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LEDJ Artisan 750 RGBW Profile (LEDJ_Artisan 750 RGBW Profile.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Artisan 750 RGBW Profile" ShortName="A750RGBWPr" Company="LEDJ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>99232cbe-4608-470f-b5a2-ab9e8d9c1765</Thumbnail>
  <History Date="26-07-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="27-07-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="891da5e7-496f-4d2a-858d-c93c24cd4507" />
  <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="6~8" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="9~13" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="14~18" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="19~23" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="24~28" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="29~33" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="34~38" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="39~43" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="44~48" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="49~53" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="54~58" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="59~63" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="64~68" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="69~73" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="74~78" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="79~83" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="84~88" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="89~93" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="94~98" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="99~103" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="104~108" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="109~113" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="114~118" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="119~123" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="124~128" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="129~133" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="134~138" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="139~143" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="144~148" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="149~153" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="154~158" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="159~163" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="164~168" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="169~173" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="174~178" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="179~183" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="184~188" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="189~193" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="194~198" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="199~203" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="204~208" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="209~213" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="214~218" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="219~223" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="224~228" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="229~233" Colour="0,0,0" />
      <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="234~238" Colour="0,0,0" />
      <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="239~243" Colour="0,0,0" />
      <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="244~248" Colour="0,0,0" />
      <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="249~253" Colour="0,0,0" />
      <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="254~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Linear LED" Display="'Linear LED'" Dmx="21~40" />
      <Function ID="3" Name="Square LED" Display="'Square LED'" Dmx="41~60" />
      <Function ID="4" Name="Inv Square LED" Display="'Inv Square LED'" Dmx="61~80" />
      <Function ID="5" Name="S-Curve LED" Display="'S-Curve LED'" Dmx="81~100" />
      <Function ID="6" Name="Linear Halogen" Display="'Linear Halogen'" Dmx="101~120" />
      <Function ID="7" Name="Square Halogen" Display="'Square Halogen'" Dmx="121~140" />
      <Function ID="8" Name="Inv Square Halogen" Display="'Inv Square Halogen'" Dmx="141~160" />
      <Function ID="9" Name="S-Curve Halogen" Display="'S-Curve Halogen'" Dmx="161~180" />
    </Attribute>
    <Attribute ID="Frequency" Name="Frequency" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="1200Hz" Display="'1200Hz'" Dmx="21~40" />
      <Function ID="3" Name="2400Hz" Display="'2400Hz'" Dmx="41~60" />
      <Function ID="4" Name="4000Hz" Display="'4000Hz'" Dmx="61~80" />
      <Function ID="5" Name="6000Hz" Display="'6000Hz'" Dmx="81~100" />
      <Function ID="6" Name="10000Hz" Display="'10000Hz'" Dmx="101~120" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="176cc784-c132-43c1-bd57-f3d42d64192d">
    <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="e9a9bada-edf0-4425-babf-bd10f8a61642" />
    <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="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="42ee661d-5fd7-46f5-9ef3-b0e22c6c9f84">
