPRIsK5/TG5j/06uZ7VkLME7L53PSEUU/YOk7SnlEIbBw5vKr5fZJIzyXupI9KRZhXw2V30WcuGOtj7of7kQg3S2oYeWC+b3VaDHQC6UkCcJGrUOXTI3Ta1+/g+ZOlKjdAZCJMx4aHoBWYP+NtkfxTpwj8Y4zQJPDaWqjcYIeDs/ZzCkLYDrKj2MgGueEqAbTkMGxMT+p3tm3K42QC0yAmc22gDZkc8JJa8LX/MxlYlJK7ogPRxh0ZZBIAOP4m60OAzLsZDNmkmcOH/LAVJx5edHMy8mMNOeazYwKoZSSwXejbVYQpRVJUgZ+v977dEYfoE9zvOlNb9r9nZu+Vzr3nN35YwcfoSOP3c9az53nX0SxZEwaitqSWuomCy0Pbfk7kUcZEC5M0Eh22AByE4JnBlmfEzNtDtGa9Sp7GQSsBTbgiNZa1KaE+V8qlzIgmqfhyWkaHB2jlnndnInoi2tFtoYcGps0wL9uQrQUFQbQVQSgn2JvD0RKrVqR1pZO0PLiAjUCceTjTiFxn2KJJKUyOUols2I3iqWwuWFbTUnSBVqE4xkgl+f1WBVFHb15xX+1V52g1Ie9kaMz27ukV4Ml3mJcEnRWMRBq1EtudHaxKnCVOnB77EcBJOyBwnRFEHGl3apOLS23qxrLq7o2mLcTiTW/clUhIiCNPF+nFRoAilHcwUpjgNxUKHOL61mmgKWPsSBv3r/C3hhuMMkGRbls9DURoNZ+jgJ2oot2HVldAIhd5Z5tY14AdKDl3ZbSsNelpSCNwbasqA40kXwyLjQHIvZmS84HgnmOmvWygA5BL0cAdDaXi4qaQH+0NBluV4QY1iAsopWic4eDMseeCDhR3ayicCXoR9CnMfoA/RMMEzUvX3bx+fnbbvke0xyIblkGh8jGRNGhbcUUdgGHLOfrdJujWmtkN447tcCAllRqJNRqv5BLrhsMzp1WnS1OEWm7XtyAc4FpjJSJbFIpg7iFDCVSCSqulgRs2zD9J5rYtJvSBpR9zrCjF2GKE41Jc8Pmh0bNkvxOBjHsKtppISpG1JzOFvS4Ygxi4KFdt6rHJ8k1lJ6bxSufF0dlB9aHQ/mJiF5AuCZCOlIaR+kJ+tGIWnDT5cIRL2Ympbb1QdFSdktkOxYcxGjfc4UnBVB3OvIeLrQJRCNNum9Smq7cuPqEcM6Uo9AwAp1oBnFUl6wacnQ89+JSgYnON+22E6kViGzFXMBJSjNtkBdIoYdw5yVqDdXM63NEPQlVTtB5FHVJIfmVArgUwmBLmtJERlzlWidyJkRS0vpuxFjHLmoOfj4ItduN0Bsw5oLfRqUWMF+dSQk1ZFUiaCyLCkL0KEwl40xtZTIZPvfVWjXyVhGlT5fi6KU6NLzmfUgXzPd6RLj78po/9IzejP/KRx+gf4Lxhje8/qxvXv+tE7t279mIJWgmkzBLuEXKDY8QysG5ag03eNDzZdWIsjcDHpWncOjSZv6Zo29XokBO7hnQSWSy/DK2xmxL2ybPkQU6A0RTDIVQxYdNoVt3G7ac5vIOj2+lpImE20ihE6mEKmDAD8y2k9kRSucHucN0Jp9ilQY6xKAVUwoctplwHPVcYKojFhOwgN2muXFLa0ucIHXUwwL/ZqD0JJpl8ygF60hqGB239c62PHi3sEeCXUfkWfE2FwYF6nIXiQodirh+TnwhURuXDiWuVsKJ06AvUkTX0TyA12M670aeEgLQXuQvQprw5YFr6YoVq6P7K+XzKRM9j5rrUTOf0SRzhUiUPCx643PtuEl9vsiSO2y63lw3z22gU/3sNHLvcbOz+nYp8XYjeqJcbxuAbvNrrPoHhVP8jVNOGb9AwRGLycQBG1GcFmqHTGegHBwUGsrBXW1QC0AvVepUMyvBsdFhpkEAymiDBUoMnts2EWypEQZmvaS9Uk7XlerSjpm8QrNA9JJYcQUjz8At+IIZfYD+CceRw098+t++8+3/9Ts330EzsyfMTYeIaJiVD8xBY1ntaMTm2CijtwyayPLRVmrmOU6vzkOKI0KYCQvnBy6SzYXNdjqhqgBCcbDr+B6n+R0nTamMiZAz4B0THOkAjNVeTLcrhSCNRpUbge48/+W0PP9FqlQaNL39PGpW0NIrzw9wl7zf5v3wAgbXzr39uFgDlqMlTeBZhr0b/XES0NylmdygWSrnI8+RSHLnWCqkS/8QUQS40gXb5ckCgN92mpo0s9WCQh+EOvlhcoirxzPJx3OiEJE/1CiitInJCsamr06RB0pFouiXVZpIIi0E9cMyv1AKYjrcwQYeKSbCDNdgpkUi0IvLMSmwytFBU51gLbTjQI7XoZX1BZoe267uh93vVe+/MYTCII54sTkAa73h08GZqlqHSid5NuaXr5tQGphAO37ksIgio7GhlNI/+G6IQgYRshTruPwo1mo0c1LaoOVyBVpZWePuMC+64EVmZTZLq6srlE5JqbjlRHiFFNjkake/L6oKwX7DF3oVNqsOvDnGnvm78V/v6AP0Tzjm5ub+ev7E0d94zasv23nL3ffT3NI6exaIp67HC/nIWe4UzWj4I9vqytJkuW0r4Ui5UikulqdjDJhiMynZcY8jdYk4PaY+XI1aWWpn/SfsR5CNTKXrBbaZzg3Q+PQWevieu83N7dLms3dTYXhCkp7ayspSHOCmXXPz2oJFrrtDBKfeyKRUAtME2L4vtqqgSmJx0SgHCFhtiZ5DET/PwwIwkbQM04gbihLSZGOk6uCQLejy2ObcZLIFyg8MUa1aMQBa4f23kb3redFHWu6C1zFMV8QYdDpMJTV4FdQwK4SA8wLabMHy6L7QTzDe91topmAmMrehTRAwGK2kJNpMsGiiaqYX8xweCUI1YaO9ZoAWVp6nqlx+5LtBoqxw1DqUo+dah6r1jlZ1hl2ZHZ8PkiIcokjXju/i8ECcsukY/57QEndgejImdEkq6XECEta3K6trrLvHpLq2usy9Ljdv3kQP3PIQe8LkzKorMgKziVaNvm2RFQYmg0TSpVQ+5EIg/F5bdTY97ZusP/oA/ZOOa665pnjVVVft+Y+/8qvHfuai8zbe+cB+WlxumFWwJwkevEh0YNEX2HLS3VjzKYaClC3I4D9ZFYT2NJQaXq0hZAMGic6jpbcu7y1tYNnw6ANIJVDKqY5Pb6dHH7ibVpfm6OwdO3lJW2sHXAxjQQ1RLEAaYMeJN50+RBWh0Z9WC0aVkAymvlp6xiMONQy7EbQVY/2IG5omHSUZKdSJeCTLcYnkMOh6XJu/uiNTBqBHaXH2KK0tL1GHG8K2NFEYckIx7JkYLMUkNDki6hhPcuSJQgbUkd9qiLLGNjbQyLHd7OjfGNp5tRNoOyjMWLpH5t+4zVLEjlLmb37YYi6/XAtpIK9FLE8xbNFKsxOqv0ZgotyOnsOQQdZy0nCqC5l7Fr4Zx4cJGjQDwBmMRCuQBOF6ucOTvJeS7XCrLfNcxawK4D9eyOVocGCQTh5/ghUdUxPjdNPKEtu6Oo4TfYP4OukEEeikbA2rJFJ3OTGKEiDXHH4sRVNPfbT98eTRB+h/wbj22mtxd05/57vfnb3k/N2TDz12nJZXm3yjsMlMRCT2ACx1kypde1Ab2uoPx64eBdxsfBkq6KoYQQsxSLtOS1k4c55O1+A9SsD1cr8URjcVR7QGZAZHJtngZ3W1RMvLy5TPF8hJZjjqDIKOqgw87u4MoESiMtQJQna9u+3u0B5+vhjeQwUSnRNXmhM4mugLbRQdhtoyS14ohRWaCFT5WagdWFjsQF01CH5PmwkEvR7Bo88cftQsq5vU4Ia1DbPCSfMEF7i6qgjFQJ+icmlMKiaajqUp5SXNCiJLQbtBrUbNbGPdbLOpEauvhUABO+21g4YAElzi9OLJ/viRHzfyC+DgbWl/MlVijXKzFVIs/dSTNTd/UB0zwG6tItxzXL04GGTR3afT1cjHVO0YqMSO26vF1StFn1uvtFi5AWBOJ0SC1zTf28WVogHoEk1PTXFT5IWFWRMxZ2loIEsrS4uaTJXvretaKqsrtQutwkf11bEEZHZkIn65pmHg9imO0xh9gH4Gxmt/7uemvvHNb+4/e+OG7cNDYeLg4RnzZV7h0mLW5rpiwuN4TsSzimw0jCIhHk4XvC1NQLrMj6JjfS2XamsEzOZGDGo2siReXpOdAByhFKLlZ9iVvZECKMrVN20/h5YXb6H5kzM0NDRAw2MJBmNOPoVSpQjaI2FAsG2W/6KqwHCjySUMu91O7GB3OJUOegz4gUCsa8NuiiYpa5EacfNhBMenRNhW7iYrEz1f+hyiXfikFAZHaLF2wizLK5zgSmcK5IaSPES9t+PaBqrCzYuGWprGck4AJkdIrMXTlExn2C6UuHOOz9RHpVQ3oJ8z20p0aZqQY0gGZz9sR8oPN0S1YVOPBNWJ85ROBVRlmsONOnL3Du5RGchP+EUjqSfKja5rHCePlS/nFmHmdelULOKf4SuCkm8AsacSvUarQ0vrdS5EQYPZQlYSqzUzmZ2YW2Tf50w2R+vrRZqfn6Nt27aaVUTNgPUc03i9xSh2H7p0StdWAPy4OeWUzPsmcjf7yYfv9FUcpzH6AP0MjTe/6U178PP+Rw74nU7dPXL4gPnCtzn5FPPiXPgRU2c43PiOVhVayZ0dUfRMvWCtFVs9BR+2ACYqArEFdZGBcChJOqURdAs24IneK4DuM386sWkHZR+6n4ori9ziamDIRMkx9dZQAATVgCi6CbohsO5yDjl2h1w3So5RxJ2H3Emc9cxqUyov0ajecaP9tcoLy25KEpE30rNdu8TWieYUgA45KYry9OGxKVo2ESD3FzRRdDbfZMlgzOmCmwV+SaZZasnOG5ZURiSYZc8KJxQvDrzOTXYMcKfN5zWoE9bUnS9kegOJQccR2V+IySBMc4LQo7T5fADzCg3kOqxFBujm0jE163ciVztu5Epq5m9+r9R9BltUA3bUlAgDFYVhSNrCSqR00EGz17OZfKHS4CQjEUfXS5WmiWhbtMlExeCj8TxGpVqn2fkV89oEJwjn52dpZXWZLn/Vy2lx/iQtLi1RKpXS62dtDZwIlDuqfBHXQkkQorqd4mYfCuZVHf5K5E7rxnqBjz5AP8Pjwr27vVqtEgwN5pyauQlRVdYK69LWylEpGreml4dwq9KNRB5q4k4UeWdEUV4PkSxLf4roE3F2Uxc56vLPDJ6BJgQ1ahYgPzVqh51krjBG01vPosf276Nls5zNDwxSZgCJx6SoUkKRncXNTRqvJ6MWUz3Ti5W/6lKfhLLQSQY0R9xPke14ZV39XKVgLDsvk4Gvx2LlcPQknlp/6glyenj9UKs0R8Y2UjZ3gCrlGtUrZdbzxs3kEqqLnk4tyin70aTB05kj0rQIhMw2awbASHtNAoRqNXSsxqsbzMZ7TkoUGyQe4ZLGDLRFlyQMpZVZnOqtRWoHJcqms7ReEb47GXOjbVu5GugHnEr0LERhCv/VCSNLUetal8npfkYAACAASURBVODvkEwsqAS0srx2M6At41lOAHJ1oYm+l9cbHG0XMvGIKsFYK1Zpdb1EY2PjNDAwRIcOHeBuPrt2nEUP3HETN9FF4QpPItqUwlZu2jxAEHQpOIxWK6TWqpxpL2H2O97HnNMZ/ZN1BkbSLB3z2bwB3pJtj8ERs/VhDtlOsylL7KaWSQOsPW0bxWoD22xVtcQM1j1qByKVtimnrMoGxkibxOHIWpOH1iKPpMRXQFBANIAdKTjlRJo2nr2Xjh5+nBZmj9O4uVHzhYJ5aYLLQ9gHGlGaAeiEiRy5Rx9aYjkKkKETfX5EfUT7FzAvjOKZMJZgIMPnutbAx1IvURwsS4LQUjlO8CSuXiNdBUKHelOvDu9bfnCEhjdMUbn0uAHpNRqsbmBtt8fG8x53UbGGVqwKYQlgLFq5uNQ1pXcdLftW+Qr3RoTCw0TAcWecW3P5QVtUG+ba+kGTKQ7OITiSoAs6deG8DVi3/DIV60dpID1Oo4UEVQ341lu+uMt50mGFeWPSkm2zfwBTtyUWp3J5hepIxr2oUSuqAuvNUDqimP3PpmI0OpDQ76VLpWrLAHSTO5HHzPayqW6G8sTCGnt7bJ+c4kBiYW6GxkdHTYSdoLvuvJMS0MQ7cr24AIbC6LsWuQdqqXrgy2tcmEC5IVXWsTwxn9X2+n2vTmP0AfoMDANGoQFZhyNmu+QH2IbdQoNQnxPNLb7sHTWVt8Sqo9VajlTHsXROrDVd2yU7UkF4fBNY5YaV6UUgHXaBnOFOrTy7dEHIYIOS8qHRjbR52w6Ooivry7R546iJ9Dxqh3EBLMISO0GJVJY9PyBLCxTsBZjDqE2T0N8a1Toua4exosgm02zyb017LIVDoaVgwi4YE0VqmMCx2KxdV6hLhdiXWfY6YJojQxsmN9OimWyatSqDdDpfYK269NVzogmM8R4TnqfKmFCiX1LVDDfZ7UBv3JYO7gBnE5G3WykDxBVzjirce4/3G8UtoZlwKYMyUYq5BgypSh23TNBJQ2bndYrmXKwTdIgJsz+J+JNLVuwpEcCL2U4l5iGURMjADXlcWx3tmN4wzzRcAfNqs01jg0kxTgLAm+u+Vm5SzUTjI0NxnvTxHgychlkD0NBLA7yXlxdpaXGBXvmyl9L87Am67fZbudM5f2dJJHXWIpVCkdRxk+AO6zX4OwWBS2UV/TeTVC+7XBJfyA1M/Pmf/dnx337Pezb/y+6yF8boA/QZGObLGmYzqahBrNxWroCoI+2DQA+U1lf4xuACkESSVQ4imZKIxIPqgUTJ4QfaUy+0QCTKDdJ2Wbb01gI3EUV6Z7mLtEuJFTCHXR7XBtfQ/2KbO1/0MiqXS3Tw8X1mvxK0dcc5vCpowPsBRRAmkkyh2UAur5WMjR7FipXedRORgSYyfe28DYD0Yl7EUtgzZAFejI3cqLNLD7OjwKll4vYIFMRC5cFt1At53agB6Mmt2+n4wQO0ZkAH3iWQ0TlwhIjFutJAx1Gjf9Gac2GMeT8SjK1GnR0HO62mFGKQFLLUa00TnaNoaJu5zllKuHkKVbniU4cVHkFYNY+mAViYUpUMUMZ1EvJptXqbAfefMTfhj3fg7OqJIyqc/TCwzwDdIJCGsD6i7pisxFCmzV3Yzd9zyRhNjaaZj85nYqzcOL5Qo8nRPI0MJCmfjkefc/TkMh09foLL/w8+vt9c/zJ3NL/k4ovo+i//LRXNZD01Na0qDleaAwS2KTCfdLYnhQxPVowygSydbLN6Jp5Kmud9appJ7Mtf+WrOAPRPeHe9sEYfoM/AwM2OZIqjUXKvzM2WRIfNGi3NPE6LcwuUGxihoQ0TZKvqRiamOfmExBZeH1NAQ6KR/Sn8jtINYvyLqIUACIEbARp/NnVVEk7U0YUiKiKKOSMhRcAVZDDoP2vXXlpbWqDDh5+ggcFhGhg1y3hfOO4AHUhgvpNM8YObzqLCkQRANeCV3odhl5rg4zbAhLJtz8mc0hrL1Zucl8mOL5aaTpe4cKKoWvddu3hEyBUl9KKLwBrmuInWx6a20MrCLNVKZSqvLclSHQoH85wkbS2DrWZMbD0ScPKv3SyzYVXDnBfumuN3os4hAOhmfYPZ1wEK3AbL8IJQ5IcASV9XMuL7EVO2R/TjqOQr1x6iWnOZkrEfrX4OQ6Le5LFU+gVMSUC+ZhcYqD6FxhlgCQMmu3LB04VcnDfEMjwzuYN7RpJxICcRO3f3JnFIvOO+R7lLUNzLUc2sNlaWF+jcc3ab72CZbr3lBzQwMNCzatPvDWxSU0nOoYiroRxzp93WPAA8Ucz3NC7m3azbNp9Vbzb7uPM0R/9EnYkBzySuKrRUhYBQpKiA6Xo8ScPjkya6aXP7I5daBhDnzc3RonR2wABwk47sf8AAQ8uA9yS71YmXRIwyhQETlSSk+IIBP640iiOWk9z5w4/M2SVXJzy4pRycHiUEgL5jokV4eoDz9k3kUxiepultO+j4E4/RzMwRrhZMFDawCb0YK7na3SUjFqmNTtcLW6PnQNNk1l0OXzcGtmqJl8PgdK3Ds6urjS4D3U0QCurI5BWR8I7lpi3toUcUnspFB+b8Dg6PG5DeTMerB6i8vipNBszrsphkWAJpbVKRwJPSdgATKIwE2l8VspROJ8z5aTGl02w0mHtvt8RruuWv8QqnY7vphIgqExRzYsqPe8K/EtpNpfkvcS9ltlekleIhGsru+tGvkHPqv0FZZJJeJLNstVER6JjIWJLPq+UWlashtTqS7PRs9ah5bdZEymvFJi2uNSmXjjOtgW25WvhydGaR9j12jDaMDtPo6CjNHDtujq9BF5x/Hj14350E7/PxiXHWYQOI87ks5fI5ymRymOCCwcFBJ51KObAkxcQE7/F6vUGrK8t08sSxaIWDIAOBy9DwYB93nubon6gzMBDvJawFZw9AW5EAF5IYUC0Mb6TMwDj7RwC/hgxgNxtNyuYHCO4yMGFq1IrUqCxT1evQ8vwsG/ufff4lNDI2ZpaPx0zU0zAROLwuBigFxzouae7y006PsoIsrxoKT2y5apju183nFFfXeb8QqaezeRrbuJ3WV1epWK7RVAwOeEkDKn5X6ofClVSaUh3ROOPGZDpDj5tjeKc7JVgKAmqKhgH3NEygSLpES8cuAUq3x+PZgnAvOIdku3Z3pxl75u0PBulQGhjAbGps0kTRcyfNUn2NKsVV5sCx72g1hjZhDGi24CeUVlK4FuIIKHJJD+2/MmnKmgkSx5vO1HmCQsGKZwDZ5+OVWypgHXSLE4d8jC78UNo8wVmVgx92aK32sPm8N5wSLf+4ofYgkS0oADuZEP8M21kF9AbaB3I5t4mQ8yayzkOpYSLuJQPQbR8l3wl+L2R9HQPOB4/O0d9/5Z9pcWmZXvSiCxmgD+x/hIYHB5h6uvl736ZcLk2Tk1M0NrYBe16DymNkZITGxsfp4Ycf/gXzuO1d73rXzXv27Lkwm816tVotWFlZ8dfX15Pf+PrX+DuBLuYdM7sZMPeHhodW/4W32Atm9AH6jIyQI9xegBY5kjwHEPTbdZo7tp+OHzpMeRPhIZkFX2XPg98FzP8LdPaLXsl0Avtb+C3KDuSotF4ywJAmuN+VV0+YCPcwF5Kg7dbA0AhVKhUuOtm8fRflzE0GOsQWUTgRI+DIHU/271JIUq+sGeD2+G/l9RXKFQZZBQFeMZbIixrBCzgBhhdZxUkQtJmHhtMeeHY2Y7IFJ5br1kSlzfaD2xWvhhTvC5JOys2YTcjKw7X7qk1ohYtVukQVLjbiFl6XupNRT6SNv6czeS6+QMGK63SoaaL4WrWgHh2qSSdXl+Yu+5Ng32qlNSotzVKtXOSzFUsmNF8Qk8nK9ygZGzUfhK41JXP+2tLVRlcT0i8SqhVRroSRJWmbD63VKTO4omDkqQZWXJDYlbjEG/agHpdre2orir9X6h0tbBEAHyzEaSifYJ1zzaxu5lbqlE0lWNUxkBHN9dJKib5y/ffp+m9dT1PjQ1Qvr/E5AtVx/vkvolt+8F069Ng+mpic7rzs5S/3N2/evH7VVf9m4il28yW9v3zoQx/a8Eu/9Esn3/b2d/D2CmZS++EPf3jxNddc8/Bp3Uov8NEH6DMwgBHoN8g8KJF2G+mJkALxlpiY3mIi5Ar3r+s012hxZo4a5mbacf5LKJWM0ZED+wzQxWlkfIoGhkdocHwHjW4UOR5gb/fFr6RNO/fS0twJlo8hyTd7YtZEvR6Nmmh8YGRU+wUqMalSOCfin5V5Zb7W52gRihBoa+stE7nXy+wbnUimzcSwzNGaWD47GmmK7wMbNMViamrfxUZNFUYrCHtyAIRILlarZY6uwDfbIgfmzsGzO1Io7uhniZxLm8GSSArFUVQTixa8rcm2lRpCEIdJyrwY/SOR+PIcKT2vmkga/QhRSMSVnqBdeMcF8KGuSG3YaFY6Y1RcW6C15TkuG6+W4XSPCDugUjFFLVrkApDQRMlSnGK2Cd+N0GM1NyY4TLRyBtKqgwcgJ7k8vNIImJ+PuadSG3bAywIADDoCAJuKy4SFSa3eCpi6sN7QZbOiypuV11AuEVEYB46ucbQ8XEjQQDbOCcNmq00PHjhCN99yK20YztPayhItLcxyteX2nXtobW2Fbrvpnwyw5vFdfcsf/MH7/ul07oFPfOITSziFe/fujf72hje84XQ20R/UB+gzMkzUFCLKsmDjntJpW9QcCGC95CDtfNHPmugU2fSAtnQaTBNgudypl7gUeGXpJK10ilRZy3EJNozh9178MhqdnGBKIpHK0fkvfS1XsaHN0qad51O72WSrUe4yrsMqAboqkC5oAuJ887nwq4BEOp7OMOjVTEQNHhaqC/CuANYE0zEQ3EoCFGCDqBM0CbhdlIB3KwR7ToqdH6zGGCsKOMLVq9K0NZAO3AzI3PXUY+CW7iFupNJwrbMQeHZHOnWTBeeIrg7t3CMSwqDDk8zAyAYqrS5Rte6zYsbzqwb9SiaaT3CyEHQHe3FLKxMpGDErl2QqSxMbt7OuemXxJHVMFA6aqmaAulat0YOP/IAGB8xEFi9QJj1ozlGG4m6S7UVDs9oIOiFPwolYWr4BXku6obt11nu0fJdWK0QDaZ81zU8GaUTYeB8oi4wmCflv5jyiunC11NKuKgED88hgyoC4w9HziaUKPXasSLu3jdLIgImg03JO640m3X3fPlqen6GR4TznA0DXZHMFvqaPPXSXmYiW6ayzd9DmzVsD6o/nZPQB+gwMxHGJeCxSUUgbJVUIhA5zvIHfpJOH9tGj991DueEJGtt4lolCZfk8NjVN+bHNdMH0dnY6Cwxw18rrNLRhmEE5lU0Z4KzQ4UdupsWFFXrlq15DcbOEL9UaNDo2ScPD