    <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="f169be08-510e-4d1f-b02f-c65dba2e3500" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="bc3a75f0-0d05-40bb-946f-a4aded64bf2c">
    <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="0482b5ad-5c03-4a8d-a912-4c8ae17a5e03" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Dim_Curve" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Frequency" ChannelOffset="8" Wheel="26" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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7SW4Wbbj6sAxxFq9fry7v9HmSUZYkTSjFxiQsdmLAC6MeIVQBd2VGzzZs3f3HDMccwQMdxE2697XY49aSTfg0eBkA7ALYlL9FoJ2v55/Cw6LTTTvvTv3zv+5gWGBgehokVK6ExMASTBw5A0p6Ha677j9Yznn7a23HTlx7WAY6i4fkvo5obdHXy0qrCeq0LHLH65I1vfGP9hBNOeGOr1dq4bdu2S88///wfHek+K3v4VgF0ZUfNiMp4z3ves6M731kzsXIMet152Ltv/zq6+S+99NKH1tS0iBEWnqIpgfZhjOuCCy449rlnndXctXsP1GoNsEkKOe5ybnYWZqengHJA5vtd2Ld//8bD2P1Rt1qttnx+fg4s9STM7QLqh66NPcLg5sUXX3zOeeed93f790/G/37ttRBF8TH49EuOcNiVHYZVAF3ZUbWoVvtWr9s+l4AjiGpw0y23mDOeetrr8aWLHsr7bfn3AoqDnzgsB3psbOwVd911N6VL448ECWempyGgQGEcQp5Ql+wQkjRf//D3fvQtjuNlB6amKX+Hsx69aYW/MAjSI9n/qaee+jcXvOMd8YM7d0O93oC0Mwdve9tbj3DUlR2OVQBd2VG1LEm+1mrWzu3hTU5aifbcLOzbt+ffHur7mXc+OBBobaGDPowg4YoVK15y/fe+x51HAkOARjtqM74Rryt9EA3s2bunhUv7p6DHfdvDPshRNATosV63J/TPQvqZL029dvgJNriy+e1mszn4/R/8EFasXQ9plsNgq3X3IzPyyh6uVQBd2VG16enpzx27YcPH77l/M+zbvRNe/OIXUwr11of6fs83l2o/czUOx0cfhgs9MTHx7FtuuQX6nXmwaYNkaxBSHWXSEpsAQSkDix70vr17YXR09FJ8ywsf9kGOopHMLksFg7mZAXdWcbVYc4ji6LDlgaeccsqfX/7Rj8LAyChfYpsmsHLlqi8+UmOv7OFZBdCVHVW78MILJ9/85rckN91yazw2sRxuuOG78IsvP/uP8aXzH8r72VkOisJIRXDw8NQbf/VXf/X/jo6PDe7du4cpDeo+QnU4jFbKk93n3CggR896cmrq+W9605uaF110UeewDngY9r73ve9lCMKju3btuhofH9IZJQzDgZR6W3HJ1Vx+8ys5X6RaHB8WQONn9YznPe956++9/wEYnVgFMU5c9SDLPvY3f3PtEZ5SZYdpFUBXdtRt2bLxyaTXW0Hp0zt27UKvevZXQQH6zW9+88DY2NizBgYGTsOl+wT+DODTsbU2W7169RlljS+Zq8dxuLXsnvSkJ33w43/zccjRAw0QgAwXhZPEDlfnI4wCfhTgxHDr7bcHZ5155vvwzzcc4WX4L+1tb3vbsrPPPvuBZz7zmUNbHtwMJ5x44lUXXHDB6QcrKBC8G0kqNLP1LWfAz1lhdHgATdz8l778ZU7YgZw9cWjF8f1HcEqVHaFVAF3ZUbehoaEdCMAr+v2EwfDBLVtO+OIXv3Tn6tWrNrzhvPOa7U4HOr0u5FnOS/ad23bA1gc2w0w+A0nSQ09XC/NLpFDUGweV5ngohl7wr5x66qkbKUBI5iRqIWUSkhqC8glNwGMMueBQBJOTU9BotV4NjwJAP/3pT//St67/ztBnP/vZ/tDgwJW4dPj9M8888/P40hPK2+H46v0k4cnF5qUgobJAcRQ/NIXMQbZt27aLz/3lV/7JrXfcDXPtLvT7XRhbvvJfj+ScKjsyqwC6skPs3HPPDREsXjw+Pv7/ILg+aXBwcG3cqI8SMFAvPIPebRhGWafdnpqZnd25f9++TTt37rwcPb17ftL+Go3Gj9etWX3a/Q8+CANDQzA9NWO+9Z0bTrr/gftg5YqVcOutN0Ot1YLhkVGmM2roue3cvg1MGsJznvs82LdvH/PFt91+Oxw4IDWAbNGo8CGdE9EU55xzzl+/933vQWRG79kA9/EjMMZTYk+Uu7cEskvmvvEnSbrwozvuGHrPe97z6j/5kz/55CN0iQ+xSy655Pee//znP+ujV14JT3v6z/zChy+99BvvfNe71n/v+987G499Dh77s25bHFeNeHJJ9dZroJeBrguuQvqHMwb0oM+o1ZvQQ/AP8DPodWZJhnjJI3KClR2WVQBd2QL7zGc+8wUEg/8R1+tm9769sGfPPrgbl9vzc/OUQ4xgVkePeAAGBgdgbGR4bHBs5LiJFSue84IX/fwbv3bNNdtv3LTpl9/61rdeX95nu92+eePG41/5ox/dCStXr4EHH7wP8SSBB+69H95w3hvg2mu+AqOjYzC5cxfs2r0LXnnOK+DW72+DU570ZHjhWWfCF77wL7DphzdB3GwWO3UAbR8aQD/rWc+65oe33tLcvmMnS8f6ffTMA1Jw0Ks511Cm/wiUpb6F0UnAwD0/vgeOO+74D1xwwQWfPho9Cj/84Q//6Utf+tK//PML3kkqkgMf+dCHvoUADcdu2BDefc89FLT8NF7Tmy688EKmG3B8QRdXHDSZHFqphIpxQPdwxrFu3bo//PwXvgjtTpcnUsT/6csvv3zzEZ9gZYdtFUBXtsCmpiZ/5rd+6zWm0+2R2gHQS4bdCJqUBv3KXz4Xrrvu6xDXalBHj/esX3ghfPXqz8H05DT8xTvfBTMz02vRI/1t3M0CgJ6ZmfmPE098AiTpvwCVyaRl+fDQCLmwEIQBN4ZtDbYgQdAkT3Z8bDl60TUuSh/HdfTAB/BxDgEpF5ynaKSzSv4Q8Pmyyy5760knn3zmRz/2UYjCEHKiBvA4dOxaLeIa0CaoMeURxiHXtxAOOuDtaRybNm0ae8XLz775gx/84IdxFbEcvdRx/FlOadf4e6RWC4cbjdYQXqcavh6GoQmSfpokadpPkqSXpmk3TZNOluU9BP6cyp3WarXBiWUTxzzxpJPH/uTtb4d77r4XhgZa43/zyU9O/tM//dPNK1auPOv2O+6CO+64q/Gbv/G/7vn0pz/9pb17937h+OOPH+92O3wtaDIpKGiZUEITHRZAb9y48ayrPvm3PBHT5LViYuK6w9lPZY+cVQBd2QLrdtrNAwf2A+lsj91wLKsbkqQPg+hRPeXUJyFY3Abbtz4IK5avhN/51V+Hr/7TZxkgTj75ZPje92+AfQcOhAfvEwHqu3jzM49MwEKAbA16rcwnBKw77uPxuh0SShgERFIqxBykChFAUwIhE4JAkFUn0dl/jtDoAZ5/xhln/MVfvvvdeGyaADLuO1gQJLgn3HcY4/EQuEM8ZtAwDN7kQfdxTATY+ycPwI033fSUl7/iZVfUcNtur4P7a0Mfrw3Vw8htCt1kFnqZ4Up4bmwumGlx+Abvtpj+zEMOSOZZCrfccTPccefdkKIXP7Z8GeDg4DvfvX74+GM3nHXDd2+EqFGjzEH44jVfC5/7zGeefc4vnn32/Hwb9u7eKzRM6VytyhHXrVvz7Ftvva3X6Xb6PTxpXMHMTU9P75icnPz29u3bP/TOd77zEJnjBz7wgdeuWrOuNoMrpXqjAWm3C+OrjnnXw/jqVHYUrALoyhZYEEaNLJegXE515HSZH9ca7EUHKkFuDQzz3+Tpsl6WU44R4PvdQ2pdEi1w9dVX7x9oNpf1EKCJP+11+xyQm5qcou4mPAkkqdRkTrKEX4vCiMGbSmsG2jTW1YAumA1jrrjiio80m81RBLIx+hkYGJgYHh4eHx0bHTr96U8L33/RRTA9NcWyugT31ev1GKRjmgCiGEG5xnRBgJMCN4+lMqQ4S2QIoDQ28qJr9TrceeePoNOZh+c851no1UdSLF9B2GjijDVOp01jsxC4RuRG/gbWdRt+gv5btXoCRsZHYAcC7rad+8Di8Z588kYYGmqRXg7ue3AbPh6EdStXwMrl43DXPXfDrl274cDkJI6pIUFCTdxxcdNNP7jRrFy/vpYbW6M8E/Syl9k82zDYGnj2s5575v/5u7//ux/9+J4f/xJ+Lne5q4he+Zs//69f4/Oo1+owc2DX3JVXXvmDo/hVq+whWAXQlS2wWuwQF5hWoMAZgdbIyAi+1uDHCOIwNrGMlQ4mCKVdVCbF4/ud3iEeNNnU1NT148uWvWzb1q0MeLfdcgvzzt/61n9AHwHTkHuJEEqBwhA92Nn5Gdh8/wPwkQ9djuC1G4ERPW87z4Aa4DEjBK9mswXLVq4wq9evfF2aJDA/34WZ/dOwfed2Bs6dO3bAdV//D5hvt5kqIfCj7EHyyElHTDNJhn9nCHQEzsSXpDg51PD8CMTJ28/SPnqUdZbckRrvtltvg7m5WXjxS17EaeEOFn1KOnEuvgN50eJWJcpeCmc1RZu2iPB8li8b55VD0k9wEklh3z6pCbJqxXJOO2+3O3Dv/Q/yZ0LeM00ccVwqvwrF/mdn5+Gu++7lY7t0cD4e/vFDHH+r1TzlzGc840eXXnrpn7zxjW983wUXXPDkM5931vF3//hevr60r4FG48ZH+rtV2cO3CqArW2D3P7D5EytWrPife/fuGUt7fUJfyvzjNlDTM7MIQOhN15uwYtUKoJrE3MOv0USAM4BrahhE75WSQdATG8WfRr1eX9loNDauX7/+yWc84wz0/A4w2A8PDsA4eoTzcx0GlmOO3Qi0dB8cGoYzTn8OXP3//wt66Q2Yw2NkCI5DYxOisqCmrnHMPDh6yriPCSDNcL0eUx1kBH8DUasOmc1gfNkIPPX002D7jt1AUr6MZX6GPePZ2RmcIIYZqMNApBtUIY7AqY8g2CfZn75mib7o5lDDpX+Ix9m9ew/c+sPbYHR8GXvIXO4fd0ETTwPH1Bxo8aRFadKU8UcNALIkZ1Cl5+iHqJFEJ7Usw4nBSi1qcoj37tnH3HLKCTOWKSFxlHPmzyf378dJJuO0dJ4CjCvHCjKx4nazc/MM0ATopki8pK1grtODL371GnPKE09476UfvPSJz3zmM8+8Bicy2ob6GfZ687Bq+fIvLMoXsLIFVgF0ZQvs4osv/i33+E1vetPPr1+37ppLLr0Utm55EC65+K/Yk33+C14A81NT8Nr//dvw8pefzSDYbNaBAPj5P/v8F6Fn/SLiaAmEiMqYmWvDAzt2Qjg4Ame+6EUwjsC4YfVyBv5rr5Ektb24bO91u9yu6fbbb2dQ6vYzGBqoQx09ZfLUifpwRuUzMgRUoi7uu+t+MDXLSowoR084yCFuhAg2DfRAl0FzsAHdnmWtNXnEc+hhGkrCQDBN+10GTPQ1Wd5HvHADzyWMA+aWY/LUWy1oDQ7h5DEIg4ODMDYyyOdAr1PCCO2zj7/b6HUfQPBLd+1lGidN5YcmhCwloE0QPAUsWYMdWAly5uJJW6uJ60rlMPeOPwyyuGHGExQC7Pw8T1QGTMlzdiFCUZ90EKApGZxkeFJfJMUJBwE+T3EiyPn6bt+8GU468YTXPPvZZ8JNt97Oky01LsCJGb3s1qcevW9dZT/NKoB+HBmV+RwfH9+InuextVptPd6M6/H3KvRwl+PPOP6Mosc7HEVRq9fr5L90zjnDN1x/PQPn2mOOh53bNqNn2YdTn/o09ECn4eabb4YTTz4RPdYIbr3zNlrfC/gwsKQMLARg+ybnYKbdY48Ol9fQjEMEmTmYnZ6FetxgPfL27Q9yyjUVov/K177M3maGQLJv324Euz6CivHaZOoZSPxrA8F7aHgYjt24HkG0zpxyFCmPzO5kwGOZwmPt3T8Ds+0OdNFLt+glUh5eM6pDF/dl0Evn9xDA4z5qTfTO4xYH5+o4idTrNfSOa1zUv4cgv2PXHGzZvoN5agJDondcY1tXtzoz1gftyPNlXp9+Z8ql86SAv4zw10yJaAsuppR5ylDvmfbvA48GknaXt6VqfLylb6orv6gU6YP33csrCtqGao1EcR0C9P5rVHcEz4vpD5w87vzxffDHf/p29MwD/hxoNdTPu/Of+MQn9j/639DKDrYKoP8bmwLuiejVnYoezyn4cwKC71oEllH0TofrjfoA3nDNWr1WazYb0Rv/8DygbD7iVufn5hgMUwSndqcNc+05mJo7wGqElJfeGXtl37/xBgYWlrUFhm/sLZu3IkBPqf9mcKPynTEAACAASURBVDndZm43SzL0JBNIuwkkPTxO0oV5XC5PT1KmYAK9tANZLwVqyUpBtlothH17JiFCACTJXd6X9k31uMa8K4G0CJVDCKKAg3kEmgTOFLRrNBvQQq/WUJNXSx6vARwFUxI5B/os76NLQcGE+GdSWvTx/CxEtToCEf7G/RB1EUTkcUcM0MRxi0wE95dY6KbzOEHMcdCU9sleLwGspjOSl5obTUF3JUCNeMlFoScFbwfUnBijaeysF8x5MiEe2qaWJ7iUPG68pgmuQsjzFfWJhT5OmKQ8ce+1CtIuDllvDsDg8AjvM2FKBfeBn3HeznibEN9L58mgTSsTrncS8rVOkx6sXL68ql63RKwC6CVqf/Znf7Z63bp1b1y2bNnzx8bGjmsh4KLnGKNXye4hJfS95jdew8v+Ht5UpIAgrpM8vA56WFP7phB8E36dAMkSX4keaqChK+uTMQQoJLZlFWAsb0vPDeGNTp7j3p3beFxhaOC6r1/DXa/J69y9cw9MzUyCQTyPSK5WN5Q5yN2xm8OjMFGbgNnlCcx2EuFNSbKHwDzYkFhkWN8CfRvB+MQETxok8Xr6aSdDzsvtmnC2uQAc65Zj8mrr0Go29DgN2HNgir13OiUC5H6WMp+cMihnfG0S3Q9NQATm4jELSRBpQSYCyD5x3raUo8jXhigGYBBmgKXnqYM2UxJCP3DfRH2t6A9olb6QIKrN5Dfx3jK2Pv8mvpy8WQe4NKYaqUtqMdcLiWoUjIzYw6XjzFnLksFAVxRS9EnVIzQx0Pni+dNqotGogww3lxZZKf3g9cHJsNPpMTC3Rsb4+pJqZn5uEp5w3JqHXA62sqNrFUAvMXv3u9/9c6effvqVz3vu846//obr4dvfuQF27trF1AJL0fLcd9EwKtti+ArFMyJtccjL2piL/pAnSjwq38z4nsZAUwJqBIDkjaIXFQUR36gEDMTrpilpexMOYm19cCvfuAYkoYSOSjE1EXqIrnlguAmjy0YRNFvQaKFnS3I8SvAAAswcOsk81C2OA9+PqAstAhwEO+JlBxEcVm+ImQ9uDg2xp3xgtg1jEyuYcuDlOyWMkHqEzofSs+lCBTLRzMzOcqKMy3hm2gF00sndxES+b8BdU/AM+ToIzSuAq2WH5F/n7QKo1FBeM0rd8LTGNTAExanyXa7BvpSvXcogT58VBSU5kKdZj8SRh+yl1+Ta4+RSbwg1IZI+2k/C++n2u5B35sFpvylYSV4/rRyI+uFehAzMATiGQ+v1swpk+sCkLwRF3DLpu2nCowBrnWWFkibOzcFzAfg6TprTe+ZI8fKRR+8bX9l/ZhVALyH71Kc+dfUzn/XsV1xxxZXw4/vuQ8+KigLJzWNMIS82DiFdeN6ILpg8P4r8BwQenA0n6gSj283PzbD3RrSACnaL/boAFSsGMgSRkCVX9OTKtRsErMhrpGPjzW4QrJatXAPbd+6F3XsO8JKZQIfeR2qGKIwZkJi3pexBQzU20KNrNqHXrCl3a3m8RFWQl0s0A4Hp/skZoVNyVxQpgX6CwNsHz8UWVThwG+fyglYidfI25X9pNUABOOKFA828EzArBeXEFxZoVl03B9dUC03XLdOgn+Xnc/WQc+XGWUOuRZbQK8UVhGkZPm9WZ+h+6NpSmnmn0+ZVjA6X1SUM3m7iRCB2TQnoHPq9jqhB5lNO6KHJghQkdH2NroToCZ6EmwM8EYNOQBykxM+AupXLpJXzvqOoBq3RcfnisOYwh1UrV+656KKLth/lr3plD9EqgF4i9vnPf/4m9DZP/9M/ezsvX0m3ZUJXBrPoLMLeGHmT1tVJth5wnCI3IHeaQCMoBY/QBofH0LPay5lsBIYlUa544ZQ1iDdrXKuzp0WgwdwkGF+T2QXg6L/YvRff3CfpWDeFoJcKB6tqBVmGBwqIOXTbcxz0Gx4bg7HxcTA0CTB9IGAliRfgMwblEJkPoAHXthNAM97TZRKXwTlwf1ulcDThRtLCleMlrzaHBckoorpIeflPYOb4XuZsI+GmCdCIUnETD10HAmpZdYh+mfTTnFmo3bbpMyRqgpsC4A9NUnV2dwPhoon+QE+bVkhMT81nPE4am1xv4YtJ3ULZlaSySMhDxx+pvmd4EjO58RQHTcSd9jxPFpwhSb8R/GPSelOGpEr2yCO3WsWPVlE9BP61K0evPDrf8MoOxyqAXgL26U9/+uqZubnTP/bXn+A0YROGClASeHKJD87dspxAgh4Xu8CS+eaTJYzxaRM2d8IrfoH/bQ4OwdzMFALkMu89OmecTG7qmhzTe+hQSLpKYxJTcNcIFTtnwmYzODMfkguIEDgMjo3z6zM4UezZvh2987UwMDiKQCVURJnDXWDW+iAYg5KCLx/DBiJZA9ETO4BMEqEdkrTPahJuDsurANCyooa9XgIuAsBWa4DB1DCQp8xZE4+fUoAOPec+NWp1kxmpSYLAe7103eJWXa5RIBOpA24eAwI3gabN7II+gvR+wxNhAPVaA6AhXrNon9X7xZ/+fI/3Rds5zzu3hfdOl0Cuj2EenygmDjrie/pd8bjl6yLnHUc40cSaiUhB27AGM5N7ss989Yvnf+oTlcJuqVgF0Its73//+3/x2OOPf8Ull32E+VqmEJw/zEoxfWz9Ary4KY1CYeBoCvDLXDLyOAP1vAVrDXtNRF20EWyaA4PFvjQ4SLyo5zXB+vrIBSAbVSf4acCJFPR91qdkM/BQ0MqQBxwyeJDcjE5pdMVqaCAgbn9wC4wta+NSe1QOQTQEoXkgMjMnVWMdsJEUbAJaWu47IGZv1dEFoCCk8jICwHqtBk1c9st4jHjHufC4xBf3E/R6e/j3bO6ysSUhJhTvtYaec1CnW0USZejMXeYked2kDRevXGRx7rML1XPlsTRwHLQicmn0nrdW7prPJ/fg7UV1TEXEyiPLqobS5ZliyRxDXkzD9BclDMlEK7LDmCfcIv2cjhNTidXMAbyEjrOkd3eelwtMV7bYVgH0ItvJJ5/88cuvvEqAS/liVgUY0E4f7sYLGGxzjdgbazz1wV6bzyYTz9V7lxzUk99cnhLxY2h0HHoI0AmlQNcb4pVRHeGaBPecp+xJE/WahWaBgu81jscuXHAPFDx0HqgAIygPA867zKA1NAYrVgFs23IfrDRSuY4mKVFaiOJBdMA5ONwwIIEvoRwiaDSa+DjmYwUaMLVKEbCyBX96PfGArYi0eRv2fmn5Xxetc6BcrqRFW8nwUwAmHTjL9Ah8NZXbFfXn5I4aAmjQ5Ovsgqe5KiboHCgrkVQVuSaeADgqSiYSPp8AQTQqVg5WZXe0nx4n2KTKdyvFQ5UAzSFlT5Rblk4xNAnQCoDHwju1Be0yEHMwOLSiiyZPe9myse8e8Re6skfUKoBeRKMi7fsmp0d379rLNx/dKOThsheWuuQHpQyMD315jtZxvMJnOm9ZwFqJCM8XTx/Yh0vfJhc9omW9SKuU8+UbXWpuECh0ELw5nTque0fe8d9Cbwgws99FXqEt8eOuwJJEHMU7CyRphCcVlRpw4gaCR2NoCFavPRZ27XgQhkfHRFZGdAFxtThekpqVwSUnoESvl4Cn1+nhWItWgQQ8xK0TTeG4V6ohTftkL1y956wvMjQCzi6Cr/V8s0uECSXgF4gXSpw8nytfJvF+nWJDNNaJBiOLCZKoHW4IEAoIN8ljlSsuSgvSoGuRKAJfPrc8914uGFN8/rivmPninPctKen0elhwU96Btrw6kmO7CcNJ/mS/QS6roJyPC7xvmgRWrVnxraPyRa/ssK0C6EW0tWvXvunzX/4KAwj5ddQLjoCBlspGBF3+/mMVxuwM1BCwqBYGqCdpNJLvqqaRBQqIZHSTU2COPEjynLmXnVIgDACUjcZ3sYDs/l1b0CNtwOjgEN/AQRB7/ZbT6QY6YeTOkzfi6bPfrrxokZzBg8fxyXv3797JIDk0Ms50CiWhDCIwNyf3cwLG0NgYgxZRD0JbWL+EN4GAJylEGs0WA1/ISSq0QaZp01LzgjzergbsOPinFBHo9ZJkDZ0EgtADtNRXluQO5n7bPUmTVo8WVFkTMAUiHHTcFBmjW3TwBEup2sSDOw82Kzh2x6OLDA5XLLGENvljyHOV/8mx6L1Eg9DrmZ+0LU/mxrgVi/WfKb2XVxQKzEEYKLVTWiHkppT9CJTWDbu2PwjZymW3HZUvemWHbRVAL5JRW6mXvuxlx82TYkM5UwKoJt5crBBwagm9idjLwptqcGSlBH/4BpO2TQyQzpEy7uZXekSRuzU4KN4pyNLXlACFJwPls2kMy1auZe6S6ksE6oHrjhmY+IbX91qndwskIDU7M4mTCGXnNT3F4hQg9HpnbhZWrN3AnqkAlizZJ6jTyr13Qq3VZG120BAP2EnJGLQyqUtBE0ev1/F64Ey1z8SLM+cbSKCV6IdGvQGOpRUqX6mTVJb/3bzLNZgps48CeBbcJKT0Qyjeq2ss68AzU8AlNQXXt9DMRcf/8OQZCAAT5WCJdtAPyemihcLJ1YPOvW7bZSA6VY5xq6VAJmWeBANRroCjjqxbwYDQVAa8Xp5qcBANRZ8HTRrkBNAKgK6VOwrp2dvtdtUgdolZBdCLZKeddtqLb7vjLkkQVhAiNCJ6wUSRBwR3AzFPiV6Tt5LkzGgwr9BKWw+mdLPWGy2Y3L8HRlnxkTIN4LlizpIL/D4JUCT45Dz0oKQMUb5D/3b0hbVSOWI3emEEigPofXNXEgKlUIOcILpmkooFrFJRgYiRyWhgeBSGR5ax4iAMImh35kVq5hQPVhQPIjeT38SZh7wC8P67548p6Ebg2Zmf58eSSm39OUkATzXbVFdZvdrcJbaQgkPVF728I1l4eVH7WdQQsh+igkywoHSRpH97JUZWcMrOOwb1tMGNXYKKdBxZsMi2XoPD10m3ScFzzLm2lKEKgdRkodNtey12WAtZf02eN+1Xquul4KYR2ifVL6Ea13S8L3/5y9OPzLe7skfKKoBeJBsaGnr+jbfeoZysaHeDWADYLNhSuFOSbhHXSUY3IN3kQm0U3q0Lwjng5IAS7pvogGEEwO78LGcF8uo5z8GVUhOvUzz28eUrWUdLHC6BLfO3ppDXuUChJMuQ46bBKvYmezC6bDmRwbid6oA5FVnGE9djrrdM3G/caMq58QpAQHfFqrVw7923cvU68nwNe7ChSumsAhYIcFK2He5H1Bj5AhVHoABK14lTw2lfjp9XHXSuGYDdbh933dbCR4WAwdEPdF1i0i8HhSbdavKI021neE4476lXbX2Q1aqSRYKTViV6LnFI9uXqcdAxKKjpNe2qFnHethtbnrnPIuR0bVJ0rDvuOHj5r5wDt2z6AXzvm9/hMRGt0xgZhlp9yAdUSee8e+cuWf3QdcPPqFav4fdiTkuuVrbUrALoRTK8YY6dm50reFFw8SHJniOOVABYblRj0cscHIZuuy3FfcLQy+vEezYlqZtRNYYEtObnZlmD28bfwkenesMru4vbD+ANfMbAMLy0NQK76i14EF+aoqWwETY88MdyAxWFhktq5IJGQeAByGmypWCy6qJxf8tWruKJgruxIBCzR83FiQJoDQ8Lv4yASsoJoltyVU6IZ6u7DJwXLT8QF8WChE63TIUQEDslB9egyAsZW6GgkKAi8f9erujCeSU9ss1UheGyEx19oJmERD8QyBvhZHwmpAsAyuUoTZ786eBnlGe+pGiuY3Yctftsyl8Qr7DBBz1KB8f3rFq7Dj76gcugPTMlYI/Xliaw2ZkZr/aghgRExXDDAyMTPPUdbOBnvX96B9e0PvHEEyn3qHcUv/aVPUyrAHqRDL3DMZJtcSSe+FNacltHTQC4ls0eD/HJ2sCA8rq6xC0FEY3nPAMGhi4C8tS+XTA3dYCX6V6vXNYtyzvhaQhOvxM24RndHJrdSX52HvdzV6sB3x4dge8PDUGfb2Hrl/kciLRak4IKJ+G/wyNjMLP/AEysbvDOueOKKaSC5EuPjC2H4fEJ4FAje88C3Fy0CMGD6BFSIXAqs2bRsSfrVglQSNC4g0uv6wN41joVBPiAIh2VaYhGrQA5Bk/nAbsyoKlUkVMAdppkl5XJvC9AAdBeBw76flMC58CDttGMQVAwp+NA5r8FBY1EmX1EX1jwUj/nNcvkU5p484yvBwHvurXHwIrRZdAnSkivQRcfB8ovs2qF6o9Q8wGazMBqoFDonm5vngPHVIb0yU9+MhH2FUAvIasAepEsCoKYF6oR3cABc7hSE9hwQEcKugsIc+U0KDxEcF5VkSHiJMfQQy+ZlBKz0weUb/RNlzygGKVCGvjgl2pN+N2wAcsseB02jWMIb+wzZufh9Lk2bKnvhy8uG4cbhxE8w1j3GYhQxAEd7nPZqnUw2G3zASiwBp5qCHR7WQlYDeYJaBG5LMXqKTtyYGgYPb8paLRa1MCW1Rzs9RK4ueCZ88iNdAVn3W8Q6sRmVNSgXLCCXaqrhgL4XPlPTTBROgL89ZVrkXtvufC83crG6c3BqSOyonCS0bG4VHdg+R6N19XHKDxnOlY9rrN6xVErlN4uY3Qa8Nxz3tx2DLcZm1gOL3j+WTAwshyv2wgk/b3KSRt/jqDUFP3LtVIi9/lRP8Q1sHvnNi7fWo8DqI+hOw1Q8dBLyCqAXiRDMDCWOGW6gVVDS2Ydj6zpv0xxuFJtpvCQXa0KF0QiZcPU3t2wf88O8dKch2dLmAOFL9vEJ36zPgC/HdRhwBZtk8BA8Rgod8LCxl4fXr9zF/wQl8z/sGolbGk2BfZZRmK0Opy4+8R3cxEiBaZAFRi8zzzwwpIFSSEIVgxekYHh0XGYm51GkJ5mWsIF8wIElpovxF+cCWhAL1f1Q6EntlrRLvO8rjM/Hkfx0ASSidcsl98o/VGcg6c6nLeepZ7OMUqXsF45DD3/7MZibaLHDLzKhr177Rzu6BJX2L8YsKOg3Li1E4t+D+ZnZ2G2Mwv9LGRe3gVjtWIUv9/1SKR9xLEoWqgcKSUoTUwswxXWfuh0u2BqLRiOhgeO7Ftd2SNtFUAvkuGNYzm9NzdakQzU43SytiLBQJzCMh+pBZFA0nb77Tbs3r6Z+eUiU9eWjma8SsFpZ3+/PgjnhjUB56i8fQnKrNStYN0t7vZn0Js+8f4H4bMrlsG1yyYg0YQMUWQob2uMvif3Re9dtTU/hkD6yhJIUdagaIYTiNCL44ptCNgDrQGupQF6DcC6GiS2BL4K8ImU9Qw8UJqC6gDxonNXorV0jZk6CUPVg4MWzE81EaWvNJBSR0bKdhoHwGEhtRPwzvlzCTWwKN1OqHpe4CkY8cbd5yP7BK4HYrSuBsUNEgkO5nrmtjS5Ks9OY6RJhSaym266BY45YSO023NCw7igc15cALl+hnl9eT2HsGXgvnvugVocFlmRYVgB9BKzCqAXyfBmyxm4KCjklGhQsBYOYKzjo+W25e1duVECpbnJSdi7Y7N6UIXn9BOOxzcnsb2/HLfgV4IaDCkAW7MAlhdyIeqNyXxgYQS92t/YtRee2O7CZ9avhf0m1Nc1EUK9NkvV6Shtmwv7u0bfQitIPWfhpjlRQ8c3Nj4G+3ZsY6AJAtLqdjwtwedri+Qd8kZd8gfTB1waVWth5ACe3w2kU4qT4YEG/riehgYR3fVhcCWQj8PyR+C9Zuo+7i6UyxIkZOcqHbl2UcklyYXqhRQUh4wlADeZKR1CY9dSqUQJZWkXinom2pnFrU5AYhN8Tplca5LP7d29G1Zt2MCdZjpJX/XS2q/QBWvB+vN3k3+n24Os34ehoWFotob4OFEU1R/6N7iyR8MqgF48s9whg3TJtkjb9jIspTQEU6znjcUjyhmEZvbuhb27trLW1XOOC2zBwp6ph59BIDsvasAQ7TP0uywgnb24DMCzqwftkZxNHOyZ0zOwBm/wDx27AXY0mpLoYVUCaBSErAAh19bIgUGU3u+y2AiEXX2KZr0JDaIxEPQIeOZmZ4SqAQ3MOQ8U1CfXwkcmCDUYKIFL51lLt+wUxEG3PsDmkj2MBudcgJC95iz1M6RLMhF6JYIYt3X1of22WTGWQHXR9B721o2sBDLGbSvBQwOetoJIFC+0Lz4OPtfL3Pm5AGTxyVgtlZr3uuASmOg6Tx7YDwk+d95b/g988oorYR9+J0A10uBWDHJxinHiZ0xjo/1zQBYP0WpwMs7ckX2lK3ukrQLoxTMnVhNNM3mEWnTd2gKcfYCPnxMekzLeZvYROG/RzhplKF3oPauEmJ9dhUDwhloLRhw4sxNrQepkuCWxgPOCY7u9l9CaHh7f6cIfbN4Cn0CQvl1bKzlKAVx2ogUGNlEUyPKdiz5lklZN50tJJwSou3bt5oL+kqGXCm3hEkKoJrIGCHO//Bdw72epH6UxLg1bkmR8zT3VE0uX6z5PVsww6P6py4nTMOe22HeiHVGctlq00aEeX2kWldOlnsIREI5izT70FewkC7J8DUHBNlSawWmpyz+sxaYuKLgdFft3RD5dk7qtw62bNsH999wDMzOz6EmLgiZlb7pI3LEq4UtN6B0ASvFu1Ou4isj4WmzZsuWBh/0truyoWgXQi2R443Blx0xpBhXNea5VivW78qILeY+56SnYt3ubeEnKzy70dQvRrMN6eubX4yacxnplUU6Al/3qYwfSyllaZTgWeNGkOisl+G3odOA1mzfDBzceDw/WaqUgo/HARiS3kxNS527asYmETsg02JYQr+pAl1UeoY7flebMPBXjVRTkFcZBwX+rPM6Bkiva77xh+aHtQk8dyLY0yaUeMIVHjlRdAoX3rvSFbKYTBzdbVY69FERMFewhKNLuJWDqOn9L+yzgAkhSc6Q10IRZBFn9BPwEEGp/xiTpKWAXnzO9Zvk7Me216qTUoJotPnMxk3ZbNA5uxGskY5KLR6W+aYH9x3/8x6LyVGVLwiqAXiTDm4WKHHtpHXtYYDUrz4q0zsnGyHS52p2dg/07tjLnLEv3Q/bsf5epi7UIJK8IahAR4oblzRzPTE8Eml0IHmi5EHxWEmQTaIb6WibbrkdP+g333w/v27gR9jcaEqwSX1QmG3cwo565FnmSTDtmg/nYVlUp7OXaImvScarSDST3hezTVJQLLojH2ucoKhWLKuiOVCvOlWkRFyCk97pAH1EX4qW6ehohg1scaJYng1oizV+TBFzKu1d8UCq6KZJU2GsGWUH41lgMpEUcgcCfVhEbjj0W7r7zLmi354sgpzEFn1xSsHC6vFJFrq6KU7hYBXV19NFrTrT+iuXSqJG25gKdnMiyrOTaV7ZkrALoRTNBV5fGLHrVAFxnPAIzz0dKpJA7Yu/fuQ2X/+ToOK/R7w8O4SBAOWP841XoPU8ERjzn0CzYxtEpTjfiuW73egAF0ru3GRc4lJ9j2l349a1b4WPHboA58j4DSa5weyVplzsn8YpdsfhQa2QY1gQHDOiyrOc2VEkKPksyDUq9+xoLuelcgpNpiUZxXi5VdyOv0gXdGBS5RoWjJIz3yGthrZQlKHSDlPdMhVlQ/lrS44vtnFYZcuNBk+suh8ECGZ2oSbICeAGYf5aKdQEciyuRB+69F9rz8/7iGqe3LkkhaTWQlrIUi0/Gcpdw4t4D5ell0pKKfXw+lFlphVYTFUmIHndUFepfglYB9OKZdaUlhdoATlHm3nJC3LLHKOAp9w7VdO7Mz+jNLjtx+F52cQuvWp5bgYDyPxF4mNoIFFFLCo2CEgnEuy49zSBrM0VZcPT0oZw0Pn7G9Cxs274D/nn1WrA1aeVkNdkDjGTvMXAHxUTgtMXcRMVqQFCuTlGZDowvF8pqiryvwzM+a48SfpyXWiSXWJXqWV0RSHJJxMHKwttkH57LkiZ87KKWRyTjBqvp5kqhcAKQZAo6vtvTMY6TzlM/HtdZhmc6I/uymvVH5z0yuoxXBJQ1aaEG69GT3vLAAxzAc/pyP3/qr0BrocilKkDaNXngkqmpUGAchCSQFoKIJxQJEhY6c7wmFUAvQasAepGMOGiX41dIwKzXseb6mLGNOmOjRzW9b49qfxfsB8r89EFH4X9/NqrB8lARsNTpRDV8SjQ7FHBEr+JvWYgbKvViy8crHhO2v2RyEm5qNeG+sXGuWcyvUB++wEkFjTRsNblSEeCByqWRC0dKzVh7viCUUb6XGwk4cLVSc1lqJueelgmUliAe2dTkuKyoyKSqG3vETvqmFEpcc5mNWj/aee/Ouw6lfjQfVykW7tRtVS2hqhCjQc/cqv6ZS5u6wkkKkT7BR4tI0fa5dHCh9zYGhmDjE06CrZvvhym8ni7Iyz/6UZDEz7oZ038O+hozPMT7a0swbgAhzW/D0nkUjQIyamZbAfQStAqgF8kQFHLrUrrBlZ+U7ia+G7e7MfFGmpnczxSH2MFgXNykzqN2mNrA/b2I5K0i2dUXFIxL/CUQx5qn3jUuVB3WKyH0EAuDksoru8cDCF7/a89eeHezCSn30AuUgXWUTeBlcUaBmIDLAUmYF0FCl4XoaBHih01e8Lmc5h3HOpGV6IZM1BcAieeYOcuPa1BHBX3BPHFClSoKwCaag7qX2PL+CKzppwgOyk/Nt6US2iblxQZruwMtyBQFxTa5+7zlAyK5W6PeRA96FLZv28rcN6tUQLq4HHfCibBn126YxM9etOBFxxW5NuCvhZNZ8gROK4rQaDfyWL118MHWgh6zPrCI2/oKIZUtHasAepHMsgstcghXacPXdhBEAtAlfL/T4Qpw5QI6P3W/AAuohxMQ6E6JA9U8l1xjq3WevXAj1cL4+mcQaAq301eXOJVAlSN50cTWjxefOanbh9P374cbEGRiqrxHAOykJBZ8BThf4EhfoOSNQFcSnECSSwBOakCHAK4xga4wOFiYdv24HBBHNal3XRQ2Ag3q9XkfLqAXxpRkEhfUBNMCia/D7CRznAQDUHDeueig3fpHKsaZoiGslSL5pP8up80HnMQwOgAAIABJREFULrXbJZ/ghEbJOXG9zkBKbb76XMtaMyMR6EeXr4TW8BBM7tsP09OT4FLGi4zEgymOsEhNP4ijFgWMfOas/nAlBGjSDGqVB70ErQLoRTLCZ+FWrdRL9hjnQ4PiQeNNNoc3Ji33xdwNf7AXbQ75l7Z5BoLLGBe/KBQABZViuZ6zULRcKkk8eDq6KiZEdOxqilrHe/hdmdIwfHoxvv6y6Rm4eWgQuqxHjkS2xi+FHrREYpdzOyxXQCgKZceUGZenuVdLsMSg5OUSjyyBSF2ua3fvTPW/rIP2RfUDXS0Ad1FhCiOXpBQGVwVho1mR7K1Tr0CtcMfAHwa+OwoZTa6SDCPJKy4wyGVQuflC6JNaHC3lE1VKWZTUDWZuZkqZp4DfS58DBUypXZZhPXUdVq1ZCytWroLdu7bD/Ny8B3kXbMz1qyNeclL6SpSWVMZ1XTGqvTdaXIlrglce9BK0CqAXyfDmsB7rTFGMHqBoXSTtihIuH2mt85QOjtoDHArW8hy9+jTu8AwlJ9hlKvqj+XoaxgWYQANuVmvh2QwOOa5ZeCwHgG5Ux+NS+nmzc/CVgUEEHR/JxC0T1iGL6iJVtoU8S8moDJSnTXqJVxh4cC95qdQtRYJlJX5aO84Unm7u5YgFPx0UXLKqGshzT1Ra51K+aQKItNErgyx51wjaqXF1PAJpLMsNEKSQEmm8RfEBPtNR6I5A6Y3M1+WgFcHQ8DisRuBtd9uwd+8+mO+SOkeCnhF1jGlSo4FIdfBSbW/j8JO43RcX90fwnpuZ5hXGE085Ce7/8b3Q63T1K1V0ds/1uyBNHoxOQJriHjgdeV4B9BK0CqAXyYjicAXinZ5ZvGko6F3KHMObN3Xc8yGxwIXA/JP45ydGoa97UQZVa1xRJuOXzeBaZvFsEOjeTRHEJCNxba58aKDP5XpgB8RaJ+k56Ol9lYruM0VgFMcFrIp+i/LD3pwXokhtjSxPVA6nXKk2ao2imh+nq2CX+MQU8MG6QLXOtNM8d5rojCcDMKDeNQJgrI1zaRvQZBRXqtWBfyDtsXKVCLIKInM67KCotRG4esu51gqxvhEAVybUz4B47iFcYfDY8PMlbfLo6Ci4KoFGi6Rk2u/QRQgpblFvNKAODW5uMDN5AKe8nCkpOiZ1TeEgZS61rAeGKFgLCOSzUs87EwrJUVM8bkuef1wB9BK0CqAXyahYEv+Wx7rkLADWSc96nTaUCwYdtJcFf5XBmWwNgspKbS7Kcjnfs1Dfa4rQnQC2c+jp2VR/g9AgJVrD1wZxyo8Fog7j54ITcIm+fm4ONjea4o1a68HZOt2wA21KAKGmraGTEOYMWlIvX8aduYCd5lSIfCxkb5PLQCmvTd4h0Q+JTbwXG3KQMFZP0mpdjQz6xGFbqSjnam9wp3BwtEkpcSWU/VCKdWSdlE0VH7nznIUK4ap3Gvz0ckpVpNDkMzA0BBMrVrIHnQU5bNu6DWrNpu8zyLSI1kQx4CYivV60XyvXgX76cx3Y9I1vFJ9BT7ap4UR24sYT4J7772bOnPXOlMGpPR1z7VHYR28cVyIVQC9BqwB6kYzyvH21Mad1dRSE3mhZkkkFtUOojZ9sBTjLtscjkNR8YNB50cZ7aR5bdfkvf+easZZrgX3Qfnq0Uc76bH8Yr+iQg4uOWweCv+sIKL8wPQ0fGR6RAKgtGgJIGnnI73F/M/T7ScZyPQ7ZtQTiuIN5HHlVhxQ6EqB12Yq8HakXTOwLMeUKpKCZh4HyydQHELSbd1aqvcGqQ90miKgxrSSXuKxE0Oy7QDXEEky00rzAZjzRFGAdeAoJrDu/AFqtQa6dneVFxTra9zxOaFyPRGtcS+suJ+DQ9lpcjUonOZ30+No5CZ5ONPSR15s1PpcGet25euKsFsrkO8CrDKZcggqgl6BVAL14Zn0PPyjAkl9Q0Eu055wtPfdTdlV6N/jHJwauqayCs8r3XIYfS+i407fsQ/PaQGR/4q1ZFxd0/zj9tLZpYqP9ZhaK+h1WOA58/hmDBj5tU2jnsfCh2kEE1GsWMYMBT3ao981eaGz86XEBpaQIfvnO1XHkpXjO+8yyEp9M7a6UYimyA4E5bNDjhephc51qOpdUOGfqcCIDDLxnjcjvJXWu+p3Ra8vlR6nfHzNABd9c/lRYZYLea7PV4k4mpHUeGh/j/XQ7Hf8eqQ9imRn22ncRxfNrHPB0NExB8cvHock7fsKnT9VI6rfllYOsMqQtWMCSPEPt3itbclYB9CIZgpMXprGawOhi1uY+cGM5ySFZ+L6DaAxnBz9H+LgyisBxyKD7d9F8t5V40ATSmb4OoujIXFU9YO/Zp5y7yKbKxMAEHsQ9UDhGJA5gYk0LTkKgvaktKg3hkvWcgZqsSE0PWs7n1teeYwDlGhWuszf3Jww0WCogRsWDpE1UAaABV7Cr+c7WmU8XLyRoHICLY98jUOo3J76oUqQ0BfXpo64uaS4SPQlKBkXDWijAmj1563TOGlfwn01RodClXsec+UjHD2DZ6Lj/nKgtVZ67lHBQMO1rx2+8HoFom2nSMcr58xEpKJlbH1NwH0pqU70WfS5QxasQII6amWtRqogKpQLoJWgVQC+SGZLZKdhIqVF6VjlfVSpIDeB0oXt0iDlA0P16JYWBEd+wVVBTeGhQekNRlICkhq5VInSG1ZZLHNjyy++cC/B78HYgDUb7JRZ/G1VlsPArQeC7axKeMmLh5olVnE3otclaf0O8aNVcl7xN0gYzeFjJeHMql0AL5UsfwprntQnM+wTWfesb6DKHHTuds3i0BHQO1JkO4boesU9wIW66p/U/XLo3Zfoxa+PTvTMOttH2/vrr2N1aZqHIxZb+Lign2t+K1Sug3e7w5x3VAkh6uNro9jlFnYmmUoccAmdfOAqEEnGp7m7m5uQT6z7aookuvUaTDXd94fZiMYB2g6FJAJ+rAHoJWgXQi2Sk4gh0GSp17MjkNvZemFaCy0v4fKj3fIi0w2837JNaTOHi8uOoyBSkd5PeljHcyvOuup1EK30skLfl45d00U65QWngqsYrt5wiAfNJ821oLQOYc9uqUoM1uEaCYCry0IxA4G7dLg3bhDUvMcxzVzcjBdcRnD3ioExjCIj2EkliKVo6iSyO96NgTF1bXDF/Bus49h6v45xda61yU4QC/Io8y4N/w0F/l2kcoimoIS5NEru27+JJYHLPfp6wJJgXSyK3ygTLNJdRvpwbIljN9NSvgXWX3sqES4WYCNKpXGme6mpBO4jHYcwIYBMOoFYAvQStAuhFMkpUkZZJZMYDkNGAHfAyV2pBQFYsm932LpDm/lY5BIAPl4m3uxDQDXOknA3CsjQiwqXqGnm7Sp7KsQK3SwlIGQ0uujKirvCP1IMoc9cgktrS0NajN7iq34MHBgZ8F+sCbMDTKOV+fVRAn5UYqXLFSjsQsJioVqq9nEHSz5z/7r