41LB2O6IUoLd7sIIocOeHWUpMIVRayiUReNuRNcVSMoQRVMzxvu86sZYccIFG6Lwi0Aa4IYmuD53Men0wH+X7iBS8NQo3EAN/xkFLFBHcPbfoSjCDL2u8T901KErkTJPeqQ+xK78bicEp/spEa/LPf3MtqY272DKAhNdYEB/wxC6pddobmlBusyAbrH+IKqiCLGi8KFaMZFnYZQyGQAYUpg+NznAOdv3zyZiTjcplmpQJjdH8VyDEhl4fwSUyoPzHaCxTIYKuRKt15apWqlTpdSkhYV1ynQc+oXXzND0ts20XOzQ6IB4P/cOJAYBtlBw4OrBphT7BsvRBRM9d9oBKyigytgwnGFjfmil64023X9g2fwtR5snMpxUjHmy8qnVzPdvdoFy2TT7dmBy5cbD5ryvLs7Q8uxhGhoy37fi2is+/emv3HJGb5j+eMrRB+gzMBxWccTVUkwVHFY/4ZB2P/Fos4l2wRNDQQGIOXnkAJvmJ1NxKq/P0oH77jbbSNPUWbtNBLeZtp7zCoqbG68JoyITHV/2uiuZegiaWN7WqV1dopUTJfP7FCUKI+TE4hylkn7uKZI0ssoK7bAC/piLNXxWWYCXTiZSXDyDKJcrAH0B30xhmP2CLfXAfsnxBEfCiMLQCEBKw7txuk30udRtLssqFAB6oH7L2ucO+9BC9O/UGfihr3Vc8bVgxyJPuG+rsSZ19LNFJVH1BFk/PaksTGdzdNY5F5qIucoJ16OzWCWUKZZMUnVggPs4MlUTWjMg2WNxZ0NVnM+JQohYqg0T8sYy7DdRK5pAfNlEzJRnlQM4bc+8NpUywJptmBVJmw4Ex6jVOEGVYpaqxVFqVtLmEaO2mRBXjv45/d6HP2ZWTBlaKrZoaiQVmSex1tiVPomxmNA8rgHjRjOghfUWzS/XeCLeNpUzAB3jUu6BmET/d+5b4A4wF+4aNeAslYSgqcrVOt390CH2fZ6a3kRzJ48xn42mBpl0klZmD5lrWqezztpDUxs3Pkt3TX/8uNEH6DMwvvH163729W95x52IAlGwIL64MUnYkRgOAQHW1ku0tlyn7MAQ5U20cu74NgYFL5bkJOLu8883ALxGQX2Blo6v0/47T5jI2Kezz7/URHN5mj162IBLlnaccw5THLmRTSppcuVG1oo7m0DrmiOROMkBE0FRGPBF8gxUANuLmv0EvYGGsLF4klLJNMuu6rWStD0qLXMncRgSATxxbE3020MLrWSGdbEo7oCEEEN00bIER7ENdyVRSRon5zxpSkvq/GZlcnhty0w88GMW20wx3mc/aoB2TCNt11OfbC9qX+VqsYrtc4K/NQwwpzKDtPeSV9OxQ4/QicMH2Z2vXq/RkQMPsF/H5Jbt5twOaTfvrvcHKIFGU0qkcT7ws1IuUaNd1WNUT+aWfB7OY61uJpFVl/zQXM/1AjlNE8GjWzvoIQ8VgYjPG7ReXKaWmWQHCy6tl3yaWazTYC7OfDMOxyo2PLVhralTnXD2RNun8jRUSPB5x3sQKc+uNJhbfvE5WX4/3gt53boJAO647xDdfNc+OnvHDp4MwT9jcjtv7wV0+NG7qLI6TwNDQ4vpTObXDx8+fPuze/f0R+/oA/QZGB/96EfvuvvB/VyR5luZnX2QStBwk1KL5o4+TLFEjrXOlVKRS4N37H2xieZylC6MU2F0C3lxh6PXwQ0bDMjUKY+igbBNjeoilefrNJxPMndaqdZoaHiUCkMjxE2ygi51GKokLXLziApapIIO+l6rV3VUSw05HFuExoWj5UrAdkM6jjRrBuwKrBiBux2sK1H5CFAET51MgjNu8HtCbdyKxBwUH8L1uqyFdlluRjw5kJoqhR0xFQqUS/a18MPEwVzCjV6KIaUoFiYMJiOqFj9p4h6AAuScQXS6XLhopdHwt24i2yxt23Ee71txbYUy+QJVzEQ4e/RxMwmVaWLTdhoem6BsVozXsCfYZ/R5LJpr1Eg2mM7BMWOl4HgyKUgTA02NBqKRBrOE3ICZwiiXC6ljgFhMogL2GWELV7Ma8bjjiFYKmi1AmYGiElASUGxYXw5xkXNYhTGcT1DWRM0jhTjrtQHiGPWmz41gUUWIvyDJiO1UGy3af3CWbr/vAKuANoxN8z5D4XL2zj1UXjlBJ48eoOGRUUyCl372s5899mzcL/3x1KMP0GdqhH4Y9zynZXnQMKpVU1tK1wDuNF30qtdr5VWHFk60WOccBi0qrZyk/ffcaqKwDo1t3EaTm7axgXxuaIhvKM9EQ+deejm3k2pUq8zJxr0OVUuLDBjp/JBwt4EfVZ115WeQslHUWQT7g2pASSB2ZYFYSndU48xLf+1PiP2FpAwRaSK5xglCRNGZXIEyhUHzt4wBlKSAK/TRiM474k/Nmm8kBdnlTn1DbOTMob20i2LzIvtTdc+2mtBpt8jjxraoiIuzQ12Mk3weg3MGbnvJBCsVOoEtebGTlNn/ZoMTf2fvuZCK66tMl6wuztLM4cdpbWmOysU1Gp/eSpu27aRsfpDtReMoyskkDMhV2S+5bbbtavsxyAKx2kAjAAZljWxDdfpL4Oq0XPZbsc1qo0SA2d/F+Xm669bvoxmx2fc4F5tgbi1V2wzwQ/m4VBLG5NrA4c5MfTQ6mOAjg/oDz0Mj3WiLJelgToqC0BQAftNNMzE8emiObrr1AVoxxzgyPMTl+o88dA+NTUyZaHuQvvWdv+cVyKbNm9tmcmo8m7dLf/z40QfoMzQM4AUur7+1e4o+rDYa92d5bdUss49SbnCERsbHaef5U7I8d2ETWaVd57+Y/YwRtRYXj9L8yaPm5nNoz0Uvp8LwMC3NnTRAk6OxTZu4ghARZNMACBQDtku29YHuDhtJ23+TdPgGKMifqOsjLdE0S/AajShSdNQAChal8KfgT4CioLRCueoQAzSa0cYTSbHahPUlANT8zRr2h9qQNbSl4EGg5dvS74+586i8W+w3NYYUJZ2Jxh1w1fC7QOm7Af5ENksDJhreOD0ZDOSHnHK16tQbDZaYgTvv+KK3RlKsbY45mcjQ1MYBBtqh4XEaHN5As8efoIWTM2Zl85iJqldYnz5sVjd5VG8a4M9ncxw5Vw1IN8y22Yy/YyazdifixSk6jxLtJlAxmc6alQE6o8s5BKCzdrxeodWVVfrcf/sLLg56zeWvomLomQmwLYoPs51KQyLzkUIi+u5woYsfRm50OK6aeV257nMiGKsOcNIAZ7zn0Sdm6YYf3Euz5thGRwbNOdpGjz/2CK2bFcR5e86lm//5i2biKdPWs86mffv2D9x66631M3Zz9MfTHn2APkPDgFpgolwv1B59tugitBEs21cSzR99yDyZpOLUJq7ag/fyuRddRrlCgfLDW2li6wWciGo1SjR11laqlquUHSgYYKwYEHnQRHsNesngO8mskmltcZ5S2QEaHBkWWR33JozUyALKUZNVudHZV6Ld7vHxdVlCFrDyRFJsSJqxxaRyyqFK2djYybcNbs1SXk2FEMkODA0bwMxxOTR7JceQ2KtKZxIk+5wwmkQiBz4u8BCARnFOoMk+RxFJuHzZR3wGg34C0rE0+xRPb5wOB4cKR37vd9+zHe/8whe+8I8XXvjit5bLVadcKbslc+6qtbpTrdapVKpQsVzhDuBtdJQp5Glo8Fwam5xic/qTRw/R/MxRmnmixFK0bG6Qrwkq4jI50Dpm1WAAGwlbHEfLTKJOm6JS8a4SRMquyZUmByLnS7B5kNtEcctxM+E1aHl5jv746j8yx/MpuvwVF3O5eKnmc4cUvB2dvJupgNUcba0mZI8N7foNcGajJPNEGnRHXMq50X5tdqlI3/j2bTQ7e4LGRkdo2/bdNHPsMC3Mn6Bd23fQXTddR0cOPUIjY1PKvffH82X0r8YZGh0TtjHHqr/bqIfLftXoJzc4QZe/7d2ceGvUS+Q8AV1tm13QVhcO070/+DbV6yGddc6LaeP2nWaJPULD41MmkkvwsvvlP/8OqlWKlDaA0W6smyi4bEAO5dMuR6eWdw2jNX54iphDrFDV3IYUnEm8MyL6Q7lzKYPWaNrvRr6haptZ8oZtmcgPtM65l/4M0wknDz5q9q1JUFGD2EGlGjp0IxqHtCvmeppEfBJAh9aEn/hY2cuBl/kuv4dLzA1AptMp2rVrJ7b36Afe9749vdfg3e9+9zuf6vrccMMNT2zfvuOstfUira0VqVKpEgAcUsXSpi20ctZOA2jHzaQ3ZyLcBSqtL5kJdJYnG6hb0vk8SyNzZiJi1Yo2yCXuDSnX2E4uvu2AjaRx0IGtFSddY0lzDLlhTggPjYww3XL1R/+Q/P90Nb3ucjNJZ9LclQedVZAABADj31YnjZ/QdMNLGp/B3s9ZV2V6Dsvs9j8xT1+/4VY6aSabickJ2rJ1Bx05cpCbwW6bmqI7b/oqHT70MA2PTfI2fW2M2x/Pj9EH6DM0OijhsjIwDC3e4GCKBNRQGu3Fs5QxN3t2YILGN+6WwgVQB41BuujVr6HZowfNi4u0MruPDj9+wLzHpYtf/joa2rCBVhcXKQPFQbxuHlnace7FqiRoc7JMNL1deiWMeGcRMXPlX6fDyTsL2HCbC5WDluazIXtVOKo/Dq3JfiB+E4FyxhKfm+jORJKTm8+mTWfvodnDjzJfOpjOMTi11MAp6GBCalOdALgpA7RpBl67nxH9oj0bWWcN7wwUUySTXBK/bdt2Ou+8c2l9fe2u3/qt33rJU16IpxhXXHHF9t7fP/axj7nVajUdj8dT556792u/+u/e+YqFpWWaX1ikY8eO0YnZGVo0/15cmKfi2iqtrS6alUeJBvPTtMZFQo3oWjsRty/2sNIg19MJR5vIorFwu8WyvETGgHx5mQYHRnm7H3rfe6j5R1fTm974GhobTrF1KDYJqobIdkWX61lsdfgyDw8kme5g6iNA5WGTbrr9Ufr2TbfR+spJ2r0bq4NpcyyHaWn2GOW8kO783ldo5uQRpnBkMSOG+/3x/Bl9gD5Dw0SBPiI+n61B0XXD7TEvCqNo1m/Voyi1FUniYNGYpekdl9L2cy9jXhmmSRsm0R2kQvmhAtUrS/TwXd8yy/Q2vewNV1E+P0ithWUx88nnoui5t5zPNssObQTGS2SZEMhGzhDcSt8PciJI0e04tjpFpGQoNZH3CPcaqln9tnMvoAwc1BZO0upaSZuTxgjFOynop9HYFBprAyRNc/zFpVWztE9TOpsxE1Ysamrgstm9K6Xt5lzu3nMOvfxlP0MHDhz47+Vy+X379j2ChN0zksz66Ec/ikOu6uOVFrATiUTOgHbW3CipTZMbsm978xu/vve8vZN33H77wiOPPPIb73znVV/5+698033w4f3mYmoCUI2ipGQpEMWGqmVsjkEaJ4QMpl4yRzEzUbaqKyaSHqdKaY3e+7u/Sfv3/yb9/nvfQ/AWx4DCw/YhtANqjd7KQ1iO3rPvOH3vlnvI7B8lYwFtN6uv/OAGmjtxnMqLx6m5MkP3P3wHO/INj05yktZRnXrYB+jn1egD9Bkaa2vL+87bsWnv2du3ZufnF6lUYv6TOnYJqeoEK7GwfCwPgB6q+CrrVLdeJ1Z6SgAAEnxJREFU0k6aNmw6j8bNTQplBAVD9Nq3/0eqlsuUSBeoWS+Zx7qJqPMMiJDCRRV1pP+x/pNht8krKzIaLUXtsEcO2CPH418VplHlDUDmgpIwoiSAPZiMIBfcun0XFRdmqV4ukWsixI55a6PWNG9pmwg4RrbdoLSrgtKgLZx3TaJzT+mUbn24KOTK05veec899zz0x3/8x4fP9PV7EmBH4wMf+MA5t9zyw5w57sYnPvGJFbMvl1147jl/OTU+evGtd9znFMtlkdhxyzIS29Qe+WLkUMJ6bym7xl8S+SGenNqVVcoNDFM6k6OvfPGv6Y6bv0uv/Lkr6PVv/HnatmlaOHymhmR/1st1Wl5Zo0cPHadDR07S7OIqrRfLqH+kHdvPog1jE2Z/2vT4fTfR3MxBtrQtlleZZsoVMiwTFBmi7C+div/98RyPPkCfofGOt7/9pSYK2/OmN73pvpGkT8dPtCgcG0wWqw0T5bQIiSpQEczjKlj1tnoSXFZQZFc0+A53nelwN8WTQzSaHTURtrkh3QJlswVWB4jpUc+dFkqX5VDLrOX9Dkkj15ZUEUYv7bZo7f1foPI717rysa2oja3FaQ5ag4zZByQ718wyGtuBOT5z1I2Atm7ZSOdfcA7deut9tLy8Kp9i3gg+2Wqoo8ajQVd/AtAu5POtz33us9ed2av2vx7XXHNN0fwo2t8/+MEP3mV+XPr1r3/9npdecuGL77rvQadYLMn+B7pqcqyBk30X/iFl7lGiFGcR1ZLQznfaXJU5MrKBFswq5Ev/8AU6+OgD9PorrqANU1upMDJGwwZcoSo5NLNO9z34KJ1cWOVoHAnTiQ2wBYWevEVLx/fTgYfupMW5o+wqh89Op3NKYdn52DaW6OPz8230AfoMDhOFmXUvpV78YvndLDlbc/MLztETc1QdSMWgc0XSBxVqKGawycNulKVObVp1Z4tN5MYOmO/ttOTmjsXSErGxRC2IfChsMYotQrF/swoOlJmj9FzMQGU5rqYhkeQujIptJNKy+0bUU4SjnwMTIiTNIEGzPRWZqzbPT09upj079tJtt9zL20BFoI3uHSvWtlG/nYhU8TI+MdE5s1frXzbe8pa3XGxA+t7YpRe9+Pa77qPVYlE6nkf8g7rwhV0IjMr/ibSwxRdNeMDiRL5IuTyKknx69KH76IkDD1PGRNq5oTGa3LiZxic30fjYGDltn9Jeh5vUtkrrJqo+SXMnjtLM0UO0vrJI1XqFXQnB9cNiAI1lPS6Xd/mBJhD4LjTQDdwEAVNTUz9rVgqe+Vtmfn7++i984QunrCIgHw2CoJ9NfBZGH6CfxbF3797IfvGHP/zhcj4/MHzo6Iwzt7xOq+WGiZCl/VCz3lDze00q+QKetpCEh2N1zqF4Locd0T/3Uhk8bFikBTNkKRORyPkssfO7ZkqqyoiazlL376SRctDTtSS0nLYmmRAJJ+BHYdfLjvhDo3jk4KGj9MQTx2nJRM+JVELfrCBmVxA2QWmDTrUbNUD0vAZoDAPSFyGSftlLL77o5jvuoeL6egTIfC25UbntGK4dTwLbW1F8NjDZggbD2eMHd5pJcGk9wLNcLtLqyrwBbBO4OzEaGhw2EXGayrV6JHN00FmcKxzj3L6sMDhirokXcfvo4CPVi9JbEF4eAOe6CRQCs8/btmz9VrVYppkTs7S4svB7n/k/PzMyNDx4aaFQOHtwcHDizttvT/3+e37/tTNzM7dde+21fb30GRx9gH6Oxite8Qq4vNOLXnQ+/cmf/Mk73vWL7/jHw8eO0/HZRVpai1GpDvMdj7t5VCsV7TuIEUblvlbqxgk9J+IulC7uUiX8V0cX0mFX8gdwgJIA0jlX7TWtZ4ckjIKoxRKGG1mm2l0Ju8Aun8IUC78K0aBOFuhmjkq8lfVlKpWKJirMk7SWDaK38oSgtAYfm2ujcnG3Gxvb0OVhnscDkfR11113988alP7+LbcRZHyBelQDnCPpo602fPIpdURy6KKlWEzKwOOe0BFBEKdMGlHwAI1RyKqOtgHXdqvKIkZUEwZs5hTjbjzcb1EjZcvtY1cEkNtc3IL3Y0KATI/58HqTHn38cQ4UsFsjo8P/dXpykq/Jw/c/ZEB7hlbX1nD9bqw0Kpebl3zvuTjPL5TRB+jnwfjDP/zDL5kfzvbtZ/HvR48d82v1hnvo8DE6dmKBTkA5i8ScuXuhn2Wnt0AybUHkt2EpCBuNYUT6CxmKBiJnI67Ag8SOta8qq4voEAUQUZVICC0gEUbRMj456PlsPAAKLKULfC7QkIiww0CAiQCVeMJjB5FUjKNtW+qt3DhHno5ElPV6/eRHPvLh6TN/JZ6ZceWVV17yta997fbXXv6Kl97wne/TWrHE54LPl+YZ9BTyakGXLcI/u9IUAX9DMQ7UL3hwSy5O5IVa0h5KY13WVodUrjZpZa1IjWKFAV6aBFhPEAPfHdGYoygHKycrp+vKGCXp67Oe3eHzD9VIp1am//75/5tLxsuVMm8XHiUos6+3Gj8Vk+ZP8+gD9PNwbN2yxbMyr+np6Xf9H//hFz/7+ONP0MGjJ+j4vE+1lvgzI7qu1SrUaULHLBV7oVVdWKpC0myRBjviQh0pSgAHzQAdAaaGc6FjV95kw27t4hSBq9V6iPEPRdVtsBDlJgDmDfClhlKEC1xgS6qNbuF7bXsn+ra0myjibK2NKEZhoPBTZxj/xS9+8eVvfvObv3T5q1/+1uuuv0E00SSriZA6PVpv+SmTk+il7bInnYrTUCHNnbPjXkzbfElPQ/QXbDfb7DdSb3Wo1mgRmrbG4ubcOunI1Q9GVQDeNpQ2JHQSNOUM92o3i0haClS0+wyJ/3QKTSdicap3dH9M9O41PKawkKAMbJ1/f5yx0Qfo5+mwMq/f+Z3f+ZvPf+5z0TLyA+9972OHDh+lfY8dpMPH580NGKcglWHZXtuAbcdvKxhYoBVDftdCtetGnwF6o62NXln9DB+MMLCKOh0Cw4LVwpcGmlK01X6iPhFwBQeNV8Ajutlssu8FIjQkBOOJkBUKSCA2GnU2yMdzqK7Dw2PQgBMddV3eTLR4zu6dP3UAfe211/rve9/7/t2v/fqvl0qVivvd791CUQkOPE1CSbja/o2hdd5TsXomGafRoTxlM3m2mK02OtRo1rl0G0DcbMFYq8WWrp3A5+uLyTGNpgOO0FUA80a7wZMvd7zh7j42YUzdHoZEHDFjIkWldzqdlISilxIPFFUBSW1qIBMq8QTf+v85Bf3xDIw+QD/Px2c+8xlEKY/b3z/ykY9MJ5PJKTeRmMjGYjt/6d1v+y+33nkPHZuZp5USGRDMsMczDJDaGh3bGzIyJSLhiBF5s6aalMcm6iYBI3+MrrIkqnvpidD9wJIpAj+eG5dqRnbokxJl+bwgkvmhO3jgSx8+fic6sGAfPemqjWV32gDErp07aGxs9Ljjea97lk73Mzr+9E//tHr11Vdf/LrXXXFLzPUyN9z4PWWZXLJ1LLZno414W4HDhvroHL5c7tCxuZPMGaOoBJOeTMIdaWybTLKtayaFaTIuHcOtTateD5mQA5KqflwvudqBfhVsKRIqRrNZeF2n2AM85EYFmsBUwBe6pPt9MJNnP4I+w6MP0D9l4+Mf//hJ8wMP+o3f+I349d+4rp5IJPZs2pA7a2o0N9VoNMca7WAwnplIlyp1riyTaEuc1zBYxgVeuCX8s+WZrZ9E1xOj648R2i7VvAEn4qrFHpSi52CKZF3pHI0GHTUP6lEQshc0uNRCAfrtNOUyWRoaHg4nJieC8fGxytLy8gfNZxwyj4WPfexjj/+4c/HTMD784Q/f/6lPfeqXd+/e82fvuPIXttz4g1tpZXVVjaCEGrKqGqkwdGl1aZmShWEayY3RWnGBe0Vy82HzP3SFyZjzlfI6lEoIbQKHw2ZH7EZxymMwtoIJVEciXXHvE9j2XPU08czPREz4fwTuJnTm3pCgOfgadSknq+cJdLUU6kzdbrf7EfQZHn2A/iken/3sZxH+/tWPe+7uu++ulErl+Im5BXelWPWK1YTTZo4xYHqhVq0yh83AiwQhL1ttxOxH0RK71QVKfZAEzxF490TTpAUPsXiMe/gFmmxyrJKDKKJDXCVL8Nzll786PO+880rvvOqdg8/OWXv2xx/8wR+gwOa6G2+88ejb3nTFlq9845+4BN5XVblj1x8sKfSYaqhXKpTYLLrlllnpsFmVAdHs4AgNbpggt1WmoLYu1EcrUHtY6nLdBohjCY9XU5Fk2RElDjyzpaUZOtF4XITEiytfWrLb1VB0ba1QJxCr10BVRLFYrB9Bn+HRB+h/peOSSy7J2X//1V/91Yev+uW3fPzAY4fo8Ik5WlqN0ZqJoJqVAfYjbtVrJsKS7id+Gxl/83A6nNH3HdzcQlMwH+lYPXWXnebiChLP55RZdrO/iK8KEkf4TdtpRHyMA+5kPjw8dPTjV39827N8ap6z8ZrXvGbrTTfddPTfvO0tW/7+y1+ntVIpKvlnqA6FgwcfzfJHEA1oB6ZqHW6s4MOYKaAOfJ/r5id6FnpO5PMCLTwDKhQ1MKNKJKymMkoA43pIYwGPTbWwbc+xeWHhm10BYPEmR7MFROEAf/VGCXmib/Qj6DM8+gD9Ahi/+Zu/efVVV111zY4dO0bj8fjI5OTkB37xjb/wrieeOEyLi0scSeNmRHFMvVajcrlMtVod8jZ23ENSD2oP3Jzw+YDFJ6iJoaEhyuWybPs5ODhI4+Nj9NVv3UQH9j3MnysG9hiqd7YNdB1JaF144YXP0Rl57sbll1++1UTST/yHX37HWX/9d9cSysIFUIU7tklcnHfWdKDBgVJTAFJMoqwNB4/sBtzNxQ9tiBtGFZiYVpmPhlmXPCXPkxQzcWOEUCsJnRhTIwnt1o5q0NHhYdq8eQtf4+XVNTp67DgtmO9KJghYb13IZ6neqPS7rpzh0QfoF8iAqsD8WMDjYx/72Lv/r7/8i//t6bwPeJGBm5o6qmEASoqldX70jksvvfQfkvHYW9GvD0DRMJF5TE3qEXn7jkTQoEFazcZiqVx65TN5jD8t48tf/vLuK6+88uFfe/cv7/rc//ifVCqVebWCyNUzKwtMgJ1mTZsuELfXArfPZvocBQcUiRytBFL/GQ0pXOxq4DXZZ6V96DOZz+U4GbthbANNTU3SnnPPNaC8mf7x2mtfYi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</Fixture>