3iGnrgDqgJ0Hk/qoBgyRzX9KjpcLOiE4t2IlnI+bvPZiGv6wK78rhEN7izOOg5P3ng9eh1O9DvzDMv3yGde/mdquBwHVB4JUHPBcLh42IHIm3PpRJpv4QyelzXzJY6pVuW0uHrccTpSHw9KClI616T1jqMagu5tMqWhFUAvXiWO64wL6GZAwB3MwdOAQDgAeJQL3ohmLgFddd4ZxW0fYjG9wq5nWGgy1R3i48lkoQgGMjEkGjPRGukHjOIUsOaTMGh5DeWXUi3zMbdtBAW1qNHfK9XEugPaOU+Lb5UcN7yOnu1UZHdxyqLBK8WUxQqi4sWerwsfaPMw9TVk45Yc1xGVNI6O1B2YOx/XLBUPf1yXSj32fhTtfqZecA2XpoIJT7aBQcpEFlvNGFoeBjqtZgz/kIcWwuvS7s5APXmoGioKd2ca1Orf64Tr6ub4bqgM+1Dtarp/EqDZGDW4LIUYcL9cQf5wAdEeaIgjj7JNYMzrDzoJWgVQC+SMcUBhccjy33/mvCzmo7rMOKnBQidlV8iyJgJnD9tFr4xwseJBKmIlzDauJYh03GZTFfI+xiCiPNVfpoqpUGeLeCM/QAcOOdyPC72jyBxQqcL1w27llKysQNdUPkYaEEh9sxJCeZrOwcK1lEh0yNZGhXD10auRr3rqNbw3qMLJjpVxEJJigAac7zuaQfYJcpFakHZApydkqW0D4kllFYFOgm6CnfifQccjGOZHj5PUrpBXFEQyJ7+jDPgq9dcA12idVzzASp2pDRMbvOFEwgegCag+blZDVgKz96oN5S26VPiCa8i7rv/AR2p5UAh7ZsCkfTDQdTUAXRUFslXtkSsAuhFMqY4GBVysLYI2LlIv8IbGO9VG035BY8ThR2K2gR7B0iqFZXARzuZmIgAVzzh4AT0qs5o4fJ3AvqfuA/fGAmlYZ1qwwgN0kKAmSPPOmYPjwOIzrPWQWkYD4FJg2e5o6otbOj0RMFmCg7XcbsirQt9kIu940iUErlOBLnXOysY42v1euxLeMICL7rErx9MVzDgOglh4TEv2M5ff+cBO4jTfw8KaMp4Q87cK7zxXItCufR1CyH1FaTiVzipdLsdvh6twQFYsXI1etKRJqDkxXmS4sMEeuScG+nOz81wjY5iMpCAY8jlZKnzi3jJRItQ+nqO2xKdQ4ANWmSJZXog8kJCgDClWtRxCJUtOasAevEs9wXU+f4rvCNXcpS9aHD0ZokGgVIbKbaDEVsAZRv35ytqZHAiCb2faAtSbiAQxL+1DqJnnwD5vd+A5Mv42u6SZ6hARoE+O5uAoZrJ9L556f7hddClicV7+ged7BiCej2n3oMKoOXIJ1frV45WO3dT0SMpvypa3Tiqg+usIiqTUI+VFxVPS0uMop6Jy8JcCNZ8rW352pYH7cAYwKtYlLpwiSdcrAkKBYmckiawMBURFe8jb1/fX6NGrxSw087gKXqwK8cnYLDZgkZc57og/TzTanQIpgiyc502gzPXz9D0bFO63qAePkkTqe5JjeSGfIyc90fvIy+bVC3UfotFjawACbVmSEBjqgB6CVoF0ItnvsSCd0QVFXIOEElBn4OTEH5ywsrB4Cx2N/GsjH2yejUkCyN6oo/7H26AbePv9hyC771gBlOov2wCuh+fBLe+t3nqPUlDDtgAQvZ0wsAOZbWHP7RVGsSdTAH2LTx2LVOpnraecvDCmKpA6xYS9XpDu4MDg4wrG8pGQS9H/5SoG1cBsHSxPIXhXi9edtruoqONE8oxd8xzg0yYkWqOeYVAHmiee47b6aLlcM7TlwCspIYXzW/pOaqmR6nj9do489CUpLN9+xbo4QojRM8W96ZUTgj7p/bCvt27YXhsjI9nSm3Eyka0RRMBXnjlBLpJB6Jana8hTSD9tC+qmECqBIJy0NyrMZXJIKgYjiVpFUAvnuVu6VtoFzRRhWsWgw+E+Ve9cqPQaUAZ5EBed7zzFgSLGdzfeGCUTyYPL5R2WoxIBpJrD0B95TaAY8YAJgbw+QPgdsiZdVog3/bxPZO9AnydXswWx/VjMvYgfEZgoBWBzXmyyEAyDp22mTfJ1atV3pyOnfWTQpVQDszlmtZsjNdt+xQXW/pdmswc2PvjEVh6Hl3bUjHYSscW5sozSbVmykE727i6HiYz7DE7jbXxxZzMAs6Y+gPS3kgxkYFMbJ12G3Zs3wnNgSYsX7EGEhtzQSgbGy621EePece2rTA3NysTBFEUmnm5YN2k50d1rWksRLFQ3W0KHBIXTbpwXnloAg5XAURAjqJiL+Rxp1Wq95K1CqAXyaSanXKugfGJKkUmGPhaxfoOjWGVuEcPioeQ0mxTCCzb8UYd4yWxuohBprQHAkcTb86bQohf9RQIhlZDvvMHkk0MehzjZHX6nPdGzcJjlofijCYFX4sfz5GyCElNwAkS1gOo8K4FwFICSNkztsUuShSQv4Z6LRSLc+vf4/1lf4lUGVO6fiwzi+vKY1sGY5bt5TJJMgccl6gMVlYk8jEx1xuBk9HZEvdNn5sWk5VrRtw7VaWj4ypt1e22uedgCAmsGn8JDA0MQrMWcbPYHdu3SWdvPftUE3VoX7zvQHXomtlJnxGVZ6VcE9Fxq0oDP8wOHocmDep3yORRJins2oeQJw16X0gFRypbclYB9CIZV7NzHEfmxAXGqwaIf+RSmI5rLHHQP0nJUdCvxYu0CL81SeDJ3NRUoY7AB73EfKYPwTAud2cRLN63GaKnbYXsFgeM2ijWBQLZNC2cUJeUGb5pae6pGQcYBRFdGju9JQcBCbfkN+UaJPJvmmmXbuVzHf2wQCesQOvpjWDhNp4Xdtl9FrQXX8Sg6rhhT0cwnSGlTAPt6s21m0kv3E+L3oVcujTwyhAnaRPQ1K7Z2lgWQJvKhhE4dQhlhZLsrZdI0SY6//37puC2WzdBv9eGXjtjzzlRGaGjTmYnD+h3JuAFTVSreS031SIJ0XNOtachJb9EofQetBwUTLSuB36fKKhKCer4OUmVPVt2AiqZ3RK0CqAXyXIO8QPfpLlXBjiAoWJjOUuhqCA7e126AA2CoitGOXhYpjgKEDdwQ5LCOfUcatygtCB5qfKC7StYbkYw39z33VOK6nampEwT5GUappxB7l5jTsAd3vjjOOClR4mxhXfuANr3GFSfV7t3FxXcLHdccUhuS/vMNZvPJa1Y7ccXKLhRAX/pWpJpXemMPcZAa0VTdh3tiutoELhpZxSu6XFQP8GsVOLUdXXxpUGzTPFW+OgsdyVGQc7PaAEjopd8SjjPVtDDz6DfzSDtZwjWu1T7Xmi/5fJKEwHShFMKPClcXKeWnBoXUAAQgZqumwQeReVBQE7nSKDN6hY8BypBynWrrXDmme4nzbOpR+J7XdkjaxVAL5JRRxXydASQpL6CW8YS/FB0n6Lx0vu7FAjzAOW0uQe700aBTHDyJrxZN+NN+ETWGSs/7OpCd1JWZthOUjxHeygBg9V0by7LyUBMiSypApJK8bwHXYyxHLqjt5HP2HcaZjdsW9IXq7JDPOYi21AoDeP/Lv84YzBGIAp0W6s1JqRim3DArGIwhXfNqd7cM1DA1oG1A75MJwrXmNZ5zew558W4iD5w4xEFivU6aHct5CfzHrdT0wDXIwH23GemDwjXrfv1UQZjfHCQeeS8oDpYTqeByR560FTAn1O6Mynyz+qNUApD0cSQWmmSKxLFum+91TVtennH4X2TKzuaVgH04llWuL3KDyvH67S2cUOUDFRrglOQ/xPOuaA4Fr62H2/of8cb9QmkkwXpLgJZn2kOQO/a1oVjVXevrFQTrtWjbq44aUuAWR6S9TRHcXQXMDTQpmCUprYL7SHAU/Q9FP8813oXsuucVw6UkOLoCldClIr9SGF96/sCppp5SQAUcR3nQKrBpVJ0n8kbojrw3DlTUutEuzKmob6XtrF50Q+RpW1aMQ9C8K9RtUHQAFyglI+ki+d8BkZriTDgKuhbLRnKfRJ1NfT9TTdBr6d1Q8LQX2LrZIas+675TimpttWiDEJXlY8q+/X7XUrZhnpNJhvOqCS+Gc+JJHz1KPRqGAL6drvNWmlp0Jvf9LC/wZUddasAepGMg4SMX+ppOWA1TlssnhSlKUsT0P5P3I8LkC38XeJn0b7UT+HXEYhHjMscMeLRUZCr0xe1RqbF8Z1n6rXBpnhsHeXhieaFSg5TvFVokYKaaCNQJVwhr0zl5CVmxIJeCgZpat2UaRcQ19RVPFzhj+maEJUg1eiIY4+lBnMmMrg8LegKArHI0QJW+w8a47nlWhhqvQvpJu4q2QVcMU8mkSyX/pDcDRuMJtG41lYyeTlvnOteu4JGmkLPxwtDLepvWTro+Oturw/StFd11OqB21KglPhrTiwijxgiVWTgeHBfBNy1WkNSt7XMKlEelElI2ZX0/rSXKIj3pYUang9520QD1SMOiH718L7JlR1NqwB6kYwAOnQyO7fMV2OO0OR8u1JR926eQblQT5kAXoCn/NsF+gpPegu+/0tJDr9adwI844GYKQryJnMFWgIU4lBN7ogUcJWr2Rxg++GWg//lcF9BRxPwTSMQpVaX/J6ftuqlG+9suzRtWjVwoSgoSoUGxjV9rTFAplqzgkp08nGJjtBu3q5DSa6cbMDyM/GeqfJeri2vCORdKrmUIVGPnHsXJjI5MJAbSS1X3lnGCQVfrMkl7KXre1xlPnBV8ALjaQWrdAiNP6YiRkRj2MB3PeGgqhGP3iXCcLo6aBlVTstMhP/GfRDfTJO50cp93A6rn0AnmfctwEwgE35zcFhWHknGnvvE+Fj3oosuuvcwvsaVHWWrAHrxLA9M4PnGhYkqAlR087aag9zVm27gLDuY4rALKYmfYiTw+gTerL8QhzAROjc3Fy7UGEk8IUBJHU9qwaVwGxf58560Hpd/BUVGoCZ3lIfnRCUEDNsRQMpQ7uSEjq92vx3PKwE7UV+QUoEvWC7bE6iESSCAG0mXEz5PojISV9hevO6AVRvgK9v1k9QXLqIgLL/mqAwrxYfII3WFoMiz7pcy+KRQv9SodsX6jXrioQbeGGSzIguSbjP6lz17DZCWi0DNzc1oIorwymU1CtWFjmtUBlVaa9Fk1Eu7fE0IbPn86XCZyPiSXo/le7km/hB/XovrELcGeZ907WZnp7XOdcwT4XHHH3fdQ/nCVvboWwXQi2RUi0NvQ3BRvUImJwEqqrkwMNACM6nlN7NOeQ/8bwHOxv8yKqlzqjfa11Y82t+nOfw+AQk9GyFIbKxBvjkVgZXTPBP1YUQnXQT+jAKxy/5zJIe27z6oZpJXcbiR4ni2Elda0j+Xz8Pqe6zWGiHnMFA1hNR9Bvbso0ipCgVGBvJuTxQS7FkLWPkSo/2+L9kZKRhJgaCMeWeTKp8dBn5C5O4jWVEtj2om54FyzngNqEMJh+yCUEuAaiq4tgAOjdQ7oQSV3FMZ5L1HnBSS5RJLcLRIwN6uVhME0C4yEU8gqcYdeGKiObSGYFsTJQddtV7Sg+58l+ke8pZp/AT8reYAf1+STJ7v9NrQ7wdMefA5xTXPvYdxmC+fWP6/H+73t7JHxyqAXjzLnUcaBK48pHq0utQXkBMvm5bBGkdi+6meswYZ3X7kKQHFv8Wb9Wl4A59JgETy381dbh7KmgJqO8Ucg4KwLbhs8W4XgupPtKAA8vKWxLBua9T9HOLG5BQdriei65Ul8q+cwYu8ZJdhmWVSOpNOnJb55AGzj6/ASkWIOBTqX3MeecYBNL7WRlQZrKXWZI6MmtO64GOgPQ51DClk3nN2OmeppKcNaKmehRYh4lKnudI0oRTKd5ptmxZ0iateyMdIVWetVIkbLxkHO7WKH42btM403tmZaeaTORiJ1zzG8222Bnj8PGnhxEQJKlKONZK0eVJ68GQmVA9z6HjsY9Zt+Mjll1++/b/+ula2GFYB9CIZcdDs8RlZFruylGS+ah0apeu2BoZgHpelDshlm0P2CACF/tlTFT5yl8NUbuC93T58rNWAVbRhj9yysJB+qWrAKToMOKrDLDiOD0Ja49BV3rdwTeB/78Dl+ZZaLJ65ttJyTrRfNOghuNRmIIXouRM3WE5h5qCXFkhixQa9RkFE1QcTBxux96uKDgZEfU0LGzm9c5ql3qsOQZURBP7aZspolp0NZH+58ssOSCWRSLxdx+1KKy4jdUOy3NfyZuUHOOWHeNMypkiBXovxg6waarXY1/ewqvxIul2upZFqCzCmLRotDn7yuaIn3G7P6ftrIqtLjefoHUUkmavgA5vr1q198Otf//rrD+PrW9mjZBVAL55JGxCnjV2gvChF7/FGarWGYG56ChqNJszPz/8nnLPVIKGVug0lfOa94jHuw+X0O3p9eG8jhiHWNFuu11xI61TzzL+N1sY42GMuZTZ6BUdxME5zLmmh7643YY50xgfpl50022dSgmC80x/HJS0xAWFmUvZwXaF+GW7OTWHTxLXACj237BrH8lg0ucS95ikQF3iMJNHDajEk9saN69BSU+105jtpc/PWUmF8AkqTGwkoRlp2VAsSebqkFmlCjUVvOFFapsYgrqWbvH55nnjkPFM6JeCU8xp+/uSZU29BAmzqyuI6yNSbTS+3S8Fpu2NRtei1AQ1s0vGPP/7Y3U984hOf+l9+SytbVKsAepHMGE2r0wCcC5SRFfU3tKB8IF0zuOB6IIXonR1KdShVoM5vOZmag1r433W9BK7C/byubqChfLInrJVLLUpZLjQeIisICrWBO6opbVRuh3hbo4HgWq48J0G03J2+9rIV2kF410w5ZudNBmHsrwe/lkqdZaY66jUNlKn3nFhPS8RhCC5jjivQWa0yx5pmeY2le2kutIRy3azycBmE6vk7aV2e5X6cTpedGynclOW5B1WS6TlZnSSOWg4CekrDFMHLhDx7V2IVhN5oopfM48R9k46bgsV0sQh4WX6p40syqa1BHjLtnxvaupUWFNedupUPDg7Obzxh499/7nOfe+111113cPSgsiVmFUAvklGqd5l7tCVpnF3gVQdcn2JgaAT279nBNyfdrAsldwvN0wZe5eECfMYD98c7Pejji3/UikCUvbIFg5F1dIld4Nn7icHlzJSyCD3Iu2HpZDOD5/ejgUFP5fgxGu5Rq129ZQfWBcTwD/J0c6UXuDZFKt4xeZxEd4jsLJVO3okD3cgnbpDXKF6wUAJMc5iYn2eaw6aeanB0AgE4TYJGZXekcnABSfbgwWjzWaU5skxrWuQSBIwCPidHpXD9jzBSnlo+SwJRClJSwX43CQnQB0pP1PgxBQA76CXTZxHq+Os4Vvac+13eJ7fywmuRkYwO9xXSJ2lU467fIzr+mjWr0xNOOPHmoaHB37vssss2PUJf4coeBasAevGMm8ZaXX67VlNOPOxKxueaAk2R+xq3KSLdbsLcpLODvWh6T+A5bSePs6K64Kw2y51N/raDNzvu5w8bdRhSr91YV1CD//L79SnmDnyd91yOCebFNgS7KSUcAAAYGklEQVQUtKdNrSbsj6JS1mFp37pfPrJ67C5g6BQYrtO2eKFWwNp5qHj9aqHSGdYBrHDPRDPUKPPOe9UJ+C7gNekALuBf1HXmoCR5oHnBOxvlxJnOsEUAD5S2YC88Z+kIN2jlehzkuWsGoSs5SgWmkqzn1SeBbkfKCicvJDqrn8yJl63p2EKHpCyfcynkochaJOEEpDOKJL9kfC1GRoZh3bp1+1atXvXtkZGRj11yySX/evhf08oW0yqAXiRDQM5dgobr6GFVveGAy0MZgR3e4C30og/s28NL+qxTSDq8RBkcULtgY6CKhBKPbEHlbOil4b9/T540gsAfNOuwTA4MC8N8UHjr5bobzuixYrotdVilCWAWweQrCBaZ3+9B79WBWxGPoPepExMFBRlcU0lDBvBBvThwXq1ol62V8p4c8NM0bFcwyHO/cbnDt3DSAsiRyuUySSd3tbgJqJV+YB45yUsAHkiBJAbkTDXQpMwQHjliJYWoZmgy4cBeJhmcnLXInLMECOm1bqfDF4VlgFSdzobKj/dkMtGi/1zmiVthBV7kyJeeJg181Gw00vXr1925cuXKfx4bCz744Q9/ZvJwv5uVLR2rAHqRDD1MK+m9LnDDz0KhZ5YnXeo20RxRvclNUXNchjtNr7MySLvEDLfcdwDr4ngCiOIJEnf6WVxu/wjB5AL0dp8UOk66UIX4kqFGuQxX2l3BunDmBTQy9HxJ8HZLowY/bjQOOXeXAW41iUXE29aLQkTdkCmgiSTO9dhjrbHWy2DpmwJyr9tVOqPGKw2fEUggqPWPuWBSoBRIlkiXEQVA9tJZdy1NV43jvpm2EN2yD/hxkkfoaSFfLImSWvBaWk2oAeWE43qDj5/g/nvUJxC3iXRlQM1jpbNJwp8nfWac9ag8OBXNcn0XmV/OuSc5Txgjw8OdjRs3Xr9q1arLrrjiis8/Il/MypaUVQC9eJbTTcjwZE2J3XBKCMdbqLdkJMV4eHQcJvfu5KAhB7cAwDde9eSzICcBF/GUpHAQ8NTXbOlYqkK4A5fRr5udh99pNuDlcQTDOkirvIMJSsqNYjf/t70ri5Hjuq63qnrvnh7O9Ow93KXIJCNLgmMEgRHDWZwfxRCSHyEBnC99CMiHYsj5Y6IPCRKpkEwYwggJibIIWbE2GF5CBbJlRHECAbbDxHIiObas0IEdGhKHs/TM9FZdVXl3e1VDWtuYRI+kd4nG9HRXV1X3NM+7de855/L5e+lzCPiY87bME9+o1ajODYOBZSnQS2XR2bAoJWBVdmrKjxmyL2IOUvDl8jbbZYm2gKUBZRyCq/Q6XLdUgOL7BatOTMscTKND+p6COERgecP0WcW8P+tol8tlLyqsgX8shktJprmHtW1fBhEgaHd7HdtkxL8HzxuMqEbu63niAjHgxiSIn4cnBkwkWDHHq9Yq0JxrLs/Ozr4wMjLyV6dOnXrxWnwxXWydcAA9vIh0woevtWGRfvMAWQwBawQpzyPDHvTmqFSrsL66So00FCVgpCUOVSTygxHalhaLBAYZZIbLKW8YC+b3w+0OfMcA9J+a49zgi02/sjs2pOlXtiex7oxLAd5eqpbhB9UqPx5nht9mttdFiAUX6UKDP7nBxiUa/IzwfVIJAcUb6H3s+dKgM1mpNbgXj2fgKwiefh0LwAdWLcjlEeYk8748UQoyQ0MXhBxoSg8infZsPTv72dH2NLGbmRzEP8a5j1JDx/4BBr4ujPuStfvEqlBzIzVaAo9r4xBwaca8v2huevaV+eb8V+v1+qnTp0//dDNfNhfvzXAAPaTQkVdehgiXCAgk6TZ89Q+cKaLbGQLIyOg4XdIjqCBgcaPrSkYHJa/mUj6IAyhVqtDttDcwLLJA7cl9rF48b4DtRbPP3zcA8cdmEbg+QQkzgFWU2ObgRqBHDMfXLxigeXqkDj1lkgh1T0SRoBkq3aPslpi7LFLRGjZl/bGo6XJMfYtYZJKEsc120YbTD2KWO9PnEMrjeQJsFbUgc4Kmg0sNOBbaHdaJfZ8zai/HmbGncm3JuolqJ1m4J7Jy3A8Lh5gbjR4XuIjifrDOHAfctMRmp62RI9da5hzyWsyNWd/jIQnagDTZMezZs+eH8/Pzn3vooYc+99prP3Z0uA9oOIAeXsQ5UZlRZgfsGkftOy1tbFACgpXyxhDA2PgULLxxwbqXRVFmYlEWqzH7NNkzeQKXK2TjqRtdOY0ljbZ56ql+D/7RANhHDKB9IsjDr5rjbDdgUsVMNk5LJdSswuzZ7Acn6X2xVoMLxAHOHiNgoPYv8+MgFgsPPUWAyglfmqh0MpmkH/Uy1LcCCzqIA8x+x+TFgfzggsilkQ2BFDXbJNSsmil7dD4kHCmmFEKp1cfixQGiSlSRC4G+L1k4NvHCHjNQhCpplYFST6bFl2TlvohpQr4SIu52IA1IGp8LxXIVpqcmVw0g/8fExMQza2trj5w5cwY/Sjh16tSmv2Au3vvhAHpIYf4zR8oWwPCy5QbJZrVumwpHlFWRUBNpW2MKFhdeZ3VcL7F1UE1yU4yOodvuQK0+ChWTSfNAUnoG7AveJFbNsV4Y9OGfDeiMGMDZbc75egO2swaUpg0AlxEEEy5rrJql42fVEfiXWkXGeMUZS2g7QTYzUSQWA6XM+xa+dBhGPOYJmQ2gjc9I/Jp94UTnrAgEM2sY8HQSek2S43FOqIoMB2LUb77ugSeNSXHHi9PatbI2MLheXKDXpeZLPfobaMaNwab+fapnY0MxEBZHTJatkRWKpAsBL1DordJoNM43m82/Nxnziccff/z1d/0lcvG+DwfQQwoscbBIRcscOmOQH0l8Nn1n72a9L7VozrMhX6rC6NgELC9epGwQAYQuw1PNS+Z4A2ivt6BSrcPo+Di0lhd53usGWt2bBRceVswLXjLZ6UsgTUfJOrX9V67UoDE+JjQ1fV+xlRnjNtT0AxlLJXzqtH0IpJTTySZYHuh31ce4QFNUEilPoDgDRdeBCFRyuZItWwy6HZZiI1CbzJ/wX0oXZHRPZQsB5CSWsoYngpYc18XJ7a0PcTe2FL+gkJZGyORI7E7ZeY7l5uqsp5O3PeDJLdg/qNWqsGf37uUdO3Y8Y877sydPnly5+t8sF++ncAA9vIi9RBtneskvWRZo81Aqsh6zX2Phs/meZy/HS5UR2GYeay1dYpA2oJJEUZYAwntMGHQ662sGPEZh2/gkGTBx8zCtOLyTSOJ0ZiD9bg5WLFVgbHqOslfNzDlpFNm5ngfwbEM76FUeVVGHjoHCuq4v3stJwr7I2vCjskWxaJ3fyDpUKG1qWu8LGCuDg5zwZEyVMli4jl2ghSQS1SLxkj31fjaAHTDFjucbct04kCklJCHPjMQCqWHrEFlUIs7Pb4ft882fT01NPWsWmQePHDnyo01/Y1x84MIB9JDCAEKrUCxYhZ6y6vRSmGTQKXyBSnfpnmwXEAsggqLJXJEW11paIIDiTDqy4JxGQlLm9loLYGQUavUG9Dpr0GmvSTb51ijNHOUrt0Nmydh0kwA1SdJSBt/LNBZ9GfcklqScQAtPm+WE1CykbDaXE26zuL/lUy8O8tQAndWXtzV7ZYCQsf2As+RIxkCpOCUQT2nchjyRe3rVwfzq1EzJvE7NlIh1kUuHxno8ORzLGuIoInV1nms412wmO3fseG1ycvIZ8/ojJ06cuLSZ74gLFw6ghxQrKyv/1Gg0UhGJp77LUnDwlW6nVDurZmH1nK8lA768zpsMdnxyBpYuXSRaHU0P6fc2HFOPNQh7lD1H5ZAahwVz67RXDVh3uTH3C4A6VTtufK4ysg22Tc+wj7LO5/Mlo5T6Mmb+vsjZ40wdXZceX/h31EMMUoe4QonLFmQKFPUscyMIirZ5B9JYjcU4SMdj2YGrBlxLZtHi/fIC1emsgwcKyEXOhAeR5UnjgqAezJp5s48zLyEJpNQ7/FculWHv3r2Dvddd91+TjcaZVqv1d8ePH9/44btwsYlwAD2kuPfee//3b/72RGgAJc+16MRWOSxf2PescCMFRk84056Vg1uT/6AAEyaTba8tkxVlxWSdRMe7LJtmtoEBqnVufiGLoFypQ7k6CoMeeg93rLMaNbsS2HB8qoUb4MP6d3V0HBJx2FNaIC4ssWT5DGqYNYc0QNUXzw0rKZftaM4fZrlSQMfsl/nQLO5IDZvkPZjboC9SarHwxEeJ6ZHnid9cSw7ZXCqOrYtd0QAqKQPJBKlDjA52g8tzgw+l2ZHk/+qTYk+ZZyNOTk8lu3bufGNubu5crVZ76NChQ07J5+KqhwPoIUYhn/+xgYB9QA0zLW8kxC/Wlp0n2uw4k7kmoL7P6RBYHj3FdL36tgbRzForiwZ0K5QdIlCrBSXtQxgUfZNNolCkWC7RZOhCqWqy6iqPbApDa0DEQ1QZ6LHOjFzsQqVC58113cwUF+VXy9lSs9CTqSg6cYS2ETaFNBzVFB/BNl9ioyDNkmk7qTeTgtJm+loCYfk3DUMVtzilwVEZRDnLUsu28/9kwOxAJp4wIKuHSZJWiMxrRmojF3bt2vHC9PTsE4899tjZfz93zvGTXVzTcAA9xDBZ6tONxvhfXly4REDLY5mAMjy+lAZreJRS7qR5GKcZKLviAfDUUhSnmG1yRRifakJogLqzvkoeFQgyCNwEcsLgoOZYr00ZdVjokym8zq7zC75ZREpQ9IVr4iVUw/XIFzkhZoKVpmuGi/fp0t+DdEYMF9h5IUkXHF/9LKJY7D3kSsBnZkY/QkVeyBxpaeIBJKLOK4FOoRmI7WjSS1WANOZJRCRsPBRYj2hSIKoznZyXZtxKg9PFbP/+fVFzbu5Rs4j9+Re+kBoQnTlz5lp/PVy4cAA9zLhw4cKRW2656S+ee+55wi4Ey7HGFGV23W5baFoaHlHQ1AGPH0ql1zqJm7JrliVSc8w3wFwbmzDZcJ9qz3x5HxErIs1II1LzheaYaCIUhkUqKyBFLSA/izxR3NTPGINr4NKwtD7QG3nV8WXnz6eVVS7KDmQMVs4cs7WyhIgNvV6Ha+hyZYFZct4XOXXE8uhYMvdAvJtJJi1jqAw0cylGXOh45FTE5yOyelv39z2h9WlZhUUs20br8c033bzfMS9cDCscQA8xDh06tHrk6NFzlXL51zq9HlSrI6R6ozlyJqMjtoJUPdJpJJLNBp6wD9jpTJ0+PSkXRNbXAugJz4BtwdzYLyKGMoCdkafZJCnbyA+C1Xc+zcdji03r2IbHTGSk1uVvSOXgKoKEtEaeymz4eWocxiBNQ08mxSRUO49orBRQySWQzBfpgJj9a/OPJNWlkm0O9kUhiEBrTfvFUJ+nl3i2XELZMmXxMe2fp5PENNcQQyfabN++/TsOnF0MMxxADzm6nc4dn/zd3/7eV//hWfLbgIRd1dTjwjbFkthyhRFk05FGIPVfA3C+qONs4dQn5VwsrA9ro+H5QnvjLbHQkPd5ZBLoOCjlJsfZLDhTatEac7Z2DkJzS7LsE2VsgH1egVzr1upJgYME0I7TkxFfyOlG+05QB7p8nhcUAd+oO7Az+XJ5z46iijO+ziDUQHIMJNtOnz4LrTfj1QqrCEX+g+dinkfmx/yO5hev0Z/dhYt3FA6ghxwHDx586ejRY1+ZmGjctrzSgm53nShryE7YyN4QeTTyd/E5LGcoxThh3jT5P7CyxbJBiNqmZQShyXmZLNfOrCOuGr40pu2V5selkkjOYCMPmppwuhko7mY43SS4Ua2khIC5YjqBplwdkLmQTA7BbJlUggV2guMGXwgb7D9RYCJ+HYnsy4cgk8F7NGcwlyvC7NQkzMzOLuzffyD3tWfPbltptcTZLpHmZcRmTTlmmszMTMF6a/30tfzbu3DxduEAegvE2trqH37yd37rh1/68teuY+tJbmJpE4wiYemhyqNBcl9SF6L1poBxQM5oiaXiYfi+1luJA5dm2Fq2kKydLTUDA/YxDvpOSxPJxpvou6WmrKVkz8rUtRoTCz1P69akCMQyBXpRYCPU0+G4jNYkrTaLT7U+SjsmVWTCCxXT7XLM0hBvDBW0EFAT3U7EKFi2KBZhfGw0nG/O//eOnTufWrp06fjDDz+8evjw4d9rzs09t7S8JGpDEJA3ew4A1N60OTu7pIZFLlwMKxxAb4G455574jvvvHP/Jz7+sZdf/Pa/Xd/tdlngIbJkDN9nTw4dtMrJs3Ckfc2CGVx0DFNGLG5r1ZgxYiQb9sN1aJZgR6KWS3uRmh+nhv0ZGl0my9d6tiVye1IyoH37ZMnZXV+F8akZOp8oSs2dcHvMmvG1ZNGJ0u0cy8YTKVNEUTrJG0Nr8PhYyQDy2PgYGEBuTYw3vlUuF48fPXr0+cs/6zAMl/bv2wcvv/JKSlP0PDH358/IN2A9PT3zn1ftD+zCxSbDAfQWiZMnT4YGID70Z5/57Avnvvf931xcXMwAJWe/yKiIpfkHXjoui3/15VKfwZIzS84QE9mPmgLRi+LYljhsRo2X/Co3T7SkkaSqPbDpMngWtGPhase8IKTlaKlPJ1zzxqOYLLdUqRHwcvYa2oYcZsS99jo1+HIy7omGtkpJw4Oc/SyULlcsFlBWDVPjjZ/X6yPPmvN+8MSJE2/Z1Dt48OB3H3zwwf+bmpxsLi4ya45k3AkzPPAzKRTyqBw8fhX/vC5cbCocQG+hiLnz93EDIp/5/ss/OHz+Jz/Nk3G96FAQYKmBh7/QJOcMgOIOSGQBsg2XNTwB1FgK1YGwOJDlkQSBlWJ7kn0TmCdSg86KY6SkQI00AEg2oHD2PSRc7lZaHWgpxINSqQJdyZITMUWKhc/d67RhMOgRQKMgnN6DMkU8HsaKBknVygg0GmPx3Oz0q1NTU08uXbp07N26wu3atetnt33qU83Tjzwq46nM5zCIqWFYq5bhwIF9Tx86dOhLm/kbunBxNcMB9BaM++6776/vvvvukzffeOCRpZXV23r9fnlhYRFWVpah1w/lxpNAfAFjEK8OT/wvyF7TF5AUcx8MllVHIoARq00yp1PbHyCARJDWGi2JY2SIKtfA4w1Zsm0QZpkciu9Mz+bjI/h229BdXyfOM9V9gU3x11aWyFKUZgImnDWjcVHVZNwTk5MwPzfXGxurnzMA/vlD99//+VjHj2wi4igaf+qJJ2B1eUnKMAGoLWoxn4MbfuVDH9vsvl24uJrhAHqLxtGjR3H0yR/hfZNRT++cn/uNYrF4i0GRXQYAm3EUT4SDsN7t9WudTq/cG4SFtbW1oLW8EqwaAERedafbg16P+cGqpPNlKogq6Kh+LWwLLocIqoJkyerz4WWGvipFJGU2g3otq/+GjnHizF7oJiZq9W3C8w6ILUJTt9dX2QM6X+AsuVqDudlZmJpsvD5ar38r5/unTEb7Tf1s7r/vvl/qs+UhAWyZSs3XZCDv14PWagv+5/z5KyjeLlwMIxxAvwfCZNQ4bePLcnvbuP3228vX3fLh7QbIdwEE14Vhd8/q6vqO9fba7nanO2NAfXR9vV1ea3eQuuHhaCey50SfCo8BGv0oLKiLE5wXR4KziVDpfFvdSBJljoAVzlhjJFBGCD+JfG/mK5v8OexB1O/CTHMWGuONwczU5KvT09NPX7p48V2XLt5xxGqJqucuvyZs4M/1excuhh/um/g+jCeffBKz7x/J7etvta0BYP+uu+6aNHd39Pv9Zrff320y3I/GUXJjPp+/fr3TKbTW1jwD6NDudKDTQQl2SK+1snMpoXiiOiRWRLqFhMjQIxHSGJCslIqwa/cNg8lG45vlcvHY4cOH3/Jcr1ZEZBSlBR32GOG7LMzJ53Mug3axJcIB9Ac8pDH5uty++4u2ueOOO0Zmbzxwk9l0X5QkO83PeQPm491ur9Hr9RrhYDDW6/VHemFYNI/5JkMHpAoikCOvm9NqnxqUY6N1qI+ODGYnJ86Pbxt91IDy4V+mnryZ6A/CXK/btR7XaXgiI3f/LVxsjXDfRBdvGyjwMD/+VW5vGbfeemvxo7/+kb1BEOwyv243AD1rMvBc4HndfL70ahyH3z527NhPdPsHHnjgmp33m4VZVGpdMUbCyErV6yMjWD93GbSLLREOoF1c1Th79ixOEnlFblsykjip4EACVTwy64Tr6vXRUWoUunCxFcIBtIsPXLQ7ba9UKpFiEUPBGX+iIVO73R7yGbpwweEA2sUHLpYWl2789Kf/5A9M5vzh5eXlPZcWLs6ttFozC2+8USkVi0m1VnMybxdbIv4fHWHN2W6rPXcAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>